tag:blogger.com,1999:blog-65958029902820263452024-03-13T04:01:17.959+03:00INSANIN EVRIMIINSAN NASIL INSAN OLDU?Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.comBlogger79125tag:blogger.com,1999:blog-6595802990282026345.post-9376767019612249492022-04-07T14:51:00.022+03:002022-04-07T15:10:23.835+03:00Kenyalı paleoantropolog Richard Leakey’nin Ardından<i>Merhabalar! Sizlerin ilgisine dünyaca ünlü paleoantropolog Richard Leakey'nin vefatının ardından yazdığım anma yazısını buraya ekliyorum. Bilim ve Gelecek dergisinin 214 sayılı Şubat sayısında yayınlanmıştı bu yazı. İyi okumalar!</i>
<p><span lang="EN-US" style="font-size: 12pt;">İ</span><span lang="TR" style="font-size: 12pt;">nsan evrimi araştırmaları ile Dünya genelinde ün yapmış
İngiliz kökenli ancak daha sonra Kenya vatandaşı olan, Nairobi yakınlarındaki
Kikuyu aşiretinin misyoneri Leakey<a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_edn1" name="_ednref1" title=""><span class="MsoEndnoteReference"><span class="MsoEndnoteReference"><span lang="TR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[1]</span></span></span></a>
ailesinin oğlu Richard Erskine Frere Leakey 2 Ocak 2022 tarihinde, 77 yaşında vefat
etti. Richard Leakey insan evrimi çalışmalarının yanısıra hayatına birçok
görevi sığdırmış biri; Turkana Havzası Enstitüsü’nün<a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_edn2" name="_ednref2" title=""><span class="MsoEndnoteReference"><span class="MsoEndnoteReference"><span lang="TR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[2]</span></span></span></a>
müdürü, Nairobi Ulusal Müzesinin kurucularından biri, Kenya hükümetinde Safina
Partisi milletvekilliği ve Kenya Yaban Hayatı Servisi başkanlığı yapmış, iyi
bir biyoçeşitlilik korumacısı, fildişi ve gergedan boynuzu kaçakçılarının
düşmanı, aynı zamanda bu çalışmalar için para bulmada inanılmaz bir sosyal ve
ekonomik ilişkilere sahipti.</span></p><p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRykvU8QQUyZRruLZz9eyEcSI51mMyiFSS-06x0UzqEc_UOiwXF2IWizK99gi7CuJCeNM6_qSLuswI2uHnh6iSU2nU8kumjRX_5JKu_fHdGIhCfeq94HSg4Uutm0thX9fOQLsUGZgMLppS5ZZXBniBX33lM8dfpSOJRjGi3iy8-1Oes1x8AKRBt2tx2A/s1491/Richard%20Leakey,%20Foto%20Marion%20Kaplan.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1024" data-original-width="1491" height="220" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRykvU8QQUyZRruLZz9eyEcSI51mMyiFSS-06x0UzqEc_UOiwXF2IWizK99gi7CuJCeNM6_qSLuswI2uHnh6iSU2nU8kumjRX_5JKu_fHdGIhCfeq94HSg4Uutm0thX9fOQLsUGZgMLppS5ZZXBniBX33lM8dfpSOJRjGi3iy8-1Oes1x8AKRBt2tx2A/w320-h220/Richard%20Leakey,%20Foto%20Marion%20Kaplan.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><i>1977 yılında Marion Kaplan tarafından çekilmiş bir fotograf. Richard Leakey sağ elinde Australopithecus kafatasını, sol elinde ise Homo habilis kafatasını tutuyor.</i></td></tr></tbody></table><span style="font-size: 12pt;">Benim Leakey ailesi ile tanışmam Turkiye’de
paleoantropoloji lisansı sırasında gerek kendi okumalarım gerekse okulda
derslerde sık sık bu ailenin isminin geçmesi ile başladı. Daha sonra 1998
yılında TÜBİTAK yayını olarak çıkan Richard Leakey ve Roger Lewin imzalı Göl İnsanları
kitabı Leakey’lerin Afrika’da Rift Vadisinde yaptıkları insan evrimi
çalışmaları ile henüz taze bir lisans öğrencisi iken bilincimde yerlerini
pekiştirdi. Lisans bittikten sonra Afrika’ya (Etiyopya) paleoantropoloji
çalışmalarına katılmak üzere gitmem Leakey ailesi hakkında daha detaylı
bilgiler edinmemi sağladı. Ayrıca 2015 yılında Richard Leakey ve eşi Meave
Leakey’nin Helsinki’ye geldiğinde onlarla birkaç gün geçirme şansım oldu</span><a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_edn3" name="_ednref3" style="font-size: 12pt;" title=""><span class="MsoEndnoteReference"><span class="MsoEndnoteReference"><span lang="TR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[3]</span></span></span></a><span style="font-size: 12pt;">.</span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Hızlıca hem Richard’ın kendi anlattıkları hem de
onun hakkında yazılan çizilenler üzerinden onu biraz tanıyalım. Richard, babası
Louis gibi Kenya’da üç oğuldan biri olarak doğar ve Nairobi’de büyür. Richard’ın
dedesi Harry ve babaannesi Mary İngiliz misyonerler olarak Kikuyu aşiretinin
bölgesine yerleşmişlerdir. Babası Louis 1903 yılında Nairobi yakınlarında
misyoner yerleşim olarak seçilen Kabete bölgesinde doğmuş, burda büyümüş, 1922
yılında Cambridge’te akademik eğitim almış ve daha sonra 1926 yılında Kenya’ya
insan evrimi araştırmaları yapmak üzere geri dönmüştür. Louis’in Afrika’ya
dönüp insan evrimi çalışmalarına başlaması Avrupa’da insanın ilk atasının
Avrupalı mı yoksa Afrikalı mı olduğu tartışmalar ile aynı döneme denk gelir.
Darwin’in insanın atasının Afrikalı olması gerektiği öngörüsü, 1925 yılında
Raymond Dart’ın Güney Afrika’da bulduğu ve insanın atası olarak ileri sürdüğü <i>Australopithecus
africanus</i> fosil keşfi insanın Afrika’da evrimleştiğini doğrularken, bunun
karşısında İngiltere’de bulunduğu iddia edilen (daha sonra 1950 yılında bir
düzenbazlık olduğu anlaşılan) Piltdown insanı ise insanın Avrupa kökenli
olduğunu ileri sürmekteydi. Louis bu süreçte Tanzanya’da çok ünlü Olduvai
George lokalitelerinde çalışmalarına başlar ve 1940 ile 1960 yılları arası birbiri
ardına önemli insan atası keşiflerini bütün Dünya’ya duyururlar. Artık insanın
Afrika’da köken aldığı ve evrimleştiği kanıtlanmıştır. Louis’in ikinci eşi Mary
bu süreçte ona katılır ve Richard 1944 yılında Mary ile olan ilişkisinden
doğar.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Richard, diğer kardeşleri gibi anne ve babasının insan
evrimi kazı ve yüzey araştırmalarına henüz çok küçük yaşta katılmaya başlar. Richard’ın
ağabeyi Jonathan, Louis Leakey’nin 1960 yılında duyurduğu ve isimlendirdiği <i>Homo
habilis</i> türüne ait bazı fosiller bulur. Ancak Jonathan ve diğer kardeş
Philip bu işe ilgilerini yitirirler ve başka işler ile uğraşırlar. Richard
babasının ve annesinin paleoantropoloji hayatlarını çekici bulmasa da bu iş ile
ilgilenir ve kariyerine birçok fosil keşfi sığdırır. Helsinki’de yaptığı
konuşmada çocukluğunun çok zor geçtiğini, anne ve babasının yoğun hayatından
dolayı bir çocuk olarak gerekli ilgi ve sevgiyi göremediğini, özellikle sürekli
arazi ortamlarında yaşamaktan temiz su ve sağlık imkanlarından yoksun
büyüdüğünü anlattı. Hatta henüz 5 yaşında iken anne ve babasının fosil kazısı
yaptığı bir sırada onlardan kendisine biraz ilgi göstermesini beklerken babasının
ona ‘Kapa çeneni Richard! Git kendi fosilini bul ve oyna!’ dediğinden bahsetti.
O yaşlarda bir insan atası fosili bulduğunu ancak babasının gelip ‘sen
küçüksün, o fosili çıkaramazsın’ deyip fosiline el koyduğunu, babası ile
rekabetin o yıllarda başladığını soylemişti. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Richard 15-16 yaşlarına geldiğinde okul hayatına
son vermiştir ve artık kendi insan atası fosili keşfi projelerini tasarlamaya
başlar. Daha önce safari organizasyonları ve tur rehberliği yaptığı için arazi
çalışması koordinasyonu, kamp organizasyonu ve lojistiği konusunda çok deneyim
kazanmıştır. Bu konuda çok iyi olmasına rağmen Richard’ın hayatı boyunca
hissettiği eksiklik akademik eğitimdir. Richard babasının yanında alaylı olarak
yetişmiş, pratik işlerde çok yetenekli olmasına rağmen akademik altyapısı
olmadığı için bilimsel çalışmalarda ve yayınlarda arka planda kalmaktadır. Projelerin
bütün angarya işleri ile uğraştıktan sonra bilim insanlarının yayımlarının sadece
teşekkür kısmında ona yer ayırıp ‘Richard Leakey’e lojistik kaynakları
sağladığı için teşekkürler’leri ile yetinmesi, onu ortak yazar olarak
eklememesi zoruna gitmiş ve akademik prestiji kıskanmıştır. İsyan bayrağını
çekmiş, gidip bu konuda akademik eğitim almak yerine, bilimsel çalışmalara onu
ortak yazar olarak ekleme sözü veren bilim insanları ile çalışmaya başlamıştır.
Hatta bu dönemde arkeolog Margaret Cropper ile tanışır. Aşık olur. Onun motivasyonu
ile Edinburgh’a lisans eğitimi almaya gider, başvurusu kabul edilir, ancak
okula başlamadan Margaret ile Kenya’ya döner ve evlenir. Babası Louis sayesinde
1965 yılında Kenya’da Baringo Gölü kenarındaki lokalitelerde kazı yapmaya
başlar. Margaret ile bir kız çocukları olur, Anna. Margaret ile anlaşmazlıklar
başlar, bu süreçte Richard’ın Meave Epps ile tanışması Margaret ile ayrılmasını
da hızlandırır. 1969’da boşanır ve 1970 yılında hemen Meave ile evlenir. Meave
genç bir zoolog olarak Louis tarafından işe alınmıştır, Richard ile henüz
tanışmamıştır ve tanışmak da istememiştir, Richard’ın kaba ve çekilmez biri
olduğunu duymuş ve uzak durmayı planlamıştır. Ancak tanıştıktan sonra fikri
değişir. Meave ile ölene kadar evli kalır. Hatta Meave Leakey, ilerleyen
zamanlarda böbrek yetmezliği olan Richard’a bir böbreğini bile bağışlar.
Richard, ilk böbrek bağışını ise onunla yıllardır konuşmayan kardeşi Philip’ten
almıştır. Philip, Richard’ın yoğun isteklerine kayıtsız kalamayıp böbreğini
bağışlamayı kabul etmiştir.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Bu yıllarda paleoanthropoloji dünyasında fosil keşifleri
yarışı büyür. Etiyopya Afar bölgesinde güçlü akademisyenler Donald Johanson ve
Tim White Lucy kod adı ile bilinen <i>Australopithecus afarensis</i> keşfini 70’li
yıllarda duyurur ve paleoantropolojinin yükselen yıldızları olurlar. Richard’ın,
hem arazi deneyimi hem de bilimsel altyapısı kuvvetli olan bu akademisyenler
ile arkadaşlığı kısa sürede düşmanlığa dönüşür. Richard Leakey Kenya’da Turkana
havzasında Koobi Fora lokalitesinde çalışmalarını yoğunlaştırır. Richard, fosil
avcısı Kenyalı Kamoya Kimeu’yu işe alır ve Kamoya birçok insan atası fosili
keşfeder. </span><span lang="TR" style="background: white; color: black; font-size: 12.0pt; mso-ansi-language: TR; mso-bidi-font-family: Arial; mso-color-alt: windowtext;">Taş aletler gibi birçok arkeolojik buluntunun yanı sıra Komaoya Kimeu’nun
yapmış olduğu en ünlü keşiflerden biri 1.6 milyon yıl öncesine
tarihlendirilen </span><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Turkana Oğlanı</span><span lang="TR" style="background: white; color: black; font-size: 12.0pt; mso-ansi-language: TR; mso-bidi-font-family: Arial; mso-color-alt: windowtext;"> adı ile bildiğimiz <i>Homo (ergaster) erectus</i> bireyidir. Bu fosil
o döneme kadar bilinen bütüne en yakın erken insan fosilidir. Bunun dışında
Richard’ın<span style="mso-spacerun: yes;"> </span>’hominind çetesi’ adını verdiği
araştırma takımı, <i>Homo habilis</i> gibi erken insan türleri ve iri yapılı
Australopithecuslar olarak bildiğimiz <i>Paranthropus boisei</i> ve <i>Paranthropus
aethiopicus</i> türlerinin fosillerini de keşfetmiştir. </span><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Bu arada Meave Leakey, Koobi
Fora lokalitesinde Bernard Ngeneno tarafından keşfedilen KNM-ER 1470 nolu
yaklaşık 2 milyon yıl öncesine tarihlendirilen <i>Homo rudolfensis</i> fosil
parçalarını büyük bir titizlik ve yetenek ile birleştirir, ortaya neredeyse
bütün bir kafatası çıkar. Richard bu fosili hemen babası Louis’e göstermek için
götürür. Louis ve Richard, Ingiltere’de yaptirdiklari jeolojik tairhlendirmede
bu fosili 2.6 milyon yil oncesine tarihlendirir ve Homo cinsinin ilk türü
oldugunu iddia ederler, çünkü bu fosil öncülleri olan <i>Australopithecus</i>lardan
daha büyük beyin hacmine sahiptir, bu da onun bize yani <i>Homo</i> cinsine
daha yakın olduğunu, <i>Australopithecus</i> ve <i>Homo </i>arasında bir tür
olabileceğini düşündürür. Ancak daha sonra tarafsız yapılan jeolojik
tarihlendirme çalışmaları fosili 2 milyon yıla tarihlendirir ve bu tarih Leakey
ailesini pek sevindirmese de bilim dünyasında genel kabul görür.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><b style="mso-bidi-font-weight: normal;"><i><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Richard
Leakey ve ‘Hominid Çetesi (Hominid Gang)’ ekibinin bulduğu önemli fosiller</span></i></b><i><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">:<o:p></o:p></span></i></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">1967, Homo sapiens, Omo I ve Omo II lokaliteleri,
Etiyopya, 200 ile 230 bin yılları arasına tarihlendiriliyor<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">1972, Homo rudolfensis (KNM ER 1470), Koobi Fora, Kenya,
1.9 milyon yıl öncesine tarihlendiriliyor, Bernard Ngeneo tarafından keşfedildi<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">1984, Homo erectus, Nariokotome West Turkana,
Kenya, 1.6 milyon yıl öncesine tarihlendiriliyor, Kamoya Kimeu tarafından
keşfedildi<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Bu önemli keşif Richard ve babası arasındaki
buzları eritir. Richard babasını bir kalp krizi sonucu Londra’da kaybeder . Louis
Leakey’nin nerde öldüğü hakkında da çok dedikodu vardır, kimileri onun Jane Goodall’ın
annesi Vanne Morris-Goodall (gerçek ismi Margaret Myfanwe Joseph) ile ilişkisi
olduğu, onun evinde kalp krizi geçirdiği rivayetinde bulunur. Hatta, Louis’in
Jane Goodall’ın Afrika’da primat çalışmalarına olan cömert desteğinin arkasında
annesi ile olan ilişkisi olduğu rivayet edilir.<span style="mso-spacerun: yes;">
</span>Jane, Dian Fossey ve Birute Galdikas gibi Leakey’nin Melekleri’nden
biridir. Jane’in annesi ve babası 12 yaşında iken ayırılırlar. Bir biçimde
Jane’i Kenya’da yaşayan bir arkadaşı Nairobi yakınlarındaki çiftliklerine davet
eder ve orda Louis Leakey ile iletişim kurar. Louis oracıkta Jane’i kendi
sekreteri olarak ise alır. Böylece Jane’in primatlar ile olacak çalışması Louis’in
özel desteği ile başlar. Jane’in annesi Vanne bir roman yazarıdır ve insanın
evrimi ile çok ilgilidir, hatta Louis ile kitaplar yazar bu konuda<a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_edn4" name="_ednref4" style="mso-endnote-id: edn4;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="TR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[4]</span></span><!--[endif]--></span></span></a>.
Louis ve Vanne arasında özel bir ilişki olduğu, hatta karısı Mary Leakey’nin
alkol bağımlılığının bu nedenle arttığı da söylenir. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Afrika’da fildişi ve gergedan boynuzu kaçakçılığı
çok büyük bir problem olduğu için dönemin Kenya başkanı Richard’ı 1989 yılında Kenya
Yaban Hayatı Servisi’ne başkan olarak atadı. Richard, yoğun uğraşları sonunda Dünya’nın
dikkatini buraya çekmeyi başardı. 12 ton kadar olan kaçak fildişi ve gergedan
boynuzunu yakarak bunların fil ve gergedanlar olmadan bir değeri olmadığını
bütün Dünya’ya duyurdu. Böylece Afrika’da kaçakçıların hedefi olurken ayrıca bu
tür kaçak canlı parçalarının ekonomisinin büyük olduğu Çin’e karşı da savaş
açmış oldu. Daha da ileri giderek yaban hayatı servisinde kurduğu koruma
ordusuna kaçakçı görürlerse öldürme yetkisi verdi. Richard, Kenya Yaban Hayatı
Servisindeki yönetici görevinden hükümetin bu kurumdaki yolsuzluklar ile ilgili
soruşturma başlatmasından dolayı 1994 yılında istifa etti. Ayrıca Richard
Leakey’nin salt kendi insiyatifinde kararlar alması, bu konuda uluslararası
lobi oluşturması, özellikle Kenya halkının sınıf çelişkilerini, sosyo-ekonomik
yapısına yeterince hassasiyet göstermeyişi de eleştirildi<a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_edn5" name="_ednref5" style="mso-endnote-id: edn5;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="TR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[5]</span></span><!--[endif]--></span></span></a>.
<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Richard henüz genç yaşlarda iken hafif uçak
kullanmasını öğrenir, böylece karasal yoldan ulaşamayacağı yerlere uçakla
gider. Özellikle Kenya Yaban Hayatı Servisi’ni yönettiği süreçte dört kişi ile
yolculuk ettiği Cessna tip uçak yolculuğu sırasında uçak motor arızası verir ve
düşer. Yolcular fazla yara almadan kurtulur, ancak bir ağaca takılı kalan
uçakta Richard iki dizinden çok ciddi yaralar alır ve iki bacağı dizlerinden
aşağı kesilir. Richard kazanın bir sabotaj olduğunu iddia eder, ancak bu
kanıtlanamaz. Ardından 2015 yılında tekrar yaban hayatı koruma servisine yönetim
kurulu başkanı olarak atanır. Fakat, Richard’ın başkan olduğu bu dönemde Tsavo
East Ulusal parkında koruma altındaki 11 gergedanın içtiklileri tuzlu su
zehirlenmesinden dolayı ölmeleri onun başını ağrıttı<a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_edn6" name="_ednref6" style="mso-endnote-id: edn6;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="TR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[6]</span></span><!--[endif]--></span></span></a>.
Gazeteciler Richard döneminde, kaçakçıların öldürdüğünden daha fazla gergedanın
koruma amaçlı yer değiştirme sırasında ve koruma altında uygunsuz koşullardan
dolayı öldüğünü iddia ettiler.<sup> </sup><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">‘Richard, Helsinki’ye geldiğinde onu araca rahat girip
çıkabilmesi için yerden yüksek bir araç ayarlamak zorunda kalmıştık. Ayaklarının
diz kısmıdan altı olmadığı için eğilmesi zor oluyordu. Ayrıca Los Angeles’tan
Helsinki’ye gelmesi için Finlandiya’da bir doktora öğrencisinin bir yıllık maaşı
kadar uçak biletine para ödendi. İki VIP sınıf koltuk dahi alınsa yine bu kadar
tutmaması gerekiyordu, nasıl oldu biz de bilmiyoruz.’<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Richard, Angelina Jolie ve Brad Pitt’in, kendisinin
hayatını konu alan bir film çekeceği haberini duyurmuştu<a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_edn7" name="_ednref7" style="mso-endnote-id: edn7;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="TR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[7]</span></span><!--[endif]--></span></span></a>.
Bu proje halen gerçekleşmedi. Neden gerçekleşmediği hakkında direk bir açıklama
yapılmadı ancak Richard Leakey hakkında özellikle bilim insanlarının ileri
sürdüğü olumsuz iddialar etki etmiş olabilir. Hatta 1995 yılında paleontolog
Martin Pickford ve Eustace Gitonga’nın yazdığı <i>Richard Leakey: Master of
Deceit</i><a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_edn8" name="_ednref8" style="mso-endnote-id: edn8;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="TR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[8]</span></span><!--[endif]--></span></span></a>
adlı kitap Richard’nın medya arkasında bilinmeyen bazı özelliklerini gözler
önüne serdi. Kitap güncelliğini hâlâ korumakta. Pickford ve Gitonga bu kitapta
Richard’ı ‘babasının Doğu Afrika prehistorya mirası üzerine konmuş, doktorası
olmayan bir otokrat’ olarak tanımlar. Richard, Leakey aile geleneğinin devamı
olarak, Nairobi Ulusal Muzesi’ni yönettiği sıralarda (1968-1989) hangi bilim
insanlarının müzede ya da Kenya’da paleoantropoloji ve paleontoloji arazi çalışmaları
yapacağına tarafsızlıktan uzak, kendi insiyatifine göre izin verdiği ileri
sürüldü<a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_edn9" name="_ednref9" style="mso-endnote-id: edn9;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="TR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[9]</span></span><!--[endif]--></span></span></a><sup>,<a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_edn10" name="_ednref10" style="mso-endnote-id: edn10;" title=""><span class="MsoEndnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="TR" style="font-family: "Calibri",sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[10]</span></span><!--[endif]--></span></span></a></sup>.
Richard’ın bu tavrı birçok düşman edinmesine de neden oldu. Pickford bu
akademisyenlerden biri ve bu duruma sessiz kalmadı. Ayrıca Pickford, Leakey
gibi Kenya’da büyümüş bir İngiliz. Richard ile liseyi birikte okumuş, çok yakın
arkadaşlar, birlikte büyümüşler. Bu yakınlıkları daha sonradan çatışma
yaşamalarına engel olamamış. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Nairobi Ulusal Müzesinde Leakey ailesi
egemenliğine karşı Eustace Gitonga gibi bazı Kenyalı araştırmacılar, müzeciler
ve bürokratlar alternatif olarak Kenya Halk Müzesini kurarlar ve böylece Leakey
ailesinin kişisel kararlarından mağdur olan araştırmacılara alan açarlar. Buna
karşın Leakey ailesi Kenya’da sadece ulusal müzenin paleontolojik ve paleoantropolojik
araştırmalara izin verme hakkının olduğunu ileri sürerek halk müzesini tanımaz
ve çatışmayı derinleştirir. Birçok Kenyalı araştırmacı ve müzeciler ulusal müze
üzerinde Leakey ailesi tekelinin sona ermesi gerektiği, halk müzesinin tüzel
kişiliğinin tanınması gerektiği görüşünü destekler. Ulusal müze kurulduğu
günden beridir, müzenin paleontoloji bölümü yöneticiliği bir Leakey’den diğer
Leakey’e el değiştirmiştir. Şu sıralar Richard Leakey’nin eşi Meave Leakey ulusal
müzenin paleontoloji bölüm yöneticisidir. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Richard’ın akademik eksikliği 2002 yılında Stony
Brook Universitesi’nin (New York, USA)<span style="mso-spacerun: yes;">
</span>sembolik olarak verdiği doktora ve profesörlük ünvanı ile giderilmiş
oldu. Richard, ‘ihtiyacım olduğunda, diğer birçok üniversiteden farklı olarak <span style="mso-spacerun: yes;"> </span>sadece Stony Brook bana yer verdi, ve
planlarımı destekleyerek Afrika’da yeni birşeyler yapmayı kabul etti’ diyerek Stony
Brook Universitesi ile olan ilişkisini belirtir. 2005 yılından bu yana Leakey
ailesinin diğer üyeleri ve Stony Brook Universitesi ortaklığı ile kurduğu, insan
evrimi arşatırmaları ile ünlü Turkana Havzası Enstitüsü’nün başkanlığını
sürdürüyordu. Aynı zamanda Richard’ın eşi Meave Leakey de Stony Brook
üiversitesinde profesör ve Turkana Havzası Enstitüsü’nün de eş başkanıdır. Kızları
Louise Leakey de hem Stony Boork üniversitesinde profesör hem de Turkana
Havzası Ensitüsünde çalışmaktadır. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">Richard’ın en büyük hayali Kenya’nın başkanı olmaktı.
Richard, bedeninin insan atalarının evrimleştiği ve manzarasına aşık olduğu
Büyük Rift Vadisi’ni yüksekten gören bir yere gömülmeyi vasiyet etmiş. Ailesi,
Richard için vasiyetine uygun bir yer buldu. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-size: 12pt;"><b>Kaynaklar: </b></span></p><div style="mso-element: endnote-list;">
<!--[endif]-->
<div id="edn1" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_ednref1" name="_edn1" style="mso-endnote-id: edn1;" title=""><span class="MsoEndnoteReference"><span lang="EN-US"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="EN-US" style="font-family: "Calibri",sans-serif; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[1]</span></span><!--[endif]--></span></span></span></a><span lang="EN-US"> https://leakeyfoundation.org/about/the-leakey-family/</span><span lang="TR" style="mso-ansi-language: TR;"><o:p></o:p></span></p>
</div>
<div id="edn2" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_ednref2" name="_edn2" style="mso-endnote-id: edn2;" title=""><span class="MsoEndnoteReference"><span lang="EN-US"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="EN-US" style="font-family: "Calibri",sans-serif; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[2]</span></span><!--[endif]--></span></span></span></a><span lang="TR" style="mso-ansi-language: TR;"> https://www.turkanabasin.org/<o:p></o:p></span></p>
</div>
<div id="edn3" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_ednref3" name="_edn3" style="mso-endnote-id: edn3;" title=""><span class="MsoEndnoteReference"><span lang="EN-US"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="EN-US" style="font-family: "Calibri",sans-serif; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[3]</span></span><!--[endif]--></span></span></span></a><span lang="EN-US" style="mso-ansi-language: TR;"> </span><span lang="TR" style="mso-ansi-language: TR;">http://insanevrimi.blogspot.com/2015/05/richard-leakey-konusmasnn-ozeti.html<o:p></o:p></span></p>
</div>
<div id="edn4" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_ednref4" name="_edn4" style="mso-endnote-id: edn4;" title=""><span class="MsoEndnoteReference"><span lang="EN-US"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="EN-US" style="font-family: "Calibri",sans-serif; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[4]</span></span><!--[endif]--></span></span></span></a><span lang="TR" style="mso-ansi-language: TR;">
https://www.amazon.com/Books-Vanne-Morris-Goodall/s?rh=n%3A283155%2Cp_27%3AVanne+Morris+Goodall<o:p></o:p></span></p>
</div>
<div id="edn5" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_ednref5" name="_edn5" style="mso-endnote-id: edn5;" title=""><span class="MsoEndnoteReference"><span lang="EN-US"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="EN-US" style="font-family: "Calibri",sans-serif; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[5]</span></span><!--[endif]--></span></span></span></a><span lang="TR" style="mso-ansi-language: TR;">
https://www.science.org/doi/full/10.1126/science.280.5369.1507c?casa_token=-KtgJZ0WJaoAAAAA:jwUrjXkw1OthHJvYLk2E5nP7kh_AeUs-QGxYEisaiV_JOFus1itSI9oxaWimpXdLC1WKcgM9gJL3dQ<o:p></o:p></span></p>
</div>
<div id="edn6" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_ednref6" name="_edn6" style="mso-endnote-id: edn6;" title=""><span class="MsoEndnoteReference"><span lang="EN-US"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="EN-US" style="font-family: "Calibri",sans-serif; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[6]</span></span><!--[endif]--></span></span></span></a><span lang="TR" style="mso-ansi-language: TR;">
https://www.savetherhino.org/africa/kenya/all-rhinos-translocated-to-tsavo-east-national-park-have-died/#:~:text=On%2026%20July%202018%2C%20the,in%20Tsavo%20East%20National%20Park.<o:p></o:p></span></p>
</div>
<div id="edn7" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_ednref7" name="_edn7" style="mso-endnote-id: edn7;" title=""><span class="MsoEndnoteReference"><span lang="EN-US"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="EN-US" style="font-family: "Calibri",sans-serif; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[7]</span></span><!--[endif]--></span></span></span></a><span lang="TR" style="mso-ansi-language: TR;">
https://www.standardmedia.co.ke/entertainment/index.php/local-news/2000182804/kenyan-conservationist-richard-leakey-says-his-angelina-jolie-directed-movie-to-be-shot-in-the-country<o:p></o:p></span></p>
</div>
<div id="edn8" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_ednref8" name="_edn8" style="mso-endnote-id: edn8;" title=""><span class="MsoEndnoteReference"><span lang="EN-US"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="EN-US" style="font-family: "Calibri",sans-serif; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[8]</span></span><!--[endif]--></span></span></span></a><span lang="TR" style="mso-ansi-language: TR;">
https://www.amazon.com/Richard-Leakey-Master-deceit/dp/9991630473<o:p></o:p></span></p>
</div>
<div id="edn9" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_ednref9" name="_edn9" style="mso-endnote-id: edn9;" title=""><span class="MsoEndnoteReference"><span lang="EN-US"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="EN-US" style="font-family: "Calibri",sans-serif; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[9]</span></span><!--[endif]--></span></span></span></a><span lang="TR" style="mso-ansi-language: TR;"> https://www.nature.com/articles/35069232<o:p></o:p></span></p>
</div>
<div id="edn10" style="mso-element: endnote;">
<p class="MsoEndnoteText"><a href="https://unioulu-my.sharepoint.com/personal/kferhat21_univ_yo_oulu_fi/Documents/Richard%20Leakey%20yazi-SK.docx#_ednref10" name="_edn10" style="mso-endnote-id: edn10;" title=""><span class="MsoEndnoteReference"><span lang="EN-US"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoEndnoteReference"><span lang="EN-US" style="font-family: "Calibri",sans-serif; font-size: 10.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[10]</span></span><!--[endif]--></span></span></span></a><span lang="TR" style="mso-ansi-language: TR;">
https://www.science.org/doi/full/10.1126/science.292.5515.198<o:p></o:p></span></p>
</div>
</div>Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-87042106858439412542020-09-04T23:38:00.008+03:002020-09-05T16:38:47.179+03:00Amerika’dan Türkiye’ye antropoloji, ırk ve ırkçılık<div style="text-align: left;"><i><b> Kurgusal bir kategori olan “ırk” tarihte fiziksel antropoloji gibi bilim dalları<br />tarafından desteklenip yasal olarak anlam kazandığı zaman bir ideoloji olarak<br />gelişmiş ve biyolojik bir hiyerarşi olarak, üstün olan ırksal grupların aşağı olanları<br />hem ekonomik hem de sosyal olarak sömürebilmesinin kapısını sonuna kadar<br />açmıştır. İnsanlar biyolojik olarak ayrı kıtasal ya da bölgesel genetik gruplara<br />sınıflandırılamaz, tek bir türdür. İnsanlığın bir ayıbı olarak ırk ve ırkçılık vardır, ancak<br />antropolojik ve biyolojik olarak yoktur.</b></i></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><div><i>"Insanlar kendi tarihlerini kendileri yapar, ancak bunu serbestçe, kendi belirledikleri koşullar altında değil, ama daha önce var olan, verili ve geçmişten aktarılan koşullar altında yaparlar. Geçmiş nesillerin gelenekleri yaşayanların beyninde bir kâbus gibi oturmaktadır.” (Karl Marx, 1892)</i></div><div><br /></div><div><div>Günümüzde halen küresel bir ırksal hiyerarşinin varlığından söz etmek mümkün. Bu küresel ırksal hiyerarşinin en tepesinde uzunca bir süredir politik ve ekonomik olarak küresel pazara da egemen olan beyazlar yer almaktadır. Küresel beyaz egemenliği, önce Avrupa’da ardından Amerika Birleşik Devletleri’nde güçlenmiş, ardından Dünya’nın birçok bölgesinde beyaz olmak diğer ırklara göre entelektüel, sanatsal ve teknolojik olarak bir üstünlük imtiyazına dönüşmüş ve çoğunlukla beyazlar bu imtiyazı korumak için diğerlerine sistematik ırkçılığı ve sömürüyü sürdürmüştür. Irkçılık insanlık tarihinde çok eski olmayan, özellikle sömürgecilik (kolonyalizm) ile başlayıp kapitalizm ile daha da güçlenmiş ve zaman zaman ekonomik sistemleri de aşan küresel bir fenomen. Irksal gruplandırma, birer sosyal kategori olarak küresel ölçekte üstün ve aşağı ırklar hiyerarşisine atıf yapar. Irkçılığın en bariz ve kaba olanı deri rengi ve anatomik-fenotipik yapıya dair olanıdır; Amerika’da uzun yıllardır siyahlara uygulanan ırkçılık gibi. Irkçılığın diğer bir versiyonu ise etnik kimliğe dayalı sosyal ve kültürel ayrımcılık ve inkârdır; çoğunlukla ulus devlet yapılanmalarında uygulanan ırkçılık gibi. Irkçılık ile aynı kökenden beslenen diğer bir nefret tutumu ise cinsiyet ırkçılığı; özellikle erkeklerin kadınlara ya da trans bireylere karşı uyguladığı erkek-egemen cinsiyet ayrımcılığı gibi.</div><div><br /></div><div>Irkçılığın versiyonları çoğaltılabilir. Bu yazıda Amerika’dan Türkiye’ye ırk ve ırkçılığın tarihsel ve antropolojik temellerine sınırlı da olsa değinmeye çalışacağım. Başlığın iddialı olduğunu kabul ediyorum, ayrıca “ırkçılık” patolojisinin kapsamını da belirlemek zor, ancak bu yazının da böyle bir iddiası yok. Kaldı ki kısa bir makalede ve özellikle böyle çerçeveli bir konuda detayları ile bir yazı oluşturmak benim için hayli güç şu sıralar. Bu nedenle sadece Amerika ve Türkiye antropoloji tarihinde bazı kesitleri dikkate alarak -özellikle ırk çalışmaları- bir yeniden- okuma yapmayı hedefliyorum. Antropoloji tarihçisi Stocking “tarihi seyri içinde antropoloji bilimi sadece sömürgeciliğe ve kolonyalizme değil, aynı zamanda ulusalcılığa da hizmet etmiştir” der. Buradan hareketle yazıya başlamak istiyorum, eksiklikleri anlayışla karşılayacağınızı ümit ediyorum.</div></div><div><br /></div><div><div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">George Washington ve Thomas Jefferson gibi liderlerin özellikle İngilizlere karşı kendi ulusal bağımsızlıklarını kazanıp özerk bir Amerika yaratmak için giriştikleri Amerikan Devrimi, kendilerinin İngiliz ekonomik ve politik köleliğinden kurtulmak için siyah köleliğini bitirmeleri gerektiğine inanmaları ile sonuçlanmıştır. Ancak güney eyaletlerinde siyah köleliği tarım ekonomisinin sürebilmesi için hayati bir meseleydi. Plantasyon sahipleri Kuzey’in bu girişimine şiddetle karşı çıktılar. Buna rağmen Amerikan Kongresi 1808 yılında yeni kölelerin ithal edilmesini yasaklamıştır. Kongre’nin bu kararının bir hükmü olmamış, 1860 yılında kadar köle sayısı yeni ithal edilenler ile üç katına çıkmış, bunların önemli bir çoğunluğu da güney eyaletlerinde pamuk tarlalarına gönderilmiştir. Nihayetinde güney ve kuzey eyaletleri arasında Başkan Abraham Lincoln’un kölelik karşıtı duruşu ile Amerikan İç Savaşı’nın başlamasına neden olan bu durum kuzeylilerin savaşı kazanması ve köleliğin anayasal olarak bitirilmesi ile sonuçlanmıştır. Savaşın hemen ardından tarım ekonomisi zayıflamış ve köleliğin bitirilmesi tekrar tartışılan bir konu haline gelmiştir ve ekonomik-ideolojik kölelik bir biçimde sürmüştür. Amerikan İç Savaşı’nda önemli ırkçı katliamlara imza atmış güney komutanlarından Robert E. Lee’nin ismi halen Virginia, Texas, Florida, Louisiana ve Alabama gibi eyaletlerdeki okullarda yaşamaktadır. Böyle bir ismin okullar üzerinden onore edilerek yaşatılıyor olması Amerika’da ideolojik olarak ırkçılığın ve sömürgeciliğin halen güncel bir sorun olduğunu gösterir.</div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><b><br /></b></div><div><img alt="" height="310" src="data:image/png;base64,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" width="365" /></div><div><b><br /></b></div><p style="text-align: left;"><b>ABD’de</b><b> köleciliğin kısa öyküsü </b></p><div>Amerika’da Floyd gibi yüzlerce siyahın polis tarafından keyfi öldürülebilmesinin arkasında yatan tarihi karanlık bir güç var. Bu güç, Kolomb’un Amerika kıtasını keşfinden Amerika Birleşik Devletleri’nin kurulumuna mevcut olan ırkçı ve sömürgeci baskı politikaları ve pratikleridir. Yaklaşık olarak 1500’lerde keşfedilen Kuzey Amerika’da kölelik ilk olarak bir grup Angolalının Portekizliler tarafından kaçırılıp Amerika’nın Virginia eyaletinde 1619 yılında köle olarak İngilizlere satılması ile başlar. O günden günümüze Nat Turner’s Revolt, Underground Railroad, Niagara Movements, The Harlem Renaissance, Montgomery Bus Boycott, Selma to Montogmery March ve son olarak Black Lives Matter gibi önemli siyah hareketleri, beyazların sömürgeciliğinin ve ırkçılığının boyutlarını gösteren önemli direnişlerdir.</div><div><br /></div><div><img alt="" src="data:image/png;base64,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" /></div></div><div><div><b><br /></b></div><div><b>Amerikan antropolojisinin kuruluşunda ırkçılık</b></div><div>2. Dünya Savaşı öncesi ortaya çıkan birçok ulus-devletin kurulmasındabir araç olarak (toplumsal mühendislik aracı) kullanılan antropoloji bilimi (özellikle fiziksel/biyolojik antropoloji) aynı zamanda bu ülkelerde kültürel ve ekonomik eşitsizliğe dayalı birçok problemin de altyapısını oluşturmuştur. Amerikan Fiziksel Antropoloji Derneği biyolojik antropolojinin tarihi seyri içinde ürettiği “ırk” çalışmaları ile bu sömürgeci ve ırkçı sistemin oluşmasına katkı koyduğunu itiraf eder. Özellikle Amerikan fiziksel antropolojisinin kurucu liderleri, ürettikleri ırkçı çalışmaları Siyahlara, Kızılderililere ve diğer farklı renkteki ezilenlere karşı Beyazların ırksal üstünlüğünün meşrulaştırılması yönünde kullanılmasını sağlamışlardır. </div><div><br /></div><div><img alt="" src="data:image/png;base64,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" /></div><div><br /></div><div>Amerikan antropolojisinin kurucusu olarak bilinen Samuel G. Morton’un (1799-1851) evi arkadaşları tarafından “The American Golgotha” (“Amerikan Kafatası Tepesi” şeklinde çevirebiliriz) olarak isimlendirilmiştir. Özellikle Amerikan yerlilerine ait topladığı yüzlerce kafatası dönemin en büyük kafatası koleksiyonudur. Morton kendi çalışmalarında daha önce Avrupa’da üretilen benzer çalışmalarda farklı insan anatomi tipleri için kullanılan “çeşitler” terimini “ırk” terimi ile değiştirmiş ve o günden neredeyse günümüze yakın tarihlere kadar ırk terimi kullanılagelmiştir.</div></div><div><br /></div><div><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfUAAAG4CAYAAABcjn6jAAAgAElEQVR4Aezdi/ceV1kv8POfZK2uddY6Wad6ao+Xigf1eIrGqKkGtWq9BBM1aNWo1aLRCgiKoKlFFC9oahEvCCbcFauhgAiRCChijHKz1IjY1hqx1hr3WZ/9znfePfN7b7k1bTq/tfZv79n7uT/P3s/smXln/luZ/iYLTBaYLDBZYLLAZIErwgL/7YrQYlJissBkgckCkwUmC0wWKFNSn4JgssBkgckCkwUmC1whFtgsqZ89WV7+nNeW+85u1frsqVeWFx/7xNaBS9pztjx07LZy9a7D5dQCmc6d9dly5sQdZee2beWqbTeXo6cfbUicLWdOHSkHd2wvVxnfvre8+PjpMmP7SDl9/KVl33Z428pVO24rR0891OGuwlsl/5ly4tDusu/IvY0Mj8fmveXo3t3l9hNnLrNwj5TTJ46U2/deN/PBtm3l6r2HytET8dFlFO/M8XL77jvKiTacLqM4l4X1oyfK7dd0c+r0kbLvmkNr7CGubhnNwfOR/GLRmfF+9MShcu3eI+X0+YgyxmGHc6KV9em68swjH+3WnjHR6fiyWuCcfbpA2o3mxwK8UddmSb1OzJvKnaceHqF/ohw7eH254fDJcw40k+TzDp0o57fe4bu7HLzoJxMLFoKzJ8udu3aX247dV86WR8rpY88rO7ffVo49dLaUh46Vg9t3DcdyojEek/yvOVCO3vdIKWWV/FNSHwXZisOHysnD+8vVOw6WO4+dKrPTCydTby637731IiSGUsp5T7RHyn1HDpSrty2aNytUOpeh85btXJhcIOxFSermxI5ybbdebLZ2LJjLF6DK5U3q9L9p/XrH1k9dd9J0AUa4YFR67L1oG4Hqk2UniTXudlw0XmtVf8IldQJv2152HjreLZydijVxbesn21rFG4DNJmaD0DbxvaZLrG3/BbcXLATtooS+4+s63mdOlWOvPVFO52pBD/tIvZJw7cFjJfv2QSJfKf+U1DdzY7d72fG8cuy0E6XH2R8f73phOXr45vM66X2caXP+4vRz4tENT5AWzMER983WjvV0RmRXHl7+pL5BMmTrJ1FSX+mwx3rwiZbUz546XL7m4AvLC3Y9Z7ZDrQZ7uJw6vL8889DzyjPWXkqye3p7OdZfmpYbN9mpP1ROHXt7OXUmWXPmqbOn7irPHJ9gLHKipNvv4BYBjPsWLQR21Xua3fihcvDw+4cnN5XMbBd/w/4j5b6zs8vrW5P6TfXMcbX8K5L62dPlxGvv2WKPsRYLjzfG3eqrhfQKWy2+/H729Inyumr3TWmVcu44G1wlGp90DRRpZRNnby4ntpwczPz4lIVXlBbH5ozFg3VH4kqSuXNDrt6UVTgD4RYfDPRZJdti9NLPh2X6jvFaG43Hhsdz/w3760nweV9+d2vlTeXoaA4vXzvAv7lbZxbN5ZFsZXP9lif1lueG/m0TQJ2Xrx2sjTMpW7qrdrgN3KqkvvH8H9uoPW54bRzLLc4qPVo+G9qxRXnM2yMZN/LpAiFbv6Cx7MrDAtRlXRtcfs/i8fbygcM3zy8BuV8oyd97dzm4u7u3feZUufvQ3nJ1vTe9vew8+IpuoXy0nD5yoDxtx/XdWHcPelu3y1+KZ2LuKDt3XNPdL82l7lYdtG9p7kE3yYaRrt9Rdvb3vNft6hYtBLmfFZl3lYNHTg6TOj6j+/Fn7ztSnnlN7r93l+133FFOjE5QaHL29DvKi/t7wk8tO3c8tdNndM++6rL1nr/nC/oTiP4qwMPD+/097unm1kVOPt5cTh65ubviMvbV9rLz1lv75wau3vvScrwmv8bOZ0+X43fM/V79XE/0FtC67e7ZlY3zwWndvuKkogfr/b+97Lzt98upky7Lz++9X7XtqV08L4uzNrYeKqfuvqO3w+z5isVXiyTyp9eTO851+2ZPd+tqK5+Dh27tnuW4ruzrThaH8dDE20CfN5V3v2oe92dPHy8vP7irnyc1Rgfzaha/V9erR1vlmN1ekuSW2ai36qyx1H8rYpb8WbTa9oA02dxT/2S91XXD3rvKyTOPlNNdfD7s3nada7O145Glcwed3WXf3h2dTa4r++54xyz2et7nE5+r5usyuw4UnF2xMD/O3leO3XbTEr9nHfhAvfVQ423bNXVdGMZHB/fKV5bbr+nWqGrjZX64f3bLig237y93nnQtcWarRc/HLORVn/dZrutinFYPl8UfGsXarnLwruPdVc+ttJ91cE+XOxb5sbsNt4lO/fpoo+gW2S3lBhvEQTw3PAauEy9ZJ1sZn1oOHn7J7DmJgU8XybXML5teyRoItPBgg6Q+X9hqoqoJXDJ4zswY/dnhbOe0c7RoX1sXt5kxrmoulc7PtlfhMdz1XdB3ybXf9USfuXyzHjjdDtLk7QPX7unGNZdC4Q4f0qk678oDcBY9D81lkY4M6s5Zu5K4R87btuwhF/rvaib23eW2HdfNknoNwEy87sRgy4N8pZScYD30aPXL0z3jsBT3kfpQ4A11ccf75nLnqTNNsM58dXVdTB/tHiBkzwdLOfvRcnT/9d0JR+z80OxWQ4U/W0oN6l3lqj6p31xmtM7O5Ky2++R54Iyf5wj/5Q/q1d1VYq57NmJ2Qna2nDl5V9m3vbvfXS8Rz08Y4T2l2sfOYnYvs+64+wchu8m6JRYlcTZqTxwstN3Jw4BPZ+ckf7FaF/qT5c7d++cPY555f7lz7/56UjDQp8xlm5047J6fbNYd+fvKicN7ys6DR2ZXdiqdp87ifyDH7KpZ1XeVjdpQL93J4CKfL4270aLVJ9YB4S7B3FiedXBvuSFrSZnZaus99RVzpyaqrB0SsXl1/ewkrufdxvqm8bkpz2XrVfecxo4D5eDem7orgGywim67w10B16/FZfa8zzWL1g4n9d0Vw/6K2rK5tILXwL6trqtwGj3ESf88Uk6UdnQPApInvrNu7y5XdRuiuh5vHz94ieemOs2votV5s/uWcvS+h2f5LPFW17A98w1sH6JtHJLxutLnOzG10KcjuTadHz3Pc29skNSbxaMG3s3lzpMny9H9s4VmtqAcKEfvfef8KdfIURcPDni47tTbB+r6pN7DNI/M9X0fGibZfjKGgZqhDzTJuglQ8DW5BC5nWS1+24bbJvXWiYFjj2VPpze8A17PBg+U2clN3zlv9LpG/zn9uoj38nf383Mpc06hlOJWyJ5yw+F7yt01ST9cb28MntZt+WT3ePwN3VWWVk/t+Q6wXj7t79O1Y9H19BZ7zOVu4Ql8ITjj5D3TectzHr1d8G7iQiwMknDj68FYixd5HxzSwmMQW2E6W9xmJ0zzvv5KyoBPs8A5F7C7dyIBptuJznZnTgrsbMYyRLYzS2Qxvrd5uLXxxUCORt9BP/kbG0WdWs9jNN3x+b3jp8TbuEN/o526q3M3NgmPjPO5u3ztaOUayy5e9s5OSHs5GptURWLTFTHd6rPFFiOePZ9Yqav1u3K2q7lyuJJuEyur4Ix1czX+6J/Wb/HsSl9yqLz41W/qrqRG79Eca3E21fXh5tcOW3DmemyRry5v+YXB0I69vyu9Zqy176Y6mWuuou7+lXLi+B1lNlfJlSs63dWOXEXuXDar2jgkRzO/FvkU0kiuLXq3Nm71GfA9t4MNknrr8G6HvndPmd07xizjH65PwvdnLt3ljPlOvUkUnQNnT787y7p+fsYzwGsciNVCpbtdQ7fjmZ3JdTsw8H1SbB2yzEgjft1ie0O/Q2t36qPdZnbqgwf4uh1hO3m3sF5xZrvqrG5Ep+4kJYMkrpW4FribylXbtncnQ61tRgtds1DMTqDix/h93U498AS+EJzRgoOcKxRuVRw6suB+OB2b20WL7NElmGq7Pk6axb+e/BwoR093Dz6OdqbZOfauyMnS+Fcilfdt5e7jL5sl7orAFlkUZjFc792DXRgvI3162R7tdmW51RNpFsXVru6ZjsPlhkX6rrBRqM7qS71Tv6UcPfX+cvRgLk238dk+j7NIx+4qV4217PbEiiseuxbs1M81PtfxbDYFC9ernBC+upxy1W+XTZJL4KvozpPhSrh2ri7y5egqX437ul5kXo7n2CqZ4CzSdRVOowf5Vu7U57Q3SupdgK7XCSAZd5edO9r595zmytAw2udHbRwu0H/v2KdzzF6uBz3kvegKyuhK1hz1nFvrk/p4oarH3WWsyo6jup9bDO7hje+pt5OnnZgm3LJ78QsMlzP9VtUzJ8vR/n7i/N7kcDfVOqRFbtsjfnVodC91+95y+93dz6e6E5DZMwR+p36wvLz9fXRNOjfOLl23bEbtwT2o7TeWfXtyiXt4Cf/qPXvLM3LpaURjdtk3l68MrsatJz/9T+xa22g3vmoXinpVJGNs1d3mGNjhuvKMvTeWq2vSGNHqk/qZ2Rlsfx9+Q5yxzo5daj58sLsvPTvLnt33v3/085nWHteVfQcPlJ1dYhsuGs3C0+re6rh9Tzl4643dbYgINfsJW/9sQ7przVY7yvcfvHn+M0608yuKeqWl20WO/HbVttxTb+RCs5UNzolXzN+l0P2Mro2rq/feWp61wwnKo6OHVFu6y200UMdBa49trf9aGtvKIGbbJNe2B8SbOdjfn3xPObVop17FaJ5HGcwddFzGX3Uv9nziM5eKu1ssW3jOk9HiTUiS+uw37/W2QJfYW39dNaDb+mgF/3FMNO/Q6P1QT5by7EXWymYuD3yxgledy4t13UyP8fMb43vqc9rD+dnER2LowUXr/3Kdavjmylj0HcTzgrW8wrXrZCOHMbJ060nv0z9954K8tOH8iFznUa9P6luIWkDeeX5PYG+hdaV3PFROnfjg8KG6S6VyPTNf/ODWVpbdTqveN946OvVMFpgsMFlgssAT0wLnkdSfmIpe2VKfa5KeXX66+C/vubKtPGk3WWCywGSBx7sFpqT+ePfQJN9kgckCkwUmC0wW2NACU1Lf0FAT2GSByQKTBSYLTBZ4vFtgSuqPdw9N8k0WmCwwWWCywGSBDS2wQVIfPyG6IeXHGixPQubn3o81/4vJz1OsC3+P3jIZPX3ZDq1rb2yrC+CxToYn3Hj3Eozt+SjPY6XAw+XUXXd0HwIa8fT1xDvuab4vMBp/TA7PZ324XLa81PG8zBb4Ln6l8mPioonJCgtc6phYwfoSDV2SpD78CcIlkhzZmvy6L/FsnKguoTwXi/QFJHW2v3bRz/6W2GopfNVlccCvxvHzm/kXtS6WSYZ0hj/xGY5doiP2y0/QWlteInZzsnTd1bxcKSOzhyPP6/PD5O9fKBR651svS2Qr6LW2XAm2yfchVhDYMrQ4nreAnXfHMltsmNS9B/wNPhDl517Db2Wct0iXCfFi5oCLvt4M5u/ymFjN9zIZdgO2T+yk3io4JfXWGqvbG9tqecCvZnAeo5lo7zxWbr9m9o7r5VQuU1I/10R4Tjot05YPrulfkzmH8guGp5arFp3AzYEWt8h1rrospuTMevheg6VwzcCG/C9mYphxXxXPORk9Vt7l7WL9y3kauZtmFvx3vdO76PM9hmW2wDc79VV8uisYXiKV1xt3PBfzawR6nDUvvu8ulYKrYuJS8by0dM85qdevMR1Z8KWw5msz5+PQpV95Gug/+jJOO7ZJouq/UtUiLmk3+sy/brUItv0K0aLx9J3D2XdNBlkogq9uebXBqH/r16xazEF7E1tVhAvgMWC4+GAzny/C3SSpr4iVAckN4TZMRJvptCFPcnrZ0423lttfsHfwLmpvqHr6/heUF+2Zv6RjoFZ7MI77jXTZNF6HiWyT9WH44pxWUC87yRf+Ri+oGoC182AwsOagjec1oOc1vMwWH2mS+qaEz1fHTemvhpv7YdM42NR3Ld9zmAct2nm25zq1BC51TLS8Hpv2OSX1/k059bWGwzfjXNV9Bex3jrxg8BWlRwdv6mm+fjPo3z77glvOjle+YS5fbfORjBPzyTJKVMO3GnWv0ART5fSFovGLWhbr4w1c9W1BDd7dJ9+2+Ktq9VWUszdN9R8x6eUy4dsv1flyWPfFsvFbxDpb4j3QY1u+3HRv817u9mtWZ5e8SlcwCd5ut9DL1L5696Fy6shtszezbc8rRxPwy3i0v3fPb+XbL76Ngvi8fD7+0tF9zXua3Xq5f/A1uuFX5NpYuW8DOG+km3/YpZe+nmTlndBOtnyTYNHb9No45u/5+8oH9q++aGX7RM9qS8NLha47VI5/oHs3fAXIRyk+0H2Qx8duLL7tF9aaN3S1cd++V77u8kdvTOzfirgqXlsp54lsk/Vh9o2IxpYfu3fhF/7qO+Q7Wb2Od+nX2FbOuVZO7dkcWP3lNnDx3fFy/8IvII6SdD+fltliydzr+ZwoHgVaPdez02/nbKtfOxe795vXj0sNv9Y4nx8tbmW+0A+nq4xL1q0l83nsu0c3Ws9nc2/1GwDzISaweRtefDWz4UCrJfKdbtfCjWNiQPlxfbBhUj8w+/xm+07qFe8Wnu/ULfTNO3X7r998fMVXugTnqnfBN1/GaZ3TTyz2RiPfQDdZ7i63+UzsyVeVfYsWbSgr9KlJvcdDe8VX1a47VE482pxl93LNgq9P9vUVst3X3pby9kWlJbyq7uOvWS2b8BRcsrD08s0XhfkZLZxVPNoPmMAff/Gtjf0u6Y/enz67zNnZNJ/G7Cbj7LsBxkZfOqpfKNtb32Ne/dbHZfdN+/qmPLI3scLGS+HyjvD2a1Ot7OPXssaW6957vyqpN7KNWA0O+cfJbv36W/cRpaqLrwE+NH8Vrr5l79JGo4/fVpfuvnx/qbc7sa2vD/5kPSlZGK8DAcX1ua0P8536qphod+pdfPSfph19yXDpnBsI2s2B+LpbF7Z8uQ1OkygWfQGxnUvA+zm0xBYtfA874rPy3e+Jt+7d7AMa0bGdi74TsH/2xbOlcR889So/LFu3Rt++GHydcey7Vet5/NHdelj5NbaZnPUbCf2V1PlneYfPSK/SqbWndmRYFROtvR7f7Y2T+tN27Bi88L7e48nOmo7NJeN5Up/dP5p/bWp2hn7tIfethl866+k1dHrT9X12SHkJv9HGOW2gD3ZW2RXsKLcfOTz6UlfPYfVXzdDOh1J6WRJCdJzr4mz7JYdeWl79Wg+8jCd83ps+lL3XPeKEx5Yv37W86D7+mlXLL8RSL7FVazfJdMvXm9bwyLcBFn7xLbzVreyz/l7v6OuqSP5WyoXWLKlXGu3uU7vuQOk7j5XVcM0l7JZvZFGTsb8PHVuu+JpXmxgqneBYmIeytWzGbXLPPgNrkXpOefrh95V7j9xS6ud1m3fG97ZsCPR9bfwa73XZ6pO5nz40ulfeyt8w6Xdym68Pq/j3MlcxuwfltsTHUO7lc66VU5sOja8b+80TczVQc5VFghx+AXGw7gDvY2aW1Mdr5QC+hx3xWanjyPYDGuh0fznxO3FPud0m5qGzs3Vt4fwIknpoTz1zP9Bp0bq1KvZn+PWDXVv06uKv/rpn+BVOPGcf+SJB46uBvk48D5fb7/it8rr6nY3ZSceWjyut1Km1Z8OnmqT5oNOAbx18QvzbMKlz6vvr5dkbstNyBrjkazNz58wWovl3kWOTVWdRzspXndm1k7JxzsABaMx36uFaJ197ItIPbLBT7/FW7Bp6elkITpazvVzLJseZFVcJ1u3Ux1+zaheYXpiuscRWvXxz+Pqxl7r76QJ+8MWsMQ+6Lvvi25zm6t1AZ9OFO/U5jf5LR2fnSX24U5/DDhYF3YMdywq4Bfao0H0idBRbrtqpD2O8Xi2q35J3qbyza3sS04rUt0cLVtVhT9m3yzegH7E6zpOPsVU79T5+u0W1nqDMZLx66U590WI+/pJX4nrz9WGe1Ic2Kit3e8uuWMVYi+ZcxlKz+3xXNvhyW7ueVTl29784qHEnMebEfrCrnl0d2lnHltiij5fRXG/51IS8o+xbdDViKb/olZo9n1N27tjRnfStivvgqFf5ITq55edvk9hvknqVfbP1fJ43wqdb6xfNyWwmTp2Zz4GZgN3/VTpFh5xgL4mJRXwHPB6fB+eQ1Dm1u7xZE/voXk3zBbGBcwb3NZqv3wz62688ncNX2/oA674p3TwJPLw/1X0x7t2/2X9JZ6s7hvfU+68a5Z56sygOaPdfU/pIOeNTiju2l3plYnv3eb0+MJZNDoG1nPdiXu099UfdQCvHbus+U9nzG2vYBHILk/bSLx11E2sFj+VffBvJcE4+PzL7aNDCL/A1SX1ku/pVs7uOl9Nn6dueAA5tvBQu9mguGlQtFib1VV+bs1byy/iLWKiNZKu7mUVP/DeJqgoxO4G6uvkQj7mWnfzKe+pN/M6TKqKr7qmfS1LffH0Y8F8RE+06sngerJtz1WjNP3Zf8uW2bm3b2e1q+9sOsLuE+8wjHy0uvtUut/TGc72eZMVm7VrZ3oPvTgIW8BnouONAOegE5Mgsmc5OCkdrSyfLoJLsds926bP+ZXE/wHLdubmn3q7HK9atpThtUt98PW/9PZgj/ZxsnvvZtq3MfLTs8ju/LdOpWQvrXFwSEz3fka0e54cbJPXHQoPZw1D1XsljwW7iscQCZ8qJlxwuJ8YJbQn0rLs7I24SzUrwfvBK9Pml1+ns6feUe075/vb095hZoO7ixw/WXmLu9QFAn20eXxm5xHyvWPKXfm4+Xkx32ZL64Ky0nnW9tBw/7ZLi9Hd5LJDL6J5B6F7os5EgLp3vHvzcahnalejzK1GnZf57cvaf70nruVprvKNufil0rqQm+GqBJ+vcvGxJfYq7yQKTBSYLTBaYLDBZ4OJaYErqF9eeE7XJApMFJgtMFpgscNksMCX1y2b6ifFkgckCkwUmC0wWuLgWeOySevskYdvu9Rk/ZZmB9knF9J1vfTFpna8MFxtvmd3weaTcd+RAuXrL2/MutgznQ+8CfLEwfkYygGmf+B4Nzw4vQIaF9KbOZRbwZPO1a/2xDHvqnywwWWBTC1zmpO6nSfmi17LkdIELb/25UB78OldarXybmvSxhltmNz/p8POW/eVFL9w//93qYy3eUn7n6ouG0AUl9danFyBDI86w6W2Cx8oJD30O3rne8h1inPPRIKbPGfuyIExJ/bKYfWL6JLTAZkk9i8hGX9BaYsV2IW7bPfiy5HQxF96LSasX/DI3ltnNayNfUvYdOl7OeNXl/rvKqfzI9rGUeGnsbOCLZbgL42ekFJi1O8MNZBiRXX/YvWq2/g55wXvk1xO4IiGmpH5FunVS6nFogc2S+sUQvF2I23ZPe5ic6vvH69fg2hc39MDDxmBHNBwaHl3IIn4hXxRq3gW/saxDyZcfLbPbKIP370oe9W8hvImem3+5aQv5vuMCfLEwfnrCs8ZlS+pDOebv0W/7N7FxC7+qvSmtSxmDsxeMHDt2qiz7VfWU1Ff5cBqbLHDxLLBZUl/4lZ3ZBx/m73XfXnbaFY7e4rMvr/5sF+K+LSHloxfz5DT82lOz+K+i3XxFzTuP538NfvsGumW05ojD13BW3HxZy2+5swtb9OUgLzN6x+IvudE9strN9a/obBmT+ZrZm+nqjs8Xmh4c0uy/pLbMbqPfvfZffnuknDl5V9m3nQ6LvnSE9yI9x75a8uWmVg3thbHjfQSNX5xw3HVw9oW4ahMfKxm/KaqB7+Nn61ujBvG2Y0/Z17/1K1+ea/VoaI7eTDf/mtX462czX4zfVtXzHcTVsq+2LbPxKG56H4+N2sq9Ia32C39LYzC2WfZ1skc3+xKcZzge/FjzhrKxHfLWNXq1uoz1nI4nC0wWOFcLbJDU17+Xu74mtH7m79ElX2X7RPPRg/bd4VlEfDZPe8HXnvpJ7z3bi7741tHuk+zYBO2ikfYKWgP0Vj64eUdw+zWv2csphl8O+vjyr6tZUPMK2eLLRDf275gesK4HHnS7pdzgZKm+Q3n+Pvv+y3MPSX4L7Na+y7p/BabPhj5Sv5A3lLdNoMv0bG0xa/ev0my/ODdQYlXstL64rVy7d/zyoZYfooFvXwnM9itiordz92rO+sDgWNfuk5bstegrbtWOOSGIcsv4rvr6YKvPMhuz1yIftyepI1tUuyyKy872i94lvjQGGxkXfZ2MLVa9X76fg90LW/KdiLwut94OwWNK6omkqZ4scLEtsD6p1/uakkHz7tB2p1QXdK8zfNC2rPnWdb6Otq3UL+i0OH27WUSWfO1pvpj7KtCOZvc6o9/T7j+2MDZRkwz6xLCC1gC9lQ+d5l3ivQ4Q7IqbLwdtsRm7dF9yg9ff623pDxjbgpYzJ+4oO7tPEdb3ZV8zt+nsCokHAB/svtN+Dl/JGsvbfhik2miRnq2s2hsszFvs0J7QxS+fKKcO7+3fcT23QstPb+DbpL4m3no7dw8N7jpQjp5+uLk6NKdZLw/XqyKNja85VN71zkVPbS/ju+Lrg5vY+OET5faFPh5f1J7LPbPLAn9VWu283SQGW5vnvfP3lLvrJ3Ufbr7c1XgpT7WL634ONrw60PnldzwONCeyrS5zulNrssBkgfOzwPqkni8E5TJ6d3lx9q1rO809/ZeFZl/7aXZOrUxtEuzb7SKiLVGMvvbUL+aj3fWYdruAt2M9voUxC8gKWgPcVj64CxbP5lynPm2+yzfS7129U+9lbekPGJdSd0o3lztP5j3fw13cHHqJ3Zbu1BuBF37paJmerazhOfvYxNyu4+SzyU79THGl5zv3j3fqw93e4CtnffyMdsxzo8yuDPU79e4WyTXe373JTr0htMlOvQef/YTw2qU71NxqWmbjZT7uGXSNxHFielFcrtmpL4zB1selbPk62bqdek9z6Lv+wzZ1vBvbf6Tcd9Y3b46UZ26/qdx5ytfrpr/JApMFLtQCGyT1RfdFfUHr4XL62PPm90HtckzawT3F5qts/ULc7tbaRaRNFEu+cLSKdr+gjE0yXgC7y63LaA3QW/mWLcSLvhx0dnT/+8ayb0/3xSV26GVt6TeMc7my3147kuIAACAASURBVDnOvuA1vE/ffXnutGcbsmtu7bbsK3r310/oDr9GNU50i5JEK2vrK3K3Nm700NxyT737+toYp72vvv3A7NOiAzvk/n8bP+N76qN4q1+6uq77al4uobd6tHKPnkHYtqscrF97c0+9+fretutK/VrXsvgZ9O8qzzq4p1xd/T3mu8jGo3vq2+Lj8TcRWrmXxeWIVv81wXtnJzwLY7CVkW0/Wo7u3zHTt7p1/HxBbNT5pKc59kv71S8xcbIcPbjg63X1ys6ir9WNYmo6nCwwWWCpBTZL6kvRp4HJAhfTAqMEdTFJXxZaT/AvQ9WrFI/x18kui58mppMFrhwLTEn9yvHlE1uTemm3u5/d7vieYFoNr6b45vP4tsITRaHuMvk5f1L3iaLfJOdkgSvTAlNSvzL9Omk1WWCywGSByQJPQgtMSf1J6PRJ5ckCkwUmC0wWuDItMCX1K9Ovk1aTBSYLTBaYLPAktMCU1J+ETp9UniwwWWCywGSBK9MCU1K/Mv06aTVZYLLAZIHJAk9CC0xJ/Uno9EnlyQKTBSYLTBa4Mi0wJfUr06+TVpMFJgtMFpgs8CS0wJTUn4ROn1SeLDBZYLLAZIEr0wJTUr8y/TppNVlgssBkgckCT0ILTEn9Sej0SeXJApMFJgtMFrgyLTAl9SvTr5NWkwUmC0wWmCzwJLTA2qT+H//xH0V55JH/KP/6yU+WB//5n8uZf/3XevxvDz9cFOP/+Z//Wf75oYfKo48+WuHA/suZM+Xf//2RCpva+MMP/3ulc/bs2Z72Q//yLxXPGNhf/83fLrf8wLPKq44cLa989ZFy9x8dK3918q/LH77lnvLXp/6m0iDHP/3T/eWuV/zmDObYW8ovvuxXyyt+65Xll37lcPmt33l1OXzXr1d699//QPnkv/1bhSeb9ic+8U9Vjo9//B/Ln574s/Jn731f1YceZPjYfX9fPvihD5cT73lv+cBfnazw9IWPHpne8c531TGygDn1N39bcdGG/w//8PHy5+//y9p+4MF/LgrYf/zHT1QZ/uL9f1me/dznlde98ffKH/zhsfJ7f3B3+flf/OVCpg9++CNVTzqyMbnuf+DBis9Op0//Q22zI/uxN/mMgdemh5J+Y+knx3/913/VcX5Fwxhfw4kd4l/w+uJbxwqfwkVbHLCtPnQiN7rkNJa2YzBs2coEl1xqMNrwoh8cckRPMPiSpbUVneCwdeyBJjz0yKzfX+ijrR8uPcGyRWIGH23jcODjAQcc+o7JQi7t2JHv6QoHnGN40ZMN4KGLlhof8I4zTga09bU2B89W/mIzcPgEHy10olt8ZFybLORV0sbDGFrooqFoBwc+mgr5+IHd4fqjl7mAN3kCyz7a8EMfTXj6o1/ki+7sAs4fOWMzfXhFf3h4wlMbZ/P4iB5kxQsNMOiZf8HVpw1HiV3gxF+RGR/tlh8ZY7foaBxN/LXxRheugidekRWsYgxf45EVjegPRpv/Ih/6bE5WNMGzK1lCS7+2fjzIAg6O/sQ3HDB46KdX5HAMxx859BvXDr5xvrOOhR96YoUfjFkLb/6uA+Wnf+bF5bVveFNd29/9Z++pbWvufX//91UuNIxb63/1115e3n3iz8pzfuz55c13/1F58c+9tBx57evLhz/y0fLWP35HXVOf9+MvKL/5yleVl//Gb9W19aN/d2+VA1/6W6+11eQRr/d+7L66zso5bOgYjJptyMDW4iVxrd/6D864Nl0D6xgsPHzBs4GiX7FO8Jvx2JIN4az7W5vUEzyEUjicQxkfQwWjONoYIQkiMChGmASWcWMRGJ62gk54SOoHvueW8sd/8s7yO797tDr4V+68q/zsz/9C+aO3vLX83b0fq3QZUxBwmP7fftXvljtf/oqa0DkWvOTHQX/yruPlLW99W3nN695QE7ITBImTg25/8UvqCcF7//wvyqE7fra89e1/XHm/9JdeVn7hl3+lvOjQz5Rj97yt0udgfA/+yI+W77vl1vLLv3pnPSn4tV//jRpcR1/3+vL7d/9hcfyuP3137RNo+OOt/21//I56svA3f/vBKjsedMbvhT91qJz861NVP7asAXH/A9X20VuAsK+aPdWCgT/Aq/kofom/+MIYPyrGs9Co0xdcftEHx4RU4OjDN3z04yteEqSOwRoDq42eGOBrBaw+k18d2mr4YNMGHzngJZa0FTzIlcmjBi8GjdMdTTBZeBzjS8bgJWbBRSa8tPHIAm3isTka+NAdHNvB1cbXGDj8wYDPggoW79gIDn3BwtVPbwuNviyiZPGHDpzwFxNg4ks6ZRwttOHG3mRBPzYBkwU9NNFKAccGjv05ViKvNl3Vf3/6dOWNfnxj3pDJnFOTh57q8NYmV9YetGMzsqNnDM3ApR1/6KdHZOMrdlDTS9s4+4PVhy4ZIquFPT41ruCfPnBkJR88JTSiQ+yElzYYMjlGCxx6jtV4ZIxcbKMObTzx4D90gq/d0jfuDz3yqdnGOii+8eILdkAbXfh4g41M6JMB/fDEn0yRJbqCif6BDW0w4MkCBn3JLfFAJsmajNbovfu+rW7OrNE/8ZMvKj99+x3l+T/xkzWBS9Qf+vBHany95vVvrOvmz/zsz9Vk/YMHf6TCWvetszaCb/r9P6g0rOu/+5rX1bb1VyzgywZ4m2PyAb8rYoO9bNbEsrVaLiG32CU7vcBGl9iXzeiCpj606K7wOxvHDuzGHmTBB03H+tm5xu0DD1Ya8Nb9rU3qiCgcghnhHHMWxoRXAiMojBGEQASliGPKqSlbBb3/gRpI6CZw0JTQnHG94IU/VXE4xw5cUn3hT99eE7YkaBdtcTAmgXOYxC8xautz/Po3/V7lec/b3l4kXDt4waDm3Pd/4K9qUn/+C15YYQXPD9/27HoFQFtC/tHn/Fjlo9+unh2e9UM/XJ77vB8v+595cz0RIK+rBj/24y+oJxY/8qPPqQlfQN76gwdr8KF3x0t+vhij1xt/7831pETCF4CS/nvf9+c1SDhdEmcfQcPG7CMo2NQYW7IxuycI2NI4eHKioy9ByJcCGi1+MKbNb2ijKWjRy0KBnmPwZEETnUqrO+vGj8/BkRmsccfo4oEX2uFrQmQRgwM/8qrpRgc0FO1WFvDRI3jk1+fYJAwMWbTxQ5cseOoPvLY+uPQhdwo8hQzxB1hyRVf4+CvsTVa1ggdc9KKPxc8xfDzR1cYH7eimj8/Qj5/0JSYiN/jAwMcXPDg8janRxxsMWfXxtWM2AheYtCMTWLhJAtGHX/HiU3qThT7sTNbYBQ9+oS9abGKMjHih7Rg9MPBjI/Th8l/sZBwNcqOHjuPoio5F27G2EnvgQ6/IEpn1sR0+eOoHq8ZXjZfCDnxjLcLXOP0VY/7wVnKsRpfsZNEGzzZoZF7op5e5rk13MOSL3fFT0CIjXcD6048WHtFbH1kkRzzRic3Bwg1NtPBv8bXZkw3QJA/91eiiCYZt0CYremAjH3h6sq9EZtfsWBK0MXOVlnw2bNZ8GztJ+aduv6O87PCv1bXybz/4obpTt95b462d1mdtO/jf+O3fqXlAUpaQ8XjPe99X88tf/83fVpnlJLJK5niDcyxu+ZNs+LD7+//yA3WMjeiPRmwOjk7sRSd0xY+aPdBjLzZiXzQcg2cTuuNrTB87sp2inw9yXB274t/apJ7ARZQCjjkpDlQnADClGGHBEDAKRWDHaCnwKIBG6OqHzwicypgCWmFkO2gOcMxg8CV3l170S4yO7ZDvPvaWepYlScIFi57gcqaHPn7ODO2SBYNLNs4M7bTfefxPK7/s0I0LLjt1vAUTPEEmoASjy0Muo8N1tujyv528WwIu1bu0bgwtJxUSOwcnOMjJVmTUr21M7TiTRu1Y4Chg9LEp+wksOHzCD4KGrvrYlp/gKOD5QMm4/tBCl3+CD0YfH+sDp4afiRveFosWTj/aiSu4ChnJoTYeHvrEjII2vvyIHx3QAR976cfPWC1doomO+tBQ64MLJ3ZCGy8yoQ1G0YYX/uzLpvDhmJhw2CD4YBQwYC0ESmwVmYzTFx4+VddOTvZjEzitreCEj3Hykw0dhRx4w8PHeGSDp7/Fg6uPLmyJBjviY0ybbOj4g5u+0FWTES7e+MBvecNr4w9teOBie33Rh0xKaJPBMfr4aOOJpoKnmmxw2N04G1h4jet3bC1Ax7i+0DLGn+gbQwse3vro4NgYHDwUdtOvoEEf47ETnfgzCT12zbEaTuyDJn5so03W6I13bEce8pMZLJ6OFTTFOrrkB6svtMHqhwefDvhbW8CRPXamE5rgwSqOYyd6ox8/oo0e/vpzHPjoKplaw6zHH/no39W1+i//6mS/Vtt0GXMb09quoGEdlgfU5hVcl+klW+s/OG1rtbxAFvBoWWe14Un2+NfE/MCD/e6a3GwBHy1ygsUHDb5gJ/1gycQG7IKW+EqJHYyzPRht/Y7ZkX3jK/7Nug4ObYUN1/2tTeoIKwkiRBOMhEigqwlGUTCCJJMIPAcmOMFRJkolEMHhQ8kaAN0lsyRkfYIjPCjJOAyNPlzHkREPBicnx+h3zCl4a+vnIGP4OFOTcMlknEzkoR/H6scDP/ThwKWrEwW8yMGZzuzgclQCSFufcXQEFTw6wMOHfMbRwg8Om4HHU22yGSc7m5ATnCCEQz5yKXDBg2MzbRMW78gfP6KPbiYhOynokM+YduAsUvrZBn+w+JEBbOLCMRkjNxxwin5wanJpgwcbOuiGFvvRQ01fuhqPbPCMK8ZCL/DGLbB0JAce4MBX3ToftfT04wEWHF2V2MJY6OITefBmq5aP+EXHGBngKdrkyFjsYwwv8rAPOIsJuvQwjr64II+2IrbhsCs/4ZdxPPTDxye660cHPlxzX52TC7z8oZV+feg6znzThyY4RRut6Ic3XqEfemiAQU+tkM94dNA2jkbiJ/IbY3tj9KdL7Ik2PHGfy6zg2DFrSmDxRcs4e8NzjCbd8NCHP1xjaeMDj0zsqB987MGHCpjEO/+CwxecQi7yWFvQVMOJTvE9WPTBij1yKY6NqR3706YPGmiFH/5kpRs+4MGgG1/SPcfksU6RGT2yKq2t0EYXT+3go8vvZIXDH+LZmmed5BsyGGNbx+Adg7OuZs2GYw1TjKnJBR+OdRUs/p530tZHj9xGxRMda5gxdMiYPvLJC2SBAxf9yEyuWjpd4YGlOxnIbxyeYs2KX9hPccx2Ypy99ZEltGMvPlr3tzapI6Jk8mMcBwnkBJaaYPoEBKUiOOcRikLaAkKbUcAzoP4oqA+fBDD+jhmDofQ7RofScGMsbfKFlzYYjhNccMmHTjValwg51FkdB4JDh3O0E4T4oys4jWmjQVd4qekVPG26BwdfgUdHcqGjDw8yGkNXcdmHHOjCx19Nb/BqNgYLLhMBPbTprh8sGuD0kckxO6CBLvnRElBsCxaemv3JCR4MfdQKPuihiw5+aPIlG8BX0I3t0TWmD6zYyeIW3+KJX3iB08duAh9vNBRw4Ud3MuBJJjzU5Iw+cOgIJzKRHS+4YCM32mDgquFo408WtLX1K+wqJtBRwOrDMzaHFz3JB8+4Gi195AttNRtFbmNos7t+tFr7hDYd4IBBk/1i7/DVh17s6ZgcrX3gs3l4wNWGYwxsy9OYPvaMDuyYOQNWwSd2JSd68BQ0jAdOHT2Crw4vOGTn/+iJN/qKNhnYjV3wSozwR471oYuGuaYfTbjg0BIf8ZV+shtTtFv+xsEGRpvMrT5g8IWvn6zgtTPnyU3HjJMDDHqhyS/ooB9aLQy6sQO6kYM+bBtc8tAZXfNSP3i4sWV8qw+d0BXj4pIs0ZnM2sbEgE0MOo6zydJv3thRZ9OFJxjrmj5ro3WafPyiz5rJT5K1MTBkR0sSR986Cs6OX00+fdnFS7rk0Y+uY+N0xB99MgeXPI7V9GI//PQ5Zi99aKFLN8cKevrViVV2Dn99bMlm4GtMd2ssGLDr/tYmdQIomGCAqKIdxsYZmqAKQ7aKgRWQAhMsZ4EnfOgLQsFRjdTtggLLeJwVpSiOD3gGN+4YPbzA1cDsLv1IWHDA5iwObbzQ5TzjOY7x9TkzE2iemHS53T1zT8MnWOiCLlhBgZcxMulTo8+x4NiA/bTJG5tVGbokL0BiI+M1ULtLz2jH6XQgK7nZr9q8OzvUzwbsoWijGT76TLwEE1+yp3G0wMdGjsMjcWCyG1ey2CY2wOoPf/hJCujjSa/IoAYTHLHiGBza8atxsHirweGlHTj0welnfzqzCxroGSOnNvnUClroGFfgsiE5wKvBo2UcrL4saGDwNK5UO3cncLEleHiO2Z7M8MSNYkw//eIPOPjpEzv0wAff0GhtAD72i9z64JIJXuRRw1WDQTt0temBLznRRI+MoRE8uGRRR3Yy0wFPhY3FLrsac8y+8NTkExNooxF/kS/0jaFpXB/+ZIxNyGecrPojn+PYCD/w5ACPZ/yMJtmM6c/cBQdfH5qtHmDCl23wUutDFy90yUWmyKcOnrb54Thy0xUddoot8BfPajYN7fAkG7zYhh7aarTopqYLXLawXmmHvzFygON3x/QgB97axvDSh4Y2ucmBH3w1fsbIiw4Y9ooO5Ap/CVPRR7fszq2bkrUkq03WJGRwaFkvk/TBaEuwisv48BW80cUzeQAu+TzHZZ0NH3I4UVDAi09rNnhyxhb6HNPNHEaXfdCCh6+arHUd7+JfG27sS7bYSX/WBHwV9DNvLjipY6pwWCaVICQkxTk1DsM4zuRYDjUOlrKEJiA8cOBD35g+OBwHvw0OvOEypnGG40AGE1zGKW1M4HEeY4PDDy5eDAYOHsORwRmbpO2BNj+j8PS5e+Bvf8eflFcdeU297/3qo6+tD915OM6DcJ6S9wCdp+Y91OfncJ7U96Sln+G95KW/WB+CA5dETPY4sgZwdwZGBvobI2cmPnjObic22RXw9M+EonNsxN6ZPGjp14dO7K2Gayw2zMQmh36Lp5r9FLT4hFy1v7u9QX79YPBAly8DQ974U5tPwKkDAweMhYQcWSwiA3qJHbLDR4u/xSYZ0FP0x3bxOfjEMFso9FFClw3xBgufTPDRJieZIj88vKMHXDiZjHQBj7Y2uMhIlyQmY2jGdnCMp9AHL8dkaRda+oBHI+3o5Djyw1PwUcfudCIfPSJPlaXbZeAFBi3j8UtsgZc+Y2ByTCa6OsYr8rEB/uQy7hiMWMYXXXqSCZ42XP2O0QWPhn7ygUGH3aOLcTI51vYHLnLjFVnEQfyiDw550jbH0Ii8xtDhbzKhFT6xtziAA45dwOmLTnSIveCQzZ9+vsg4fLThoWcMXyX97GCcfPocowk2dqULOTMGP3PcOhF92JdcZAWvgDXO1viIU3zQB+cYH/KBzxqGp8IvsQUZJUU1OHj4a6NnTbRuS8aSns2UPj6whsohNlnG9AWWHMbhScr6HYPTRh9fCZa/rXd28fUe/Yc/UmEkb89DeZbKw3R4g0PDiUErBxnQQhdvhTz0wR+ePvrHNmyvHdnZFRx50GHH2C/+haOP/dESF2y37m/tTl2AKJlQnK7oU3NYkpY+zk+AEkgAEJLwYBMkBKQkIdFmhIwFLwERfIYTWMY5EF/GyORP0INjMGMKhzI2/ozj/khkRsdT8p5Gv/HGryvfvPdby/d9/61lz5699Sd1HoQDj6cn1D19+R03f3f9mZsH8TwV/+Vfvrv+vM1T8QLCPR9P3ztBkPT9Fp1+nFeTeefABAK7RUdyV726hZUNBLNgYMPQAcN2cNmYXuyQwAHLHnRmayWTEZ4CB180EkCO4xc6owGWX/lJze9wyUYuMqNPH/ja6AlGOGRAJ8fk0IdW+JIBXcdo4A0eD/y1FXwdkzF8oovx2AK+fjQzaYzjKyb0O2YzvMEoZEofWmDRYne42mSEQ9/ozEf6kkxiB/SCFxp44yGW6ZC5FX3Ap4/+8MhKn9ifPWNHdNBzrE0+PNAjk6IPDPmNJREHVn9goyMYBR7+Erg23mhrk1MJPfKBQwscXcD5I1vgQ5N9wYDlWzBw2c8xP9M//oYXXHDowQHDF5IE+dlCX2zgmA70JSMYPBILxrWNs7Mx8HiIb7TYLfZFFw4Z1cbIgoY+uHiowaIJF6xCZ8cKecCEPjr6jKGh6Iv94ZOPbGxBZm181ZEhNCJX/AFGrKMfnvRDC92sHWQO7djEGHw0waODbuXRnSygi54i+ZE//q2yd7cz6lrYnQxbY63FcPhQ0lXAWGMU/TmWaK3r7KjfeoiXJ93tum3U0AMDB4wkLg94iM7xm978B/XnxpK0h5f9RHn/t99cbnv2c+uvpOB6kFk+8P4QcxGs2piCrxMAvHI537h4FY/05Rf2Yyt6GGdHRXyAobcYAKtmQ/42xt7omWP0Xfe3NqlznII5wbQx5CQ1h+U4QSAwImTgCEMpAuqDp00BtNHVT3iw+tQCtA0EzmAUjmIUNNECiyd8OGg75mjygOEAffjgy0GeWvcUuhfA+NmZFxl4St3PKCR4TqWXF+A8+8eeX773lh8oX/u1X1++9uu+of7cQhK3e3/6V351fRJeUHnZgR2+37bf9PXfVE8O/HQOX7Jl0qFLNwnBwpHgY0+FrAkCAURXsNGn2qdLovFPAgYueDzxoW/smoWLrdgJnKDUTkCSkU9M+vgnPsti4RgfdNB0DBYNx3Qzho52jvmNTJERD7j6jPFTYojedGAP8qnBgw0/sHSjB7ljZ+P0VmJ3bfKk1oYLh+zkNbHG+sRneNEPfOXXxTr7ZcGxcOANp5UBDvqxhRqf6E8/8tCRLGTUBw8MeH0mO/3JAo685gXasVP0s9iCTX9o48OP8PGIPcMz/bE1G0U2OuEZGnQIfXhwIhfa7KDWF7r4wRffxsQ1HeiKvkJffNGjh2M1fopjhd7wyEAuOGyDh2MxZQwuXmjHVvDIF/3BGY98bKSNDzjjdFDri2/Ig69+OPgah6uPrmTShiN2xH/oGyOfcXSiH3nRUFvU0dWOfaN/YIwFJjZEE30l9PCKL8gDloxq/NkHrD5t9IODvoSFrja6xmMDONoKPcGihbZjax3e9Ocbfgdj3tsQ6TOfJF9XSK3PNlc2VdZmV1XBeS+J3bU14n1/8f6asF0ZtQaTyc+FbdicHKD3nd/9PfXXR3hJ/DZc37b/Oyqc+ou+6IvLN3zjM8qOHTvLDzzrh+qvmr7+G/aU//cF19eNnN/Mm+N29WRGA13H4jhJPmt2/Eh3+kZndqA7u7MbWnQGx57mIPmNp+hL/wUn9QgjoBTHmMfBHIsZR6o5jXPACQYKpGSyGxPMcLTRsFBSMPQTGCYS4yRRoEFRRkEXDgM4ZhDjDAQ+Ac/IZBFkcB1beCV0byLKZXQ/Z3PW5YzLZRs/SbMT93M5P03zUzdO/uqv/trq+D3P2Fdx/e5cMNjtCyiX3wXiC1700zWQnPn5/WQuC5GXrIKA3GTTjq6CTqDElvQBA0+b/LGBCcIOxnJSgCabsgVfsVHsyQb62JQPE0xqMuFjDE3+RIcdtflMQsmiRQb98TW66At0J0z0wVeJzvyiDQ4/ssFLHDkOb3y1Q0NNN3TxVcgATj/92Q59OtC/2q2TAxw7G8OfHmyALj5gyWEcLHroo0dGspuA6JKTP8liLHDoOCYPuviwT2pjCt+igT8cPMDjDT7zI7LEl+SiN3rhjUbsh4Y2fHDmbPwExzFaYBS8+cGYAgdPOOQAj2Ziwzja5EXHMTnQAUsWNZjARTaweKAfG2mzFbuqYws1XcmhDd4xWZTYMTrELuQ0Di982Lltx5Z0QDvxC4/8sR0cMGoweKKPl2O8M3+CCx+/2NM4Gvrhg0PfcWQPT7JEV/PMOJuQF1/zHj282Vy8okc+NTi8xBY6anDkUcd+5IivowtcNPTjCwe/bIT4LvrzFfvCxduYY7IGRk2vGh/dFRHzCT260IEuZETHeicx+326Z5eswT/+ky8qX3fTN9YroZ/3eZ9fbn3Wwbomf/7nf0H5kWc/t6653/Ktz6y766/5mpsqvLXYbVA/Kwb/JV/yZXUX7mfFX/zFX1I3WZL58XefqPASto3aU//P55ZP/9+fXj7nKZ9TPvuzPruu8V/4hTvKF/zf/1e+4iueXr79O76rruf1BWKvf2P5yZ86VN+bwkZkt97Rw/qTNU5Nv8QA37ARXyja7MfWcNlMAZ84MKYPLbYUO+v+1u7UTVCFsxHneM5Sp42RYpyz0hYcYPRzJMcHD02wlDZOOTwCTyk4aAjeGsjdzgROcAOXySdoGEy/BdzCC5bR7AYYXxJ3H9xO3CVyjnrDm36//q7dZSDHLq3bnXt5jcvqdvDecvSlX3pDDTKO/qzP/KzyXd/9vfWlCN5ot2vXV5Tv+b7vr4HnkruX4nzrt317PdsUOC7hcLpJoXCeoMgkicPJTufYBgzb0As+e7FldDWGlgQPhr5oxJ51sneTWjsTkM3Asj266BmPHwUU+xtHlw3hquHFN23AxQ9sjw7d9IUvPDQEqDYZo68+OPiCN64WT2QQD2jB0QdOEUtqclQYk6Z5gBBdtsUHPfJn0dQXOmgac1IiVtjfWHyReIYDhkzsrpBV7II1VvXudnZomDPkBqettPrRO/KjY5yd+AUcXsb1kYOe5AXrGG049FPTz5h+42D1RQZj7KYWN+jCVYPTDi36sgsZwKOPXniSnZw5Bo+Omh/wp4NxvnCMTujBB08nNT2jK3yxpwbHvuQGh55jfNSJKf4AS0a2R5cu+tChC/54kJscZDKunRL58SJ/7KVfPLEbWnD1gUEDf7Gjj60S19rG8Y4smVdq8tBJOzYmNzp44Kk/J/L6FDK0sutzTG7t+Ir80QNO7BPb4qVPzW5gFHTIoDhWk1PRrv5pbl3Qnz/IkPkDTtsYPeHQxybIb8v12fm64inBep+HTZJEe+01n1YTrQTr1qdxu2nr7af8z6vL//60ayvMZ3z6Z9TEsxxV9wAAIABJREFUbXf+zO/4zrpOg7V2u5qKFphv2vPN9cThG7/pm8unXv0pledTPvspdfxzP/fzKgw8fK3zX/ZlX16cVLgMb7O2c+eX1hMBucI67z0o1jv6OHGhi2INUMSCGEwt5hTw1nZtthEnYg9cfMJffM7W/G6NXve3NqlzjIIwZwsSTm77HBOI47TBCiB1JpFggYsGQQV2DeDm8jFDoAMWHcpRlkEEE4XQ0GY8JYFDYcbJhIKjT3BZoGMsO3OX2t0/4Xhvg5N8JXKLsSfbvWzGLl5gGXOpx8NzLs985VfdWHfv3j7H8YJE8B384R+tCV6guDwvWF2uFwhemGOX7yySI9nEyQaHZgLQlfyCnX7a+shNb3rAc6zNPmyppmdr5yyYbCOo2LWffN3ZIvpsBC8+A48neGNw+Ag9MGTHWx8/4U9W/BMP8PWHVnyFJtzERPxKfzqhgUdkSpwZww+8PnTYiEwKPllswbAVGcRY5KQrOchMXyULmn40MynRzomWMfLhS3dw7Il2ZGWjHNMPTuQkC57kiDzGyUkGcNrxRfRkA3qxI3vBRUet6Ke7dviDQ08fe2T+GQcLP3NQLXGDJQfbx9d01A8evdBRky92MI4nWenET+ETOcipoAkuctEZHTjmHN6hy4bsxg9srIS+OnTCz3HsgK9jtsODfHQ1rpDfGDnBoUE+uuAfmMCB1UcGdkKTDPjA0zZGZnGhNgYPb3zAxXaxqTE84OKLDvpo6EcHX3jqyMgmxskuLh0HFhy6/EqvXBWMncjCFnhq4xkfklmfoo/8+NBX0ZcC1hgYMotdNMkKlkx0IiPZMgeqjt0YeHNU8UDyge+9pT6UTGa76//x3/97+ZIv3VV36dbY//M5T61J3SZKQrXmfuZnfGYt2Vnr+7T/dU2F82yU8Ws+9VNrwncCoO0EADxYO3Q7d/2BVeMRPHBw1Xb8dufP+OZvqTnA1QAbwe8+8H31+Sq6mkfu9edWEh/xqZK1I/ZJvLMjW7lNDE6bfdkVbHxvjqDBjuv+1iZ1waJwOGacGseqCaVOAGiDDY5g0Ce49BGS4OAFYYKB0PqMcXpg9DGA4ADDeJS18ILRDh4jtmc+LoswgoWDDM4IJXSJ1gcDJGKXe7w61n0XZ15eLeiM0S7dfXVPs3uyXeC5FOS+u/s4ErVLMk4K7OC9ItZlI+OSv2C1y8fDE5XPff5PVN4u+wteMglqjlLTj1Pp4GRFgJDZMRtnotTJ0V021AdHX+ykZn/2NunYks3Q0GfcMZ7w2JBdHfMFefBEm7+NOYanHX+rwYMhKz+QVwk//dGHnPEfnMgTf8Ini2NyiRUyOE7cwKMPOtp4acOtdmkuaaFPfzrXse6WB3iLG33omkWM/U0k42TlI3j60MAXPJpgyaofPhyyhBZ5Imf8Ie7jF/oo8MEqxshFL8WxkvmjrR8O3fCP/Elc5FX4xdzC0zE8NbzYjMxkwxstMNFDjS98SQItx/jgj5ZjfPhXX2QzBp/+Vbdmp07n6MivWbjgsyl94OtPLLA3emTXzw7aZFPwFSd4kRNffWDwiv2MKfD14wOfPeCTwZgav9DAEy2ymyNiI7bBEz9j2nRCk13YFl1j+uhjbQKPB754hI8+BR4e4ODhnX5tMqDFXqFBL7xjW+N40zH4ZNKOvGDJjF/o4Bf7ookveLBwwfNH2ujTD1xrC7IoxtAms7UAPB9b+7TpYJ20A3dP2yZK0rRDtnOW0CVabYnVjlzSVSR6fS6VS+b61HbjgQEviUvS+tHJrt4lfHxDN3joauOrho/eV33119TnqNCSM9yWhb/76V9VT0jYRaxY380JevIt+7IFfyQm+EeBw9fyFPjYi33ZDTwYtmVjdMTeur+1SZ2jFU5IQDjWTkASENNekO4SMAEyBoew2QWZOApDZJLAZxC0YwyKgKOYMcFhDL8EODxGs9tiBPBo4A1e8VCF35hL1O6pOMOyw9Z2ed39HJfcPRjnJQUWdWdc7rF7X7sdukvsHtzwXmGOgCtpewDDgxzO5Fw+uv76L6z3eez2f+iHb6snCN5h7AtB8HMmJ3mzB5nJj6Y2W9OXnmzGBnSlc5wLrrUNfY3RGT5bpA8dNjJR2RBfcPzH/trGTejwN6aPHAkmMoIlExvjF1+o8W3HwLM9WO34BZ42XuDJhIdJLrDRwkfAkxmcol+saJMbP8dZKNAKLr6RT1s/G4aOY/qigb+ajOQIHbqbpGwpftEDhx4YMkY/9MgRudieDRUyGqezNjqJT23FWODJhZ+aD/CBZ3FVw219GJ/AYa/4Ej450VfrDz81mSInXG08JAB/aEXmyCTJG1frw5ud9GXxxwcuWdkcbeORD19jSQiO4fANenxAFrYmZ+a5dvq04YBtbQdff+xORuPw9KurzN0JnzH82UchU9rqwIPDS4zQI3GEjzG0wWujr8YbDvqRW023yJhYBoOW+EEn8x+8Psehj7Z+8HiwZeijyzboxp7khYsvvziGiydZjSl0Dz2wjhX8wNIFvLaCD3gw8WfsYly/+UF2crGd9U4feT305tsZN9ywuyZOCVRCl5y1JXVJN0lcLdlKyJK5S+KSrGSdXbZEjIbkrLQ7+yTo0IGnoIWPS/FgtOHmpMAleffXwT7taV9UL+trgyW7q7kejvYcgPWCDdhPoTv7sa84tkbEN9Y79mQnsGwCvq5T3frPxnwVf6jX/a1N6nFgJjjhONAEjjO1MbYIczxHEwZsgs+kpgCl9IMTrISkhIWV0ykFR0ng4GMsygsK9NGDyzjB1U4QWowlZ4aWfCVl99B/7hd+qSZYbfdIJHT32fX7wpszRrt3x3beHo6DL7n7KpuzS8new3OSticlnb15cM79F8XP3Pw8wsNyYCR999Q9oOGKARnZgh3IrNanxLlsYzJkATCWk4AaGI2twCpsa9KyDf3Zhb/YTDs2jQ/iXzBsCoYsZFPYXMEPjDjQDhxZQys+gUcWMUF2csPRBx59OHydCW4ssmonuAMrphJnZAaDBj0VbbTJkBgCY4zc0V078GiyFRnBKo7Bik16SJ7a8Ynj+AGd2Co7e/hgMxHJQl444NWOwZFF3Js34B2LZ3LQlXza+snID7EDOtrG8DMGhv5o5Th0+U0iRjc+IYN5GfqxA/m04RpPQsZPP9rGoiee+tFDP0W/gq8/dLTDR0zwW2yCLpr448X+8R8YdMObnfgp9kaLTGDAsjt8hf/0gYePPj5wjMf3GcOT3GTDJ34jEx5osVniT7u1YejoIwc4OicGjeNNLm3j4iBykkfb3Igu+sCiIQbJgb6+yB+9yB7fkjmJHKyCJlgFLP3IAEeBgybbOGZT9gLnmC7iPnhg8VCjiVbmtWM2iC7oKPRw79tlcElWAlcnwWpL2pJrEq/ErTiWcFNL8vrh6odrF23cBkuiR0cSlqCV0Ek/WHjqwKvRUzt5gCOp44MWvmo6uCpLJ89siZms09ryD39a5x3H9+zHLuY/m/EFWyVO9LGpY/7mF+11f2uTepyAECYCQhEcjgVWXei76/8YU4Bw+hM0avAUsgASNmP6OF8fJZPkwFMmgctQgkkfOEEHV58Ehi9DqRnKjpg87n24fO6DK5K3S/BeNCM5e8+7p9ydMfoNuvvpPuPncotdt6faJXO/Y5Ts3TNHQ2KWqO323QdyKd69HEGRJzU9VOdMzm/enQBwPDzysSH57M4tduxFn0ye6MaG1W6ds43TFw12oqdAYQ9wJp0Fgo3V+ORSP1x98DLGfvCN8QcfaLNx4NFoA1I/+fTxm4Waj/DUh0bG2xovPNDDk1zktkg4FrAZ5082gSPG6MuXeKOPL1g4dKkLaPdAHhiwbCMeyKadBabSbS4744+PxQtt9k08oo0HvdAgB3iwaj6EC4Y+4PhMMY6OQg61frh40Jm/+E0c4M3u7AMWnNjQn7606YS+YzaO7+hGd8cKu6DhDz1y6PNHFnQUsOC06UJXMvIteDThgyMLOfWjQX596QcXGcIbP7ToiweY0GY/9JT4yTi6+ozTi18VtmH3rAFkQldtjE0S5+xKLrrwTeyjDy3H4JUac93Do3iyK/3QRBusNQjN1m5sCh4MOuzHN3DxIAtc9gKLrqJNhyTpxARaiYuqezdHwaKPjjhkGzbEg26ZB2wHj/0U8sQGwY+ccI2Di9/ISkd89IFlAzJVXbvdpzF24LP4in208SOvGFfQpF/sxz6umkqYEqN1U2KXZCXNJOkkejDaScLGAy9x5zK6JAzfGNo5McgDcI61k7Bb+nDC2/12yTr4krpxvNTkQcPJg3xBL1d4/aROYmdT8SROs2awKTvwGf84NsZ3bMxObMYn4kO/2jFfmEvstu5vbVLnIIUggogTOVfAchwmmDnmcM7XBseJcByDi/AmPKUInOClHIVMDAahIEXxAOueNxg4CW489DkTYjxBHSPAjVG8ZMCDcb6160lI98vdw/GgnKfV7cbt0D3k4EE5b5LLl9ZcItLvQTo/S5Ok3Xd3uUWS9zCcJzLdV/c0vacl3VP//lt/sH7xzYmDh+TULvm7ZE9+L0LgdDajr4nN4WxdF5DuNgIb6mMzOrEFvQQRfDUaxjNBwaDBFmD080tg+YQ/wFReXYJDBz+wcME7BmPikk9bH3wFLD8Eh9/4JL5znEUNLl3QBq8fD8d0IjdbqAUxPo7FAHpwHKOvgFOSgMgf3fDBOzzJSs7QNq6gHfpiCM/EsuPw4x8ysqV+uPipIyf64hk9fPE0Tm5tY/Qwpk+NvhJbkhmPJEW00aMXm0RWMjoOLXTxcgyWLOFp7lqAHRvnRzzRQkO/AsZc1oeWPseZ3+FpnHzoRif6xOf4w29h4IJPDQ99MNp4w0mcsS1f6TNf0GcLPNCgAx3B0UUMBT466mNPuHxHbvCxsWM02BttBQ3HaMSG6Ie/uEOXXOwHlr7kERfG6IQPWekIH5w6eHSyqDvGh0xJjnihAz+00SMTeO2sHXiBg6ONlhLd8M+8hUc/feaek3Dzj2xw8MIjdoNHRrLBiZ/4Cg5aeCpihP1Cg0zowNOn7VklfPFiC2urXwdJ0BJtkqWEqU+Cdild4k1Sl/yNSaj6JXOJVUEDvD67aDDwJGp4xiRpeLnEDwcfSRueY7XL7TmBUOckAh101eA8R+UJeL+d9zM7GzzJPfmKfflGrDjpZwd2ZQe20c8P4ir+12afjGvzATvy4bq/tUndBFIQ5LwccyrHcWycyVmENoEEB1gwhIqQxrXhUwisQE0wOFYoSHEKRknHxhgFXwutyaEPTAzGkIIRDzAStSTuvrhL6vVFM886WHfpSeR+o24H7t63e+Z21pK2JOw+e14+4+zNCYKA9LBE6PqdpITuN+wenrDLd7Lg8rtL/GjZ/XuwjtPJS3ay0kXJjpru+tXsx650jg2zABhPvzF+YAtBZIHBQxDoj22Mxa5ZlPSZqAq/ZRENLjvyPRkzSdUKuujjT2a0wSU24mt+IDd5wStV/mYRFQexCZ6Cveqe5wy6Kzrw2Cq86BFa6Io7sqNhIaIfOsbU+vGiKzuRDQz56BPbo4FHjrXxpQO4jLMzW8DPQm3cwos2G+CLB55kUoMhC/nRdgyGbEpsyPbgyK8OjpqtyaHmP7ThqvFkCwuuPnK0tIOHvvmHBrkcowWXPI7V5JEs6IqOGo/EkWPj4MjqGG9ygs/GwDG4+IY9wwcvuGRjP/HMLuKCj8lHNjDaCrkdo4Fn/AOPLGr8+ImP2IHM8GpMdicP6OPLFqGDlmOyiJXg8xcaxmwqjONDDj5HGy100MVTiR3JFTuhGfnBgqEv3YIbG6DJluxENrGJrn7H+PGbAic2QhMe2xvTb5z/2MZY5CGLNnvh7xgeu4PHG3xokxXv2JRt2AV9dkEDLW1XKl/z+jfWq6fs5H60TZDEmeSZBC75SqaOFW2JOZfEU+ceuyQbHLXki6ZELbGDl/xDw5gkDy8nAPhI+NZ5OBkD59iY2riHn63rTkzw83S99V1O4RdPtFvDPIDNFmKCndiHTdnPHGAbY+ykznyL3cElttFZ97c2qXO4IhA4khCYKgIpTq6ToHl4S7/CkXApQuDU2oJZICgCoyreBSqHJ7gykdCrindJXTCDy6Kbia8PH8Z0Od2uW3L2QJvL7nbOEq0H5Ly1yM7bg3S+le5eeu5/C7hDd/xsvQ/v6Xa7cmeTavieoHei4BJ9XmzgUrufY+DlxQie5nTpX+3nEa4M+LmbSUOv2CNBTz8luoDJhDVRMq6mvwUlNjDx0AGv1g9Ov2BKkOgXKHzAb/zKtkkExvTBIycYQYWuMXTIJQaMKfhEF4nNAphFBix9wJFZTKClP75HNzbAE28wCn5iQ40OHDQcs0kSBxgykJU+2sbxtSDpd0xvNNTBYRO02YAuYooMaDhmZwk9Mkk22mhqV927Kx4tXqsve5E1eFkYyUceNjAGP76gY5KyMThq/dr0oYM5Gr3A6w+MMTZFn7wKGrEJXngaR4Nt0TZvyRbbo8OuYPTjk8VcW9JGGx3HYOBEJzLBV+OJPlrsoo8N8SILm7OJNhh2jIx8RTfziM/wI2/0AqufDxWxCCbFMfzogw/76Mta4lg/2dFiE7svbbEAVvyiSVZtNV3oSAZxQWbH6LBVZGUb8U7fyA1fv+PMAbqDUYu/2B8d/gOPj0Kf6MS+xsCr6YIGufXlmN1jazyNqeEkptGCCyf06JNx8GzCB3QCGxvHDuTT55dDbktKrt7xYY2UXCVTiVMtaSoSZZJ0kqsdteQswSdxO5aoFXCOPfSmdhxa2hmXxJPs7brBgiMLHuQIvpMG6z6e8PQ7tpGzo08/nWzsPDAtoYsZtsjawmbsI4b0iQfxwUZ8bj7wK3vyEx9kbvKrY7Gw7m9tUjc5M0ExxxgDwavNkY4JbFzb5CYcIQhH4LQJJYj0URwNikoEUUYACB4TRR1F0Yfr2OQTVI7xVru8o99TiBK0e+F25nbfXhno6fO3vPVtdddtV15fMvNHx+qYpG7cmZfdt6TsTXAupzh2v10yFxT1gbvb76hJnWM9IOd+uoTunrtL9PXnbt9+c/3Nup075wuEvMDA7t9un1PpnyQVndiALvSnH/vQX5AIhpwFOjahFPBowWULNgErgNC3KGQx0q/wVxYRvPiV/wSTCW8MX/5jd/TJ6FjNn0nO4LTxM4Edk91igA7eTrTIpfA3udDUFuzaFiuw5GMfbbopeKJFb/TFD1xyoBVd0CejQg9ygIMPjz3Jikc/ybqz5fTDyYSMXmTRhw+6+JIZHfQzSckXuY3hix57K/D0oZHkmjljTrE/ODhJWJVP81wCX8VPgWFr7eChj64+fOiBDlzHfG1+831igX204aVk3qMPD44+x2DI4Rhfhd3V7IRX5jF54i8yOc56gQ6c+Mixtlgis8uc7OsnphlLXCTGHLM3++qDp00nc0ZiFhvohl/san6QyRg5xJPYMJ/Yza4LzdgQTfKIh+DSFz5cNkiskcmYmj7q2AgPYwqZYivHbJU+8URWviEnOHLiId7oSTf95DKGB5nBkwlf9DIORh98euGnRksbbSU6Z46SJeNgyYUuOyhkZzc8rcfgta273uPRJlhJURJNwlQvSuhwwCpJzhIseElcMk6CtWu2q9anhF94wEvi1ueEwHESvTZ8Y3CNOw6/yOBEwJUG8Io13iV59hQXiR36s6F1R39iQ0waA2+MP/iPPfU7TizxGXrr/tYmdZNOMZGziCBOKMHF4RxoUhOAgwll0oPTFjSCyrigEGTa+sFQCD2KCHh94NAWKOCzoJMBvORgXGAxDMXxsPN239xX0jzA4F6HVwS6Z+4nZj60YifuhTJ26hzgt+h+S+6+983feaAmZW8dcnkdrt27MZdWJGeJ3yV8Cdybijz5Lrl72t2T7hK8RL5791dWWi7F28k7C3Tp3otsBLZ78G4N0M+CkclUndzt+tgkC1fsyLFsQGd9goQt2E4fWumT7AULHIuiCQcHD/7T5j9tcujnb37TZ4w/1HwbGcFYQPgRbXh8RlY+y+TXhotPFga0yRFcx/wPBw984dXYaHa/dGz5s0EWUHYSC/rwQgcN8GiTD5/YTj96WeDp7phc4B2DZT8wdFCjS27xDhZ/bbh0xwdfx2D5wTh64lMd/dTsSN7QJCO91ZKdRIkWGuDhky+JmFxo0B0NPNkgiRROknDkCD1waMEjM5pJsGDIkD64jtHyp40HeRIf2mipwYdf9NAPR2EnxxkL7fiK3OanOcvuYCUHcil8Ex+qxQ6a8BU4kYV88R1YNkqc4mPMnOFL+oKBG7r62dlxO18Sr4lDOvA32tr8TU5w2vrRSpyg6ZjcZFL4Mf6MnGpwZOUntOgED7/IR2ZjCnuBB0cGtaI/Nf/gxR9kif3wCwzbmFv66EFX9OND/WRCh1/In7XYekRXtMjm0ruHkv06SPKUAO2SJcY2SUrokmcScRKpBJska0zbWHbpwUFLO7VkvAg+eOEHPlcNyNTu9nOSAIbMgXP1NU/Yk0eC92so3/qQo9xqZQ8+iK/EEZuq2Z3NrCWKuDGWOI9P2Dc5+IKTukmnJJC0M9EtOCaQQFG09Rl3HOerKaDPpBAYJhEFEpgUF2ScT0mKaQsIBd0sfnAEEprwjFt8JWaLgKfcXTb3iVSJ2a5YUpfsPYHuITcPw9nBG3MZzyV4H19xSd2leq+R9bt2P11zj13Clqjda3dZXtL3Mhq7c5fW7epdFfCwhKB1WR49v5PkeJeWJHFP4ntCkpw+CnPge26ptoiN6MahdFMcmzixmQms0NtTlnWidb+nZjMFvABSHLO7tuRedwnNbRK+ig/Z2EKAFz+buILJOF8Y0ydAyUXmthg3iaufuyeayULe6IAe+mq40RUOmCwA6OsTI/iD1UcPdslio42veNAHRvDT0zGd9IkdcYUHO8ATb2jrYyc49MtJEBnFqaseJhzZ8NHHBolffeRTsxP9FHrTzxhYNZrg8EYPjImtTV7jsR948oGlA/nRoRM+4GIb/IzzJ/jwQQO8P3zFS5IKeDToDAYeunAdo8WWkUFM6NeX+NAObvrViRU0E0fjPvKgE5/jm/UhtrSzZvvEgrjnK3qwhf7Yjo2iI57G2YV98c5cAWOcb5Lw6EDPrDF8Ebpg+Am+Gr7ax5y0ycemieXEG1r0Rzs+BmNcHBt3rC0BiEP2xxt9spMBD34Ej47xevzAgz3f2AE/esABHxkcg0EXz8iBDlsY0+bz8BEfkUdf/JTYNoauuRQZtbPG6GMz9vOwso2MZC4x2tWqJVvtJHfJUpFUFyXi7JaNScbq9CXpJ9mjiYfknb7suNMXWdBQcu/cJXf4TjzIBx4sudDSdpuVTq7UeuhaLnB/PQ/LsYO1Qryyt3aO9bG3GGVnbX7Tn7ksTtgYDL+LD7Dr/tbu1DFTTNRMFMeCRyCYiHGufm0TiCDgCSFQBIQ2JxMwCggyeMa14QsgfQKkn+jNb5oZyESy+IKXlH1Bx4dX3D+XrF1+d6ldorcz9+S6n5/ZuRu/521vrztwCRye++yeYpeYnRDY0et3iV7il6ydEDhh8BS7nbnL7IKU0yV5zpTMnbk5Y5PQtQWIXTs6Jq8dM9pOOtDCg070ZgMLl4CgXyafiWzyG1eMc7LagmIXw17aNZg+9OHaNqHAsbe2MX7gPzaOn/gMDN9kkvIvmfheP1mM8VUSoyCsPut+d+s4fseX/+Bp429MsKKdxUktLkJfHTnJRLYslPotknDwIpc2udhFn2NtcipwyBFZ0XIMjq0zedAgB1n1qU1CdspCRrZ2koGxeKnRolfinAxkZ5/04xu7Zw5VO3dP/KMFXsGHrnzQ8iWnPjKBISu7wlXYRH98yobG8cNfPxjzMnBkAhOagUUPjhgAo63AU9hXnXG0A4++pI2XEhnpiz4dyRY/4aWNhoJmbIM3G6NDf3jszQ7iCh6+5DcHHGujCYaMbAgfbTTgxWf68YCrjRf54NcEnOeB7n+gxk3kAGNDAU584VX9010xgotP9Vf37QZw6OtTR3ZwZAg+vxoDox8t/MSXY/YUr+DoRAZyiRm2AENv8HiBYU9wxsihhgNGYXP8qt27WwTaxvSzoTY8NPmBL9Egq3FwdDG/bDy0/drHGmsdtOu1k5aUJc6sodkxq62bEmh24m0tqSbhaytJ1ul3yR2Oom3cmDqwarj4KRI4nuBzciHJ639a9/v0nASQWZ8rsDZ8rkDIM070cptHLGVtYhdtfQqf8SU78gfbqfWzL99YP/ijxlUXy2DW/a1N6hym5GyTEAKGEAkCY1lEjRNEYEZobcJQKkFmjAJ10erOSAUD2DoJuss8AgqsJCKIBIkaLp4evHApXWJ0X1wiF/zgXQKxy1K7fO636B6cA+dpdkHmoQaX311Kd89ckrdDR9d9eJeM7NbBSPjOzlxOtzt3kuBYINiNczBH50wz/cY8Be9EQoLxWVa7f/Ts1l3Opw/HG1ezF2eyBZsJBDZ3MmMy67NosamJHZ3VaChskAkGVtsk5Df02Y99syAYswizL1htfOIDcCavcTKSmUzo8BF8hazq8AALT582eGOKpKkPHePRh07kdEx2bfxCJ/qQxYkSGvQNLfJow9MGb7LRJzLHpsZdPQGb+MMr8rB5bCW+4Yvx0OYjNkqSgesYf204fIYeu9JbO33tokg+4/DQlxjB6ouNQ5tO5Aid2DCxkblqXDHXQsscZks12miO5zl/44lOcPFD35j4ICO+in708DCOJ/nhZh3BJ3D4wjOOTujCh5eCP7+IBXCtnx3X9aJL3OKBr8QP+nBiN3BJ4uFFHjhq9iAnmmTXDw4dBS7ZxJF55ljNV2Dh8S9ZyWjM+mPN0u+YLMb4Ts1e8PEht35xGf+IIbKhHZuGH1npFL9HdrKyWXyNN/ro6GuPM5/g4MHm6Ft7wFWZuttDYPHChx5wyIs2/fXBZXs2cJVFPzrmuXlk3bWrtSH4E2VxAAAgAElEQVSSINudtgQvyUrE2m1ST+JOom5rY+04usazg1dL1NlxZwwOPhJ6krW2fjX+1nJJ3S+XwOiT6L0L3mbNw3GR1S+fbPz4nO7iwwlf1gHHYofP2IeP2S7+ZF/9/MBP4oMf+YDvK9wDD67L6WVtUjfhMikTFAThwExkjDnPRMhCCZZz9akJGeWMaaOj38TTRynOVwsqNQXxyeJOQTgMZ9cs2XojnKfRGZTBnBU6Y/LCGMnertuHXOzSJVaXzxX3t33z3H1xb4Dz1riXHf61Cu9nF55al7jdM7cTl5w5Ur8XJ3gjkrO0OFkA+KkDGM7PZSVvpEPPbtoJiBMPb7Pz5TZjdvBZCNiPznSXmAUCGybB049z2a/a5P4H6kkH+/GJcXiZWPoEh4llMmYBSCCp0c9iLdAco2fS8hGb8zG5TGKyoaNGn++N450AVCvg0VSjmwWLPnSOHvrJItb4F20y4xmdE0dsYoEAI9jVdCarsdiBTPQIPbU+sGCMibfIgb9jfMDhQS6y4kNPstDdOHjt8NAGjzZZyMVH0R9OfAsXHH3BRTY1PuyiP3KiTQY2CaxjNsULXQtyFmd0q8ydv/gXfwUteGQguz7w6MBxTGZ89AVXDU8NTm2crOTCPziJHfCKMfDiAM/QIDd+6AUGb+P6yYgWHyWm2IRd4WiDMYYu36r5DC9j7EkusQFOm23NC/Kj4RicGj+wajQUcYEW//OxBE12cqjBw80YeRXrlPuqeMFRk5F8/IAmGolfsac/fI2xQ2DV5MUTfbaiLz2UxBpZjNOVzvC02Qy8PvbmN/TIH7vA0weWTchGL3iO0YpM+KAFFl70ga8/c5e8fuplXXYCbYNlfZQ8s3u2ZiaxS8SSqz5t/eDGyTx9OTlwnKTunnhoq/GCry3JJ3mDTxJPGz9txfpubYcHR9tOHUySPnr42eT5ebTkbTNIZzZhC7aW5OP7rCV8LtYc87s2u7IhHHYHgw4frftbm9QzKSUEjDhTn+DBHEMO5bSME0YhPEH1WyAJrC9BBd+CoM5ZbIJBAhRMFIGDhjb+7om7zO6+OOPZ8XoozgSyw/awnITOIC61M66EL2nbfbufnd+Yu8/tkrlacaIg8UvY7on7sprdu8QuqbssZHftoTknEs483VfhYLt0992dselzqUlQoGv374TB++VdHXA/3uV5vL3VjtMy2dXsRe9MJhNGv0nFBmyeBQCcYgHIwlVhu0uGfMV+7AFOYIAVaPozmfnFwoC+tsnL71m08cY3QScOwPMLGHzQdYyXcbTh8asYEQ8WNrD68KcHeDqiAx8euMgBJnKQgX3UiYmcEaMf+RNnsQ9emTT6IocF2zGbkUF/ayu0xVZkoQfbwdGnxC/G2Mc4OejBJ+nPfJJEW1nggAeHVmyc+RP98WRz42jjzUfxDR35jW3UYBV08cY3CVMbDeN8oT8+1YduYkctCaCPNlg7dXYiAzqRWRtccNRpw8PXMf2TIOAEjh3w18cfjhPP7IBPYgZ/uitw2N1agi58erGZduJUHLGHAjb6O7aegNOPtqtA+tFAUxyQG45YFytkMSaO8HeMhjUMDPuYx+HHp/rpJY710w8cfemCHznTRhNtMsGPbOQAE3uzL3pogTdWaXa3d+CxBXpglNgmV+Yc0xFu4kibrGxPbnh4wlHnWBuP8CartuTGF26T+lWSn7VJsJJkEmwSqtp6Kpnncno2Sm1ST4JWt0k9CRlttDKGj3aK8cC0cMZzKV5/TiyS2PHTxseJiXFruY3fvm/ZXy/Ds5XbwuJDW1yxocLXbCJG+JmN2FwMOU78sKm4AcembM+36/7WJnUTWzEREwCcg1G7AGhzKGEJJygcEzKTRj+hBIVaYFMowSv4CG9yUB4t+PDgoOdyuN234ucREq5k6RK7RO9StjNj99Ldu7ZDljSdAHj4TXL2u3L3vF1CcflEkkYHrqSOlkTsMrvfUfpteXbqLhvZ1dth2/37eY13unvRjBMLsuAneI2jI3FL/i7Bu++u3wmDoHBv3v0YVxwEQCagRUUyYWv2YSt9bMLp7MaGwbH4GItdYze2g8uufMKH4NjXGFqCxYLKxgqefKYvPoNjgoNFQ4lPwOsnO/78pEYbDL7kwTP6GENT0LpUxVcWTLhoBddx5IQPhs5g4ME3eZy4/X/W7mfVs6MI4PjTRDOJbxITEHEjCIpuBZUsAnEYiY7RqERdCeIbKAYfQDcGXakJzARMyOQF5uYV5FOp76W5mxMYB5o+3V1dVV1/u/uc3x02iWf2Y762Gly0yIFc4cUTWPIxjn/4PBvDq4SMlnkKWHPBaJujsH9j5hg3Rkfq5E4WBVC1AKyPrM1BR63PmvM3tPRpo8MewDafXBqH1zM+1ORhjpof06Ha/JK6OXDn6+bRnxoNY+YreAUPVpIHYzz5GdfWDw4eerCeYI0ba83m4FF/fKkljGwKDjqhT8mSbOmKzI2Zr+1ZHxlpl1jpgC700z+/zcbQJ6/WDAfYMyDjhx2BcZ3uGR00JCy4zBHA8cxuBHI8WzucgjmcavT4rDE8kQVYPm6cfMGk23jS51m/OQpZ1g8XnHDRlxqsfvzhn+zqUytwgBmae8MBD50o5oGzZv3g6mdTM+/pzcgFf+wBfOshJz8LdtApyUqoPZfAJdGSdNflEqyTtERq7G4Jj5O0MThKxnDUJ6nrB+dUHW198IcnWm0OwKOtdFDrVsFmAw213OJAmd7pkT2IWXRNdmSfr7BJbbI1h92QWXJnK2RMnnyHfuj06t/nTuoMnwGpBYOUz5gRzSgxCEZtUZjBKGYsCpMWZZ6Aylm0GVXGYHGMISNjmJ4JyOmYgHwI5wpdIic0V+wSs4QsgaudyiVpSRS/TvSStA/ifKlIQX5+xthciTvBS+yuxl2ju3axAbD7ckr3p2C9m3fitylwWvfHbJzs/UctNhCe8eJZkfDBS9wleT+HszlAw+keDRsLayEXhRNYpzVbO5mQg7GcJeclO2O3u8F918qJyV0/2ZMvecNNL8bg0Jdu6c2z/pIR/HChTbdqPKEJh4Bqjrnw2lSZC0ahc2sxhnaBlk7IzbcMNjtehXh1Yn3WLfjiDW38+ImTXT494wF8myf24DUMOn5h4IbGNZifLHq9IQif9gVOMGKjHEubjHO6nI3c0MKr+dZvTdan6DfP+vFNBmg1xrb5izFyPPGcyRVe+MHBJZlOe0+F5qJL1vhWkwv+0DAGN5zGyOvUrwQpCcMDvzZ4MHCg71mhJzTgpTvPxuGFA2+KZ/qxZiVYffiw7uwLXv3a8GjDj1bz8GUMPWsHq1gn+mrjEqZSjKArOrAOBS/0mh0ZU8zlCzbX/vCJD2IlZHZGfmxTDS852WiKDWIC+3Dbx6f9zNUmHS426XDBDn2rw/YcPCR+QZmPeMYPOmxJvLI+r+KsLx9HG5/6yEaxtvScbdBbvme9bM0c/OOdPPXBRU7mG0eT3MGRkf7omUM/YNKpGs1q+rEmffDrxyOa9cGL5/+89/7gghdOHwb7z7D8JFiSlFBLztqKRCnB1u9Zspc0wUu2akUCDs5cz+o2B+EPFm4wZ1IviYNpXA1P8+BTzMOH/OH9uuc+8JMXHPr8GXKbRf4vBpJLBw56YMP65D32kPzJkszYAdvnE2xVTebkp59Ner76d5nUGUEFIc8cFnIFYxGl2IzHAhgwJTNW/YwR8/oYU8ZpUebCZcHGGL55jAhNCxbMC9CciROB8/HbH//8zvy3pgzWFbz3Nv7Pc8ndH4vhUBKGTYGk7WQNn2JzAK+vFzmxBCvZlrid6F955SsDSxmu5jn44Hnt9fmDMpK9q3rv7Tk+nuAG51bhpz//xQQHGwmnd8YNr2Tmgz3XN2AonzzJTjCQAAsIHJgcyVCxVnCKMfKjeHIdme6VWzrhYGTKEQUFOsphwWRIav0K2dMNo4KToUVHG07wcHkGi741eEYHHvzqM8ZQ4fA8QfatX85tCB2Qm5uOfoJIv2Ctz5hvGeiITP0elNzJTR+5k5+Aa7MlGNtACd50D4e145uNWQsZ4gFv7FIhzwKsOQVQMIo+8srhrFPbOo3DaX7jZIcePPBLiMlX4oMv2uaby8fMh9sYGcNjHjmPrPf0SY7a6QAOawNPf2r4zGUfeMUDOuahr0YDzfCRO9p4BG/cfHTAaKuN6TNmPjpqfZ7xoCZ3tNXanvGWrLTB4h8/+uHIVsiPbPHEntDTB5810C39a9Nh+p2ks7dFcPJLvzqx4fM6jA1JxuxFTLEm+Jy6/OqFzflbFb69sVE0X6zAhw9e+W+v6bxas/HEB9/NP/FmXdkyn7YG/dGz/hKkeWSo1m8unjyzCfg960tebMza8UWOxpX0TB7mGsOHtnF08gfyJPNs2jN8YNkBWubQW3rBs/F4h8MzWP5rQzS3ma+9PgclCVGSdBIuoXqWtBXJVyLtnTiYkuyZzEvqd+szKfcMv4StlJDxgF4wXc/Dhx76L967Nyd0ydwfIVN8Z2WePodDeaDbY3nGeiVz8duz3EVPZCyfkRu5apPTyG0/kKQ/tq/mX2RNX+yEjNVX/y6TOgIKxAUGSqbUFJxz64sJDHvGHKcHy3jUcBUUGAD84Bk5eIu029FnjICc5lxV2wFpS9x2yD68cDqWxOHk9IK/NkF3EuS8EjxnUPw1N4HeiQ5uCYKS/MbcV+yK07la8vWX4CR/mwI1Pnzs4UtOV+lqf5EObYaMrpM5fE6U/sysQGKzwGDs8lzjCwj+ep0NhD8xKHhYPyPg0OTDONSK9TEShkGe5EVu1k7eyazEkoMzCLAcPN3pS3dqgdaYOfBxYs/GMkQ8DK79qRvjpE+4zVXDA84YWHOtBU8CMR4U/FunoOk2w7okaE7id/9k5rUEXHDQp4BqU0XW/mof3ZGvgCw4Cx5uZ/xNAq9D9LuhsVlkU/CgTVYcBG4BDN8cjn1qS/Rkaf3ki8/mWFPBVp915Jxwo8HG1NYLhh1Hm7z4BJz60EETrdM/yB+dcKCrz3z4yBff6INJF9VO4/6hldzpxjie1PhEkyyMedaPL3jR0e9UHl48eMYP3j2DVeAxFx7rYRP4EDvwkO+3zmiShbXgq7VkO+yPXMGC0WZLdKofHXjpEj2BFaw2/q0RXnrUZhf+yBQfZUfsjS87gUv03TSJMX52ykfBCeD+qJWNuiTudO420IZSIpfQbSaNszU2gSZ+O5l1S6VNBtZtvdZVH1uwjuw0nZAtXOaQdXZrrmd9g2s31vRkbnIjT3LIT+ECr4+/kxdZkhF50qO5+hQwcHiGV8Ejv9XPVvFozdauLal5FSp2S5ISqcQqKXqWUCVqiVZc1C6p3k3kEr3Eq24e2OaolXNDMB8xf/mVicMOUl2p4wHdeAhHPIj78oH44uZV7HFzwxbEJnbhsPDuP/45uaYDGFujR+tnA2IKWyWLEro2mfGdYo55ZEiPyZjsFTLNJuj+6t9lUhcQCgoIcE4KV1M+hzbOoBhLNUPRrw8sphgRQwCjL4OGx7hFKpzVPIJhWE6/rsw5DcESsMTqNKdPoOeUds/+QhvHAdM1mHHvujmhayEnOcKU2F15uxr3Fbvk7CTtQzfv2r0L9zWjxOxEbb73JhyZ8+LJVZ4Ng4Jv13mugSV0u35/YY4hwSGR99t1yR0N+AQLVzr6/PEbrw+sHT6OxkkYAeVq51DJsoBGhhzOXPLXzsmstwBjPF2CBysAcHC60IeOYGE+XdADnemnc87M+MyBCw78mm8OXReUjOk3Fzw84fAuXDD1R32ska68BiFfwdbp25UWnOQq6Dot0R29SeJO9m5qBFM/F+RM8KrRpBP0OY61kYW1kV9rLaAKXPhmm9ZVUiVLzogP8oZPgQMMPOahZ54xMtNnrQqaZEbWZNp8fXQCB9xquiKnk5Zn89TkiFc13jw3F1706ACO5qRH/XiLx/SRDaj56CSL/atzAol+sGr48QkHHsgBD/r5MF6i3cYinsCTET70eVbgs5Z0U1wBx4ayRXrUFz0yT2bkKMAas0Y1HvEEjv9L6gKy628bPgmb7bA9dmjjzh7c9LFNcYV/C+b+SBUbtGnU76DgAGGcnbI7PHT7k9/inS2wPfzhiczwqFg/nZN7dmlufdZhPjgyYnPWRJbkrGQLZAOPgk7xm1zZgLn68AQf+OTPFrMvutE2D31waHg215g2vzBfbS3WqIgH5OijZb7qvbNkLrl79dhJWRwsGesTL7U7lTdW4tWvSMDw2RCcxTt4ydzHeG5dJWixVyKHw8bAZsBcfZ7xBIf474BHt2xF7HB41JZr+t84HSzZD1t0iKOLTujkYN3krM8m0zhdiiueyYmewdIn26QrOmPL7J2c6YD8kzXdXP27TOoZB6VFlCI5dk7OUPRhMkNA3MKMVTIGuBSLBgdvDq3PIgjAggnOn1X1DoyzcRqOxQE5pjEnOjtnu2W7ZoldUrcTB2/sT+/8Zfo48O9+/4dxOknfSZBDO/VRKGPwnl2CZRSSsS/avVd35U+x3t/66M5mA5+UpnhvxKE5uE2CpGQjYD6jcoVvk+BUzsB9Sc9I/EbeKb1rfn99iTExGPyTqQRFTmRIPmRd0a/ghePrpzdt8uRcnjkiAwILx5TdCKDBaRmT2jxzcmp6YozqbAIesAUshgln/Him1+F5N3VgyMgYPOgoAhhaNmQCYsERzWDIgzORNX7dtHhmZ+CN6eNkYI0JoOyIDZILXMkt3nIiNinYqfEGrrGCWXPwai1gyTQZ5IzkBBYfeLVeNT6ioU02innBWDO85qPrWdAG75l8wwVf8oYDz+YEw0edsvFDV+apta0BPs9O08bAs6FwnnSajybetFsL2uao4YQbz+EGqz8a5rMDcHgmA/aWbgQ/Y/CHB25t8gaHnrXSFRvQR970zY7Mp296MoY2muxCXIFHH1j+xW7MYYvmCbwOEfki/5ag+LdEri3WkFd06NB8vOIl29CPNt3ix/rwRCbabJ4MrBWsNRT44wms+daNnpp8ySA7AevZujzTJ1l7JidzWnf4weI33WtX0DFmjXSYzOMBz/DgQ5yB2xz880Xr4hvk5r+jFuN8gOzkLiZKqGqJXTKWqDtFl9SdvMHdPbnfTfIleh+0SeTiuThuo9AJv4ReUq+Nvhzjts9mzo2pG0E5xYELTrh8/yTHFFskfusTf+Qc9kAebIY907maPMiKrvNvMs0e6IdNkLv5dAivOt2RP/le/btM6hxYySk5FeYwhAFthFM8w8AMg7UAczGZQRTIYxgcI2Z4YOEFTwhwulq3y5N4CdwJTVJ3OnNi8y7Ms4QvyfvLcZK2Kx/vxHwAZ0xxAnZit1P3szgwFOgKxe7bNa7aO3h/+o+iJWRX73ZvbgecHNG1g+fU+JTkXbs7LXodYGfn3YsPQyjaqdPOlHG40rdxYNSMDg0G2Bf5nm00GI0gY8dL2YIWmeVU+hgMR1fIMAckv4IceLKlswIpfYEla/MYllrwBwd38+jHGs3JOOmwYGGetnH2gC5dw5GdoEuXCqMseGfgjeHHHPTQtT424VkRNIwX3MzLXlpvpxtBuoACH5ngFZx5cOjDizl4jk80rGfksn+C15zWh5fGrQEe+iJTczihcfjwp412vBvTJgswxuGcJLCvSPQr+FKMoy/oT2Lba+h8RlClBzU46wPbtbln/XDRnSSOLhqt9+Q5XPCD17ZWMGjEV/6vXx8aivUFp4YjGDg9W1O2a+3kVz/7AxffcGqr0TQXXvLNVuGiayX75jPa5ukzj9zTGZ7ZgHG642+erdVcfMHPnsG1SWSLvS9lZ/CmPzZmLhskBzyCRxMM+Bnb2x98hYM+rGPksl+m0w/8bNAzXdAdvNaiXw3GmHVM3+qgtVhHdsy3wKJDjtZN9vhNnsazD7yDIxvjYOFV+A886CrWaj1k5dl4v0+XKH0749AjeXtnLR56HSL2OeycydsJ2l+gKyl3Su/ErS75n/Oc9hXJ2zg8ntG0SdAn2Yu/PnIT98V2vPnT3eI+XsC4sZXI3eri3yFMvHfIsz6+zxZsAB0ktSV1emU3xuiHbLTJnjxtJsmGzNmLZ3PInJ7o1xxtNTi2fPXvMqkzIoUjKZSqrUaM4j0b048ZjoJpYwyNY2YsFsc5GQMnYRzmWRTGPeuzIAlcAvVe1Acp3n/bIbv6cvUuQUuuEqdCMd55ScA2AuZL+nAodo5O1/4+rxO7HbcEbjNgp0WodpQMzskeHidrH9X13hc+1+/o2zTggcJdt7uikdBdwzEEX7j7uMaGxEmfAcFnZ+ov0rnmdxPg2sezq3nX7wyGsXC0AkRJg0OREeMgRzKcALAKN0YvOXyGUmIxP93l7GAzIo5LV/QGj1IQpSM04TAHHrr2DBc9R1+NL3TrwzM4toEGfZs7gW7fj8LNcBk+2tanZjfma7cWfa1Bv0BCbs0nPzTwbT1O8tkl3hW2ZhwNDoUfa0oe0TC/fn3womNt+BHA8BA+fdYPL5powKmPDOEyZr45BUx9ZGA+/zGHXLXpIRzmh8f8Ei98+IMjnOZL7mhbR/pQ6zMXPoVeyEXfecLXjgfjcBvXZ55xvNGRGk9owQ82XvGiwGFu6zGPnKIT72QAlzlwmEPn4MlKv+cSqvFshi7ZQMEV/ubqxx+bIS/6sXZz6dYcvNOxmGMMPm04zEWTX+Zj5hmDQw2HPvwV/M1HGz78wzO016bMRac1WQ++6ZOs1HDSnbZx880hM/jA4J2M03E40AVjTAEXPDzgwRrDC/ngGZxxOgAPhxIv1gdevCIXOKyfX1ivxOZbBXzq87GZZP6lF16cXxGJnWKjQ4/k3DW8RFxirjbu+Uzo53NzwJ3v120MXLmLw24L3JKK0eK3g5eY3IncuIOZ17oOe76HEsPFa69d5Q6vA23OrEctvsgj+smDDq1XLEunZKiffZCRMfYjwdMnWYNh8+RMH/rYKHmbd/XvMqlTosK5KJYRRdBunyFpI+a5gMcozMMoQ1JzQIZM+eHI8I1ZhPnG4XKadsL2DtwuybtWSdR7U7skbUnT9Toh6ndqdtL1x2W8H/Ne20neuy8fUHl2zeL9GBySOuXZSTI6id+4DyH0Sd4Stut2isaPG4Ou8/1VOor3lTX6rttd3bhmkqQZkHf1ivc7jMiOlGE4rbuSt/PzbI7rHsqz65tk9/GTkaP1MYJR8CZEymcsp4OSKxlypAwGjLlwkLFncwos8NAv3dIT+sYEazpnWOalI/jQURqna/Poly3c4jk+2sEXA4ZPMNAuiOMXjenfnasxfODNWvAdfn3acOQIbEmxTn3kB58SXfDaaFkvPNYBF75yQHisXx+a1mPd1ujZfP3mwcdeBUDPcJIH2YBVkzcYOBXj2nCgz5fgDB4OY9EGbx554Dv8cHtW9CcvuOgL//kiecKLRnT12SxI0GpzTng86jNeMQcv6oo1tEZzPONBAas2Hy7jyYY8PevDFzzWAk6NX2tS6BRe9gXO2qKhDRY+OlHoi11Za3FGjY4Y45ldeCY7CQld8NkJfIoxN2doawvevVOFQ+KHR8FLz+xJ4mcb2bAEBw/7tAZJAa94AOcZD9FW4zlb5K8KeAW8NrrkQZ7JTzvb9kwX8Bgn03iFBx0yhAtOePSZd/pZ8oNXnLJWa8SzNd2eQDcRObXCqTbHYcirTzHWbaabUgcZcdHHbGfClog7pTttdxV/ntSd5BV9lU70Ngded/ooWTyWlBWvO92UGnet7qDldahXAGq3qvjRr8xX7z96Y3655NbVgU9+KJnTKbmQA5mxCcW6yZle2QybI3N9ZCHB6yNfuiFzY/QAlzr/yMefOakjoDACDkzBmMdAxmYMoxhkMOA4KabUChgLs5AMTQAcB9pdMAHADZ6TuApxxc0xGT783qVLxJKvxTKGhz97axKtU7SkLzmDd/XOESVvydhuzJ9mlTy978arU78dm4TvfYgretftroPAO+1L1pToXbsTe4ndzYEdnN8nOs3j1xWOnR/DkMAZlJO4XSljcKWjX4JnVHD64zb+Ap0+V0F4JqvWTEYCgvWThaTFCTkTPdCPgKlOB2RIzmAZDOPgqEobAwHSHDhyYn0FCn0MSZ9n+gFLbhV4wXNmuMCGT5td0DnDDbfaGP7gh9s43hm+r45tjujEBo2OvbuyOxZIe5dpw+a6i2OxJTyp0SM/6+RYbIrc9OsjG/TRZcP6zcXD2ONezxpTrDv79qyANZYcBGlyBmecPDznM2BzTvTNMyeaZKbfHGN4Ix9+Q0b40tbvGQz4fA2cpGw+XOxBjSaYxmwelMYLFGr9YOmHzNTwmes5WG3z1WjgK17ML0EE31zwxsHDqx9/2vDBYS6cav1nUCNTbePhJg/95OiZTMmGvNtgGecrxRtt66MnNNiEOXBI3mCNpYfxxbUxick4e4KP7YlzYPiaEi340jG8Sv4LDl3t/MY8ffEOf3aAF/PZGJmxATwaJwvrMY9MszV4yRScPnPxQ4bsRR/6ZAAPnYDhD+biH1048AJPstaGi3/hBxwZwGMd4pUx8tGW9KzZGvj5HKLWl8nUq03JU1LvhC1Bl8Ql+vMaXn/J3hW+dqdsByXx1Nfriqt08RjeNgniseTub4349ZHXrb3TR8s1vZsD8+UcN8BucG0M4JHw3fBah3WKS+Qh15CbGG7t5KtNbuRD5vO8X7/Tt0In5pMr+dADH6AT+vHMR+jt6t/lSR1ChbEgBGnGjgFOyqjGIDZBjFEcv1cGY475auPmFkAZkMViPIOymxPECcUYgyIcp3NKcjL2Plzyl0Sdlr0jd6J3sjdfgpCUJWHX2hRtV+bnZ67JGaONgNO+5C4pO9HbJNgcSPau612fUzoYv1u1qWCEcFA63D4C8XMHtCV7J3QGylDRdBKXtPXbJdoc+DhPolfD4XsAxoYO55DIyImDWPsEgD1pkhPlG+fQ2uTpWU0f5AkP3ZlPjtpgGBKZMiZtsJ7NtdOuXzGuc6kAACAASURBVAAFS0f6zKHDAjB8+jI8hokeB06/6R+P1mBOgRlf9OiGpfdt/qSuVy5vPHxzrr5czflegWP5tUDydtviZoN+bNJ8xOi1CpvgOOijVeAhRzpnh3g2Rk7G8a+fLAQgc8Fbq0CEdzzjV0kexsDASz7WR5YKeZtnjEzghB+tZKKPLMEaww9Yc9KXPnTgN8bf4skYuPqbLwCUePFSYkZX8obD+hX8oGcs3tok4E0/ePPg11Y8kwlYNMDUNs/a4VPQB4cnvFqrteuzLvThgyMY8+gEj9lc/NEfPHCwOTXaxsHDYy68YLXJjF3wGfrDg4QDxhxjrlDhEIDZhT7zJ3E/+WRsgrzhhsc89sJHbMLVbICN8AG1+WCM48FcdKwb7/DxZbwonsmCDOsHI0nAh661GrMGa4MLbTJPH2SiDY+1KPAYx0Pyoju4jJGFedaFDj3j2VzrimfwnvEZT+biQRt+OM7NCzmIyerWQg7inZOxJO56XO0EfZ66S+oSuwReUndgkmDnS3f/Deo3vz3fJ7nGb75E/vxzz01bvJWYHZ4c1BzgzIcPbvFashfLvfIVcxy69IndNgwOauDdvkri4o3i1oLMbFLawCQ3NmXN5FYM9EzfbCvfN/+0WTDm0jFZk+nVv8ukTsEKQhAjoFCoPsrjcPq0GZE+TsOYzOWk2uAwzYj0WzAFY5ZBmQtGMJVsBXJGn2NxNALwbsOfaZXMOYrfNhO24E+Yaknee3U/RfMRGkV6b02JEi/jcuKTFJzeJWknRD9x8Z7eZkBSkawlEjRsDrx3kXx9ce/nVJK907qPK/S5TnKClKAk/96d6+807sreqwGnexsUf4yG4dj5eRfvnT9jsRbyYATWzVnIqEBA3pROtuRH3jmreQo5043avGRNlwVWePQbFyjh1GeeZ4ZE3wVjNZoCNXq1weEDLH6NoQEvPAo+OL7XF/Rnk+Smg65s2LxyoX/vpWwuBEM4PdMLWXE0NyJk5BRvc+WViJ8X+gmhYtNnQ8aRzLXebA9/ivbY6tpwMrM2srYevJJDMiR/9ktebNc4OHOTlTXiOZ0YFxzBlPzM1yabgioaaOfY2p7xrp8s1cmVnNCCS0FPjZbALQnTEbvQp3jmj9ZPx9YguOunR/3oeVY378SDX3PNM65uXfCYhz4c+LGOYOPBfLDm6cMH+ObBgX/95oNV48Nc87JXz8bJGR0y0qcmE3JO59khm4CvBOxkJR4JsvrIlu2QbwmeP8JLJ8ZLdm4N4TVPKVDrRyebR0MfGDhK4J7p1HroGC6ywLv160dPbR36rY2MzFOnezwlG3q2duPwkk+ywpNnsg8XmuSIPhkXcyQpfOAbPXKDS8ET2GITfwVjTcbJDk9iOJ+GszhOnm5HvYp0tS4JS96uzj1Lxp71edYnmTopS/rG3LoqErPTuI/jjHlXb465+uQLhzkHAjFHQbe/Qe+Ub2MhJosz4rf3/m5S3a7C74bVK1g3rPrMcZsoB1mXtVh/a05ndENO9E0mZOWZTtR0AQc4OiBP8lNnt3Tk2fjVv8ukzolyJEgxgBgijCJCGQ2i+iiWQzMoBqGdgwqMwTCQFggnA2BUkqx3LmrJVBKGz3WrPwggMUq4dlPGCdt/kiKhuwpxLeLjOMrzv6rpF/w5lh2VL+hdp7h+AePk7IQtYaMBJxjJVmL2bt3P5+zSnCTh7B2+ZM2gJHabCG2Jym7QBsQ7elc8DEPbTQB+JCIbAvhtQvBg4yHRu6Uga0ZCziV4siEzhpHzMRTyJF/yBy8gMRKw9RcU6I8O6MwzOEUQ4NRwpDNBwZjkRf7G6DI7SH9gwMJJh/ROr4ox/AmaNlSciTw4hI8Oba7oviCBT0Ydv/rh9TGkzRV50gHnsQ54yYNjCZqfvTJ5ZxzUhs3mgW7xTTZwW4+5+Mef+daET200kyverM1cBZyEA478jJGNuSOf3dAmO7yTBxi4JB5w4OHCA1httTHBVhvP+uLd3ODhoy8F/JzA1i/5LFhFfwUf8GvDD1frMYZXfeZlC2DhM24OWsbqU/tnDp7CqTZXn5p9xSe5wZHNFRPgQMO4Gj9qcgevhos80tHIdU/lZKXgVQ1GLanAVUBFj/9IVOxVm/3QKZsVkCVkfZ69A3YTeP45abboEMAufRwL1g2huMG3XduaAw8+bg8ne2Jmh2hle3xOH17QxJ+1ZwOtLXmq9bEpMPRK5vmqPvLWp2iTKxmSu3na6R09MqYDOIyRmdoYHJ7hwffwdvPZH23Sl79aL9y1rYWck0FJ3Tr9YRfJVAKWsCudskv2Ennv1NXg1ZK2BN6Y+eemQEIXc+URcUBSF59dtZsD1s2pPDDfRv344dzQul2F28ldMheT3aK6kndq12/ct1tyk5zitS+5iEdsSiEDshC/2RYboONs21h2SObFF3X6px+F/OC4+neZ1BmFwnEpnGJzsohpj2Ptzhhhcxgro7DQDFAf+BwO4xaWw1qwRCbpuVblNE65HIXQCImz+AtknMqHb5K4a1cnax80SK6UqM+JzgncqY7zSSJ+8ka5kqvdmKteSdt8iZqC3BKY65Tu9OxEb6fnxO8WgQG4orFxmD8g863vzG2BpCzxu/4xz/W8k7cTpvl2gNaltmlx9W8zYjNhs4IvNwveJXOEgk7GQnaUS/YlXsYjMJP1OO86Gtkq+sgbDMMhQ3Phgl+QNKZOl5wXjECRY8NDr3Sp4CN7oFd612eOuZwWnH6bL7K20fFqo6sqerc2eufs5uKpIIEvV3T66MmVmRO51ywcpeDBBsy3Xk4Fv2cJ3muV/gpUtz+cxlrBFOysAf/4xoeaHBTrsFYFPL4FK898w7g1q8Ebh8O4OWQgkHomT4FTHxqKfms1R4Gnoo1XNbzgKgVOsMbxhA+6tEbw+EPPMzg8aYOLT218GWdb5qvhMB/uszaurTZXzTbUyTZ+rc0zfGRTvzWYm3zYKPr61drmgFeSnxqveKcvNMHiRw0nOmwDT/o8F3vYmnmj++1ngwIuOePHGNlKUPm413H82E2Qg4CbNbFIrPK3JdifJM5GfZNj88n3+XonWLaJF7SsEy/sIL8ssOuzZuvEf+N4o7ds13xtcoKT3PgKHYgLdG1cjV7yIh940UkvcJmHrmc1udQmZ/D60CEffdYDfwcPMPrQcAJlk/radJuLN/JSyNI1ukQuCXufXVJ36u5ULrFLwl3BgykxS9IlWglf/BVrFIe3ErGk7xp9Xpt+93uTQ8QlH9JJ2nA4oIHRhtezPrHf6RyPTvjGHMjYCJlL7mKVGwlt6yUr8qd/fXy9+EtfbJKs6dlYvkNX+sxl54oxsrz6d5nUQ+hkQoEMAEGOw2E4EgPDECVqG9OHKbAUmhPpY6Dt5sLFCCyOYfhATdJ2WpaMOZGk4PTtioNCnIgF6vmY7l//HhpO4ZxKQnf16j2tTYGv4z37+Eq/dzjakr4TnxO8XZx5FOHrdT9tk3DtzFzdUDzFapvn53N2gDYIdpuc2OZDgmYEdn6Svnc8krwrG+99XTs7oaptKjh+rxJm3fcfTJ+dP4MXBBgKx2IUDIIDkakxRsHROQoDwD9YuhCYcnTP4+T78Rp9wkXmOSgd0am5cMHPkOAXAIzTE52xC89g2IRxeOLHfP0MnVx94U+GvllgK+ZahxpvbIZt4BFPjYNlyK4AydQrDg4CP/mwIzzq40ySO3gyYw9kBlY/Pjg4uTtRkSG6eCYn69MHHk/68Qg3vtg0+8SfccW6yUOisV5yGR0dpyA4zEWLbuBXjzz3qtJ6rcN6yRs+42jnd/CTMTmZDy++1fgYue6zOfSIHzrNJ/Vrw28s3NZtHfkvWsa0/dNWtM1XtFs3nvANpz72FT546osfOPVFz3zFuGKd5pGb55OmNlmhr9/ayQE968QH+sY804d+djF2dfz8k+ysnZzBTqLZ989gxQm3PW7s+Libtf63RzFI/HEg4NvigvjEvvi9b2XEKvHAqzg80hFe0GNLdMye8IZPa8h38UXPeAJHXnjk456NmQOODOBIj9ZlLBv1rA99cmODaJG5uWTumbyzQf3gtNk/fwBDLvzKesBrG0Pbs3l4hh+cGME3weMR//DqFx9s8iVVyVKilMQlbkUidyKWqCVxfZ4ldwnYBgC8eRKupC35kr+rc7JvgwDGAcz1utzSIcG3T0776Pv2yTybAsV8NVpw20TIA96nu4L3jt6trAOheO+XUmxGTnHj6xbS2tmFgwY9KuRDDjY92uRxyk8fO9fHHk5/eOakzrEUhgC5WuFUjJPjZBAIUyhjo1BwDCkjZbyMoGBpPmNhNOAt0OlbkpPIvTslIInTKdvpzI5Y8nRl48Oz3sP2rorhcC54JEnJWiK3m3alLdj7gzbeh8PnBoAynIw7yfczOCdtCnVd45QtMTmJ2637AzYM0dXNvFP/watzS8AgJC8bid7LSPRO5TYCroHdHFD6OP+e8CUcgcG1nc0HWSiUak2u0ylesSkiN/ImS+NkS/bkS5ZkqnBqDm3HyInoC046EyDAcES68gwWDX3wm6cPDfBwGwdrHC8cXXuC5r5HB+cWxbrJy+2E9bAFfILHuxJetAQB/DF4Y+HUthESUOlSMEC7BGvcTQ68ZMVpwAiexqwdLjr2QZ3Tvs0Vh9OPJpnCiT+1Pmst2OETPrIyBy3OZ03kTk4T5HazYi5fUJM7eRk/cfKj5Ae/cfgHzyZ6bfpS80Vz1PCRM37hwAc6xvXHl8RpLjj9EgIY/WDgsRb+qLTe8MEJFn+eS8bWpo0X/BovqBuD1xje0VOjrzbuX2OtvZgSbfr1jP/slpyH1v5xltbOftBHy7j1kjU+PJvHvugsu2Inxtg3/dskmkPPNtYSjsODZND/MyD2iAO9bmOTva5z+OD3DiVu95zuJR5xRIwR6H03wr7wwMbxRH7Wlx/HP/+1LnLSh08yBKvNrqutGzx5kQm45A2v9ZOPudasNie71QaPXjjQhdM8/IJlK+RDjmoxHj61Nh7JXA1Xmxey9cxP8e2QRubisFgraSqSuA/mJGsJWWLX1l9bUi+h69dW63OI8qrTFbprcxsrr2rdCPjWRsLXLznDZ47k7cAmwdsUwNGvlLpFAAcvfE7obSbmWv6ll6ct+YORF+QNmwT0fHvltSMbcnvIxshDbKI/suQTyZ08wbD7dGjMZvXq3+VJHVIFQYUxqvUhghmKR5ghMYwMMEUzWAWTnFbNMOBhCAxOIBZkBVs7KIHXKVqCdtoW0F2da0v63qFzLLtkid8J3clMwpbI5737Dx/MLkpC8XUiAXIs+CVW+CiaUfkpG8XbAIC1O3d14wM878/tuu3WXbfZTKDNKCR6RoAfmw8nUb+79O7NV90UyOHx6X0y/lzf68O3a3y4vGPGJ544D+NXM36OxPjVAgC5chYBgfw4HbmSMedTOJWARdbgwXAyOlNG9hsA6QseDk4v5mqbS6cCMx3BQc9qvNA1HvAWH3gw7prbLYQETJ54wWNBwTrgkuitBY9oMXRjrRU/5gqGvqNwO2LDBI582B8+rJms6BhONZvqlQ048Nbk2SaQndAtuzFmDh7wDwc4bU6HD7aPjrYaXXIEX5AmK89gyFMBl1zJEQ/gJEewaJD5iZdszKUrY57JxLMimYLHY36khru52uaY6xk8HfBdOOhq5u6tiXnG8Rg828ArHMUCtX6wSmuxjuCjpQ0XPq0l+dkkWL85dI+X1mYuGmp9AhkaYK0bfwqbgxte+NECj4Z1o2HcusgfneaC5w9shn3BDYbtsQcJ3cZd8Ja0HTIcEiQfgV8CcAUrRkj6Tmj8l1+zeX+whH0J5hKGBCF2iCtunMQ2NFoHG8FDMsKL9VkLGLzi37rUY6PH/wJn3DrhsAayg9M6zScbcwbvbuLBgyP7aCcnc9kSv4iHYo4x/ebAwYb1RSc4MUyfgic8ihVuzZxajdsEODk7RXcyl8QlW0laki+RO0l7Bqe/xN5GwLibOPnCxsqhyQFQUqUvyRlOydhpHx10zXPKtwnoF0s2YU7h+sHSNd2L1RK1m1dJ3mld7LfRg8s8eQGM3CDJex3Tad5B0Ctih0uyp0uyJEPP+Qq5khvdkC1/4AP87erfZVLnGEoIEUWIkagZHqIYZJCIY4bCGVSGpm0uowGnX2E4FO0EyxkYOqOgeCctX4k7TTtZu+ryztsOiIAJU4J2NesEbz4BSpCKgG1XRaBwSOiu1NEyxwbB6djJnAMTtvfocICTQDglh0bbexlObvfNmV25oCGpSzR2npINQ8W/pOJnadYnSQgePrixRusRAJzebSasiQHiiePmAGQLp+ADhyRKPvrRIVM6IF/6UMidI5JvxqKP0ajBMiTj9Kif3gRubfqjb+PgFePmCQwFB7qkP/Pxox8vZOhq0qkFHbZR4scP/s3RxxY4N36tEQ4wgoAkq5CFUz+dkLmTjnGyAI8HstAmc3PoAl7Okz7Q9WwOnNZJ7+zDplEbvwo50Be+4MWndXimj9rWTT5q8rF+OrA2MsSbeXAbMw9utSIJmZe8yVybfOhW4vOsgIcDrEIncNGbeRIeftEPtyBgDh/GI5xogtU2jp45nuECCw8c4TIW/XiLj07uYCRgfFkzGp7xpl9fNOBCCy/RVoNpvrYSDHxoaweHz+RF32gp5AKPOdrWTf90T4d0zN7wk7155ebVG5uwcXdac80qkPexlMDvlCeIe3ZKUwv6Yg27t1Hnxzbygr9xMQNuN35OchK9ZwkNH/GjZjv5ac/kdfoyu3LLRD5syxrFDc9kROd8wRwwrZvOyY7/kJ15avPILD3jg3/jg8/AQV/m4lc/HyJjNdjoGxer8GAu/PDhQTLXR1fioPjoFqTTsISrlHwlXGMVY5J5/WRLnsad5slbbqAPyVVSVszr9G+uhK3ok5zpMTj4wds82ERI1E7e8o1DnjzANiR7OGzU6J5dyAtshh2obRLkDKd0t7g2EmB6NUg/5EQ2bdjoiN7JmuzohG7yt2dO6pApnINjlOARYDyMgYEVWMBiirFwNvP0YVyb8nNCz4xVsvWhmJ2t62cB2aIFVdelEp+reIHdic1JndPZ+RKY5CjQckonb0bSaZ4wJeXetXMuBoWG2wCbAidnO2uOihYlwU2RSh9m2X3Zmdn1USJYirTzdiqXTDia4CF525Q4KTJ6SZ6h6y94uJmwEbF2u0mGYIdpDqchV85gHjnDzwgoHA0y5pzkCZZhqOnJmOBHxoyDToybx0HNY0T0xnA4p3Hz4Ei3xvTTHxw5MJ7AsAfw+IKDbMnfOrKD8HJ2vHBsdPDCYOHBi7nowYU/eCVlbYHAawnvNZ1y4BKc4YIHDQUsHtkPGHyzDWPT3q/syQVucvZzOjt8ejafTMjaxs8aFLyQGx7pBH/k2xrRpAfrsh46Ig/j8Cn0whfUijHrxYM2fJ7RIRfz9av5kXGB2jzjFbj5o7n5Gz4U/8IXjfgyX0IGByddWoO++C35lqzhMoYOeOsBY76irR+v8KIBJ3gypH/09dENuPg3psCBzsDszQiZWiO9qdHybD7dwpmO4EhextEhZ/aikCF7goMe6bP/Y0KwFvQ7hbMJJy4/mxL4jQnu/F4ycDqToG3+feDqJ1GSuQTuy2jwcDpk8HXxSWxx8yfgw8me8cHerCH/xh+/Z1tkRL/kWcy1JoVe9ZGHmGkeeeVXxsiAPPmANhpwgiETMseDPvJoPpyeyVFN1sb5q5rv0YcaHjjAoYNf/JA1fxQbzRPf+KT46EZTopRES+wSqcR6t+h3KvdeuxN7z/olWUWfZA0f+SqSv+QscdObtsMYuhKtPjh7Dgcd0bUTttImzTxzJGi3wuKHMa8afexsw2aePMSW2Amcaq8A5B9ySjd8iGzIUL+aXrNx8qcjsr76d3lS51wVjoMQw6J8zpNRcWDMGEeYEanNaQweBidgWgB4xuUjEideyc0pWe1qmlFI6k7JEj/j9yWqIExYNgF2uk5v3kmD1Sc5eo9Nid7pOolxJIJ3hYamk72EbVfuWbLgeN6F2QR4L24+5ePHdTK6nNK7NKdq79KN6y9pM17JwocRszF58sl8LCGQcAKbEqdCJ3XX8TYrjMBmwzq8h8MPB+eE5nAkTsNhckpJlSw5PPkyjpIbvQgOBU0GwTjA0he5m+uZoWREOXCwarjogb601fCaj248MEo0yVNSxyt+9EmE1sDB4fCc8eKbjeDFHPjhAoMu55doyYMu6ckO31rgJ9c2O57hJzO41GSILnz6hp/96lYbHuNszOsV8ocfbetEo3XiDS9osKFgkn+bBjIp0ZGv8YKiZ2Pkyoesn1/QgXb68cyXwBk3x5jnfEyfNhoKnuCJlnG+yg/hk+jU5I13NVjroo9o6pOYo+tZolfgUCR58PFXAo4OGPTRwC9c1q4Y07Ye84MBh7a1mGst8OpvreaRb2PoBWOecfBw69dW0z+90R89sRm112Niio25gCt5iy18mx3zd7doxiRnp0I+L1FIEAK9cZt8PixZw6XP1avkIqi7ZXL4cGjphs4GwAEBPa/t2AK90AW7pJf8Gt/5BBhj1s4+1cbJRX/yITM2DJ6cyYEM4NeffuiEvCRf9JpDxmhqJ0+4PIeD72izPXP1Rx9v/Fcs1C8u2jz5abA4S75kRpaSpA2QpKpoK2cil7hrO8n30Zw+GwB95J1uOoXTE110OpeMwesvkUcLjug76UvM3dZI8OzAfBs5Cd2rF0la3pJzHAzlBsnd7U63BmjBLTfZ3NAX+YhR5EfWyZS86Ysd061xutL+vyR1yBTGIkBAzMlL2Ihypgxmksm+08WoMQGAs1qIPkofZp/ezAdjFMyJXEP7utm7KYl0fsb26PG8r/LBipO1MR/H2R25znAi9DW707arekGfg9k5U4I5kgED4mjeWftIzU9NwNgESPo+rPOHTCRsvxeHg1Ls0l232BBwQkqR/DkuJ6dQDilASLSMm/HahTpFWrNnitSv7ctrxm0TYvfuD+KgA5f3d9bjPT+529Wao+Q0lO+ZTgQtxkH++sFpG6MLBSxcGUuBmG44OZ2CSzf6OCsHpvOcvhpu+tQGGy03KWSkjkd8oSeB0rnkzEgFkAwWz+FUdxrGd0ld4LXxgxtvaJMpeZOvQgecBD4JHm24wBrDB9nA68YEjPn0hie06J4tuD5Fx7zWDdazQKfWJlMBmOzAW7dx8kbLuDY9kTc4fOEBP54lNfC1yWBo7lU+nHRknN+BhQtuRZIEr48ejdMPWHPM1SbvxtDEk4In48bStzb94w9ec+Hj+/xZDQc4c/ThgxxL0vo92wygkQzqP/FHGw38mkcO+IcXHe34gAstOMwhY3PAw6/fuHnpgK3SlZqNeO3GXgVvpzYnbRs7figuCNjigHHB2jW8mzrJxymwZwFbohf8vbITy8QXN3viCXxO72xL/PJayke7runNEZec6r0W9D2OtfATa+A3+LcJIUM2hX96Zn/WYU2z3k0G4MhJH1jPCrzabK9kQl7GtM1Di2zBsCnFvPrpgq6Mow2WfdIN/zHG58ge7/r4l5grtjtISaj3vvDFSai+OpdEJexO15KmQsbGnHCdwCXgTuMSpCIZm0cXkrZa4kVDP93ABbZTvjF4w+FZ0Y8G+A50cMKBlzZ24r7NHNvw3RAdS/BiuE2fDZwxeYNN2dTZVMhz/eqGzLJfuqSX4ouaTfM9viBf0oNnurr697lP6jlLjpPCOVCGQfHajIBBYRZjYCkboxbD0TDOiCRyCdJJWlKd99xv/2aSMUN3avWO1kmdk7kOk+wZiYRuh8RhnLQkXoJ08idUSR28K3YOxrlsCMzhpN6DcyyJ1aYAPpsJp3k7aFf8XcszFtdE5tnNUzIlck4n8jmV71WTtTm5q32QxSEVRu6jMcnIid0Gw64VPTcDjMHHdq717eg5B+chR3LL8eDh3MkXnWDJnrMZ53AMAhwYY2pj9GNcTT85O0MzznjM1Z6yCUQfB6ZrwV7wwaOAZENFpsYlbbSsG9wY8SZA/ejqE5DMR5/M4gUdSdJajNMR52EH+qwFzASi48qejOBCF4/msj10rKv1nxsAvJoDnqycpNia2x/98QEPntHkB+SHF228GDO/JMoX2LxACKYEPolmP07Tb83GyIQvwUGGajThgVPxTJ7mwSu56geHJ890B6a2OeDo0Rh6anOsQT+65nqevuO/hdWvtJ67iR0u/KvjCw5t61fQhNsz3iR6c8hcP/za6Qvv5sCnkMVJx7M5ZGkd6c888GjED92AA2Oc7bgJlMgFfknVxl7csGmXfN04iSdiiEQkFogBAroALblIAgK9WCCpg+1wAg9/dgvn9O72T5wTl8Qh9sWexT9jNhOeHRjEMryyJ4VdsIfbDeZ+1MrW6Q0MOY4M+suDe91OFvRGH57h8gyWLshodHP8PDK7I1/jYNFn69r0xJfixxi9ZbOejfE1sdsHa5KkBH4mVM9KyVUtuUrUZGrzpK9EXlLuZB4sHSpO6OlDG24Junlq5S49+Gwc1Aq85tcHHj/sReyX0J3E6dJ3WOlW/HPQdA3vQOg0bw1yj/zmyp0MyYWM6EMRm8T04nOxhJyNs1k6Y9PK1b/LpE6xCsTnlZuAwigYFQVjQFs/5RbgOJMgMIHs6c0kJobBcLxbJginUgt1cjLPb9N9EMcpJDdfqvs6XbCVpCU9wd1J12/EXWd7D+40R9ASsdOv9+mSJSfllJKnhC7x24nDJxnZOODBqR4u7+k5r+sUOzG7MMbBmSmV81I8OhRFKZIb3iUm63cqlwyMW5u2RCP5WjferctGAl1rtZPznp1TOy16hwwX+Zb8yA0dsiJHRgKnk6pnhgGG83o2T1vhaPoYEH14FlAVemRA+ugSbrTxTv8MLTzGBRF65fD6BSW3DNavDz/mwi34wKHNmNHHn2d4BBV0W6f5ZIVf16PW5YtWQU9t529d5pKFuvXC0TcJ5B9/1oce5CFfYQAAIABJREFUODD4Mk52aFuDmxU8WqtTHFuy8SIX8uZY4CQRc/TDDyd5Ng4Gz4qAilaB1FzjaMSzcXjI1Vj+QWbhJiM09MHFH7X1g+d38BjXByY4fosPtI0r5GGOINEc/osv61LQ0GcuXefzns+reDBwo2sO3Gq4zc2ezA+H2hgbM24taNJntgiGnJNB60THGFmhkXzBGTMHDmP6WhM7Mea07AQm+PqWRYLlb2706Jz/O0FL1IqALmFUBHlBX5IXY5z2JWpxQlIQKwRztTjiOtYHuWKQgwFYQV5SR5Pf9ApS4hd33P7xAfyydetiq2ryUlu/NVk/OYLVpk/P4DyTbUnEPHZJPuaBIXOyTT7a6c5c8ktPYMCSK1/B2+kHfBYtMvZe2S1HiZv8SpZkKnl30hZPS/ISc7AlWrVxNRznCVwfPOSteJa8bQboqmd1+PRHU/Lui3pz2lBEEy0xv2Rtk+fWkN7lHT+Jpk82Y/MimVsDPt0Ge80q1pAXvYg/aj4vNpKhwx9dkCV5izf8iv7AFbu0r/5dJvUQQMYJOTNinFbQoGSGkmMJIJjDdE42BrN/Ki8jYiwUL7E6vTrpWjSjIACBW+Jj9JKnZOtdpxObpDj/a9df//bZyf7Xv51kKPFzCji953ZF732VRN61vB0WJ4IbfcHb6ditgLkSqnF/LcqzmwMK83EMR20nKBiYK2lLZK6ZGL7kbT3WoZ8cPOtXJH/J3Anfx3s2KJIVPtF1OnRr4F27zcicODcxckYyomRJk6K1ObdEiQ75MhR9khQYPDAUfXSBTzj00eMEh03s9DgOv9dwYAuy9KmM3m8+Hd7QsxYObDMGVvAxD232gVd48cdorcMfZbCZ8srEz4HomXM4Mdnk2N3b0Nnpk6fNl42DnTF74ATJvLW1JnImFzD4RZcjkRHaORU+yUoQY3/GrIdDmS8Q0wmnAwOPdbB389BTjJX8yDIdWb8ESCbkrA1+5LuJvuCJT7jhxQM4vlayBHcmU/6DD7Ux9LXRgZ+ePStg4JEIwSra8IUHbfSapx88vOD5NXht/Yp4oF+JLlj2YcyzOdrih+dkYQwO64STbMDgiz7xgR/jrYtswYJRsyX48MrGg0/O+tnf2Pfas1dbrkOdugTm/ipcr9mc2p22bN4ldIlbkJZkJAwbezUcgrpvetz+iTdik5s/p3P4+ISbOHbcTzzRdHJnx07zvhMCJ9mj4VQnqbt9tHbxgl2yT3YmHlg3/2In+ZQ1ZkPGyY9OFfPIQZ3tkjX8+uEhU7Dw5k9gjcNXDMELOsHBqbBbxTqtUTKXIMlOcutqvGTepsdYJ2PPna7JGGwJNvjG9YOXnOszBxx8aEviEry+kru+5pTgJXRFP3jFGBp97Gaz5+ZG7Yrdqxg5gL2oHcrkFjxYO/thCw4F4gG9yWlzkPj4ycQUMhRryN8zGdMJ++Uf+vkMvWTn/Ozq32VSh0zJsTgiJ42I/pyRITEOBVMMbU5F/acfa0CMxmLsYCRiu1IJzvtSyVaw1WY8ErnEZyctCXsXLalLqJI3p/KuRsB2yrVz9iW65GgeJ+GkTtwUwold36MjYbtuF7jtzl2r2ABwVqdmO2yJxKmf0hgRx/PxA0eWxDhV73Y5IMOWbCjPGq2BDCgVrKteScr63Cx4NWBtdnk2Hv0m33s3bYmPcpMlXDkSfAwBbn3g6AMMI8kBjWnTEzzkb15OT58CoMKBC8Ke6bmaXo1ZE8NDHw2nDN88oEt38aqmF4EhY3YDY5PE4CVuNxU2Tz4ctFGTQP1kjS0Yk1jJ3s0K2dCJueigDbe1kDU+8Wa9TuucKaehF/wIjuZ4VqNHNhxu5u0rAOM2ZWyDXZGDNZgDPr2aw9HIljzJlh7Akac2najzGb6hDxx5Ng8v+uBWK/CiIUnC4dkc89EteZYE4dbPT0vS+rTDhw/z8FfwByNR6jNfXV+4BBMw5iol+davtm7w+IM7GvFkPegr9AVPMgOfPLLVeIYPbrJCF15FH9z0ZS4c5tIVObJZtfn06JbOxlw8kOAFXQlYENfvtZuA7FlxQnNSkwwkeP4vSQjsYoQNqDgDt1vDeaX38M05jbslFJ/EHP1OdRIAvBI3+mKXTb22U56EIk45aPAHvo1/diyusHX2p7AF8uB3YMjTevll8uKnxshJTe6eyQqsZ33kp92GSBsNbfoJDo2e+RT6xRlx2W2ExEZWiufiprbnki9Zkq1kqnRyLvGSxdl3XoeDLynDKQGD1S/JK8bh0q82X7Jvnmdw0YHDJqRNnLW4VbFJEXecuiVzxaaQvmzuFO/OwXsW19iDQxWd9QqW/OmPn4tfajokR3LWR9ZgyN8z3Yxf7S0c+Kt/l0kdQiUH5dSclsMzAg6G+BjO8TV1gYdhcDLGwNA4KUOQnDmUxCyou4rybsKJWTCXlPVLlITCYBRJ0clQ0J+d8cM3p98HCJIxgTJqziQx2ml5z8VRJAdzvI93GpaMFI7mHZodtB2zazTOZvcN1vWchA8XHuc65cknt8qiDMnCCVEisGbJjLJsSoxzSsZPecacVAUBO3k7PLgFE5sMCdIfwcGPtoRjXkmc0uFmFJRPJopnYwyhXfg45O7Ayd28nFgw0GcOXWrTUYnDGAfWxwbgspb6BGQJWLCySaJz49YvGMGJL2t3WvF1v9sH8tMPlm1YmwBN1+wI79Y28nz8wXzUZg59cDAfPbIPG0J6x7ckjm+00Ic7h1FzLjy5NRDw6Yss0AILRzprTJsNukWYzcBek9ss0CV5kDk58Q/ysBbyJbP0YY3sXh8Z8QV+hE849JuDd7zC13z8kU3zyBSt4IzxRfjVfBMsmmC18ZEPqtOfuejiG5zaHJuBeNbHx7XjE4x+fWo4rAXdkrB+fIK1RjjbEFi/uQrc+NPHxsCbBxe8Cj6Nw5kM6ycrNmMuvZhb0qEjc7TpT/J2+uZX3RKKGRK0E5egLLA7jQv0igSkloidNiUQSd0VrEDPLp22HRTEFj5tI8hOHSic2n0852AhGfgmx0d0+rw/18ZXJ3VJzvtYMVCMIBt2QS5kXPywTmNk07h28dWazWHDZMnHyYocw8XH2Awc4zO7aUUDLj4Klt/wD7YInlzBwwmW3I3jww2EpHgmS/IiR8mVHNX6yFp/SVxNviVjY9olbZsAMZK+9EngaJEtOdqwOXDRDR0ap7Nid99GoC2hk7VNHJuQjMF6XSJhO23LAx3w5Ah40GErxsGZZ751uc0Vtx3yxLK5wf3vh7cHDD5bIb+BefzBxCEy5ifkqSZPNk5H6ZJu2fPVv8ukzhkViqdgzq+t5kgIY1DNuTDEWXPQ08iMMSpMOpm5bnVd46Qq4bou5yhOqJLq6/cfTBLwXpUA7HwYOmG5luWYruW9Dxd4OZhA7zeiPoSRkCnBTtkuizODt5HggE7nrsA4GCeSYDk25doI6HMq9C4FLHre5UsCDF6yxQsjxxtF4FMtcUg0kgiFgZGkOBnFummwXgmdMTAYO1kndhsNSYvT48fmh7Ip2FzOBZ/CoRROWKKnB/rKWY3RHV3og0tQ4JRKARVusGDgAA+Wfq3JHLBg0LYWRuxbBRsva8VD+K0fvKtzTkHm6JkrwIBD05wSLNvQX6KFA32vOfBgM0iHfnrmdONKzEbBRqgvS8mDrPEDPz2RnQ2WNtzWaJNkTG1cjRYerU2Q8mrARtMmEN94gKNnurUWtq3PfMnLM5wCqjn8gUPyDfzpl9DoBT7rFjDBmaft2Vy+ZR6fk9ToBiz9eCY7NZz66QlsQRgetErKcJmrH25z9LlGz07UeIDHP/OtscSKBhnCScfgPYOBGy/kArdnsOihozYHXP2ezYfHuPbwsFeP2mjjxzOZkfVJB2340NBvbQp8bsTYi02ymyK+7Yq7n6hKuAK1eCGwiwGSj+QgAUhATmb6JCwJ2+lbLGGLbggla3HMCd7hwi2Tfj4tAfBzP+Hi69r8XaJxytPXDQE+zXWrJY7QL3vK1+mVj5Ahm+WPbIat6Deu0BEZ9UyfZMdWzGXfdKRmx2Sab7NhcHCiwWfAavOP7H02u3u1Lyba1CQTCbOTOBkmzxL3i/fuTeKVZI0pxsgXvKRO7nBI6JIn3ajBmSepk5vELgnLHeTX61JzjemzcdJP9hK+eZ4VeNzKoFnCpjfx16ZLnPZM75K6jRfceMGHZ3PlLbKSsxxCyaf4QpfFfzD0qk2WZM921Ur+zI7pij7oT//Vv8ukDpmCYA7IWDggZ8kJcyZOJDhghoGAYVTgGBxcAq4gzPBdYTsJK665Z2d0/8EYv6RvF8wJJX7JQbJzNSVxS+RO5AxJsJcovaN1HSagc2TJWCKWuDmOxKzYAEjcdndwO0WCtQvkyAyLITEeV/BuBuzAOnlTFGdQKI7CKEMtAamdDq3ZOAUyesrknDYcHJeROaUzJM8Ch42NMQGA01szZ+J46HGqko8+ODk9enjIecmfPsg/Q6mtNs5RFTg5PAOjK/TgFJTBMj7GBbdEa1whS0kVDjAK/RrDq7U6uZBvMhOAyIINqfEHlsysBQ9gyEzSVWya0LVeuD1zIBs1ehSsvZt042KjiA84bLLQQNuzNd/qYn+vjneyiz7ZmgNWMmeXbA1OtMkFDvjpVz/ZmccPrAeMdWjrl2jYPnmai6ZnY+TAWeFAk38ZpzPzJNScmw4UOjEPLbrLF+Ewlj+GV1tChFcNBzpg6VuNlhpO8Pr1wW1OOMDgx5h+yRYs2mCLF/Xrw4d+c+EZO90rRXxYgzGwxvAQTv3sjkzjq3EywAv8I7d97cGOzKMfOuPDrtx9jyFG+KMnNmw29Q4PAr9YINAL0pKAWCC5iwNdw0s8fFQCh8ctlaBfYvFtDDrs0WaQ7biFFFv6JgQ+ScDpDh4Jg5+LAxKPpGGzKs6JN/hn99kEu9PHvtgSO7LedJ+tsC0w5Emu+sGQNdmO/+/rKz5LVmDJLVkP3f0DTubjgd7RJXN+xT/Nza75jlgpXts8SbaSsxN4ybiaHMjDuLrEL8l2Y+IELx5r67cZUsyFx00K/Tg1l7jpDz5wdKDQjY0GGPOMpzd6pm/j+iV6t7ud0N0AgEXDIQ8sO4lnCR3vdOf1rwOGHORVK3nQA3mJc2RLh2xYX/rVpjMypSf64V/0QV98wLyrf5dJnQIVzlSpj5I5LmflUJ4RtgBMUDTmMG4ug8C0n3P5il1CkLC8W/IseTth2wF7HyXBS8yEI/lLhJK3hMxBnGQ5p6vfPoyDhyPYKXEsQZ6B2TRQJhqSPLxOwHbVrsg4NQeza2YgXbfZrTmNMnZGS0mTtPfjN87klGqtY+CbyCiIQxSgPPsNKroCAaMTHBidXZ+aodj5kYdXB/o5uvc6jKGkjQ45nkVikUA5LJ7QJ2+yx4Oa8zMggRA8XY1j73WvQG8d9GcuGH3gFXjhh1vNeCVWJwptfNnAsAV0tH3wJ2jSEf7JCj8KY8UXI2+u/uQmkeOD/jkGG1BLzoqdsFO7DSKdCiJuA+jaO3jzrNEabALQsibrwx/5SeRoWpsaH4IUuViTDYLNFtvw7QdcxsxXPMNHJuazc21w/AFNSTm/4A/aaj6iJgfj1lrgLFkFBwY+vgcn3rX140HQ1oYzfdEDPsDQfXyioQ+ceQKHGu/q5uf38BpzQ4dHMPl7sPDrV5/PwUfLGFlZA7xtFuADa71g0XY4QNea4h0NY+DEHesji3TBfvXBpVbEDUnVzZj4YKPmtZE44t2nPrFC3OFrbvUEd4eAkogkIGgXFyQIm0njYoQ5YpL44bQvCYgpYGwcim9dtcMjQYAVlyR1V9cShnk+2rW5d3vIr62R7fIVdma9fK31Wze9kpVaP5sWs8wlb3LzTP7gyZKc4ANnXuPwZ59kz8aM0w2/0McXwfNFbbeWcOE3umKvPz4jhrrRIB+xjjwla0VCF/sUCVqbXCVWcpQoyYjMJFIHIPoRp7VtFsxzineSFlvFTpu0Ngtomo+uzYD5DnpkTs90AaaNBFg49IvT3dyYL4H7nT3abAJtc72zxxt7Ixv6OQ8r5EY2dEg/xSIyBEt2ydg4GZI3X5XM2Tx/uPp3mdQhVCBTPOe8CLZT52CYQ5gBMQqOyoDMYUTqdimCvcQl6foYTEAmAMYjGOvjYJzRe2zvNv2OnTNK4AxewLUpkFR8dCbBu9bX79rLPM7kgxOnd0ZgF+2DK6dLScJ1PXzwq20m7M4YkmeJQzKiJH+whAF7liTsbrXxzKCtXz9lmEM+EpOP4tATCBgKY2AoDIvhjZG+9PIYm+Dg9sFaGSijsgmAUwJiCIwjxyRrMq+P3DkqeRvTjy/9DIpjm6twxJyabuDOaa2J/uBBG7w+7XDRk6BFvsYlpowYbu8Z7ZAZOdqStTWQG1hyFDj041WbfajhERDIN7m6LUHTmiResORO/04E+PczQBtDMqTn86QDr6TNQRS48Y2OhE1X+tGga/BugehMoPBdAKcTLI2RBd7wbn1kp805rZ+syVc/36Gngm4+Ac46wBkrkAbLuSVCdOHjZ3CBpx/08BEd43CUiD2nd3rDK/7howO+DAYdvoxXejYOBz7R9xxutY2JpGsMX/C0eUFDP5zxbENA1ng+ebMW9OHED93CBQdY/OCBPKJvDCzZ4ZP8jNNd7YIim3DLIpnY/LETCcYGm6/yezHEqVvs8CpPzBBfzBHwxQ0JQ+AW3PmvzbY+SVky4qtuHm1gJSI+7bSNll+72KhL0G6TxBab9xIG/GJBbYkFXTgdbLxqtC52Rc/slSyLBfSlTR7JhRzJlkzIxjzjYMnTs8J+4GEbwarB8FMwcIPTTx/64MsPk3U8iRf8V82n6IffsTs+xz/5ppsMMVrClhw7yaudzF2RK8a0bQCMKW0I9EumrvI9S8Z0ZGNEhnQmsUvGvnAHA1ZilowleOPowIvWeQOgbXOh7kM9tEvuNh+KOWDYhptf6xejyFasIAMyJH9y00+fZKSQf7GVHI2Nn++HjMmdz139u0zqnFPheEpB4HQyz2A4HWPAkAWAxZiFcG5Oqkh4gqbTlZOVxCrYczSB26nOIr0/54QSsXfbnJITukJz4uZEdscSOjhfokqAkrIdrytsCUVStYHwTmR27G/8ZN7ncxZXcBKA+U7+rlzQc9LDF8VQCl7spvDIQAV+ipJU8M5g9YM1h4IEDQHCrttpT5DwzkcwYHSMGT+CgMSh31Wd9TtNgLEOO30ORvlokS1aHKtASOYcv6As8OXsDIwhcUZ6wis9mW+emp7MzVnVgi/81sLQ6BkP1s4oycfV4STpm0/HYfUbx58bEPpCmz7JDy78T4LfWw62gB55gWMfbkOq8eiGxHy4BAoyRgM/bn7Yhk2dpN7vRt0G0a3E3oZCgqMzAYos4XNj4xRH7gUhvOBVwBdwvXMVoPWhC59n83NUvOPH+sgf3DjmnhrBlajogk9YN7mTG52QsTZcnaAHbn9BwseMg5skurdf+vGin974HnuAH11z9KOLDh7jjU3gCywfNwYfXApcnZrRhAdvYLTz/fglF/PgNCboowW+OKAPH3jTDw4dcsNj4/DDZb7aHPjNAccu2ahxhfzJzlr4J3/sp0jiQT+PHd/+8KPxeweM3gXzb3HJdzjii7jj5sfGgK1LCoK3BCBx82kBXXJ3awWuE595Epg4w44kMV+6O5XzdclEDBAb+L9nyV5Sl+glf7/GcZtgXQpfoGfP5JDtsef0Rx7kSF7GyUwhL31kpp+e6YicyExp3Hw0+At84Nm8Ahc+6Ih88WFubfPwUyyEA21+bl5z+CHfJJMSpkRLxmpyrvac7CVg79wVCVYNTqLWhkvxx26Cq24zoA0PnPWhEc14kLC9PrBR0Cdp0z1aEju6NhJqY07wDmbiVzfGZCZeqcUcfkle5CI2k6+abJI1XSrsn+zJNr985qRuh13JaXNqzFEWB2McHNaYwEDxjKeAYQxzGZaTkcQlqTNajsT4ndAlYMmAsQiydqYSs1qQlgjt9JwSBW6JeBLg/u9JAjCHktDR8fMzNeOR8H2Zatcs4ZrPqTmQk7R3tE71kr3iupgRoi15qUswjJcyJEnKsgu1PslIcMBDH8ZQNH7xyUjs7p3WXd1xajt/fZK62wjvZHx0w8l9zIMWRxP8U7DEI1gnZ4bCMCjfM+fX5mD4wienLdibS8b66E8bbjpkUObCDSbHl6jgY5BOH5KhMQarnxzQ9i2EIFoChAuddv/WQa4SqeJZ8dqEM5AxGubZ6LkaJRM0FPIgb7TQcLMhMHcr4z2+4nrNCRtfHIsM8GoO/Po5oODs1YgxvOHT2n1M1Q2LmyO2Tb/pnVw944mc8IsGmdAXWbN7Y2SKpjn6+US6KCEXaNGByxx6ARc+OlL4Fqf3TLYFc/18ll+aC4f54DwreFCjY6454LXR4b/maBvL589n8NpgPIOHC27weNBnnfgEE02yVbTxxf7M9Yxn8+E215i5+iR+bWtV8EnW9IVv8OazD/jctIkH7IDPuxnk92ID3xZXvLsWi5zSvVISW8QFm1J+20dwbtUkAgFcYBfo5+T99W/Mu1V/Y8HJ03tWRZvtiWdurfi2GKSIA23y2amNuxgkJkjo8OOb3YtfbIwN8RG2kn2NDPcDOOvW5hM2OCOj/cULHRkvBsMBZmzi6c34A12wf3DsEK6xk/1JKvmyc7SNx0cxQQ1nPmmcDZvDz/gV39BPX/rox6HnheefH7naIEmOZ5FAJdQS85mQyUlSlmAV7ZJ1cPo8g2sMvlOXYOhVErfZEovVNmj408ajBC7x48/mS40/sDZ5cKjdHtIVGyMX62WTZKBNRtqe9SnJ2pjn9EnW9Mfu2cDVv8uTukSucFA1QgqH086x1RyXU8UAh/OccYGhUEw7VQn8EiyjJwALMybIcgIfvgmgTn4CvZ+yuY6y05Vw7Zy9F3FN5bQ7yfpXb89Gwa4wPJzVDp1iOBMntXuHw46cMyne+XAgu3MO6StOypA88Ceh4xEvgrMkwSnQmoSxfyvc5sQ7WJsPvEnOTujac4vw1a9NQGBAErrEjn+ncnxKXugILnbvkg2nRoOTqDMGTppj04s2GHLGGzycEP/1B0M3YAQ/c9UcF7x+OBTztOkmp/TsmkmQhA8/aJCXItjZ2NAdvPQIjiwZqTXgDT3PZApeEmUXcDt9C7pO3hKqTYQAYRMg6cPl9C44SObJycbAqxRyp0c/gRM88IgffOAHbfPRd5ISwH2zYYMwG4v33p9NpFMV/fj+gjzAkwc81sAWyIyc1OgYl9DIy/pL+jnu6Gy/7O6Zn9AJ+ZgPl0RGNyUyNDyDgV8g1ueZj5qHXskUTjQlQ3SM4RsdQYUPGycLz4IymuAKLPoVp3XzjFfEgWjwfT6ONzx7xlO84wkfcKBDltpqfAtYxpSJGfs9hPl4Noc81eD1WQO87NF8spi5+00IH3Z9el5ts02Hh+yIviQz32ewA6dtcYJfCuICtgDODgRsRb8NN78GZ9zVuw9CJQgw3tP7oNcm3StBvxJxaJDM3Rra5NtsSPJe70jmkogPstByc2iTIEHQBztnE/ystdvYswEysHZyV5InuWgbp2M4stdOgcYq6MAn3phLlmjSaXPVaPFzslPjhy+o2frEqw8/mj44tM3hb+zKGrxr52f8qo2SpE7eJWiJWEJ28i5Jq0venbIlaCX4Enmn6bO/xF5Sb8OgTadkTw90LGmLwfBI3virNl5iV5trM+eaX6yS0IuH7MvrXnJMh2RBZgrfVNg3fanJjcz4A/3wNXq9+neZ1E/n5bQSNeT6GQmCHJ4DI6zNUTke5jhkV3cYonAwDF2wde3NGQVbu2dKpmxGYJfrfZTTvATM4SRxRq9Pguc8TosSrkBNiJzVyd9mwccwaEiurrgUO267Lz8d45B23N6fSyZO15Kr06HgzQHwUsLyjFdK8gyGMiQZMG4Y7PDh5/Ac3ccxik2H3borNc7NeAQYmxRBxHt3GxkysA6nBonGCZQhoMmJBDLP5IgHhkKGORSZ05U+8ziRUlDnuObC45meOHLBkF4Zk0Jn2gwPLvpDx7olW9eLcOPH+s0RyAQsc9CwlgIBY2XMDF5SFtAlc3Lz+sQmwRW6toDs1oReXLG7DnXaonu6c+KCJx1J6mxAoCNDMHAKoHAFR4Zk0wbDusyjM69dOB/7dN1u08deBAWbSOsmA7V58CQvazWmeCbjkm56oCv0ydUY2ZOfNt9KB3xskuF+JZ+eyB5esJ3S4QGr3zw1H+SPdI6GtjrdG4NLjX98wQGvApaP8+1iQH6NRvzxe7Bw0CW7M0cy148XBRw86GefxuGcde6pW9zQllDwBy8ZsyU0PetX2BU48qvWT/bszNrZk82z2zx+x/8FY7GDzm0aJXhXwfQNxjW5uOG0brMviAva7ECRfAVwpXfqDgxe/YkfbuLQ4NtskF/blIoF+BCzxKNeC3iWRJzSJXFxwmYfLD4dZsiJf1mnmi2TtbWTo366JB/2pZ+8yINPmsO2tOd5NwLZHlhw9MM/2QP5GacD4+TNz9FCAwy9kLW5eBIb8aDweWNilNp4vmZ+MdtmRzLkY5J7yVli1qeWeJ2QJXe6kPhL1MY8K+YG3yYguGD0nxuDntEuOcNB75K5+MyGnNT1S+z6S/Tg6Fsxjo7DCTskH+u3XvKjI3IjJ/Jto1RcJVt+RE5kzpfIn47phh9d/btM6gKHggDD6jnn5KgICkqMrBM9BeorqBR49GGYYTlFSVwp2DW8aygnZUHcwgVtCbP35pIiQ7d7tRviQDYBArQTrndlArgNgd2xBGAXzGgYAsGXxH0MI5naxdtVc2JObxMA5xjsvsNOMZzfs1sA60C35OB0KPDDa/fNqV2/w8nhJTqneO/nnQrsACUcAQEPTqf4JztJAw0nd68gOBdlcxbOyUkYAD3owwuHFRQZgcDMgMxTtOmCvqzLHHpTwE0y2VMdXcFBV3hRjMOhRpfBkpn1WL8Y/NrpAAAgAElEQVQ5giRdkoOEq18bPN5stsDgVRDg1IKqWxmncjoTWBn4vGd/ejNzyFuSluxt4NyCeGViHpuRxOGyyUCL3NgNPgR1JzW25sYGP20orBstOsUTXIK4DZ0NJMc0T3BlPz68cYqfte7/7GY+OyUP+rEuz+RkzRIaJ1br1ydpgaMH+iNnODmsNh3BS0fGtOEzh77Up//RC73r45/anq3PM780Tx88AkXj6IQPHL3jka/jBz6bcs/w4QUtNZxwgVX0K61bLDAPTTYINv7QQa/14cc4fvUp6JU4zIcXDH7JujFtY2QoIbFX+MWNPnizWRMzbBYlWL44m7e/vzv6Bsv/6Nsmmg3YJPJj/ivpCvgOFPyV79r8swnxREK2URdrxAB9krbkzHZs4D2bJ/BrO7Hze5sE/Q4YDgRu9MDCyfbEC3ZNjmydLDyTP38qOWgrbHns+vEHI0OyYXtiBhmxK3IMp/kKHShwoEGu8KBljj544CdjOhCnwJG3eWxa4i9WoSmZmafwNXEajBjLb32gyO8kZKWk2xV5SVlSnxvZ7786MhbPyVJyNQ+8BAu+5Hq+Iw8u/NHqT8TSsYRdgraBsHGjb3jgNQcMW5Do6flM7jYGNgE+/KYba1fyZzeKZEnecqAYqS0uJavs13wy5Wv5hnlX/y6TOsdUOKDELji100YsQyjpc27OCIZiOWkGw4iMqfVxGsk7A5K8vPt2OpeYBXwGYPFO3ZzOHIla8iM475ud8O229cPnS1abBclZ0udU3lkzHA5nxyxom8thwdhhc3ROhgfBIaVQSCdRTkX4Eg2FeBbUOZ6Tng2H3bZnycSmgWPajEjkHIDSfJzl1oHzBuN0wADQpXzyE1ysheK10UWTc9rlcSaORIZkynHwSy+cGb0cDI5gPQucxhiOmm7MgVNtXXj1DIYz0yf8nNmJwjrgpNNou74kQ3x2Qi/BkyOe6IwunYzoyTtNMBKy0oYOHfIwj+ELxOai6c/8CtA2BBIwfJK/AE1+XqV41SLwCgYCNljJ3SaRDbnRiYaNhJOXk4ObG/h8kOnmgW15t26TJcjRA5nRg+RCNumFfMiM7MiYbMibT5AjOZMBfSlkCg+d8Sny52fG+B16/IuO+YJ+4+Dggc+zhIoXeDybg76AYBycMfTUePGsH2945L940fbM9yV1eMBrS8zh94xObfOsobihvzhxblrMQad1Wyde0FDQJlPrsV4ytAY8wpl8jZMFmZsvdtjw0a1XfDbWPnTk32IEXG5hxAC3YuyJj/E78/SDY1sKe2kj6eaNL7MnCVnwlpBd0YovTvESMZuzWTcm8bttEw8kbbFGkihhSAxO7hKKBAIeHkmfzbqCFwfZAF9ic9aQb9Ed+y3hgiOb8dH9ea15ZJrOyZLM9IE1V00XbJZ84eVz7JxOyRZu9sbP8UE/cPBFc/FBH9rGxUo+C4/kLabmx+IlWzaH37vRkJQlY6VkLIF6NuaA5JWaW0/yCo4sJVaJtuQrMUv62mcffBJzCR5eidhmjfyNpxNwnuGlY22J3cYBHPz6jbeJ8OxAIw9ZvyKekaP10wW5lV/YM5mTKxi69Uyu9EBXZEsf2nzg6t/nTuqckHNCrIzzb7AxRukU6hmTmOPECgNiCGAwbFwC5zyUywAZgsWCE7S7Qhd8vXPhnBxDQC7oS+o+JJEU1ARpE8BpffzCuTiMxGkux7Zjt1v3cUqndMGes1GW06f3r5xcYmGcnilDciHUUdajx8Mz5zLu9YBrNDt1Tgw35+XcdvBoUpq1CTZOmZIE/hiUNUge6MAJliwkKadhsjVGwfo5Cxiy5JCejQu+YPQxhJJ9+JIxPQzs/i1z60TXPLoxnuMyPHjwQK8cEX23Km5D4oF+BVNJnRMLAmTIeXNuxuxE7INHQdPmzTtwvNMrB1fQEHDRNh+NggL+6EIbfoGcjCVhmzU42UnfYNABJ7QJoScnepsJtyd+PeFbCo5oIyBoODWxB68WnCbwaoPgROGVEX45mzWRCZnhj1/AYd1kq41PCYss6cV6jPEJz3SUzgq2kjCnNi9/g1NQBkvO5sJh3BgZ8U96CoaujOvnl+bnj+byYQEbHHxgjJuDfgk6OHj8k7DBgjOGH7Ce4dWW7MFFzxj61mR9avLQj7a2cfKAK/rkZj3BSArokis/MG7N4M0nf++16YnPS4o27n5aSZ90BwcbYR/FDLr0PYXXLWKSMRtWG2oHClfyfhUDpw/YbP5s2ruKVzs88Hu0ii0OEuIPH3cKZ3PsUbKQECQGtllCd+hAgw32+o5d8w92Zs3sns75AZuhP7Vx8vDMz/mGuEqe1mwuOWpbL3lpq+mscfP5oLlwsi0yNk6/xQL6Q4evOoHPRmI/RhVvxBB8Gw9GrMSLGAqGf+GT7MVLp2aJUyKWKCVdJ2tycggic2MSuSTLf+nGBqgkTg/iqsQtYbdZAI+GhE/2xsAYN1+fDaAiOYPrJI4XsAr8zQ2Xub6PoCuyELety7NDBjnRG3lYP1kZd2so7hqnA/ojczJO33yDjvUpV/8uk7pdusL5OConldgwwBg4HCPxzNkEN8o2rp/RcG7jGGIgmOVMrrsFSgs3JpkKnk5PTkiSsytXiZgTUR6jYAwcz3Wt91V+SiKJo8cZzRe0ORbnkTxtDAR8wRuswM5AOBxns4umMO9gBQxGyGkUPOPR+qyDQ6Qg/Fizqz0OaadtR8nxGYrTv2tgp3TBQULDh4/g0EfXdZsggw78OSWZwC2p2+ScTsQIBDKORx5qsmYUarCMgQFJPAVXbc6mjY7n9Gnd5oLXr7ZWjky2ZMIQ0RA8bZpsVsiFYQoEgiBZkw+ZCQQMGI/kQK/0JRFzbOtTm8/B4WX45EoejN7a6GFgHz0e3PSvcBg6d5qaDeD9B6N7tzXswOaNIztB+UgR7W5OelcmoErieKMbsJyafelzcmJLrmXZm82XdeFZKXjpU2pLUGRFV5yS3QvG5KW2Tn6i0JV+8idruudvZA8HvHyNXumN7ktkcMOnmAsGbXQ9g9M/9HfDBxeaxjyzAX6KF75uTBJnJ4okrjQGTr/5aMCvDw9s2Hz91qTfP/2ewZoruXeLYI3gwSjWhC/2p1bIRv//WLublL2OIwzD2zHZR0b+GTjJJJCBwZMYG0JISAYJHoVMhBZkryIylsGfsHfwaQvhKtX90njSAUXQ9Dn9U11dVU9VdZ9XEnsgD/Zqffalj33YBxtla/1mxSlakThLqs2FR4EEHtiqwt7RZjcSTr4Jrt2ysYns6Lz1Y0tu9/gZ9sQH+DzEZgQEzl7Al3RKGCUYAgL7Knhp44PYoAOBmz50+Qe+Ad9wAA90is8SX/JhK/ZENmSRzWn3nBzJh5zskS0YS9ZkZox3+rEGGzMefe/J13h2SVfa2b858M2eYdI7fvBLrvr4joIbv6AdH3RoHj9CXoKnb9eCtmDuvVoAFdC9qxWfOCRbZEf2blHIvKBsjKCtDS39dCnoC850YKy1jdMvqIsFdCpRkAyYXyDX59n8ntkaX0Em4pig7pBir+yRHOmQb8ivk6/9kzsfmG2nHzqg63BE9nB9+3MN6oCuALPgnqPhbLQDLYBSOmViZBxL/zPbXrExGgAyzkZs0A+fBCuBexT/9GZ+COXHUIItY+ZY9bueJRyFscz3z9//Ya7kBT3vDIXjdfUrmFIEkLhCkyD4QZZ1XKXK+ihRwJfZW49zd2pnZGgJMIyRoyJ0AsY/oFCE/VCMcYKQvfSvVPnrXK7zZP4SCImEE58ffQG3DFPi4RrPlb2gRZn4Q1uxLtD4juuEyWDwBTB4JIcChbGC4hjB8b+P4ZUh0Zf5DMMYemIsdGauPrToU20NY+jNHGPxZ6617V2A4zzpB319rrAlX57tAS18MWr7dH1tLcVeM/psgo7YBlDofziC1z+MI0MXH5I/38vpVoLkB3WCO4cosZIxa5M4SrAA0OlHP1A7QbmZ4ajpHeD7pgnMxqAtmQRs4O0HT676ATAZkQU94TuHhkf7B0L7IB+2Y5y58ATcHKoASMYCnDFk5rlAaS69FGTplM5yxjCpoIsOHtTok5f59JeetePLutZQ8APH2tS9W9ezgI6ud2O8lwSgaw00rWs+XvGj/aSFRtf5eDJOYCZLtqaNvVazwdnvBhFrZ7tkZZy5cEjebNP+BG/f0+nMlTo9C5QcrxtCmBWAxgb3H4zSxv4kh+zLWH6CLbARjlsAFqDZCt8BvwKvPkFYcGFvggabYnMFdHiHfbwIWvqd0iUD/JXkQaLsUKANPXbKlu0RZuw9fNI/GddOBuyOTOhdP9mxTzWMGQ+LdEZ+ZG6cZ7qjC/SMt5ZCh+iZaw1z8UDO1mPT1tCPlvXpofX4KUmI4rnDEn2Rv88L5OYfhSETRdAUvPloQRVWBWgJlADsXT/50Q+cSqTIjY76DYR+uoBhtMylS21oSCAkCwV2t62CuvF4MMc4Y/BlzQK5ZE0S4PaFH+TLBHK3lMUOvs+NYzogVzIUT8iJLsQY8s+3kR0MGEemdACjdAM/tz/XoA6ggbxTOzAzAAvpA3QLagNSivXOGIyheEagYJ5ibU6Qc8XFcds0ATBgP04BGAFAYJTFAaCABqwCvGAtY/bMMJyeBHOGJCkACAbgtOyE5jpOgEXfSZLSgUsfsAvqFORKmVIImnAJnTESLKXZi8IgGb9nfAUaBo4H82Vs3Q5wED4RSGSAW3CxN9eDgkQAmiRiHVVOyrpuGBiMNVsbf2Qt0QF6siVjYzzjyZj4ZyDmBmr6Mo7+0CkYoBE/QG9Ps7/9ZoamfnuhK3skA/v2nZKMGaQgJ9kx16nId2rJF4Nl1MbgTW2c8SVI9pCx6zPeunh2ggIiMnTV6bpSkkTGrt2dlPQ5lTvBc7xAyV6cuAFbwgfw2gV8IEbHTY1reicA9NiFq1MAdh0K9N1OsDsFf+TBrtWcXXIjS/uHB85Qnz2oFf3Abb/66UCboI5GQVEwM85c/cYFdBhES22OIKpfkKVftMwt6KLlGR3zrAu31oJtdKxjHDpKwVyt3zhzzDdWuzZz0DEHH95n/f1URw7aFHPsgX3hBx8KvkZeeyDwToacHjlZD+6swXZyhtkT+2JvkjqJmdsagRXe+As3ZujAjbXZHf/i9M4+ndT5HidA/kOSWO002Im7QC+osxE+R7DvlMiu2A+78umPbcEAWk6IgoaAwbYkBYKTPgHeZzz+i09ysKE/GAuL9g8PyYWMvGsny2QF1+TBLvgIPoDc0CF747JD7ehV0i2a/AZ9sSe+mp7Q1Zf/IX9z4ZaPMc4zTFjPeGONI3P9dOHTKlkI6p3CC5yCKll5V/PbgnsnefMU8qMnhcyMow8+HtYlBsahB+t0pD0/0M2K8eYaY05Jhnl4aA4eJA/iEH/BFzosOoDxVRIX/tB++Qd+gky8kxlZkEl4phfyGD+w/44EWdMlvXimY/q8/bkGdYpUABQ4nQiA+Tyx629hYMUgI2Q0GGEQlG2Md4zbqCAnGPvGLDsWjJ3yGDQQcKrAKGgY70QuEdAv+JrresyVL1By9rJwAZywKYqCOG7K4tQpwnwZnSxaNi8b5vgB03pOmwBACfgmfAKXfDBSzxUGqi0jpVC8Fkid3gUBwcf3evsDfImEPQg+nAjDtx7gUjiwpWT0JSwyWmNSPBl71682B68ATPl4166mgwJ6OtCOhtp4e9bXfvEEvNY7adizMRINsiYzyRkD9VmF7sgw3dMvB2k82Sj2xtAlLGRnD/au6MerNrIgS89lwE7ofszmZEOvnB8A0qm/ESHgk63grt8pIPAbQ88cLmADL+DK3H3mcdp3qyKouxKVBLAZJwH24pkeyEYhM7LJMdIBmdVuDBBrgxMg1SZo2aP9ASxMJWM4UWBOP32qyd0cp2QYC5twRkdoCqh0ShcF1QIkOtZBGz+Kucaq7cEc9NkDvGu3Drow7x0N47TZr3HxrDYGD+hHwzg8m/cYs0mO/fMb5uERP8ZG3xx2bAwZeCZD9L2zGePZE7vqAADbbETi6eTNjsxlb2Nfm3zDrBs+Ad3vdDhn30clcYKw+QI3zLIHfexBcuid/Tld8zcCs5NeBwr4dmunRkuSaSx7ZH/o8D3Zo4AkcYApa7JFtwd0Y6/kaB/sgTzU9mQ/ZAKXbIFMvbNDc/RHQ62PvcEounRsjjY0FJgzP9rsWOKgWBNdtAQv73QgsUXHXDaANn7w3Dy04d5abjEFc//6GwwrJTxdnQuoMCqQ++auCP7GCrJu1shNwk3u8C3Iw7SkStJE1ujBu0RKQm+M+XQmAdDWOGuKG8aaZ70SDnPoT3+3Bp7RkJQJ8A4n9uggJm7YO5kkWzLpcEtG8EaWZEx+9Aq3ZMpn0FOYfe+gLvsue5ehO62rA3YOAkPaABE41YwOSBXjChiYw7Cg7nqU05exMX4GLlPVJ7Nl9DJVP3IR3Bm7zM7plvP3bdb1LyD78ZkfPXH6nLogDojAjbYTpCt918BOyDJtgOWovacUNwYUQPCEy7C9UwIlUQIH4t2eOBK8cC4UqGbogpCxsja8+6t6fkSmdhLoRx5oGm8eWmWzgGJ9BtGvdPERUMnc+gCqBhJt5jESoEIPD4CJZ0Cs3xjzFOswHntC35rmemeIavMDL3pOQmTt9oQjFNjxInjbL+dJhvTHOXUjw+D1caYKukCfDO3Rs/XJRWmub52uVOmR0+UMgZkjlMB189L3sAK4DF4yZywAcrxAzQlo91nELYOrWnqREAA5AHMM7Ah9v9IlTzzhj2zIzT7tnUzpwTtZA6hnMgZQtp/zTI8B9xFw968Uwoh5dGoN42HJGtEV8PCj1gebnmEQ5rx7VsMkWtph07u1PQuk5ltTIFbQsa4gr+gX2NmVcfjV1jw1WubxGdZtnHa0BA9t+MdTeysJ8Y4n+ybHZEuWOTz4IGu2SA/sp4Aj+eUbBAsJHD/AHvkGfgKOzDUP3sgUHUkoH+R2jY3Rt+SUr5DMce4cPrvyQzc24TZRwshG2Jc2/d4FeH5H0sue2Kvknn8SgAosAgoaEoWSAT7OLZM5+KJvdkYubA5WyY8c2ZN2+ycjuqFX4+Asn8BG0GCLxpIrOubroyu6sRa5wD+MW8cY7Wpz0awdDXo3lu70K/me/Id1wzXaeHGY8amiE7rALZh2Kha0nY4FVYG+IF5QJWu66fdLAqp4Adfa+HUxgF/Xlg75BHPV1oJrWHcAEKQFfv3G8xVqfAjkePFuHn6MNZe+2Yd3feyPz3KoIw+6oJ/xaXsIY3feyYg82SW792ws2cII2WsnUzi6/bme1IFYAXILAGw158AYysYZE3AqGKD8HAylUqZ2RgOYrkoZvqsyQdn3bErRJtvxrcKJW+AXQPyYDKCc+oDOX0kDFMbhtC6woCF4c9QyXUHb+L5VOZVTOIVSuKsx4LcWxTMMGRbQK/gGfEqhAH34F3Qoy54EJmNHYRvMfRP2HZ8hGyNRAB771ieRcYpwFS/AGUOR6AOHZ/QpnHIZgF+aczw5vIzBWG0DvP2exUDM4/AyFjSMsSe6A2w60iaoarc2owI6NNGwDtAGZusZ6zu/U7GA6BQiwSIrv4AXHF11om0cR8n5FMTRJJuR9Waw5KeQRfInZ3JDRx99u0515SUgC+zswgkdwAFPZg6oQKb4LioRpFugBXIOFBAlWW58JF6eJR9ue9iLORwDoHLa6AApmSYXvJEvXQVG/HOAyYnsjLEH9k/2ZGlMhaw5x3QLN8alV8/owZh14I4O9JNr6+nnnI1Hr7ECQPToXUDmINAwX1s3AJ5h2hzraDfXGnwBG4FxNNTm47egrl0xT3/+wnro6cOj8YI/2tkhOtZPVu3TWLaChvXYJ1tTG8te4A3u6R7O+yzDRuEP/8bDIHtnf2yKLUrA2RZb9rsYn+okj3wEp82p5+T5C35IIJYksjdBIAfPxpwSBQR2w1dJ4tFkU+yPXQpODhbWwC+65grqiuTfKd0++Qz45XvYAXtie/RLh2zOuPRpr2RqLHnRpfnZJHmar40+0TNHu7FkysaNYVPpR3/reEbPPPI3dnSzv9THK9vP38MNPvlqPl0SJDAWsAviBe1O54Ik2RsnqNKvwodL4slOoXsy9FfeJFLdvtIF305P5tMJ+dOPPs/qgnVJP/p8hmBPv+nV2t75GjpnGw4X5s3cDz+evbFHdsU3SM7Imu0pnhV+h/+nR3LVRpZwc+IbDsgardufa1AHOAXIFU4J6CwSSCkdgHMgauO0ZzCYaVOnkQlsAjbn5Fs3kDgNCWBOSwKwMbJWJz7XokAiWHPigAfssnHZrZOjsZy2qzHK5vwp27v2QIiuBAJNwVUf2gTN+PDLCXiniAI0h8BYtQGbQMUxZLTmebdnbWoKYvwUR2GCg/32Pf0RzPafICU/awMWJaudMjgd6wdSNNFXPFsHAPEXKOlDvz0p5E/eQGmcNoA0xtgcJVr4ZUzWM659WoOcydAcNylOQzkdz05J/UMefo2OFhniSxbL4K1ljrXizxjB3A3GGPl+l/PXFTleSRq90qdETsIguDsBAZnCMQAYIEoCAF4/8HKqHLKTFr37lurTjr2wO3LwbyJ4VgM2x+42B19jBwWVTUDMIUvOMfnam5Kc1fBAt2RKbmThne7ML0gKetrMoSvFXO9wZxwM5nT1wRtnDIsl02hEx7xw6RmO0cEzWp61WcMctNBBz7vgLCCbiz99ns01lp/QJvBXF9zRNVYfWzIHL7V7RiN+yNBY+7a292oyY4fmkC9Zwo/PdRysWxtBA7YcGOiLnNgcLMGt2yWncu3wa6xPZPTtGp5PcrCQ1HHuOWwna7alOGHzLYIB+xA4OHwOnsMXsPkdNAR1a5gvWAlgxgoyAoTDiyCEjut5SYNagmxveCwBzumzFzKAKzpU4IhsyDLbYWfG6iM74+ybbPknY9Ewvn5t+o1j2+wL5rXRBR2SezowRj+8Wqu56CuD9Z9+Hh/hsxZ5+s9PXKkrAja5lDjRo+vuAr7ArpAf3JMreUuIxAxFMKcT9MmS/CXuarjn9+nCO/qCOXr8AX6spTbHOLgXf7w7IPIX6NAXWvihLz6Gb6ldDBFL+Ca6YG/kK44o5JGeyEo/uZEnGRrrOVyRffo09/bnfw7qZdeBH6gptqDvmVFwLNoo1VhGomCG08Y8xhkWRjlUAVpQFmAJT6AWDCiGsGTcvqE6QQmEBE6pHLvAwvA5dt/D1NoI3amfgo1nAJIA9LxTvtO5NX3Ld+VP2a7LuupVcxp4F0gpSAEq+wA27d4Bzv6c6Bm4ORSmr4BlPLkAqN8QOMGaRxYpf4Lq/vqRYq1P6WiRm6DmilEfesajb01gM0Yhc/LFk7njvJZH4/GvzVg84MscOtSHrjb78Gw9xX7RU8tEZcpO5JIp3wslOfiVtDg9a+McndzxSx6yVrI1lqPGezLibH3XRtt3UOPQ9w+ECLx0RWeKK36/U5CUyfqBi1MAVgBTc5yuPAV19gDMnDTglej52w9sxs2PK1pJhsSSE3aj4qTHeTupuxUiJ2OAL0dLRmSpDQjV9KpopxtjzCXXU0f0QA7kS/4FvcZxnNoERfMFPnNgTVCEs4IencNmbU7CxpWQw6Y5asHaGuao8S0Yo68tPszXpi986/OMt3zBOU5AzmdYx2c7PKGBtr1azz60o29vbIHstFuDnIxnh8mD/Sna9bNXf/+cfuiZLcJXpyTYQo+NqSWckmM4pE8naH5H0ubGSYLKj7BbAYRfYEccPhvjyNmWWrvC3vRJKNX8j/HGsEl8STz1NVdQMFdgETgEKH18FHv2+xuygAH2BjtKGIQn+CYDJVtTG08u5EnOxpIZGZCzvnRurvbslc9hI97ZY3PIDh3taGhn03hEWzt+0pO1+QK8wDoM8xeCeN/QO41LbshDsiNh8i6oa/OsPWzDMfzSt0KuYoXfKqHPzwu+5A/rdEIP3vXTJ7oKvTmJ971cIJdgiRECMz3QSzoVR/gC+kWzWz/9nt0gKnyLWz+ytfd8J1ukP3KEWXogb3o1lk2TufFwQw/0R6bGq29/rkEdYBVOACABMMfQtVpgBmJ9FM0APGcomMUgphgDhduEsQK64CtTnkzrqz9N4GLUBOpK3XUKsAncgoWrUt/cfXt3opIIyIy0oUc5/WDLdZpgIJNTCFwQ189x+94uM6YoDiEhcwqCtHeKUDNSp7WcuncKsicngvk+vicDfZxegVudEs1B0zuAkJNnzksfpZIVwJCRdkrtm5+MTzuFa/eMhnlqTtLa+EKDrAHOGnSjX5sSD73bp7H0ihadA21ANg5vPplIuARWeqA/iZKTDhmRnwREQOcwJW/eOVP7IR9r49k7+dChU5KA7Vrdd3oB17UlPaLlBkfyxT7Yi3fOlzMAWODqOoyu8STj5lg7CbiCM5Yz5Rjw51+n80M/uvUrVnYmIVDr5zTwgVcyMA5Ic5Z0QN7a6YS8yFJ/p8yCJh2QsTlkSR9q+mws+QM27MCgPsE5LAnyMGg8R2C9TsZh1HpwZxx6+PJsrNr62s03zjp4CeedxLWjhb429NHCn7lomIc/taBujH7FHGO0scvm2Es2LIjbC9/ALurDo7XYoutop2l6YW98AyfqupoDh2s3dj5T0UOfzcjbFTybkhhLGvkNiZzbGvbk4CBxdCPGdtmi4gZH8OW4CyyCBhtTCiDsKftq/Bmo2JogIrEUENTZqfZuEdmsH9b5PMlH2Dd52A/n71lNVuyLzdmfOjx55kfMNY6+vZ+yhDsyZ3fGGUPO5K/OHsM/3TUWjucfjdq/Hmcu2ko84UWBd4k5X15wFqgFdIUMyIP8yAGOjSvQG0OOxgnYAjPM8uVwT++CMIwLwoKuZ2PJXKJkPvoSAmtJpMifTgX7kghj0cOH8XSChmfrC+rGS7y8F9T5IH8rgk2KZdZ2MOAf+As2xRbpjT9WyJwPJG/yozNyr8ARmcMBzKTL/2tQDwfEC+cAACAASURBVOCcAQfAWCxoYaC3MAPAnHeMB3bAZnicIeMqSGjDrCyub+UB00m2UxihuX4HVsHEaQ94CdJJS4A23smQE/cDF9mc/oI7ULuO8+2XQcrmZVO+nwoOFCU4EfAY4/evJzjZDz4pROARsChCDRie7ZXS7M+YKfv3X+0VIO1TjTanYa5EgPyAV0IQkIGHchmFedbQhjenDCdhzhBfamBSG4u+Z3OsPUHluOLFI6dKX/j2jC6dCjSe0VWjiwfP+vDKEMkEz3hxza4IeHQoqRKU/fDMPl2FkrPkicH7zYPTOL7sI8erjS5dVQrmxknW0AYsfx+dbXCY1gFuV+uu3gDV9RkwAl3ZuSycHQA/WwBCjpcj9uzKlkOXmDiV48Xe7RE/grlrUAkB2vZLZvSoJmf2rARKOiBjxR5znECqjV7hRp38tY+MN+lCV6FzdmKsZzhCDxYLsDBWwIQ7OiqQG+sdLW3WgFG6t6Y2tGBaO/rGt45A3rP1BG1txprjGV/oKfhgT0prm+PZWDJABx/sE7/2R2b2iE901NrJlJ/R70TNWXLAkjLBXFCGb7bFL7hpEUTgik7YKBuDebd/bn8kxnDmx0xs04nc36pxE+jk7jcWCp/kFpCjZk+ceL/ZYG/sLGcvQAgUggf7EiwkgcaYU0LA7gQK89Bw2yiI6xeQ+CJY4Z/YoeSdrfnuak9kxjYFCs/koqZLJb2qyY4ekiH5GsM/kD8900e4p0d0rQvz5vmbHrAoASJfspNcw51bDUmSBEnQMof+0eA34hd/cFZwVjsZkxlZqckIrslEv7aCurFO98YI2GTED4gJ5CdZ6HrcwYyMBXkBnJ0I0uaZLygrgjd/YQ01+dOddv2wTkd0VdLWocGa/Aoe+SA26IBhj3yVgw4aDgliBL9OPuRKNkoxJJmzd3Iicz5BYsT+S8joja6Mv/25ntRzGIBv4TJxIFUAnuEY552BYMAzg2M4NoMZYzwzKgxrswHKVzMW2ZdvFwQEaP3YBaCd1AV112eESLkyaW2ATXlOdQTt5M0RUwjQOCUay0hdZ3HYMnZBBvgYqGscgOIM+vEaXoFIQCPoHEbPDNlY+yqA1kZJnAIazUeLfIxl+M0TAO3f5whAJjsKNsZzTopifVsW4BiLfvxaA5DJlSzN0Qa8+gtCk/Xt/59M/uajaR790KU55pqHjgSF87Xn+DaOwUmkyI1hS8CcnDhROvLMIQrSArRTsD26znZ97vZF0HT6Jn/v2jlapyaBW+1U1pWb4AxMJXuCvaweIDkDzxywdyD2zA6AzDroAC7QshP2gqbbAftzVSYQ0B1eOJ2uZjloNkMXBWRyIm9yNcc7nGijZzokK+90bQ2YITs04MRc/frMoZOKMebTBbrGCKh0h0Y1Gk7HxtMn3NEZ3OYYxkk8vx0dwjFaxuKhII2GOYr52gVj9LThXVtrqGGe7Rlvj4J9MtHWXOvYC17JBT/m2hu+c2g926/xsCNJ5Jj9Ujrn73cREjL24j8Cggk+Ah7RpA+6FOjZHsdqDe9sk+2ZKwnVxm4FeHTc7LkR8H2evdA9W+DoFc8CiBOhd/0cvXY2yO8IPBKBvtUah3cHiH5kx9fxW+ZITvk9epFc8gP8BZ4dKLzbjxLu4ZO86JjfIXd7h1Py048emdOFcdrYmXmwro9/UCv0RBYCuYMTHApWbkclQmQtwMMmjPCtsOXQRVdsAM9owgMbMUfAFpzhlJzgWKBUBFft5AObBXVzYJh8FDIWE/h7n2LJjyzFAsm3pI+dOKDBN96N0WaNAjRaAjnd8hXWtb4xijZr4yUePeOFX0FHrOKH/KCRTxOTyIm/oVOHCPbdocUBJ/9PRvQowPOvbJWe6BAulHAJW3TFP9Pp7c81qAOwgqASSIE78OsP2IzFGEaHGe+AiSn1OKH9V6Mo3kZsSObstOS0x0gEC0KisL6pygplzwIEA/PeP2DjipTyBAaGSPkyOdmvqxrZHCErk0198e7fcBbQtQE2oAMV8BBujsEzR85ItTFUIKMQgbVAD0jmMmztZWWBzfz2a2zJgkzYycBJwjrGKABKbtazLrra0O00LOMLRGRrPtlrI1drq60XXcZiDN0wEqADdusANdBbI1DiwboMDS12wCDpz4nC9ST5kj+g+7cDBHVJFDBLVLT5xz8An27pyz8Mop0+9TkFcyT6OFZ67K8B0iugSNYACiAB0fcv11ySPsmDGxr6FcT1y7Qlbhw4e/DtjSOWyXOi7ItDoi/gI2M3OoI7R4AGZ8GGgJyjJy+yICN6ITPy9U7GOVIyNo7sPNMP2ZN5CRgM1U+e6OgfPO0vmOnJfHP0o4MuvdAzx6xv9HjU+BKk1XSGhvWNrU3AtZY1+2toTtLawr1n89WNZy/4gOn4NQZf9mRca2jzxz7QNF7BS/tge+3TntBmu+yFTumZHnxek1hxomzN5zM/wmQzEnL6sy7bhVG0BHk3dK6M2RecswPJos9tcJcd8hcCAvthY3TupMiZCzSd6DyzDYFdsGYrArgAICBoF1QEADQEfeP4JbaULUoy0YEfOBAs7UHNl/AtggG82Q/80Teckz3bIStz1Ar7U8iWPZItu0nv5KOPbMw3Bl32ZAxM+00BH9unCgchCbBASrbWkRBJ5t1wwTp5+mxFt/k6OrSOg4gESYJDJuSnJjOy8a4PthVBlxzJXSFXAZisjIdrdiGYS7rR7ls4usZInvDrRsfnWHMV66Qj7yUV2gR2taQjnePR2mptbMNa3RTRG//jE5A2N4P0aU16ojt+gk/JB5OLZz6Hjo1h/9rgNEyFTXiCHfXtzzWoI6IwEhk7wAraBXRG4J2BaWMsZYMZmTGYjFnBDKAZIkcGjAnCqY9zF1xlPK7TjSMcRs7YGAihCBYcuGt0xsThAiRFuiLpOks2LxgQuGsjwUIgEEid8lMKo2Wk2gEJiKxj73gGDo7bM0UwXFmWgEBpAiwefRrwboy9UxggokUG5gAZ+n4Y5q94+A7NQfkHdAaMKxt756yBHDjQtJ7PBJyDfeMPUK1B5uajjVeGYp42aypo0kdzCubGerYvc62rLrGg4+ZYhwHqJ0tXjxyVAO/aSdJhL75Rzgn8r38bObvipG8yd9XJ0CVtTkj0x3ELuIDqWyd7oC8Aplf6c2qTEHDUThRsAy9k5DcX+iWEgrx3gYFuJQraAc4pitMFROvbB1tM53h3ggdgzgFAcxQc3Njk/q0Ec0Ye++mCg+Qs2QCa8ABDdA+kbII+6I1s9dGRfuPTDZrN80z2sOY5XYfNOf3vf5BScKUvxRzrwJxa0KbrTtQFbXzBcFj2bq410KzPPLZhHp+AZ+Pwr087fszR1vrxFR/WsYYCI+bhy/4FCskYHPMD9OTdSZzN2AedkXV2iCcYg092TsYwST8OABJEukRLYBewYJ2u+RGfYzh5Dl1g4MA5c0GZ41ezCUFHgHYqFOS9sw3jq83zLFiZq9TvxKdIBKwlQDkB41UCwj/A4PiQ45mc2R5bMZZdaWNHZEBuZMs+sqH8lzlwQh/kDufe2RRZemfTZAtjkmBX7WgJJtZAw+GLz/Lu5sPNGz7dNEq46Acd8/BGR/yVZ4Hfvp2EBe0Cp2BZkk7GBXT9ikBLjuSnv+AuKedb+HWJOnlKmtDn+x3Y+BMHRbo1F51O5OmNnuhHu3LqyxwJGht0MkfTHvg6t4vjl/759SQXbhCUbn/tSxyjS/GEjtR04pmc9OWr2Sy/QbZsl7zJ3jOd0RO53v5cg/oZvC3QCb1f1QKhhQDKopSHMQDGSEajZlAYz4CMtTEO3SlPQOaIOV6nMsritNEVzIBQwM/4OW/fz2WUTvCMUEChBMp0CkMXiF3TUozrGOAGYgYsS0fTOwX4V8Wc3DkBAdpanAQBqxmwNsBTgJBS7IODoTBtEg/0tXHAaBmT86JMbYIckAhcAg+lk5F+V/e+KQvekh4GJIg71TpdCqbkQ95kC+QMwDtQ043nHCUd4CeAqvFOD+YaC4Scq33Yn7lo0nGGxSDxaB7d2KvgK1gyegEZr+SJVzUA0Cf5CuqcAdlzDBwawNCNGni7AvMrWbpzsgJYyQOdkouTFz6dLDgoiY52yQL61nL7gxeylRUDeFes6HDq9s4m6YmOycB44OZsOG+OV4Bnl+zMeLokG/IgSzJCg+y1kQ+Z6zPeOmRboPRsrD2oYc14zwKdWgncxqNP5nShz/qwZ15tgnC2gI5+tAumdOedvuMhvJrbuoI/zHtXm8MejLEHxZpq/ehbq+t688/9WMsYvLFXe2F/+LEntklm8OWHYmQtCEvI2ZeTuRsgSbOTNdvhF9AhQ7zRHRr0GB7p2G81+BWJYTdzk1h+8+0kmJI2AYJTFhzYn4DC4XtWfMbTzx4knmxCu0RAjV9j2I1nzl/gYM+CCb+EXkFLPxodMNgTnzH+ZO3L/uyFPWnnfzyzJ330qz352bMxbI5c9JNJz+yFPRlH/8bSCd+kNhYPbkIcoOjTWPONl6TDBuxJMLTh23puuNzMCd4FK3Stga5xDlhOwgq5dKoueSInNyNk5Fl/78lNrZCfxJxv4B/ZCnmSM/nz+/RKV9ayZgGbzowTtOn5bE9X2Z9YImlwq2IN3+mtrWYzbJOP5uPEI7cH7EDi5yaoAyJ9kQH7JSt6gwMyIi/+A7bYL1smc7KHMRihS3q+/bkGdcFbAUSLATZwWgADDCGHz2Bk6phQOIrKzNl/vchGGAFH4FsXZ08IFMDhysA4XwZkLCH4oYsMUgCU+ckIXb0LIDIjV7pO7k67FIyW0rdYDnm+gfzxywkinIZTOgctyBA+haAD7HgS2IGH8NXWxU9g4EgAThtHRDneFQ6HYhg0xdivdwGfTCjRePzai5OJ5ITz6dffAphEx9WSgMewBED7TT5onkZBB3QzQN3snezxb6w6oAI3nc4e94dFDInT4Mh7tj/07KE9Mi77AFZ0OVsAAyBydONBll2RWsu+nHQEfzKX9ZOT72P05FRG9xwfEAIbB+taT5D2WQZQ6JJs6JcDoUO64Yj8aAeP6AvmXSH2q2b2RW9073ugecBGbnRlr3RiDUDHK/B65wQkhpIDNMgtuZKDAKYmG3QAkQxhgezUdEP+kmNt5GoeXBlPlsbBVpgzhp7gzBxj6ccY61TQNFfxLKj6I+jCMNrWR0vgxRta+IFFbdZSrN1cevYNHj1rGou+q300YF6t39ra8RddsrWOMWjDj2e8GAcfxtibGu74A3JnE2zd9SaMcZB8Br37Ds5JkgvZ0aObGTd39CJp9tsZiR58u6npX5aUFDgkGM+PsDE0JaWcOqdN/5w/W2STAoaDArvTL+Do1+ckKLgI+gIFHLAXdurEZqwgITEtwFjHiY8t5vj5GvZLFoKmPcMOObE5z5Jotb2TJX0q5mn3TB7Noy/y1qaYQ+Zw7j35RcvaPgkK0HQaXXKnGzjki91woIEPdKxBvrAffftxOJAoGOvQZt9OxIKsZMh1+Hktrw32/XOwgrd3ujDeuwQg+ZO779oCK//OX/L/7IcvoROndjSsmV+ho/RAN3QE43SJNn8kmKPFDulRu4MAPyfZR1v84Zv5Zbc/ittKPEn+3D7SFxmIY2yUj1D4HrGCjOiMHyiekGV+WzvdwBws3/5cgzqgK4ANsIhaDDg9Aytn4d2YAn39AK/oA2LKtwlMuz51ZSPLASaCogCOnMP1S1WbdCKX4VEcQ3edKugSoEBB8N77jisIBijKcNIrc0PXqRzAXRG7+vaMjgxUtiWjR9u6gi9FECpQcfyeJxPdQEgh+FSAk1P3zLGojQcU+/YObByeE6Zrd+BwdQwQjIlDUPDpe6GbBdfFAn5/jYdTApy5ej7+LWZyVTgB6+MXKAFKO17ogc7whBft3u3Dezxqt0+6HJCu08jBtIYaH07kgiAw2QedCaxkyRnkFOyLvJ3iBWI1gLABoAFaAAQwukNXUOeEgVsmzBaAjKPl9J12JBCuAf21JwnD/Jr91Xezrr24ZidHOnfD4RSPb3rl2OzVs9sTzoHNcOACuRMXXgQHgDSPLMmK3Mg529aGFpmRjZLztA77IFMyhyG4ogs8Cqbhyzxj6UsfUMOXfoEcphS0z0DuWRA2Vr/xcNocdEosrFGQrh3ewzYaHDsMq/v75uhKFNDWjkfzjA/vaKOpDz1yErQVz8mCHPBGBmyVTZA1rHKWgi2d0C39mKtwkt7JGUb9CNZnGXjSLmCbC+fsT5LpRo99GIem2yJ2JbD7Ls+u2B2Hz/HzH561dfDgp7wLMOyCnXD8/A5nLvHkf9ixIkChxbexJ/3e2bLPi31asx+2w77YlgOAoG5/HHvyYlsFUv3ka//wzhbIF47N8WyefjZLxmwMfbKmv7G7/X8kzBGAyY386EY/+5YoS47xKLHli/k7a8EafPHZkij8WRN//J4ECz0n3YK1H82RjSBPloKrIgAX2AVy48iZTxF8FfIzlnzpBUb1C/LG8iMSMO2CNfp8SsEdXTo03kFDDKJ7/PleXjLPDgVnt0USOGtIHhywStLoVQzyuXB89NqtBI4vZGcOL+REjgr7VOiLLuhufOz+V9fpBIboj87C6XsH9RwHZXsGWuDllDgcYPXOkehnYIAMpJgxnuFoB0TOhFEqAvF5rSHjoQCCl6EzFIHalRlhOdExNsoSAABRluv05fTKSQMvRVI6pRG48SkDLUAyF21GKrh6d8Lk9F2pqAVZ10wMW1AECoCzj4IBZTBwyqEsoDHGMyVpt1dzKNV4yjTfFYyTpT3hAUg4GAEPOFy/y/rICC8MQ2CU9WUE5Iw+/rTRibV6Zxz68aRNPx5HV/sfauATHboxnt7QMp4x0Z352hmZ8Wo2gVbGyjlJNlx7kbnACBD2wOh9YrA/J6z+qUh6dsNCfwJ0V12ACTycI10I2oI/PQIX50hfkhx2Q8/shqwAlLzIlaxkxBJIWbM1XNML6pI4WTQ507Nx+NImeEvw0JdEcNpOGRyh/ZNPetVGbsmXbjlT7wBL5vBBXmSpaCNv/ckdTuAl3ZB3gTbnKzjDHPzRTeP1W1MtqOrzjDYa9IQHhXNQo0/v+EHTHLaON8/6jEPXGGsq9qo93LNnz4pk4sHD/t/t9qMNjWixUXsnE31oeNbvFo0zdU3uZs71ebVAB1Pm04PaXAGj4C2QsDE/iisZRIOe2RpafIvg74DAJiUE7EFgFigmqfvokwk6Ag+bY5NKQVuwdwCRVHLgfjgmMLBZCac5/JAiSLBReODj2LHv1uwQXwIgW7UnQdMe2ZHgqLA1fWxUkIQ1Nkiv9q/fcwkl3aIJm+TBRr0bR8f0yzbomp75K210YA6s8E9s2HqSZEFbcEbP+PEze3XsdqQEjP/K39gHv8ZvOTzxyQIqGQnO/VU1CY7gXim4C8TGkKeDDl2UJJHrGVgFYwFabCjI048xBXO1NSRmfI+bEqdtSUCncLqBef6K72IPkjvrGSs+uI1wY0GX9kKv3qdvr+EdVOxL4khvZE9udEQf7H9O79+/HpnTNx3qK+bQBz1128Lv3v5cT+rArgAm4kpAtBDjUWTr+oCdcYzTWUeAQfMZAYfgnYEwcpmSIEAZHClQERCFOym7Clec1pz6BGSOWUYlIJvD2coOKcj3cQEEuMx3/SYrp2RJAWcvI+cwPDs1yq6dCiQOlGYsGmjK6hk2vgnd/gIT5dgTQ2e8FMeYPQOaeZRYIAQOgLB/42TEwOKqSyAJKAGR48Gjq0EOyDr4sC7lBxzv5iZb6+BBwV+BBXjxZH3OE189q+kMHc4XD+jQtTl02hr0LJgwPnyg5Zl8lIDvmxydMHpBGEC8A4RrSo5OBg1AnCWwAj3AASMQATfgmMsOBFlt+gRdV++CO5vhZAG2U5bs2lUZXQK6jB7wJH6cvaQOTbboyl1g8I5vgZ9dqc1zW0IfZEDe5GKv3pMpnZM32RmjsBWy45DJnxMld+PUsEOentUKmnThWU03E2j3NOwZJvFAxwI9nXk3x2k6HMId2gJuAdWaAil70aegAc/mR8c65ksKSh7UxujTrp99sQMnd3S04Vlt72r8WpcMyKQ5arZTHzoSbP6ATUj8BVuBWGDI4dmLOfBElq6K4VwyjL4TpCAGkwKOGzF6h2d6Zzfe+Q+4Zxd8D5sUbDnkbEoQ4o/YIecuSPBbnD27YstOZHyJNuMFIfZsnrGSVn2SQ3iWSAjofAA7wi/c4JmteHZYgHH7EfAlNPrYx2BtP32xO3ITNNgeGuTsnWzMZyf0TN7V9MwGzLU+2uQqCLutJLv8GD7R1ddvYfhf7ZIO8iUHfxVQ8Gb75uujM35Oog+fEiByFoTJKZkJuHDtKp5fID/PTvYwn0yNkTDxE2yEzyhQd5tCd2RN9sbzQcbSocRfzOEbHBz4ezFAUPfO5nxeEEP4EOtK8oxz6+hgqJCROMRXCd5sli/jq8iCbdgDuyRfhSwkZPRHNuRPt/RM1t7pge9l3/QVNvgCuL79uQZ1IK4ArEwcULWVeTMgi2GkUwJjwowxxgdGbRwC4AICJ+/agnBsngMmdMoALqCTcTsBEpR+yQCgO30ZI6skYBm+oC9jdIIHCsFSxglIwGue05iaIimNIVCSJAAvjA6oOXhCBQgCT9iAQwn67EUfhQEbxwNMAMjZy8TUFGiOuWSBlnmM3SkCCCgUqJzIAY3Dcv3uxMlpOX2QZYq3Nh7MAVS08aDfc0Fdf7zig0PHA33RGwdsrHfr0h2daqcvvHLg6JjHGaCXU1Cba7y960OXI6cjzhKogBqQyBt4gA5g3LAABPABHZBynvRA38DGTpwA6Ilu2IdMW4LGOQCxeUBkLW0Fc8mgYg1XsJyRK15B3HxOnzPiaCWFArmg72ZAYodev+olJzJWyIicFc6NrLSTE3nQr3f98GK8Qi7eyZWu6I5O1PAiaKLhmSwLtudcffSvrSBqjuTauznWgVm64BCspY2erKF91jxO9fjCS2P0a/OdXIk3bRIFdiGYo4+2oq39eMenP9bXzsbwzW6UfAU5eSdHTpV/IHsOnM1I4vgNJ1s3W+jik4OkL9fDfAXZo1Vy6TQumEvwJQeCErz5IaVk060AW+O4vbNRQYc9KmyKbbFjPojtsU+OnI2xLQeNkgAneXZtroDl5ohfwj874o/4JnV2wm/AJvwInNr5FDbEl6jJxr74BXphP/BIfnwLmxi72et1wRw9NuuZzM1nH+EaHe3GkRc9khOs4Yf9oe/Th2BNxgK4Q5bPXfAER7Didw8+b9gnn4VfusGjQObgRJbkI0Dy+eRD/gXnPm0I0k7pXcuXqAvu5C5ZMod9qPWzE7QEUzGidrXbFMFXO32ML/rs8xlL53yRWEC/+tFgBxK4DiT2JXETIxwQ3RDyXeKIfeGNDbltlCTyTxI8tsw/lOikQzVMkA+dkzXdihf0TW/aYI6+1LB1+3MN6hQT0DgKQZ0zyGnkGBhTYy3O4AQgxgR8OTvjPDsdERwHTSgyJ0HZFYtTNOEBCuEIeoKDsRwzY+CUnagA37dbtLQJgoyN4yYYwGGcgM2BM0C0BHvvnDllaZOJMmjXLoyaIgheJkXAFCDgAhBQMnbv6AOh/Qri3vXbJ2dCUeQAuOihxbEBEgeFF8ozRjHGScJVjr1KXBgWIDUPWCgYTxU0zFXwRkfaPNMH8FrbXHPoS7924GZ02sz3nh4LHhxo4+3Xuz3mFMiPA+IYyF5hoD4xCMYCrZO2gM7gJWN0TYcFdUAGUKC1dwFXYseJCrYcMVrmoOPZWE6UvQA50KMPpJyukzzb8jcGXNFKkIBS7SZEm+tXtZOehI+dOJ1LBAGVk8rx/VIOQEkvZEHX7ICc2QnZqPVrFww9ky9Zkq2ao6VP7wKx+eRId+YJjumJjuBIm8BKl0CvXx8a1jEPPgVStLxb1xj99Iu+MQKCZ0WfNvx4bi57UtCvzzz08a/Ek+TeOHOth55+PGr3rk8hD/x7xp9agu2Ti5MRp8jZCpquRvkBtlOiC0P8CcxKyiS/sOt2SwIvkEryYdtnFrZLx5y8oMFuJA0cuADABgUbNiXJ5JjZnzlshF1qF4D4HbxJAtBgiwobRksbuxUU+QX2wUfAIz7GV+z/MQF/8CO4khH8GE8n+QZ4Ii+nYHaDBluYoL7/bCz5waJ289Bio3BvrvdsyBh2Tf7GshF+hl8kV+tbk++yd4mvNf0NE/TcMpI33vHAV7oBISt+zT7twx60kRu5CKL0yd8LjvybxEmf4EzmTu5qOlI8G0M3imfBVHu3d3RGL3TAD6CFNn8gcaMvOpFYwDWdC978hDiizXx84o2uHe7EBHan320uGfFdbFOtj+/Bl3UlDXwa3vg8CRrZkCNMkSE/Qm7VZESn9OBZO73QFVzkB947qAO+whgCr8xccLeYxRmRxQGeY2M0AIxBYzge4Gew6AC0zE0wBwagcGUhe+OIGRRBcMZO7QDOMACckBmB7+iuTM3X5qrEtRqjM57zZ5SMmeA4SUYmIxJkGCt+8KG/cfoZJ6FrN0afvWSgQBBAtJHBBPa9jjWPHIwx31oV8iCDoXH8k4HmoINPpwmykelzOE6qjNJphBwEXQrnIAvglD5r7o8Q9XH21qIb8mdU2u0HH+Z6pw86Mx8fs5e9/tEG1GTCAaCnmMv47B89fBljvHb8tVd9kh9y57A4OCcqdDnfsn8BFCgBwbWbqywnMrc0wCn5AibXYzJuQDSm7N1JSmLHhlydswcAZlfGOu0DuIQROI33LnlCxxUpYEsk2Z93YzgApzGO1P7sfUD6+ofZo/15JztY4VCNIW+yYUsKGdMFGvTcOz3RH7CTsefR2X7GYheCpTYyhTel5/CGJh3gAUaNR08Apn+YhGF96MGrtdTGmMdxFJy9sw3rWMMYV/vmq/t+bg6MG2+M+W4M0I0eOViTXeBBu2dyYQeeFTzrd5qez2ovXo598Al8hEAO7xy0E5PE3m2X/c4t2gAAIABJREFUb+USeUHbZxJYgTE/UhLUJWtkIKAKTpw7m2IfTnHwVUBhT54LHpw0+3GTKAl0ImUPAocTJRr8kBM8x86GBQtByek0f8C3wIb9kke+h/2wFT6CDNiOZ7oMryUE2RNacKgdpgoG6JMtXIZHfehmd9anz3Dsme2wW22CtARYYCJX+reG+ZIkOnCDZRz7was94Jv+rCcJFgzpwukd9gU0cuz0Tb4CKLlJgshLoOb3+ABtdKGdDgrUxtAdORurv+COdt/gYVziZg16cYqnJ5hmS/yNxFFQ7rMrntBmY37L0yHC6VugF48keA4oZCDeuD1ii/ySU75x7JPfsA+21sGNDOlMXCCr0/7pDK7pgMz1wxQM06maj7j9uZ7UEVEsBqiegdO7E4XFMcMw9FFyhqUPQCmbohlOjgeDnLuMzaZ9ZyVAv4Z3ipLtCW4cqzZGIdPruwZhyoDLvvzVJZk68DIkp1vAcwIHZAarnfExUN+zGL1nwdcYxu6ErR7wrUM2d4LXfgsEQHTMs0dAsy81R0Jxxk9w/PFpaBlvjDY1R02h+JDtCSICHRnIYDkVRmt/jATABEC84Zs81Z3SGADF0wM+rG8P3smaDrxbG8DRQcN8zk67ccaMI9kTgXn2T4/m2Qfe6RmN9I8Xhmp+utZPRtbwbO/kEy/Gcnj6OAZ9ArGEzScUztq+nLC6NnPdxQnLrjlMQRxIycrJHQ+CspsfSQA7cGKjXzbDJlyFGitwsDt/XZLc1ZyOf+uATjg0CYAkQUJJrsoAcRM9AERb0kLvZGUMGWQD9k+m2siD/Lwr5K4mT+10oIYluhMktYUtQVbQpIsTi3RoLFrswJh53nY0jBFo4de6eI8W50HHaKBrnHc4N16bYlzrCurmO5WzA7oy1jrGCP76a8NzfKmNGfzs7RR+zMU32UmUBC/JO8cpmJCfmr75DZ/VBA2JvAAvmJtjrrEwD+OKpEyiwCb4FYGXo3f65/gFkU53BWh2B49uhFw744XdsE8JtzndLuEJLXMFBsGG85cMFPjCCTulE/aCXxiw/27+tMODPnZjPPx7VmBHPzzCFdkbwwYbQ4Zswftgfg84nhV2zNasi1Y2QQfWd1soOLstc/tJ7gK1AKZ2++WGxGmdrOOxH/+5TSEL/suhS9AjHz5fYJYQKQKvQn4CpgAtqS+pMqbAra+iTdDX399lJ3c6tKY10HDihmGBWbJiP25uHBbwVfJgrOTOviT3fIEDpNgikZMksBk+GU02x6f49MA/55fs2RiJBN7wIymV1NA5fdGJOEJfZEf2+Qm+IB9JrzCvjS7F4Nufa1AH7hyBGuiBNMACJoC2KGOJOc85LM8MGvOeGZLa1SpBCWJOpATJYTMghuZkpo0AZeKCumyLkLwzEMbA2ZtT5k7Y6BC0hICREqh/vMXVKoAzQgImXHUCZuz24H3a1vg5BuCkkNo5JeMVfWjhmwIBj3OxT4or2JKDcd4BgnNiUByI2j+4wmFwJozUswSGkyc/63ACZAvUantT8IYXwdIz/ujGXEZhTXMZC9CjNzcpm92jAej2bx/2iQ4a5pmjaGN49oa2fRqLN2Otr9++6docdQ7bODInC2PU5ptrnPXxqhY0yQhQ6VRW7V3wlcRxHq6/nLrZCQDL6oGKfXCq1iJDpzQZtlsgiSM7Yh8cNocKvBx2V43mSBZl9rJtsiUfcsMf3umZPu1RP7nZz+x/7UKbvSR3ckCHfhSB0b61kal+cvUO1ObCmnZOl57gET3t0coJCMbWp3PBuRp20TUO39rRInc4RhN97+gar+RY0G0cHyCx52j0G6efPZlbsV57lxR4t277YwvWJNPh6fntfBqT6DpF8QEcrUBCX7AOJxyva2BYFmwlhIIMPdIFmeOH7n0G4xPo0WnL5xt+g99hKwIz54uuPgFAYUsSQDbkkCHxc1plOzlvfovtceCdBiUJvUswJeww8/AH+0PZwaNvqv95NXzyMfiFH0GcbMbX/Pg0bezKHLSyQbbH7pqnz97J11zjyTV5syH0+Q7tZOXdM4ybzwbZCDy4eiZbAZ7PZGvokzl/CyMSZbqS/MAPv+sGTBJNZ5JkYyTssEruTtWCOFkJwAI0+QvQgjp9OImr9fVMrt7NV4z/1QcfzFy+Uj+6gjW6ArDkXQLIPvBNt8agyQ7Qk4AJ8vTJx7iVEVMkhvZgrJN3fpkPYYMlhfRMBoI/ezWuRJFd8E2wRq/kTbd0R94KDNAXf0C+9KsdttixAlO3P9egztkogIyooO4ZgPvxjDYgVTgDRsNBAXAg9s54MKkfw4yM8ch8OWYO2zUoI3E6d3Um82YEDItR+UEcMOn3vRzACdvVqpMVkMswfYf3ww7K8Z1NG6PlmGVpwGU+PgAqUDH0gIBfBoxPfGunBHQCgPFAA4yeKQvAtBlvHOVxsADpOUCpOQgnSlc1khvfcfu7tDJetxmMoV9fNxc/HCW6ZAuMDAav2q1lbwxi9rP/oAzZm4Mv8xiJfdKDsepopzOBixyM1WcP5gsA1vAc2O0bPXZgHe+KMa2LH/PspeAXv+gbR4actZMKA5fMAQgAeQZENzpswsncdRlwy7R9zuGEyM91GOfC2ZjLHozVTqbsRvbuGk4gZ38AyEm7AeCcOABJBJvJWeKTrLzbD0DiW7EX/XRCduRhv9phBI7owRj4gCV6UzhSQZgu9JtnDN2Sv0CanowlW7Vx1sMH+tbhHIw1zxrmqtGjHwGZjo219gT0fQ7frtm7ahe8z1JQh3808w3GTCLx/HbGo00u5GUNffZjXXalxje/Yi9wxAc4VbsChXE+gC5K6DhguHCFnT16FnTd7LA3mOQ/FIkbn0HvgrbTngAguAgCnD8/ojhESCjYhDWdTF01u/XLNtkKG2QnHL7Azz7RQ8uzACWxVLuil1TgS+FHHDQediLR33/nXR+7os/wSF50bQwe0jecsL/8lprNsS/6hzHyMd5a6JmjnT2zTe3owzDefMLgJ/VZS0KELjpoo8VfsiFyIR9BzGcOiRe/LRE3zzjr0Y1DGCw5YQuo5J+sSqoE1/6aW0GbrgR278adRfBXzKMPsUEQh2HJAqzzEWIM+ePV4UCfsWo6dFNgDtuwF8Ecv24C3RJJBNjhfDL+9LdzEpco8BHWU9sbP84HiWdo48nBTJvTu/luBSWJ+CEneuUb1HRCvnBL/3TDn9MPbMDS7c81qAOqIvsGdA6CM9Dm2eIAzZEU0C3sHWC1AfE4oM0EcyQ24ZkxCWQcrywamAAQqAVjwuNsOW/XQJy6DFpGzoA4ZgrxS0yOXKD0wzg0ZfkcggzNOk7qfkzHYIGHcWtneJyAAiR4J1zPBGu8fXk3j3EDiHd1QYki0AAOdPUBBJBaw7N9U5TMWjsH4UpQImJd/UBAdvp9V/b9R4AHajTIDeDGGI5ftloXbaDW510x1h7QBHZr1GcP9qq0T7U17JmztS9tw19JzX6btw4ZGYM+A7S+Qu/moIW+Z+tZG21jtUdDH50oxjBy8gYa4Jb9+gEKW+BM3brokxC56eDs54Tw93cnBKAGZLYiQ+awBX0ZNTtzvSa4C9pO8P6usVOYdkmhvrJ31/j2aQ/4pVt7JG+80pX945187cv+9JtH32SkTYEjwYw+BDY4QUcfuanRs57EGtbUcEgnCrrmTyDf63V4NNa42r1bS1BFA03zvavto4TA2MYJ3K7Z1QV4zwr8lxCgYT16niC9P+4zxr7iQ5994VnwZ5fZiblkBfNu8Nye+AGj38YIELDu1ETnEnUnZ3LGd8m6H7+aD5905BOO5B2GJIGcLmcr6HoWxNWCb8FDsHGq42t8fpFgdLoa7D+9Gf/C3nyW4VOcRAUGQUrQYKfoCBhuiwognLrrWsEOltmEYMnu8Ytve1LoiH7ZGbthG+HJPHOSGTkaZ7yx9Ecu6LBLtuhZ7R32wrgaXbX+frdirwVv/ohdSLLpiw7xgCfzFOvqi2/+jj7xSY+w51YEVskWzsiJ3CVWdCFgu6kUqMnSyVgwlwjoK9BrP4v5Aj89KgIpvQq44gi8S6yMk9w7SDkg0qGTtVM2HytOSN7oHO7psOt2Nf4lafrMkyTyOeiIM8Zb0wneeGuyC8/2177s2Y0z+8zn8evkxQ7gQzudaqNn8oez259rUA/AHBBgAqmA7pnhACwnMgB/fvfXbDDBuDgkJSNgCDGYw6J4WRCFy5IUAqIETlVwltkApNO6U5UgLrADuMwQoIDGdzLjCUftqofh+PaKPjChAfiM09onoBg9h6yNgU5mukBDkwEDD+B5NoYx26s9mosmIFAC5RSU1PpSoPXR55iAyBWvhEQ7JyGAC/acCwP0PSoDIDtrShoCE14K3Hi1luSCEyXzgGd9+1SAzz7wSk+ADdTatRmLpvXMR0exT7V2xmeO8eaZw2GgzyA5EO3otM44qb3JMM548sMvmeV4hte9XfHNCsgleK70OHZX7/bt2xgbIR8ndN/MOP1JAvffImADxgCd+YqrQ/Kd76Mffjx2KKjTB8CzS1k7J+QWSVDhKMlCnQO1BzaRQ8OTfbR3ciID+yYDc+kFSM2BHQGR/GEKngrU8EU32vSjZQx5mo+ePu1oKIBvvnlq46xBZ2hoa4146ROMMdrQEHQFdDdy6FoX9ms3h1+wL4UezTeWf8A7vrTb7wT2tUfj2w9945W88OZkDdOwCweSdAHG+uQKN4IM24U1euEHnHw4ZAkcLEkEBHTPMC/54yc4ZQGAY3WS4qgFeQ5fYSOCDky6fvYpzZrs3vp07eTnmlZiaW2HENexTmucNf8keEgKfJOVSApgHLuAwx/BNwwLjmiSnUBPHp616WNvMK14pnv2ZJxnNTtih949m0+eMGQevs1hL2igbZ52eqEjujKevCTG5MlOsl3j2REa1ggDaCjs3li+h7+DDzUdCnIFNxilO2MdvGCRXujDGEmX4Nd3dKdwAVy/Qkf6tOkzVsDXps8YfZ34tfkve41xaJSIOX37fCeYszW+AN7pkq9lE+ZLIhwinLQ7UAjkDgHijfn07J1ejWFbbKAEQ5v9OYhKNAR474I/X0UO5FkcoQe6hIWwCD90pNz+XIM6JSqALcNnLAgDPcBrC+iY0M+JADbwB2btmGcYDEUBZEp3bUPpBC6zEdgJSgDmvAlaMAcQJ3bZLgG5HgE6yvAu+Plug555AoBkwAkMiAR56wgCwMOwGT5g4Y1QORsCDSRABdD4Z/BqRm08482YzTNWYDpP0+jbp7na0bJnawjgnJL92assEdAFsH7owTgYgn1ZGxjQJFd8oGNte9EX6BmG8XSCR3JXck6Arp9jpU+AVPBqnP0bEzhzzo1T0yEeGJ455MepcBKeravWpx0v6OLRuvj1jv9so3WM1a+PjFyDCuocDSfu9Ebe+HPlKhAY77aDo3XS8znGjytd07IFV7eCtatV9uWk7iTOgbEpNtIpXhCXeXPU2iWarvFgwV7wb29swH7woR3/7F+bfvuqaDdPTUbqgja6MEWmtRlDdvSjHZ7Ii+7JR5saHXrTbl21ZFytHT1zPdMXPuEzOp4FaP2eYdra6or5gqogbqwC/3PbsPzwA2iYay/68IZ/NqJGn4zMR89+tJvj2XjJOpk7OQmevkcLsBwg/QoEMA8rsA0bgjb9wD0/4YaGnulfQkff7MfJWZImAKgVQR7e4ExhDw4AbAhd/oS945sunTrhlc34lGcsP+T0xk8JFhJFSaVg3+dFNsy/uapnT3hyImRDdFIQT+ewDUPsOlvzTsdwbBwd4kvBo+SHDLNFcz0bj3fv1rMWndBXtqxfO1oj2xcvZ7y57Iy/oDP95qJrjjo/ZKz18ej2hA7J034FVzK1nnXwwR4lYWRsTZ9OyK5TugBpXif0grkALZgr/UiucYK6631zJWv+8RpBlO7FD0mEwO1wyH7oSPIuWBsvAZAUsAmB1w2yuFEQ55+dzumyA6YkwDr4MUeygZYkjn3hyY2NGKdfOzoSxnxk8QUeyBRuPSdvGPF++3MN6sCsACMnohTIAVOfWhsmKD9jYQCcModFedO3/zIZ42KQsnAAIVgGTrCyNc7ViQmAgQbIOVrZsczJs34nelmX7DoAMybg5pApi0OnFN8xfCNxAhDIFdm3mhEKEgKZNnVtjA+YBGyGbU8ApV8fMHlX987I7dm7MmP3vwgVAIBBsOKkBB3OQ5LCKfiUIJsDek7Hvnx7oXS08MABWgOIAyW+GEMOQPBnEAwBf95zENV0UvAFcHQBEw1zPaMJhK0nObE36+qzF+8ZHzmgo0+xFrvR75ksrGseW1HnXMy1P/zabzL0AydA4NydxuiUE8cfeQrWvoM5mbnhYVPk2i9XOQw25tQgAXAlJ+izP59t2JJvZuZxPMayEz+W0cb+/KgRP3hUZ+f2aD9qMkrmxgTYxtubfniiFxggK7WCjoBIHt5HRvtPenKW2syj68YCu4CqD204RB8NctcuKUfXHGP0oecdTiu1waygbB58q/1xBS9hqN0YZfjdfzinJB+feLMePuwT362PT/OM144/NqWNL3Cy5oT5BJjwfZ2efRoRUNmEz1aSNU5aG8fNgRqvT2Dl4Dl8Tt4zJ8vpcsr8BufdFbmAy27YhuDs2YmfbmGPX+Av2JVTGlzAppOeYMRu2KVbIUHAQcPNmzbYxjNbcqJ3+pvPPi9ezhqwoVhD6R1urQ3rbI+NsXs2xZ7YGDshXz6MDPXBEP7oIV9mnPkwr5/clXBoTfqxZ77JszX5ROMV66GnzzoToPemipzIB01/VbUA67QqqXHDYj/W5//mcLWJiz36TCIJELwL6J3UC+zqgno/qhOEC/jWFDj5ULoVLyToAio7YANsw4GPfdA93+LHdvr5XVfrY2N//sv4GnrzrrAbcyRx9OiE7lRvLW38CZ9hnDYJALtiC+zaoQM99kAW6Y9MFHqsjRzJHE49k/vtzzWoA5wC2ICOuMIIAJbzENj1AS6jsXAgfgT6dVgYG2fmCvL57ThQSiwbF7QJwAlKMJO5cayCG0HLiPwYBTAImPCAXmYnYMu8GDYgEZpgDvSydQLlvAX8OVHvD1IYFkPHG6O2hwJ4gmbYnhl3Rm2O8foInoGPkW+g7/RmHJ6MYfToAyjg+kxgn3j1Iz9Xyk6jAoqTu9sFzkMmS97moEfGaDEAhkHe+AcMwRCP1sOfZzI3lhMwFw3P+s2jC84Ab8aioVjDnntGC5jZgDZjzUFbu2IMOWhL/xy19bSrm1egEXiU6OARnYogzjG4FnV9B4x+/GTvsl23HexA7eTGDpzoOWVg8q6fM0bDSU/CiIYxbEMyoJ9zdi3vCt+6gr0yn2yOfxo2x2s/5EHebITMsguyrX0C3wZoeCED8hBI1dqMIU+YQpNe1XRDNmoyZnPmmXPWxpO5NrTU1ikRj94pb3YlqMOyvZC5Uzja5umzNl3lC6r5BfOyP3RLELQbx7bQ9UwW5pCLIiHQZv/2mRztc3D/0SeDdVembuMk826v+APO2RWn61qOnw8QCLQ5mXl38uZ0tXP2xqn5EcG9IO8a3g0hfUveJgj/4+u51fNjMFgmA8GUHbARQYsu2CobxLPPaQ4Z/Az/xPb8NqB/FEvyobA3CYrEgS/zPL8F2M82/A98TcBcTAuW8A2P2sMaWyNffNA52/Dsh6bkyZ7yX+bDjDlkTtf62QmfoA0Ne+M7+SeJMB8562f/+1c70bMWGmiiQ5/aJWUCLTnThcRau3574AO9wxGZ8pF8oITMqddchc4EW7Wi7QzwvQv0igBLx2Mv+71b7BDowzV7YkNsx1j69+4ULzCLF/RENz6lSAwkjBIDtmUOPs0XjySf9ifBo4vZyzffznz2J7CzB7QcWCVzTuoOIXRAP/xGPoGtwY1Ch3Rd/3sHdeBWAJWzAGxKB15ABnzA9KxQqk3lgBi6wnEoxjMCDHqWEQMTZ+zUJDsU1JzIZL/A5RrNGFlPvywkQGDheBkfBXICxgOeJMEPpChGnxO707BgWYaoBg5GxrAYGOPNaTJUQiVoYxg9oOGfUVqHIXtPKRwVmtqqjZ1gvBkvuuaSEaUKBG4X0NYOdNq8exZ0BCrfjNEhO+DDr9o7/gK59/jBO/lrw1MGhE7PeEZHoVf71I+mNjzZA37sd04M+x25vdsLvaOJRoECT4xyDHSDNvr6zWFL1mgM+/GOJ3IiB2vSK8dM/xym2xv84ckYehO4AVNgZkNuZsjM5xZzfC+XIAEVeUqg2IlfqsraOWp2gg7HzDbR6PrNWsmGTGEhsNkHGee0yN/+8O4Zr+Qz+9xfe4+tPL0ZGcCWfnIxBm26gxE1bMFZQdT6ZGoN8pYECJrGoEGO5hZwtaOrzXj9Ss/oo+0dTetrQ0ub9czlCwR6dNG0pmel9dAxxljz8dYe8KDNeDQ927f9k2V4wxsbpIv5MeO//j3fQt3McayCBEfvhOVEJpDTvZoTdZLikDlbwYUDdh2qmGe+Z3MV/U5dbnCcUgUz31rd2vBL+BZ46NI3Z8Gar8Ivvu2lwCeZ5JfwKmjzU4rPRII5O3Sag2unNid6/Eoq7RkdNj3P+4/S8AP9FTc2Rp4wyb7CmHls0Dx2mh/Rhh6ssrnB7P61OH14p3PP9ukg5TCBHzLgV/kA/fYPB9ZQo4cHQSyMe4YZgdeP3mDWvmHAPP14w+9gaj8p8oVk5/bENbb5fTenM4G0YF4Ab4xaW++SguZK7NAUuMUKuhOMJXb61CWCTvBO0fxEv4vwKcd4YwVwfkhiaax9iilsgj7szb7oiFwkauRHv/0AMB4lGnyQcQp/R770A0t04lnshUX9dHX7cz2p90M54FOAVW0hwK8AsvYCvhpwbQ5gFQwxDHPQwSSnC3yCumzW6dSp1CmK0QvMhDpX7p99Pv+QiGDpmsZpy1UqgXLivm8RitMXp00xAO0634ne6V32OkFgs0T8FbBkooxOP1BktIyRcBmiZ/2U1zh96PQuKKFDUeaoyUM/cBgPDNblKKyDLhqtGyAFSUbCuXQNaD7ZAbZ+61mD8wVwz2gqnsmEzBTjrW0OfWRInjlS+sGjduOsbT107Fltrr2o0bam/XEI5qGDHnvQxzgV/AJ+Y9BnvOpHwNtvdfGpzxp0DHicsdsc+sVX6/suhz/JIFviODmlkkTyYwO+gTmNCdg+dwCkK0G2IbBzZvqdVJy62KNrX7ZEP+ST87K2ExU5kL0+esO7QqcKGdizYp/eC5Sw4Dk8kRmZGCNg6ves3zs5e4cnGCJrcu1KHObCXnRh03U5WRpPT2q00fWMZrX1jdFf0BbABWl/XME31zP69I1WxXrGRMsYfd7JSV2wJ0+82TudqsnJXtgiXUnKBEC3bpwqJ6s4ffley2lK+jleJze24iAgYOYDnLR8knMVawy/wK+wJ3ScnvggtmQ9V+n8S8k/GcG1w4bgIEizaxghczzbh9OaAMy22KB3f3MCLTQFfL6LnboBckoXQJwQ+TV+ga3xR+SRb+ldG/uCRTx55jc8a2Nn7BBvfADdmNsYfsA4cqdX9NsbWk7LTucOGm5RJVV+w8LO0T7tmu3VZh36gh26EFTJlS83x2HAusYoeNSuTc03uyVJh3TUydxzp3XPCvoCuQSgAF5wN1bSJhEooHt2ypYIoiv5K0h3AyzW0K3A7maPXUkGjGdT+t30SXwkIezBPujMuz2wB7LWzk/SF1tgZ/hkv/jDC//CZoxjP2QpgJM1nJBvtgWfdHb7cw3qwKkAJLABKuKcSg6IYWjDDMU2hlNhLMZyEt49Y5gSbVbt6tl1KiNnTBTripUz7cqCQAiGccr6FKBigAyuX7wK7uhRCpAAqkwcPVmTNSki0CR87ZTBwBRg8E7Q9sSB124uGvZEIdq9o6U217P203DbN1raFWMYeAHYNR8DoVx93q0BGJwCeVE2GviicGOtp81YY7ShCcD67ANgAd08vBhLh81pj0NvM0Y0jLVn/eTUPujT+uSQfhkdQ8S7tbRHly2wE/2curH68aP0jk88qOMbPYACCoGdozGHrPDUGvikNxmwTFow7rTBnlyD+fGOkxKHy9bYheDvB1YCumsxJzdjnNh8YwNwdK0V0ADRM1492y9Z5nzxbM+NtxfzyYDcjCUHOkgvxnczBkf6jIUtY8iI/OFIm3f9BVPBU3sBFP2w2lhyM07QRJ8O8Kb2fuJXsmBswd17a6v5BsHZczpFQxu/YK511e3HOvmFeJKQoUEm5GVM+2Rn7Bi2+AAn9U7lArXrXQGeo/QsWAsmnLHrdU5dYJe0OQlK5gR8N3g+9XGuPu241WM3/IprWqcwPsnVOtmTq2cB2e0OB87u7EXNBhR8w61grrBjAVIyIGjbg6ShE7zDiFsCPEtgyCIfgq53vsI66MO/mqzQZmdqcoJ19qgPv+Mr9lZNn31oMz4cozt7OP5Rm9bnX/leWEHXHHrmszzjg/2RBbnBjPGCrf248ZI0W1PBq+AuGc6XwazDDdz4UaFAC+cCtNINC5qCa8Fdn2/q2gvq+koGBHHvgrgAzm+ovUsc2Ixn67EbdiDpczPMvtiOtdmP5MvtcJ9i8Cxxox+ycOigY/2K20EB277007s45VOrQ6wkwmlfckAO8KfACEyESTLTH9bp6fbnGtSBOUBTZk6CY/IcUAESM4yJ4Xiv9kzxjI4xeQ7AnBxjYOROUYDlewbQ9SMZQvUNBFAIReAmICABEMLmuGXxnDagAyyHLivnlI2XSQGIzLugysAEBu9qymLQCdM7oeJTmz6Fk9FGqdoZqeBgLDkweLQZqvEAwSlp807RggRQoKPu1E653hVAJFNg5wTwg471zbeefrKNH2PImWHos7Z3z/ia+ftXXPThX7u18IUOvtEnl/oBksNlYGihqdCz9dHVz6GzDe10LYgwRmupzc+Ic+rW16Y2Di/WNV6bPQm6slyAczrzGwr2lz6Mw7t3tdO3b2QCMiAJ2JwMG9LLDVksAAAgAElEQVTuhKSP86Y7fDqp+UEPh8TOANN1vhML+7CGPbJfPNKRfdKDdzLKXvBu//RgfDgoUNu7NuumQ8FPQNZmnNO4NT3DIdmlA2PCFToFQtg0Vlv4NFZ7NqHds6IdL4K89RU69K7Gj/GSjYKzgI0n79rxaU3t5ngvIUDHfAVP1jptQbs2JXmhgTeyZWPazSELWJak8xl8BIxzzJy0q9V+kS65dyjgqP063W9p2Ci90C3/wCZcD0vk2Iardg6abfEpfAbbhgvz4FyfW0S6ZqPZKz7ZA/vDpz42wUdkH54VfPBF6PEJkkuB0ykQ5iQD46tefTe2wP7RQ9/cbBx96ysluHRtrDFoWC9s4Qsv4cpabM8c8heYBDU3XsZIav2Owem7vy6IBpp4oTu3rQKUAEkHdCGxIie80qF17NM88+GzRM07/vkcSZekTZDuRC54C9Dne/36ehbw+Qfvgrkg7t1pWzxxG8Jv6HeTYB1BG79+1CZ2iDUCv1M5GmyD38Wf+CN5YQtug+mu34LZq4TQLYx4Ru50ppABmdMPm6YzfsWtIPtKJ+wJ1ujBGPYEm/BOhmrzb3+uQT0wctJAbBELAy2gWUw7MHsHcCBgKPpyGpyRcRhjcBg2JuNTy+icSDlZJ2ynccqQ1ciUGBXgqV3Rc7ZAywn3y1MZtu+iru05cspx5UUZKcbaBVeKKYgFNsGMMrQDg3n6curec97aKQw9gSFgm08xDN88NNEzF9gYuXc3DPrJwlroOA2gixZDNxaonBDQs3aB0RroMAyFHIGR4RnrXb9nxRrW0qbQD3oMD2/A7bn10fQe6AvW7CBHix4+OOz4YJjJyVztajZhPDswRrFPxZp4N8b+PJOV9c2hUyDmOCRqnLLETpKWnuzJfsi7PXAexnFQ7Etx0lKcxJzgBHo6szY75GA5Nid4zl3gkHSRp4In45Nl4LPn2uw5IOILLmBAv/H2B18wQ5boGhO+yNO+yMgc7/gTSNEhI/ow157RVMy3LpnqFyC10zWcWrN5aNOLgg9z9eNDMDbHOtZAB118GIeHrv0FdP1oWMMYa6JvvvElC2hbz/7Ra49kp1jLfo1Dx1i69Myu9cUHbMA+HTodoWWsdT2XnJJPmESD/nyiMY8N+DxD3wK/wh74Gn99DW7InQ4lFE5ieEMje9eHLn6s33q90wWcG6fGi/0bq03AgCEBwf74K/TRsQfPaMEDezeX30GXzOwVTWPQQ0uBA+OsYxx+zSE/NOwtPvTxrfytg5Hgzp/6JlxybO8SH5+yyMhe/NJfAHTadZgSgCXB7Nm6Z2Jhbetosyc8Fdy1kaFAKoBLEpSuvq3RVTs/oN0p3Vh91lW0C+iKk7wTuAOfmxu+Q6D3LHgb7yZX4PdsrG/d+twMSrbI1KdPfsF+FX/TRpxx68dO9NtPexm9778QZ0/atdGtmmzIwrs+vkVN3/rgJZ3CA6yxaZi6/bkGdUBVhuj+RxE5BYHd4hgDXGM4iwCrz7N+zOhTMzKKZUyMKwAySuABMFmMH7YJyq5BGBfhuYL2rVOmPH+14De/G4XJFBWB3IlOMuBE53pN5i1QWhcoFCAiPG2eBXdKYeSEriZ0/Gs3B38Mj+AV/QTfO1rm2S9gmafWrkYjQ2fsAJfTQburGs+KMWjZq6tkJ0/roZezs17rc8D1Z1T4Bxz7szZ6+EKbztpDjgA9iQZetaFtXo4a/RwqY6Mv645jWEfiWR8dG59D5GTQjCftbAI9z+ap2ZF53u2VLPApuPprJ0DohEb/vokCFruQVFnTeMAzR2Fz1rB3fWq82BsH6bbHCYEu8OaqzCnQ5xtJo2yekyND8/Bof/hjD9awrj5ytZaSs22P2uhNLWCSKQzpb++ddukGL+QggJCJsebqU+DG3GjqNw4/5pirD03txrsuF4hhGA+KtckELfuyrnXQ0y9QVxvjWYCGb33a0iWHY734R8+zOfxI+7W+PvPCHfmRo/XxYw9sjxzxiH8Okr0ZYy574gzxq41+0fOsNo88pm9/MY4u+oK3W0FXxk7yEjk/yNTuh5j8DfswNls2l92ghzf74D/Ym3fjrJv9Wht/knX8m4dvxf61G8vOFXtjQ2jYd7i0pnUEFnIKc8YYq8Bu9mJNbXCsTY1H49FXtOPBOHukI/LlQwU2CY+/hSSAS3x8axbIBEg/RPPJAg6dbp12zRGE/SDM7SldkF8+hCw8hxU8kpk9Wh9/fKL10RGoBWVBW4BGV8D+9f5uwom7U7qADKf6BXzzzFcK5ngUT/RLQLwL4gK4RAZdAd/aYojkRdzAJ97YkmTLaZxf8O9csB2fjh0YjLFn/8wuXdCtufacbyHz8DrB/hefNeklDNCNYl004M1vWG5/rkGdohVgBEoA5iAs0DPQUg5DZbj6tDF4INDGsVIcR4ZJm2OYwEgQjE1h2K7LCIkhETjBy94A0BWHbJGhCdgMoL8eYAzDojDK8w2VAlxlESoBVxhYRs+QPJdRESA+CmwBjcCN0ccQ0bCX3jNW7YKqtchlnP1+b0e7LJURGIumEn3PeDLOfmXMfkVrrj7rkCV5W4OjIDsytZa96DMOfX341JeetMU/HVjbeowxfvHgmf6MzxGRB2NTa7N/PFgPLXyg7ZkBp2/8B2B9bIMtmeuZvaBhTnu0PvvQ79QkcQNgQZYzAUZBnt6d3CWCThvWsQba5Exe2vDGFhU8Wsce8EYGgMih+wbrig7IJZUcPPmgZ9/kgb55aCdj9MnQu+f2CSuDhT2lTvveVNgvOcAYucKPd+uQibkl1p7xi3+8GKdPIWdt0fYcDtWK8YKusdFuLeOtTy7G9nsaAbwgbh32gGd0vMM0nrW1F/PxqNamv5O6eWhrt6Z94occ1fhnU/ZJJ9q1NcazNnZOf2RtfPPV3hX7MR4d4+jGPIWDlii66XNq98t3PkdA8rce2I05xuIRr+ikf3IoKJEZO7VWusE/G2B35imeteM7PuzLfPTx7tk473wQniXaan7FGLV5xmnHR7LE16y5Sabx+sxBD5/sFp/0Yj9sgKzgTVLr8wTf6TAhcEt0+GSBs9Mx3yyIanPdDove1ebDC/nZj/UU79oVcvCOH/7ZHmDXtTjasFdQtybM84N0BvvW6iSPB0UCYF5FAPfsNzLoGg/XfZIT8PkTNwBO8Xyt7/oOCGQRr/yCYM0ufLZzU+wg4ZOxW0MJgr/t4CbHHJ8x7Jce+Giyt1+yIHd+nE7YhzY1PdGFfjpUzEm39KPt9uca1DkahdIBVGYOlByU9wnce8WWw5AE6OeAMIJZzBh7boBC9anRAginIYIVzFyZCs5OZE7dhO7XrLI/p1eKkl1xwBwxRROw4O87iBM6Y3EC7htVoCZ4giYw4EWTwXdip4iMMPBwEhSNhn3ppxj0KcNe0LAmZaJrjHlA7DkFD+j2FEzB+NDmNC479F3QdTujcZXVdxprj4NYwA4Qj1/BooEPa+aUgAZ9BpJD4lCMywnZlz5jh7cjCdGeHhtPx/SGpkK/dGv/xhfQyIeR5sCty07wl1w5FnsiIzwZbz665uFduzay5XR9L/V9jM45AEDlTBRB2A/p/A7DFaFrWc6CnnzDYhf+1TJAFax9nkHTc59u/HCJk5AsOMlbm4zwjC/2ar/x7J3NxzdbxzOdC3ynnOBnZLbXy4IdOZFLclWbTzZw5F0RQOmCvMnGeuRVgKafaJlnfbx51k43xsPxYHf//Qg8GBMO9Rln/XyAU4JgjAf99qHPM9495xfwiB66+ETXeGO1G+vdGnj0bH/mkw05sy/7tCdt+NfPxrITOvBMD2jpM8Y+taFDRmyaHWWj7I+tswGJIJyxGdeqTmgSWusZRwbostFsEWbtEW10jPOMZ3Zi7fhwujbfHvDqHX390SMD8/Fnv+Yr1rEu3LN946xhX/kv62kztj44MwctNPNF9IAP48gIDwr96WsO+ubyi/Di2SdAAVIgFGDVMOK2DE4cvtyoCnj4bN3kYX/4Qps+8IRnsrNXsvC3BHzDh2NroekzGXxKLGCYb9feadw4fAjYakFam1O6WtKPR4mHPgcD/kICgIYYIub4FwsFYzzhBd9k7IZEvPH7C76ELn3C8znQQdK3ep/n0HbI9L2dfsmYvrMNexd30hG9kgUbN4684CMM0hN9eK+wxdufa1AHQAXgGDFA967OMIAXQxQHDMZjijGYpw3TakWfsTZlkwTVu29kAhpFyqIJnRG57uHEXY0yNFm1X7nLnDhvhsWhE74gLkALkrInxklZsnO/WqQsAgNIwtU316trjBRBAXhWKIkDIHy8AgKjZJz6AM466KCraFMzEHM8M15zPAvw2gUafMkEBW97ByDXvzJlv9YlI0Zm/eZlePrQtQ9resc/2trwaY7xZJ/M8UEPxhpnHvoZGCOkE84Sv4DKqBiY/XPWavolR7Sigba5imdro8MetHEixrY+Op7J2vjsCm1tavO1m48XexWcyQzg/cgN+FyhyuZ9ggHe/5J2Z6u2HVUYx59KX8IGQYxExF4QscMLkajYXwkqIggiSuxREUNUvDIixHu9UDhHkifI8REiv5Hx3xTeFJINRXWj+UZTVXPONdfaFrWLQrULQxuGK2u54mmPO3xX8Ra+BepA916Hx2vyDDa+h8sC5D/+hItd+VsM0LZI+RFeuI1ZH+bxs8cacZiJibUULx+b4yuy+bvDEB96tOSSlWzjeIoDPHitWYe4cbLR8T9+fRcdcHRgi6t5fNVoFI/uHcj41Kdt+njQsUcxb28gm/7G+E5+wShPk6NPdpsYe7KJrdrib54d6OWCOTLlsnFxIZef8IgdXypiJzb2ABjkrgs7d1o+V3cokUe2dQG3OKK3j9DTXGuMXjrLdRjQW3t0kEMm7GR1I6API357B3xkyLf2DjLsDw4Xeu1TxshkOx6yizscbGqdoCOLH+SPcbQw0pUfyYQDHmNw85N8oNfNkzXjpskNlfVkj7JuHKb2a77BAwO95NHbvkhvc3TDzVbz9lvr2Vq0bn1Wb11bg7DZf611e74DtM/SHdwez+u7M3cH74LDIe9gdy44NxzgnuKaR2sPcJPYL1HCITdmr98npV5okxs+hrAvw+MlTRf/nhY7k+wTZPCJCwaP48W380MstPlV7MkXDzks7/mLn/hC4S+1daAtXuLBt/x3+7se6ha7YqHaaCxQggGyQCWJhQywsRY8IJJhNv59q9Xmw6gWF3p85DFO4jDQxuzuqB+TcfXDee7IbMg2a3dhrrAdfpxqMzYneF7qcKfvYK9wskOAQyXrBG7fROdgwXSVJhElmMUq+czpu3smU1L5TF+SuTjwWazD3JWb5HMV6Wt5xjzGMkauhKTXHaN5eFzR+cqIxzjGHEouWFw1+kjBj6Sg4RtJMTiP31PnKwkjBnDzKx1tLPwpEYzjVUseNGzTZyd68TKO3uYhicSqTcC4MfQSzrikSy+5ZIqxRDSuiK1ijB3acMkdi0h+2JgcHmLAHnbRhQe9Pqzx4kcLNxp5BFP2xcNnXmDhQxdGrrLFh4/52tMQ8XRRZbMWY3nBjg6f/Mkuem3UDlj202OD5Tu28BE88Jprw9Vmuzn26pNvnpwOQjT8aI3xh8IPaOnHRzYc4mBeDPTJxa/whzlry2FKBjpFm6/M00s2erJbq2qxV5tHaw+Aq7/ebCdDQUNO42wVD3tGsug9fQeL/YJubTrwabOJPHWyyRMbvkYnv8i0FtGVO/KCf1rH+NCKXbz8KV72BLKsUR/7eeQsBujh5m+y+FW89MsFsrRhotOcQi7+8LKHTHPyVk5Zj62Xod8L9rHrpZcnVuVY8/JZrlqfbIVHnw/IN58P8MBPj3n9sw0bXHIXLyz48YyP98kZOrj52IvLnpx2aHqRzA2XA91NVTqynd/se2wWH3bTZ1zb2qnNl9aeMXukt8rt3exB4+mG4nN+B7XP0uFQuiN3sNd3YMPq7txFhzl9FwCK88LFv3Vvr7b25YvH7vS7QPE0kD43Vj5Dd1HjgsOTBGeTw94+bcy3J5w9fSQMO3mK3GCvePJNOc7Pcp/fxKg92npCY84aMCfPFPG5/V0P9RYt4YRa6BaZDcIilOyUA4xGX1vCAK1tIQMjCcnAS4aEKfnI4AC1z07dhXu84XMuV86ujDjW4e4K0cEuSK6OXJUJmkfvrry85CDJ3KVLesnAqRJM0PQtZskKn8NZ8kgseCSRDUAt0cxJeMH2eb4DQiLA6atmDm66vCnpbttjHBclvoOIxtWeK1BXet6mViQUGld+xn0lwmEOv4sXjwPDzW8tSAvaAuMnvpYk5mCFv0XTJsdmbbFS87nNXs1G9pElVpKvBCOLXjxiJX54xFjC8Qk+8YyfLPr5ukPXpk4mnPIgfn6nkyybCho5Q1Ybjdo4HXBkr1jAAhN6/PCSB7ODXC7po6GbDPG2iOmUx+S3yNCSgx9Gc2zga/6Cg49bYLDmH3PwhJf98NLBTnP5rgMQLX5YyFIccHC2vujiM7zd7abXHH64jdEFJ338ZI3h0w8Hna1RfqEHTm16xYo+BzkZxo2RBbccUrpjV9OJxqN5sl1EwIrO0wFj5JFhHCZ6k28+3PwoB9lDt9hqm0ffxjj59+jxrCn08p8vtNmIHm15gp4sGPhN3osr39AjL8TWj9tYx3KCz+QDvGiN8XWxJk8xTr85fbpgwGvMmrC/8DM8ijE4YFS0zYedjHLRGNv0YXT4yHX7lzG2WIvNw8JncKJT65NjTaBTjMMbrT6a8pW/YXLIkoPOTYrHzR5924vdRLkztm/BUS7CC6uafTCRwW7+1OYT9HxPNn5z9is3PPj5lr/gwusOmW4/A+szdp+DKy4q3AA5WDvU3ek7E1x0aLuzd27gcz64oBdXezfZdNiL3ZF78uvizp7sBUr9Odj3/5E48O37nubZp/tNBHoc8HKo3GM/f3fWsIu9bNfmb3GwltBZf/xuXNt6ag1ZR3hvf9dD3UajWNQWgIVhsVIq8fUloYVqManRSVSGAKg2ZuMgx5gNUyJJHm00+PFxiu9rOvw8CrXYXLk5TL15KVi+OsGZro440+ervmfoe+4ep3qDXhKWUBJJggqgg9HjLElunFMlEowSCy4LRdtGAS9aC8ph7kUKd9YC6yAXZFdmkkJf7WB3oMPtrtAduaT0mMYThl7I8cRBMvrcXEK4wpxfq3rhL4NHYkt4OCWKhQInXPzGfy0UdpmHvQ1FsioSqE1P8kjoFh15Hf7FSzzElnz60UgyssgWS35qcxK7krfNAw8d8JGHHwa85siGSx8dfvLlk3l98ZPM5Iufeb7QxwMvGTAZp0cfH3z6eNAWy+JrXNtCyW7+RkeeIjf4Shv+sMIHp/k2nhYr3PBZHxY1DHyAB01ryRqit7UDiwXMLw5AOByYdKI1rpBNFt0wGEsOXzlQ6She5KMzR352m4eHXu0O8GTQqW39y4XWNv367DNWTQfdc1A/ee0HZ2Azxq/smLLrnF7z+SEfqemVW+b5Lx+qxVaO80/5RT791oQ8wUcX/6PTPu3lO+N46OMTL2G50D59y69oyTeODg/sxvAq8qP8Z8/M72HoAJNDcKOFzXqDjXx86GHs4NOnh73kiZPCPsW8dWbfcqFKJh10tdb16SOfrbCbSy/5/Mcu42KJRj+78bYXusmwH7vpcHPlcbY9y76cT+gsNnjFQqGTHcWOPnT2TeuW/+YJxH69C29P0FzAsNMNj0PZnbna4e6mzn7pJsm3YIy7yXMe9KjdR24+NnAT6GLE9+phIp+/6LVve8LrZUDnhhtJN5ReEsTjrtyb7t678WuW9mz54imyCx1+8bGvM6uLkmLHdnHI7/zL73zBz8bFXp6Jozy1fvGg1Tcv/nLu9nc91C1IZQS/8mTaFNt02lwkmL6kUIABQqAFywagL7EECz9DzKNlWItCW7C9Zeiw9GjaFRHnuWLyGbukEiQHukcrPjPxOMXdu4OdkwWEcyVESSWRLASHlGBykjGOQgODpJZkNhSOh9MiwuNRrZdo4HKlJ5G85empgM0AVrh9JOAlP4+rPOqVKOhc9UkcwfdZlKs8LwF6hOPCxHclJaYLB3r5S2KwQR8umOBpkfKheX5Da1HNwtoLJXQKPrbxLdvyefPGxEIthmKkTT4f6YuhscbFXZtsbf7UblMTa5jQ0ONqVJ98tEp5InlhIydM6onH3j3zgRhJfnLEjR1w02ssLOTAzGfwoKEPJjQWFNvoyA6yzKHFa4Olw1gbKx214Ug2GeTJE2uFrMZgZl/+U+ujcXiRSR+/tFaMK+zPVy6mHaD04FfTAYPSQUg+X5NpXt8aJl/hA/Pk4km+Nvno8Trk8fljUxg7tGEwTzcbumCAS8zJU8ijFw2Z5NCDvwMTTnlmT2FzGMwbg9EYn9FDvrEzrmSUj8a16eB/bToV9tNBn3ky7Qsuut25iYE5NczRkqHA014hN8ijW0FrTI0WDjko34zLp/wk9+ilHy051gCf8Skdaj7AQw78ZPKxQ0m+JdO8Prnk4LVXmHcRkW/x58fWmLWVffTSSQc79LXJdoPibtnjb4en/Y58Mh36Cp+60CWjC5r8kK/GF4s3zOxhg/3MGF5+s5/ZPz0Z8Ojcfu+lRnurjz3R4RU/e6jzwZ05jA52OB3+Hpv76FSMyfSNAsUNmIPazZY5upw1Prt3oHtRz02iPd7vpXgi7FG8lwK9g+HlPudC8bBvsI/f+EJesJtP+KocMa9tnv/RtBbRyXf8rZ1kve5D3WGtWLyuHijwuZkEkWAUu5KXJBaBsZKyKwyLWIIpGQGgRBV4C4hRDEHTQvIY1YHpCsnnoV5A8MKToAmez0sc4D738NICh3sU5LMxL0p57C14ZLsz52yO5XyLSd8c/ZLfVSPdEkmCc7okQ2uRSB536Q5pTxLcdUtyj3PcaXtk42LCxwZw+MjAwe3RjZdw0PXrV64aXZh4PCThjEsmV90uMCxC+PhJoC0qQW8BmbMg4RUD+GBV2KTwrX7+1G5hiyMbxYadFh15bRrime6J826s6PBJRPMlojGy4UwfPhj0FTLV9NA/B9j+X3i5ZSEkm51iBRu59M4mtVe3YWKn/FPjpYO/0inftMkgH77s5TM25Cv8XSGTwzfsw6ufjeTDYnzK/tAJejiNwUcX+/HRA8dszvuuAfrmrRnrzGFr3fAPGWhgQtfa07Ye//egham7bfrg6DN1vObJhIFc/jeub44fYSCXHHrp6ZF6+NSKiwzz9gP85JABH/nppIdddJPLVnP408/P8gIf3Ppka7Mle+R6c8kRYzHke/xyExYFrT459dG36bYmYJ71vnsQH5RDZPCFfYENeOVDesguP4sJeeJOBrn2GHkjrx1YxtGwmTyy7TP8QTZ/komOfAUdP6jJ4leHElr7BVnksAmNQgbfsJl8fTL03aGyAR35+OQsfLBrJ2fW4ZP/zH7qLtYTRnuyNRQNueSzFQ6yi42x9ls4yUdD7mBevDCy2b6twML/Dm97vIPV+w/2cDLt6/ZuNqJ1I2f/t7d6iuAA9rO1nuDan/kJj8ObLm3vRbFJ228V2L/dePlnQp4SG3OAu1t3yJNvn6YXBrrZzp/shUMMxdq8ms18g8ccG9HO/N5EGuNLOaDwixiQrS/OeG5/1zv1FAh6i9BiI9wCllxqgCW0YKG1uIBUzElgi9DCKkGARG8ecAYo+moO4HwBdWfsrXgHoM9GBM3jd052tejlOldWHov4fMUjGXfOkk5yuIJUc6KFQLaxnCowJQbbHCiwCRAZiqB50UpiuQsn3x25gDu4vbBHtwPalZyPASSIRzNwGXMx4krTnbmD3edBHvG4UGiBSEx62xjyieRWJCYf8jc7LB52qGG2ePhQUrT5sMkcn/ODvtgpaNIhbuiMz0LvselurnSQrZinQ+xsMBKXHDEPCxvoQs8mc/p4FLphQkdG/GJhA/c0hM/lgFyEjw9gVLvKtmjIJ4N88ozZpGzCcJmDCWY40NONjk61OXKNw8i//OAgyido4bbJm0erwEafww4PW2DNj2TDyyZrAB7rqMUaHVx04zVPD5tgwOuANaevbU2S1wGnDSN52mo+gB9e+tR8hEebDrQ+F3dAq61pcuiBA602+9Ar6a+Nzlj5QHZ2osHPL2TxB+xwwEcuXr6EGV4YwoyHH+BHo28D5Cvx1eZf+tii3drWpwcvXeUEGjlBNxnozZWb8gReNHSbN+cwgAE2fWtRwctOfhOjYsuW8KGz/sQSdrUxcYeTTLjIZQte+MhDh57v5Csa+5S1Ym+CF40iF8nBZw/VR5s+NrgjRtt64FM8rSU1OvuSPcW8mj/sQcbtpW5CYDcHkz0BjZrP1MmA1Z5FNhvoFpt4+AZWN1jyAD9MDnF60PG98WjoJReNeTda9mJ37u6wFR+VioF5chzK/O/GkU7xd6h7D+p8d8rHrHxr3E0XmWwni15zeNkLAx/LFTUb6dBnP9/AjlctjmxvvarbJ/CRUU60fq2h29/1UJfUimRTKFVaZC20Fo5AMAZAAUPLGMllTDtDjelLXoZqKwzgKE4ShGqHp0c/Dk2Prz269ri9N+HdLRv3eJzDBUvgJS+n0jFJuv/kxDgaSVYyuxuHB3aOhxkeQfNZSxcYLiLocfXncxaPghzgXrRwoeHK0NuhHq3D66rRIyN37j7v8dm5ixL2kMNG+OCBnd38CFuB52sJDxe8gi7BtGGU6BapPhq2GsfHr/GhSZ9aPMy1CYkz//MZWfQr5slrQ5lc2EdEZMBbTOUDXnjN4TPWhm2MT8kynp9hzQZPWlwsuVr2DoKnID7C4O++NSD2Fq2PLPiPPXCznQ3hp1+ffrrogJXPYIGDbnM2Z5ufMbnAd8a12ZyNZOGhM1lqvkTPrtYK3+U/a8eBZrMmmy6y1HTgc8A1z/cOOP0OULIGz768igY/PGq0Cvv14WCXTYEMc/SQC7P55JONx7rvbXa0+irLwxsAACAASURBVPjbC9Czgz3aanzmHfDuzsnFAx9+uo2HI5nsFwdy6IcpHnKTgc44v4kh+fLIODq88nD8ur8c1zyZE+v9Xne6xA+PNYfvzINiSX55QQa/kldOGaMnvfrlizH5Rw8Z/GMMPb/SLV/EIn52KdlqnK/4lY/JtrbwOqDgmYN2PyqEy3qQ3wr9+Mrp8t9aIQe2sMCuGDdPF/vJwMcnavjROCQ7zNhgnDw1DPZSfW36te1r7Gv9NUefOfugMbTxstW4d5vYS64bIPazlz59mPiCbHspmfhG77E3oDGGRlsJh/3DRcKcF/v+Bvv15YfDPHyw0MEvfFFs1OJnHA2fsU2eNWecT8iSA9YGHnks3mJmXM7INzl++7se6gQpNhkKLUoKLTKOVM9GcvxSVkEHRjKW4IBxtORhlDm0gqEAPA7ZDdYYZzGa493xOjDdhfts2iHqEZA7Z4erA8CjeBs85wmAYHKiAAm4cckAB0dqlwR0wINmyj4e8rhncPlt5r1i8xKcg90bkgr9DnafxfgYwAHuF+3chXsM7y7dewHu2L3k527dZ0Q+QvDxAgzwCrxEUwScby0ovuBviW0BmdPnm2rYFcnH5rHluEpmL3/gkXzk0oOO3DYQ8TJHB1n6cIibQjZac/wCmxyxYYlpGwBcdKLhb3NqOtEYlyNiYM7ibCMj00snPnJRPKXx/VgfYXiPwlMQF3nesfDrUGLgqpr/6OQjumCHk81qc+yiFy27xZ092mjYKt8nr/fQlJvm8Mp5hd/osPDws98YG8STryzMfGmcHL7Co00OWxU+sLYU8hyY5q0b9DZ04+SFbeb2YEt2caLHmoUJL5uNkW8d8w356GGjD30XFLArXYDgsWkr6IyzWV382xvyidpYcYWRPjUbyEKDn//DCBd8+Myx2xh/P/h5H8WTwz50YlSeyVO+IpcPXJDbKzxuxWO9yVExlQsTuz0w5Yk7N3dnvsoqnnism7nz3RdS4UULE4x006eG/1xf5Zxx+cg2eOE2N+P7CLz1b40Yhw1WPOPP3ezZZ19zg6JmC1oHFMzWu73MeuBzdsJKvtiml23ZaD3wM7sUbXocZOjRtqbJZQu5/OIlNLU7eDndgYsHrcI/bIEBPusfJvFyUwWH2Pj8215uryWHHnrRwkQOedpspG8O5/29e/Lo5Rc+ETt67eFuCnwTCgY3az4Xp49+fDCx3Zgnsp4YwuHbT7DRTSc85KN1VuHjP34imy3owit+5spV/Pr4ywd5xJ+wT04e75lYg7e/66FuwSoSQjKpLSAJUd/CtLlQyFhJqLSgzFmQeBlgDq+ERt9GxTABY5A2RzBK25jD3GfTfhfeBm9Tt+gEyBvzHN4b6e7QOV/QBbPDTG2shEIjWTi/RQG3sQI7Dt87UrIscnro9fjXG+5ejjPu62kOdy9XONBdaHj5Td9dvMPeD+m4S/f4Xe3igM42IcnRlZ+g84EaJkmpDT/fwW8hw2reOBr+IkOiSyqJZr5NhwxxsMGi0ZZEJVg6bbhoxEqBE41arMzFh5aO6NTm6JLEirsj/kw+mhaHcTTkkM8OF0s+mrC4fO4lxi7kLEIfyfjoxYLzroN40I9XfvFL+tV08osiV/nCQqKX79HDI0/ZlZ3k4c0uOvTpIAtO/iMPjzlyjRvDTx/5bMNHvraCnt30Wgt81JqxbvSrtTtsHazFpjVEL1n08bu1i96aFa+KObT44IEbTes4fT2KJ88678+4gpdf1AoatO7w+Zx98Bgnk356FfTmjcPIT3jYpUabXv6FFU4+5bPiIH54s4UfFXr5x9p26PkPbn4O1kW2GwI/buLdG49rvSjlaZBccgFpfesrvUSl7R0f31GWgz6C85TNfuRCwXpkExxizcflFHzmrTW2Wbdyju9aH+zCiw5NNssj/iq32BsPP9BhX7L27QOKA1htv7P28Zing06ywggTfGJBZ3tHeyYebXTZpm9cDNLjs2d7tM+j+cRb8fZET9Ls1eY9fXNhZb3aN9Hxp/Xso0z7pN+VcIC6CfJk04vSvlGE3oWZ2PC7R+H2BC+4kelFZrU92L7hgsBe7wLD3T0/2CN8Ni92dKO1d7u5csMlP+SAp4FuErwAZ8/2BNjZQz/dMOjbg+yz/NsFgdjwo9iIsTk1vxYvNHKF/9Dqi7kYiT8/W4vWQGtTjPj89nc91C2qCiWAWIAUGbcgjVlEFq624EucFjtD2lTwOazRAyyxGCChjDNQAnMEPWpjHOYxtoUpYR2W7tzdmXthzWcoPlN3gLpr833xEhE9h5JlTL9HKxb8HHgvvTz6YWCDMTgcOPC1gag53t27q0dJ21fcXPmR7crP1argu+iAD53NwtcyfB2kF+W89AcvuV3V8Z+FLMiCyO+wCzZ8fKaYt2mhj5+vLDJJEubs53t+J6cNlm3G8YmH5MPLX8bNtwnQg1dcirt59OJnnhzxhouv9SU9eexDU9xtuvTxMzq2ssk8nPqK+RKdXvpgI48MY9HJSfMwqsmCHyY0+LTJF2d+RGtObeGQ14GMVmEfmvKV3PwGu/lwkcN+4+R1sJKjnx41/Aob4ekCmny+csDhUXe4s9F8tOjIYhNM2mxINl70rV90fGKMTeS2PrXR+TNGB33GtN3FN1ZfnpFHjz1ATtDPHn7ITgc9TMaiZxvZfFfs9fmTLljRsAtWOsk3hp68eOHkcxcb9JOhyB2Huqc89gkHuSdnPq7zZrSPyrwL44mPl6P0XZirHd4OJQe7j/p8/OMlWU+I7Df2I20y3aXSpcgTNWz2EDjncN6nOvYQ+Sv/1XDyizyQJ+KgL7Z8wFZ2W/9q+wF/8IPaoW7PQtc+Ry+dxvFYg3Cgh4ss9LXFi//o5W+4yGCLtUyWfjaaNyb+eP1Ut4PYYec/aDrc+dlLw25o7M3m+ZpvvXDmwHRo28d9lMaXDnV33PZ4TzXROET9sIsnoeR5eueJqIsFB7+zgXxt+l1cuFBwkSBGnpqKqVjKAbFyUeclOtjgdNEBnxtGueFdHnFy0MNKp7t8mMiAy4WFC4fOFTUfiwGfi4v9mD/Ftb2iGPKltcDnsxfuR2WtZ7ERLzL52Jq9/f1fhzpFhFowFl6biMSwAei3UQDLwDZZ4BiGViJkjKRs0y5ZJLhElISSGo0XGgSKcwXcnZtDk3MlhatoAXRo+vza3R1+jlIkpiTmZIex5OR4QTMPE4z0ojUnCDYDuPEKCFqYYEVDh6tuNpBtrrtnslsIasnqatTVvoMdTi/OudIkn514LRL0LT7+MJ//4BALY/Q7tGGBm3/xwUe/YvHpt7FIDonUQhc3traYySAPjTabYCKHDHzsLVHRKXjIaOHDBju65lxMwQcrHHxOnhotOvYlE02+KHfwooEJPVxqcvgw2TDSpaBnIyzZiV48y1m2oVOTwS9o8JGhJr91QBYauNDBzA7yybFGzKGPjxzz7IJPmww1egeZ9WVTZ1/4rS/+IQ/flPUt3XOI7T/FcXiiJ88c/fSxUzGePnKM0QcH/dasw5NMtTn85BhLHh0OcnNwOtD5jjx6ydMmgx609OI3jq/DqzwxTpZ8RUuOue70ydHmG/Nk0MnvcMenz1f5z7i7RHdl1psDyIFtD/GkzIbvjtEB4KMx67QfjHL3p9hffIXJRbg1TIaDxBhee065AJO8hF/+yqfWA3u0rSs45YZ8gRU/n+RHOaeYZ595c/rk4FXstfYf+4f9wIV0+5C1QRd6OPDbO5LDh2jIQQezHEFjrzXXXqKPBi/7xIFMtG5aHMwOcxdB3hZ3N8xHDmPf63bgujBS66OxfytigHfufh89nj4+NL5H7pC3v3tPyYEuDmS5gDCn7UAulnzg7t5ZIZae5rrxEkd34v3rbhjhNu79Hfwu0hzg9iv84u2Qd/fOHvP4XGy4waOLH8Yne7HDT/r2hXLaniHm8pFfrRF9eZ3vJ7b7FE1M5Lk5642c29/1ULcQlTaINgQJZgECA6hackgcBgINgISWiAyTCOb1JYO2cXxqiY6HUWgkiprx5HGkxyQerZDLUFdB7owdmB6b+Kzd562uuj1Oh0VCOqxPh5OtCISCzgYPQ4HQb46Ns8HsY1X48cBqQWmzAR48FhjsxmF30JHr8Y1H9q5Ue2kO7ujYhZ4+ckoGC9v4+HdftmCXhIDTAkarLwksPoWNZKphNU82rCVTtThIHIkknmjUSjEpZnyRrDYHNDDTp5YfYjf5sXcoZIlbuSGp6auQT444kGNeDdvkzL54lUwY2Ms3dJFNFl+PXft4m0wlu8fGvbvmP3NsgrkFVD6TDQN55vGidTjVhoHvjLHNeDEzxi5+Qmfe+uEjY2TZyDsk8wlddFt/+PFNPPYwx5su8+asT8VBSge58pBsPqNfDROb6SCHTm0249V3gDvkydAnV7s9YXDtZ/HmlWzRhqeLAHLwk5/98I1vlo4NfIwm/8KGjz/zrRqdWIoLm2A3NvL2Dp0M/OwvX+QVPjzyRZuP+cJ68njWOy4u5uERo/YqNLCr8Sj4jdFFD3tnD9m8N2+unDeHTm1cyZZiKVZsxmMOhvHnxpjedGqzjRxt+5y9hg5j9OB3N6mGnVzz4sM/fKdvj9BHa/3QQab1gYc8uuw18dvvxMa8myUHp4sKMvQ9+rYP+ziUHE9c+yaSOe8tmCfTvDkHKXntX3Cbs8974unjEoc1HfGNnr//Y3jpmAub/foYHyjssyY9lncQ26MVGDye5zc46XUTyfbk49UnpzE5Mj7fCx14+IxP5A554icn5Gn68RQHY3KED8UBvta4mFsjCrl8rr79XQ91i0SRZMBRaNFRpNa30AUBuBaK4Ou3ABjHIRKDAW1u+trmJZKkQscAfXMS1YJzleXO1uMPV9ucLwk8arcYJYPPYnxe5mUqYxILnYOXs8lRW6gtAAnB6ZKLw+lVHLTsklTZZx5GMrQFmI2SA51xCdjdc1fQalhd/cHuMxqPoTzugXPs389eBPZMIvLM8xWc5unkY3N83phxbYXdMJrnR/bAzv82DrQlkGRRSiD24qFT3MVSouqjw2tcIhozj17RFj9xpAsWtPHAJKdg5zM85tkDnz4+cuGQZ/r0kwWjGr15PGjpgw0mGNrw6cOrNk6WIhcsHLjw8zHZ5sjqcJH77EEHm76CvoVGtpwipzxmG73d/cLG33SS7VAkwxgbikX+FiNy6eQvuIwlwzi86IsbOvLhQMdH6OhR08MH/JdOd76w4I0/nQ54JRvU/jzixkOv0v4wB/3++A0c9gY+QCMu8BjT5gM+rdBtHj41e2FsHCZY2YbfGkFjXOFfsvGM79fXaPGwefyyHxWVx/xEZzlrrbKH7+nmO/1ywnoyRzc+7ZOfXeFvP5CL2nTIE7rlrnFy+IgevPrinAzjsLORr9gHC7sUtuY3PqEDDR5zxrTtd+yHl354yMwWdrMDLjrlsTbZ1ircDir48JgjR7F34iHf3ofXnggH/dkPNzoy+VE/jOTAwEYHJp144URLhvn8qLanGWtOO71sJsOYmgx7IvlojFUb12cjndpsZSMscDpfyCSPD/jTPN1zXuwb/ewpZmoxxdd61EbD1/lGzNC1dtXorRtz4oxeHt7+rod6i1ptIUs2gZMM5+K0QRqzwagBAEphsCACVN/iB5zjjJnjqJwqyRnCaE7gQI743Be+OF8Hc7g7vD2S90a8w9FnHF6A8NUn32PXFkgyBEYAc7hkcJi7qitpBE5boBzW9JZ0cEpkAeVk42SgUwtsCYZWUpBFby9pSHyP/9yh+/U7j6A8VfCSDV18CC9f0QG3MbJg4lO+VEooC0EbHgnEh+jhxCNW8PClpEFDjhiJpRjgNS/G+NEo+viLjw1OwYteyUdko8WvtpgtHna0qcNDF3lsxMtGbfokMD5yjdE1/Jsfcgb2NiFtuvINefjZpM1PcJnnJ/JggQFvOPDIOzkYZjrYCQc8dIfHGKwKPrR86cAjSx6QwyY60OUXMtDRDydcMOGjjx5rCB9afePabMXbuhMfj9qbJwON8dYhDOyihy/UfKPukbZ59ArZajZrk6X0OTU8+ngVdPlHn61o+gggbMbIg4G97EF7xoA/+ClfiT2cZJhDy0Y2ZQ+a5vGJBdnG1bCxh7/pnpjs1+6MWV94+MBc/qang4RessmCnf+sd3zirGjDoZZfavKtQ+sTjT4d+mRok0Mm2frZy1cwte+QySaY8hNc+PIXfjxwhAWNfQ8Od6TWGxx4lDDBgYc/YLBP4pVP5FpDxsiaPW//66M9ToGDbHRkwEinNch28s3Bz7fo2RMeNZ/Zu+DCQxcebWPm4HE3jb48ZoO+O2XF+tO3NulTvOPk4DaWL8iz/xuDk6/Rxs/ndOtb8+w2zw9sZie74ICTPQ5+eIzpk2EOfvaRw/7yiG/52djpa2vDGD5xMWfM2rv9XQ91C0OxYCWMZKNATVlzFo5+ARFUdIokUTOWA7UZXaAYyDDGc4JxjtRW0HMuJwmOlxje9Oa3PvwSm5//87jdQe/nYr0U4ZfavPTC6QLc4tXXFuCSSnAlA/2Cqwg8HDDDwMGCiV/w9ckQJPLROMDRkCtYEoBctTmfyfjMyL/n88t4Pk7w8g2bSib8eNJNlmQwTge/qfnMFTE8cPNxWOlGDxs7LKB4YcdLLh5+FSv26Iuxzc88eXjpLL5iYQ4+usmiRy3pyCMDBvnQRq5vnA76yDzzgC45oJYj2YQWLxzkoeErY2QpbBUz87CZg0efHPbQNwfKsVGRbR5+/kGv6LOP3A4eeZ6f4IbDnDa74EsePflO27h5BzI/ok+uiwF40dAhDvRbb2zDx4fozKeXHHPsHTx7YcAe4xY/HeSSo802fGQ4vIzTA6NCD3pzMDqYyWkjMW6MHcbwokdLrj4s5ukbG/ftdvEoLvKZLeTBGi65k838gId9xsgXE74h1xrWR9OaIJcOsuFQ81uxZJ9x+UOXnDHPH3K5NWCOfLpt3nRYk+zMhvYnNHxnHA5YYSRDDhiDC50cM6Zo41HTT0b2wCmO5smZ+Hppd/dEeE7f4C0X6McDA3vksMPIU0IyyaCHfeTCRr89UCz5gV785qxFNbl8Absx/iCDDn7E10HKVjx0zx6xP7xELwxk0EGmeZjI4Av+goV+tT49Cj70XSyQNzpXPx59eu232oqLA7LsfeS4ycoHDnUy6TcHF/s6wNVkmCPXnstv5GVfOQVf50Z+k2t4yzF5DCc9xvhA/pNxFjRo+VKOopHPcN/+roc6gUqJS5GEooRiC8wcQIICpEVtXpKUcMAoePGhl7zaaMgxT0bGMZqTjNHLueQ6TH0O7aU5bz16HO9wdKh7ycVLDw5NL73gl4B48Jc8gjWB3sSRBD5ngc8je4E2LyCSjnPxw0mmfnYUcEGWOPgEs6Dr+7qFt2b9Q5r5nfe3v2OeMPgaBfsKPrkwWpgWEX9KAItE4aPRs/+vHV161S1oGPXJs/BgwBsuSUeuzcA4PeLA5/SoxU+Jzhib6cDHV/j4ypikazMyjoZtbXbinS4xRlsuiS+85ZIF0jw52WVePoopGnjkhNi0YRinR2ELLDDAxxfG0fAz/TCWx3SRlT448bKRL/DTyRcKOkU7+/HkJ/6nzxhd7HQ4oDXHJ9psopstaNHpG6czPvajId+8OWMwkEuecQcmHvyw6cdrvsO8AzgMaPiCreYUB7g7dTz6ZBpzwCtkF2/Y8dKpDVM5hAY+c8UhTOLBz7DlA5hG1n7sk8/YKlf0yZSfanx8rE8eHeUcPXymVshtnp/qw4CODLkj7vKq/UDOmKPfmtK25hU0bCNDTunzASz2H+34rE/zcoD8cggN/7cuxv69I2dj+WScHfQbZ0s84gQHGnsXv/S0oDXijtIB1VogFy0Z9jM2qNFr08MmONX2Ebzo7SV42WkP5SNriH3moicrefQZ5w905Jsjly/5gX78aMhHZ0+EJ9nkxEMvO/GoYdDma/Lxkmmvd9B7cmEe33xkcLwQKLb02mfYiZafs0tuwAQrfjTOFLjRiAd7yICRn7TNa5cn5ozxnXm2jE9fevlhn5jY7tNKc7e/66FuUbYwLWYAJImEUTjLvMUoGQWqDYnzOUKSqQE3hx9QgUEjUSwkjso4tbmcVdIw3JxH5+7E/Tqb3/f1JrkD0lcTFG+XexuSwx3SnKVNJ+eXGORZcOZdtQmmJFDYAhMb8aE1DlMLWgDNC64xtWBqs0sSeTnOW5Xu0F18+CxdcUHirUrykiPJ+IoMPhF0MsyficQGPqcPNvrQwYgXnzH+hk+s2Cx+5OiLmyQhp00PjXnxwcsGcYWpmItfMsiDHz9a8sSHTDjI43e2mKcTTzbCaSxsfG5MX76p8YoPmXSRQweMxYSu9KGngy/xkwkzP5gjw4GAnlxyzBlnVzrYz7dsYnu2kY2ef2Fli5oedPrmYQszvcb5iXzzMNDRJt76wkOHwzLc6Nisxo8GHjK0lfxvvcHBLrL5VxsNHOb16YMHjTY6OslUG3coGsfTIW68gx4tmrDqs408dPDCYlwpB8jURosfHjYrNjxl2uv7cBUH8uU7PjaRxb9s5DP8xskwZv00h4cP6eVDfGGBUczRGGNDOWHtOywcCmJNhrif+S3fxF3ukaHfPDlkyjl6jZsvh2AOO6zo8wkesWqfkHvlGozkKfjlCbmjZ/0IC9zm6IW/PZUfjavtJ/ZDNuB32KHFo9h3xEzhNzz8bJw8PtJ2GOIllzx4+JU9fNOBaJ4sclrDbEDLvw5iPuOLsBujE77ka/PN4NwLDrgbSz5saGHiD+N0OeRhV5OPBkZYFXrmUf3+Wh39PgYwFz2fiSW8sJNtvliyi9zsMQcjPr5sDzEmF9CJuX77hvHb3/VQt5gUCWQhSiBtQQJSMU6pBWzxWxgtFGNoJRWHM1YQBbBFwank4DEngAxVGFaCSogSjpO9cObf8Pn83PcNfe/Qwe4NeY/ffe+QLJ9lk0WOMoHeoFmknC+ggph8Aed0ODkVDaejgxdWc2SZ10ZPvsSA25y3QX31wSHuQsNn6T77V7wH4Gsx/FmiuiKkh7x8Qfd5eLOdHnrhgEebjXxEt6RTxE7MWkziUbLMprZXgGIjYchDa4PALy582JxaaYOEHVbxJxevWOvDDLs+W8gTcxj0o9cng12SHh2b2MgX+I3Bpk+mTd0Yffrs529yiw157MAvbvKSnnDwDR1sxEs2W8lEyzZ4izebyRJnNT+wgX50Ffr5nA/EhJ/xtriNm9eHxbyx9BqzjshBAwtdfKM2Ty7b8Knh1maLu2k0MLJBTQ6d5snTR6/wJTptNPpkoOEjWNTu1nv8rnawo+VzcuFIn7644jUmv8hmozm+7mDHR5e+Ah/M6PCIEVlsp1NNLz4+z356yE+WfrlbzsdDHl45Yt3r00NvfuFvseVL/OFmb/sJefTIK7rRkWseH1vYXm6nky68YqxNJpv05YM+Hn162cEX9NBBJ6z8RSabrQFjbIFFTtOh6LOFLDLIN+bwJZutZJBt3n6kdjDbC8mS9/jJgw1uvGjxtQd5u9zLy9Z/evmDLWjIGXn7K33iad6Y/RgdPPQbz6fm8LIDBhc2MODTRuvgTZZ1i1aunXfiZHhSYa+FZ54uHD8QY/9Oj9jJj8kTd+V7EKvpZSP57Vf8CTc8+YQtYiQ2+MhEg1+NVzwnJ1558rCe8BVT89pk3v6uhzoHKxJOsiiMoESS6VsE9Qs6enSSGljgBZhBySz5jZtHD/jQ7eNhThhn7FWtZOQMTvY9xTe+4Y3z+fo8gn/fB+fX2vyghLtiiYXW1Rm5cHCUIFUEXZEw5uCTpBOw/aynNueTg0ZSWbSKcc5uIRgjX+J4Wc/3Ht2p+y6lF+N85u+jAd+L9P1X/BKRbLrU+vwj4ecqeJ8AWHh8xYf8hc7C4iN6tY3Dgpe/xEecbAB8IEbwkoVHjZ9PFWPsU8RCbZ6f4sNDbvPa9LLbAcCX48/9yV+20J9scmALE/mws82cPj+YV4ePTeSGFT2ZSv4wbxwtmfGQQacaXrLJkbt8Ig7JYTN5ClvlMZn5Dz8a8syVy3TJff1ZC8fLTGJmzLy69dR4viSzteUQQ2sOTv6Fnx7j8I2N+/IX38HmMB1f70UbXew4L+TECXa6yFZgQ4eX/B6/ozOvJosc2GBBV3z5h36+MsfHZKCpGKeDTWjFiz3JNw8TPzSO1zxc9NMDqzE6zKOnl+xwmJc/YoUGr7ZCPzv4TOzpbW7q427fOoPVftRGToe1KX50tw8YhwEWus3BrWSTuNGLFg7j5CjsEVN+Ma/Pv+SZR69mD5l8xC5jI38PXTawiSy48dGLnmw+bq2goYM+exBd9hD4jVsnfBA92WSSR6e8dKC5gcLjEG0cxvZgcoy359GLl87Z5/YjDThciONtTm3vNe7QpEdhF90d7HDZq9iphhmfNl7Y+EptDK95fObFl1xzxunlC/EiC35zxhSy9PGxhW3sQm+OLcbIFA88xviOfXxCN5+2l7BFfI3LYbLkn7y6/V0PdYFXJE1tTtSmzDgglBpzBW+hAKSvBoaR+MzhY5ya4yWtvoKeAxiKzzwH0MGh9DBYovlBAb/M1j928WtEDnc/verHDDjanTdZnC1giisxV2nmBM0cWlek5BfUgkSvghc24y0CARIYmMiQmJIfDVqHto8J/AqSt/X75SQ/euGg92MG+ARUcpFLl0WlFnj4+MIY2fyBR03v0OxdsSTiK3aZl4D8yi6+5Df0/Gxc/NAYp0/MYOCzc+Mt4dhKFn6Hgj4euMgjmzyxxpMddJOJRp0OdsEpF9TkhQcmfeN06pOntkCMsRdOPNrklj9hZRdac/TDmhz251c0+RlGfiQjevItcLajZSMf1IerfNWmqzteBxDZcMKR3+lguznyFbTk8CsZ1ow6n+Ehx7qBAVZtcjroiq/anHFyFP5SO5ThMEeXuja7yetQR2/O+u6OnVylObLIRqddXI25G/krpgAAIABJREFUyIDFHHr+4Vc6jMsbNmrTrS5PtNHDqE0evejpEYvyizzxlx/iTgbZxrXV5ODTJ5fP+ZM8cuqTS5a+ObFHr8gZxRw5MNEHu/WqiBM+WO0H8RkTS/6xRqxlMuAij1z5wFYy2AIXO+DOb+JHJvnk5BO8+ubgYAcd8MNHDpkODPrsYcbsGeFX69NFjr2JDGOwahtXw9u+Z54v7Uvk0oOGreYU4zDRP/V+HECXu2Y/CuRHXfxYkIsEfuULct18tbeQicZXnWHwONze7lzwa3J+4tWe7ael3cH7ARvfNPLjNt25zxPZ4zN1/iJLfNinDSe58LFdLPiSLfLDvD5s/EgGfvRs54v2QnRkdl7wKzqyxIK/2MkvahjUYooP7e3veqhbBIpEtCAp41QFiBaxhEIHvITQBwQgAbGoGYxH8kpIDgISXQcEoxRjBZ8xgsCxGcsJguY/oXmM7fG7u3OfsftHKQ51bzmSz8mKxJMI5EoWQTDO0RLHG6IWHx3xoMXTmADSHQ9cbDQ+C2MfmQi2JFPcrTvU/eCMr+T5rN930x325vGhpwvGfAADXGrJCQNadOyywEsQY+j4n1/bRGHTFwMxExf2iIHYGetgkUDirG8cH1q84iGZ2Y5OMY9O3NUwooMTNra0eZELMx6YyDXHnjCbkztk8y98avrxohMfvPRZGHjIUMpVdPIMDm1z/KRvHL98Y09jaGCcHN6LH3phJYM+83i0ycADL3+ho2Po90I0mWp8p7/g0CcbBqWYmWs9iRN98KpbR/wMKzr+0i5GZMLeI3I0isMUjbVHLnvUCrkOcDR0iR8e4+iNmVPsA3iMK+xvXl/+xi+GfJIN+uzjD7Swm0OjPXP7BIR+GBV6zbPLmmAvn5EDD1l4xUWuoBMb64pOMugwBquan2CnBwbywiFm+o3LQ236wkxfMs01D5/9oPwhJyxyHt/sI8c7H/DJB7zJNMYeMcMPE7xsR8Nutogbf7OTTjTxdLgkk618wg4HGl9ZR2rjdNCl0B+/mDqgrD97AFxkGs9u8/Zo656NDlt+U9C5kaKLjeSq6cVv78BnT/eisz3dL9R5lO9foTrk/eAMHXjsdZ7E+mjTU0/fIPKrol5G9otvftHOt43Y6GdefSxr7/W7//Nzr39+YWywf9Pt0HeTp80GOGEUJ3urcba3j/DBzO9FCt+xkV8m/vuyMz/zhWKeHLEhBw/bxZ2P8ImdcXGkW4xbz+XC6z7ULWpFMkgcCV3yCHpJpKZcwjEAHSPwAYOWoxghYdBwDB7JIZlafOYY1iLjVIUshgusOU72nW8/G/i97/9g3iZ3qPvs2k8LSqpZPKtHIkgchQxznDmy9iU3wc35rqIEXV8QKrAawws/uQIl2SwyWNnsokEQ/c6wz/f9Brw7dIe8fyrgHQDJGCbye6kvXPwwOvaraGTTw2fsh11f4U999OHid0ljnF+1YcQPM5/aoOGVUOjRmccj5sbxGRMjOMlHh58fywtyzOsr+umWoOIXnvxJLp+Sxw6+lU/hxU+W3LGQ+MAce9vsLB50ZLepodWnl3xYspuO5KEXQ3jY5wDJDr4xj1bRx5uP6UUbXX4zxgY+NgYHrOzHy8/kwmicXrX1w1ZrLrl8jHbW2D7Ox5+f2JcP0dnkYW3DJyu52YcfDrbC7lB0EYAHZvOKvrlkkU8WLG045rXRm9dGQzZ78fK/OTbSR0f6xZIf0bADrzzgm/HXPrXAyy5yxIpfKvxLH7nx0SMnyCAXLvzhlNto0eCFQ5tsbXjsE+JgjeI1Z7xcU9NjDD6xgx+/nKKLbrZa02SwFSY82rDbJ9DhYwO9xdu4XNfHQ0d2i7UxtrABVnsGGpjZh89cewSd9MBCLx5zcNALP+xzgO9TQ3LgZyOb9engU+vf3m5eTuo7GGFGoz7b+NGQNTp2f8bvbtoB7GbNfumgtld6qunbTvZShy+b7e8Ofj8Z66dcfZzpZ8P9VKyvOftddnf+ar/Tj9/v/7up8oTUXgsnm+0p5Nnze7rLFr7ko3DO093DXjeHcLMfJnFlVzFgf34SM36jj6/lhkK2vkKGHBMzMUoeP4sb/tvf9U7dglQop0RNOKWCb66+ZKRcEmpLtBJVLYkYSI4C/GyQuyEziCwLoM0dHyegR5vj0Eg8/wlNAnjM7YrMFd5b3vK2+W1fTuJwsgSPDA4UGME2HwaBQ2shoBXcijF05Kg5Fq4OM3wSVWIIgoAq5iUzPYLvpbn+84/HQ/5DkIOffWxjD/vIKdFsws3Rw4d0wYFGuwWFlt/Z6fN8siQSX0k0NexqC1kMO0zElU38z05zeMWQPHLbkGyq+uSYI4susjztSM74ez8qKbHJhkENeznBR/p4YGnjboEYR6s2Rgc6GOnnO3N8BBt92YYejZpdfEcXzGTCwm48aPDJazRsVOT62LwvCvILejLU4o2PbWjJYYM5fePa45vjs7MOHrLx0AWTTViB15i8ggkdGfQOtl2LfGHtFTNYzDuo+ZYe/jGOH36yHApwKvjJoadNBH13gmSgc5FgnIxq4+wkGz/sp4z055vixma+wU8erKfPxicbGzRihU6hQ4zYQR45+vkRrTaZ7JID6vwgD/DRZ4yc9jL+JotMfrTWyFFbs/KMrWiM06WP3xg9SnjkRzlGHt1qaxcG+wR6dPCgRWPtwwAfWj6gT16wrb6cyVY4yndt8uFDa3z2pr3bZg8dZNNDp/3OzYx90ngHvzWGlm/ak/AbJ5MOd8bscmCSpc8H/GWcTLz4yEWDj332XU8wHch+7tuvb/p9dk85HcZ+n8Qh7/CF0aN3d/UO7PZ+d+Pu1P3jFr/H70C37/qPcX7v3U2Vd5x8e8qTA/i6sWIXW8QCLjFgvwKb8fZm+MXJmMLG7DSHl03yXWzkKx8ZY68YOh9ax+Til4NiS6e4lVN0aeO//V0PdaAUV+MlkloBVKBmEe0PKABiI7HY0Zi3+NSSRmKRJ4EZxhCGAazNGdqSwOLJGRxgfhL+yX8mqNoes/tOuqs6Xw/zNTH/2tSjFwksSAJHpqB1iHIaR5pXYPA4h+PplngSR4DIMQ+DAGmThc7BLwEmGfZAh9OigI+N5iSF5Okf0fhHBe7U+Q4tXdGSVxD5zJy+RQBXhY/Zw2foFEG3qbIXVnzmxcRcscPLDrERszYgcZq47neJzStkk1mSkq2Nlg38yU+wpTv5aj6hw+auj1+//GG7w8IBAifZDgWy9fEY0yeLLgtADNlEZz4km01sx0vHlL0rwisPyYSBnvKLreTRQQ65LS7yzPEvO9GEz8WMxc0f4se/bCWbHON4xUKt31z5BUu+gsO8vnp8tT/JDHsxpjNcsPJhd9Z0oYWfH7THH4sBHbn8Ci+cbSodcOKBji10yqOw00UHGdrpwouez42ZZwMd5sobfuL3od2LJVjzt5xgm/l8SpZxNGr6+Y9P8zkb6cgeOMQKfvR8ZgwmcvAXO/psuuj4nixz7EBnzZsnn35j/K5oK2xET5Z+sbdnkCdnyLZmxs/7s7rFno1o6NEmw/qDCW79Ys439cnih/QaNwYbOfyjbU9THGxucrT5Sk2+fQY2H19aU3KdD9yYwASbuBlzSMOGV799QNu4wm4y7HP8Tb59Ez7yjKOxT/qZby8Te7JJn0Pd3u7ppqex7rLdwNGL3sHtW1Ae0Zv3v8/9gx4Hud8ycSbARj+d8NmLFXo9me1OWZ9d4mA9wwmfmBvX5lu5SJ69x3h5LMeKKX+WP3yq4DVGLr+Wo/KI/WIjXvyLlq/QOJPIIx/v7e96qLepU9bClByKZAWAQgln8QMjgQBqYRszj9a4PkcI+DhkN0MyAecouhiLVo1Om4Pp41DjvhLW/yR3FecX5Ty+8XKExJI4OczVI16OF2jBNI+Okwu0gOlLGvpgok9Q4VCbI6uEdbhyviLhyHUlSLbPhfC5uPDPXFyB+peBElWQ6KObTonHT9r00CsR9Mmml9/YYFxhCxzoJU8YtS1yOM9E4d/ZIPauHJ1Y2oi00fO1gs8YevGkT/LZIMVSXoi3ml4xxIMGXnw2MvLphQetZDUHsz5dfEY3eWRp8x9+fTLDKCb68LAdL1kwGedTY2Thr9Az9qzNaGFCj1ZOqcnNXn0YzZEDl/wkCy7xaHNNL3vFNn/ihw+vMTzlO1/CQDb89LHTgUpPWPA6VMniOzT0kMef+M2hEwO8/ER+tMbzPVn5FS2a0/YwoC/W9gNt2GFG0wWIMZjpp9O4w944nuzEx3d4+dQcHHzHj8b5x37CJnkkTnjIQstuY+yzRtHrizl/8ANefTiM0StXjMNIVrnDRm1Y+Bt/+YMOTjz53hx9ZMEjHnxX/oh1vrRm9a1x+dweZj3QZ/3yDT1hI4+94hUmNsOmhpc95hU+I8O4Pmz2DDj5RnzpMc+f/GYPUew5sBizj9mnwmqeDLLIQcdGtTk5jo+N+ujsf3xizph9kM1oyDKGn0+MsYlMPA5ZfPmJLD6BydNH+yEdcsUcPnPoYTdvX0drjix60Irv2Lq0g+nR47l4wcMv6NRwtafjDzeM/Eh2NSzafE6feJFBX77Gz09oxbW8I1ubD4wrZCt4xFXMFLR03P6uhzqhimTuKl0yWXzAS0RzbUQCADweyWUOjaTiEAagQZ+zWnTxmrMI0ZrjCMFgpIWFj9M50t2vH3TxGN7/xfX43b/nc4CjFxh6YZJIZEpOvMY5XSJICna5WhNsL7AJsCDpoyugHMs2Y0rJITHIlcSCMsm2V3JweCvTf//xBqZHTC5C8LPHlSFesuiVuHyobrGU/LDyB2zZgJZt7LQh8LkNFU5+Na/WN8fH/MBH9cWTbfj5X5suiYYXVnLMsw+f+Igt34kNOm1y25jS87Ap7tMdWNlOfjjxGGdLhY1sxw8TP+HRJ5u/5Agc5o2Txx7z+c0czMblpcLfdPIVOn5xMKnZEDZ85i2u7OAD/iBPbpHfgcIGxTqBBS18NmR64SUrLGRq8yf/5Ufy0RvXhgttfkLr8ItPn1wbPJvgxwcHG8KgNm+8A8W8NY6fHWjIRdc4LHCi5Sd0dBhPVvPJJwM9Peb4iW+0+cMcu9iMBl5xI5M9aMlgt4IORvr4Ibxqss3nJzEsd9DCikZMYIfROH1yXZsOOslR5Ag58FiL1gGZ+OWiWOJhD7zabFDLC2uVPnnawSPv5bd59oshXkWupIdOPqJLGy6yyzX4020cfrrgVsNqD0HPJ8mn27pyeJNpD0RvH4LTHJ/Y09TkwAp369FeaRwfGfY7PuAPOrMVvbtu/rVvm3d4j8/3K4J4Yc4naPiA3x3Q3UXzlScM/J4sc3TxQ/FQk2eOfrTtm9rsMGefN84/bKdfvGFT84s2HOjsuXysn2/kIX1ygj/Ml3/8go895hU60MNlnh55SY8xMrTFkxyxx2cN6t/+roe6hFJaQGqJZJEJoHbzJZfEAVIt4ByID52EBTrgAKMTAPLUDMPHMM5gOKMEQ9sioUvQzfuXfF6Y8Ojdr8l5BGNOEnIeWZIMLywWhz4M6IyRLcEFShDwmteehNi+jUOg8U0C7iMnevDDBqs2/A54vvA5kEdLPuvxAzR+KtYbnZKRvZKlJBFkfoCRDInHXvMw0WucHvoEGr1EowtGMvnWIsiv+ZYsvMULnaSWREpzxvkKHzn8yN9iKHHFDQ5+hQENbOJsXMz5Fh8eOLTJpRsPGjrohZ0uhWw2oEsnmfTChwY93GSiM6YvN7Uf7NiPdGBIj/ia56vk482XDjRy2aQkm336ZLEbTXlOr/jkT30xCRvZ5shitzaf0EVGeGGkAz35MLLVWtPGS4YxtA5CffLMG+MnY6dsY+bIJJsN9MKHF61xmMSQXOPaDh2bClzmzaFnI375Sx/5cPKlcbFFp4a73CiO5JQDdBk/bSYPD1vp5iM8aBpnM31sgV+7nMKjj1a81PAbl1/adOLDL750iKNabtBVG0Z2KsUWHxn0kAcP/WQZU+hSw0AG+Wyyxtk463UvpsUFHv7DU59ObWP0FD/+43M2GQsfHPYpfTxshwm9Gv4OXoeqfQ6O2QP3BsH+5wC2XtprjJHLZraIPfna/GXNo7Ve2ccO4+jpIN+FA5n2uvZKtLDClj5j6IdvnwbwoT6Z8NMLPxx0kwmPPn/MTVufl/dd9Mf/ngsNcSXP/q3gVZNfzMnkK7I6G9qL+Usc2cZOBb2cIBePmu+zjX3G0eFVo1ErYt8ZQF/53Rp43Ye6RasApaZQQmlLRsUik8RqxgGhZAhjzCsWCAehY5yaTDQM1WdQC8k4ekGSSGrBFKhJyr2qdGfuJQv/MMV/bvMyhDtiV3UcxdlwkythjEk8TpNUZKvJFlCBlTBdYZpDDx9ec+S4ihRYcvp/v34W1uc7PttxN+7lDF+lePrpd8+B7mmCOQc9WZJPIZN+fqGffG14JC3sxiWAMYuGXjUf8jcfshVOsTHHh+bx8hl+vigO5OrTrcZbgkrsbCbDOHpFjPXFVU0//jZHiZ8sGMKZbLEkI3zkjP69yDCHBwaLuwViEWvbxGCGhR4xJJtd5uCwEMQHTRspfejIhgENn7QQ44XHmD4aOsnCS4bY4KcbbvTKjO0drA0UfXPksIcv8Tjw8oF4scccvebQww5feMwrMDQPY/4lVyFPTPDBUJs+tpABa9iM46HXHNnuxh0Y1nsHsHltOpX2Ajxk0JNd+rAbU9DSx49yHw+sxQptMtDyLXq2qifWe7CKM7xkKOyHB78Sb/nC7/TQR05xMlZMtOFiOyx40Zqnjx6+rDZm7eqTly3sg8WaI0MxBqO8IVus6SIPbfjo5l/yzD1g3Qu1sPInfWrxFCe8ZCW3HOcPc/xoHaizyR0rG4zbV91EWEtuSMzZj+1FCnvhYYO2w5lctqEjx7qPzxwfkG0Mzm6K7Hf21Nn79jNy9GjJwGcOFrR4B8deVODlQxjgwQeDPl57o0KW/cO82tNd+7Y+2vZXPMZ/9/zv56ty3qr3mf5vn3t++PDyJzpY6KcXJmP6/MC34qvNVv6SH8a1zeGXE/CTCYvcMycuxvlXDqAtv/Rvf9c7dYmiWKQWmSSyUQFgTD/AxtB2uFuEgpQR2hIQYMU8kMYtQHIYLTAZzeAcSY45DuBEAedQ4xwoWGj/+uLfXn32pz+frzf4vqKvOniZwp3xXJE+ejwHuLaESa4EMEa2Q5weAZcU2iWtOfosHC+T+Izc5+N0eZHDL905tNU+8/eyBjw+T5c05OPnA22yBZ9+Sdb49P/52s8mwsBWfuFn/Pi0JRa/nZuNhc2/6PmEnyVVfPw9m83ecZc8fCG+avK0xQcfHpsDXeIs+fCpxVWNBk50eMoTPAo8khWteKthRQuvMTzadPMF3GxA06apZj995DWvhl2hKxvoSU4brPihY4Mib9GjhUEbDn3Y1fShpceYPozsJc+aEFO68l02wcM3xsmGm2/dBfOBi0Iv+NBJHhn8Ckvx5HfzDjPyJi57EcQu9pjrcDYGL3+RRS8+842TDbcxOtHAZd54a5p/YG8MbjgV8tVsJQ9mY/xDrr4LhOxgO1q6+BUm+uDnV3rw0g0LGehh4ENt+shDhwcustCbN8Y/aJJhnh4+NEY/HxknN/vxtr7wlyvo2EI+vejLJ/LINZcd2vSd8q11tOTzkTZ/5EPyyWUz2cbJYS+M+vDh4Z/oyeE3ctHCoI+OncbR2DfV9jO4tLtJcXOk7WB3CGvPnrm/CcGf8tu+yS5+sTeJH3nG0VsT1R2o9jN7lbWDDw6+wOdAZBtamNAYs/8aoxcWutVsc9FBt/0YPd3JoQcvG+ggw5ibNPQetcPnTPDmvJfq3Hx5kvqxj39qfsbbW/fODu8/eVrBz+3N8CtkwES+ebLFim4xhA92MWMfP/GDWJg3BzOb9Yul3EIn99hq3pz+7e96qFuI59W6g30O7fNrPvuIDnBJ1iYACANtJi1KwC0+xgEp2fBplxgSUtJymsRp4XOcBMwJHMNRE0g/RvPi38YRHGtOQL0V+eOf/WIOXJ+9v/Od75qvRvi/5g5Z34tEL7HolwACh9cYneRzrDkBbGG4UPjSV742iSApfGYOT8mHDw6LSvAkgDH2kG1OouHRV8Mi2ZMhUSUg/XQLqgS22OHhH7L5im/5me9g5H82KeIgdmjpwScOJQoaPBIJv6SiUyy0xVyfHDrYBCed+NCZs6nBCGtxNUevDUbNbjrIRKNNP3x40ajpkztqcmGGV91mpZ9MetDCy8foxle7QMgwx3dizAb0+So78KI1b6w+H2vjwc9esuAvV8nnH3zsEQO40CjkOgzVbCNjMO/Pbso3MthHRjxk4lOTl9/wksV/ajhgEhdYyUJrTerjNwcb3zRnXFtOqOOHozWNRx+N2NkXulBATy99YgILPvahU8NvDo05fePZo2Yzn5EvrsZgw6ewAQZ2V8MjVvTjQaO0/+DjH3aRZzzf8688EU/+oB8m/HTkV3PG0SVXPxzoyMI/WI6fKDbGBvjKGzLo5Sf48KIxZo4d+taBeXFFS6c+OQ4MY+TzgbXLRuuLnWj1yUKjti7FShuNGnY8dMs/e44xOu1ZHZ5ozFn3bHQBgIdd6Mk2Zn+xN8HnQrU9lA/N8Zn9TdvhZ09UyCSbToevG5yh2YsGFxro4WqfMk8vHXTi4T8y6FHjYSdadHDZb+3/nqD6GpwfsPEulm8lOeT9zok54370Bh748JEFA3v4wzhd5MOAhj/4XNE/84mt6IyJUb4X09YQudpiJd5oxJKe29/1ULfwFAtT4rSQS0AL1AKxSI2h1UcLDCCAT/D3URpjGCBh8ZjnGAdcya5vXjFmAXOa5Gcw/knsfUNd4ARUKcglDIdINgd4V2J+h91VmDtq/xaVTIki4ArZEk+S0QsDGvI9nnH37coOL9kCJdB0o/FoXe3iwEFNpjky4Crw0bOdLnLQ6msr+C1ASUQH//GLABsTA20YJRx/tlnxuzig12ajZCFDwokPWptDyakWP/Tk6qOZjXs3bbroITt9yW2z1cdPl7Zx9OThUcyRrc0O+WBBoFfLJzhgpb8khxcfHOViWPGiJ2/k7mbK1+klU5sMesjFj8eccdiM871izjg6ftemR40uG9j4gGG/1mVN5Cu1Q0tNd5iyrfnwi4U5sSKHH8kXU2MKWniNqQfvXng7jPkIDd6wkKHgx2fO+raWo0PbAQyzcfK0zdFjrHVMjjnFGJr40DbOxvDgQTcY98JgsK2/0YoJXm149fMBe+WUMbLIRScudMoRcwpfq+UPn5pTxyuuxqwjNGTjEWdtss0nUx8vPfTBJD+iNyZ+ZNBDPoxyMRnlj3ny2AJ/+lov8JBFRjLJNU4/HLN21m/47WP5Juz8Z0wc8ZBXDYu9Sd9eQZ49y8eY9qJk2VO1Wwv2OrR47F3sI8shan807wbLjRdZDrXozJFtn/VE02HqJsnXf+2j9LMDvTZs9sqwqc3ZN8ky102R/dJ+y7d0wuI7656Y+qEah/a3vvPd+bVP/5PjRz/+6Tx1/cY3vz3fcfern97X6ofC/M6In5mFdXTuk4TOC3Fju7nODbnEV+0VfCb2cqUDXay0YRUnuM2zDXa+xEfm7e96qFtoigSQSG0gFBo3JqHOhWmBzuI6Xr6ReMACz0AbASNLyIJijBEM4AwBlGSKMc6TyAJEDgdqu5rkAMlhTPAkmLZAu8rjNDI84pQ8Hpf7kQOHu89NJFBXfBKETG+r+/66A9zdvQTA68dr0NAN5yTlvpUOqys7CQgD3RYOGna6elR7pKNWJCLbyBI4fLMY9nvoLTT2dFHAx+jJZruY8Im2JOAnfeNiJOH0lfoTp/2pTXL4Hx9+sie5SrKNnzjikwvix6d8mx7y5QZ58sZ4idkBoKYHVjTygs7kins5Aitc8io6tIq55vXJ4x++hI+M/GEhoeVfvggXnfDizwdojMENJ3nkoEWDn92KNaDv4kvNb+UxzPjLf+3WEbthNMZefTrJcLjC6kDlb3aYN84Hxshs/cXrIsg4mbAqMJDfuiRLjMjGTyZ+43jxdPgaR6OGFQ9cZOmnA69xdPCr2YKOLDJgMsfv8JBFn7Y58syrxQq/OetDLT7kwX7KQ4ufz8Vo/PPktV/tEz/jdD6UfWxOnlIe8Ck5MNEpB9gxG/C+OU8vLPSgh9VapUcfLYxqdHTzkTbZ8sU+gF+bLepzfaAv94ozXnkHLx9p022ef+nBI0/x80H68MAjL2HDa77Y6eO3B/FF88bktP3TmlLsidY63Ojsf2TbJ9il2DPtsb5r7iNI3yW3b/pPlX4ZTtuh7ebITY990mNwe+xzz/9hfurVT2p77P2DHz07FwFzUO+P4dgL8dhj6VeMwcmvZBpzsNujzdmvfRTqDtyP2PimlMfsdGj7ZVI/OevwdgcPh8/U0frevJtAd/JweTrrZWzvbMFABx/IFz7hV/nDR/CIffs0Ovkl3mjQi4+4aRvHV7yLlzFzYn37ux7qklqhxMKVSBavNvDAAikZJBVa8xICCG1JaE5bMW6MMWSojdPRgpEkgqFGL5Gay1Ec5DNtAeQQxQITXA5Tz6G+/4FNIkg69ALhitHLdR6ju2pzwH/5q1+fX3pzdebnCf2WsLt5v0zkM3vyBUAtySWbYPaYR9shPvN7d+7wRleyscuBzZ5ZLI8eDy4LyEUFf5SM+nxp4avZpUajzX8CrhYDvuEX/jWvtoDFiT6xIkvhc0nCv+bxtdglkw0MffraKPhZHqjDZHOREwqdbXDaZNClTQ85cOKFA3ZjcLAFnXwxli1sE7/G6EdPnzm2qY2RS44aP93J4Te0sA/O5ZFfZJvDpyaLHrzozePRhk87HHyFnt3mw8Z2OuU22njyB3r2N5f/1HjILRZ48Slj7/HPkGBuncJGHhn0k6+mi4/CQ35+pgM/PjTa5hR0ZJEjX7TRK+QqJ87w4iWnu/+5QNnDlixv08NEpz678gMM7KVbMa68vhAkAAAgAElEQVRGI3f4l3xY1HxuHp+Cju7iLYb2ErzlEXp5YhwPmWyRk2LNp+jpRoMeTX4gm1wYyi9z+NCr2WC92zPqWwPw5Tv67Btiaqwczx599uGhk73GWsMwDe1elJATZnbRp8ZDPozsgg1u/OTigVNtzBz/kGfvsqcp5Nlb0Drkf/jsT+aAc2ftMHQweqTtQLSnejH4qaeefvio0sHqH1s5UP2qpn3YU1T7rB8T8zRVcfj3PhL/2AutU/sknyr2cnu6vb49GZ1i33WYu3jwq3MOZZ+Td1i7yKDHIW3/p58+N3nvee8H5p+DuQhxseGfzPzsl7+aH75xt47WS9Cw0MsXfGrfFnv7erUxPgyzWMoFMcFnnL+dVWLaHtJej5dstGJy+7se6hJJoUgt4BRYxEBxckkjsSS4RDA35ZUns6jNWeyA4gVOrY+fkYxlID3GOUVhKIMUc5wIj4RC32Ht0HV1xtEcWXHl6BDVRysRPH4hpytFj4bwm3ehIEHxuBLz4zHw4jMvgbQd1IIngfQFRYLpw2qOfAtGm68kGl8YR4+vi4K5GDjedmcfv/C3uqDzjYWZP/jIvDG6LFaFPglhTts8m+m3MYgHOr6s6KMTu+Sw3bz4iIUERCNuNgqFHnLpspnChg+eaNowywt5Qg558dJDBmzs1Vb4IDvxZyc+PHwCL3z0o8Gnz1b09MAJF9py+fQDPHT5T2ToYMcr78yRhy97yTEPA/ltvtmGDw7+Z79++tC4s8Z3HpT0RGuePXjYwedshkNtLsxoixl55OJRO1j5hH54+3paeNCx18FLHtl0ajvI6SFfvzt7GPlCX5uv+I5s+vHgpQ8vGjLpTCZ5bDHGT/raZPGpNl54YDRGLv/nD/ZZl3I7m81rwwETeWJALzvJ4Sv60NINnzG0+sU0XnrFTAzIZAseY+qRu3sivGjMyVtteMhHJ0/sf+bw8lExpZtt5MPQ/kgGvOhhsvfxv3myyaCXHPN0/K9sPiAXBr5Fjwatceu2tYPWPAxktl/Zl2BB527VQemzc0867ZvafvXNS8MeY7sL9xa5Q1DtgNQ294tf/WYOXU8/0fklUDdS7pr9VrsbKwe9u2z7sn3URYD9m2/txW6o7NHtF/ZRe7n920/Dvv8DH37Vf/D87DOfH6xkuxCZu+59WuvGDjbvXflFUge/J7n+UZgLEAc6W9ll7/Y5O8z0lj/lhrjwF1z2dzE2Bjt/8rWYmXO+6BuXv84CsbSfiUv5Y07ukHX7ux7qAqdIaIkiiQgv0BQzyphAqwEETALisbAknCSSTGiAb8GhlcQZjIdRasZrM05Nl4NTWwJynCSyqI1LOAenNkcIuiBLBI7lyA5bhzynzqOdf/5rEsE8HvJdIJCL3hg6AeBYCSO4ZBpHp8AjuejXL6hdUJBl3MFPpraLELpgxCsh2cZHfM8OC0yi8LE+v/CjcTR8xcfGLU7+0ieH34sFXm1x5HPxM68Yw2seP1+LM5uLQRiKt5ihR9uBIFfwzYXfHtLiHkZtG5e6uKMnQ589ZPItOjajVbPPxkxWeQQrO/ky3GIEK3xquYaGfHr00aKjyxw786F2/OjZj64xfXk7m/9eccPEn+jU+mzhW3064dHPRw4stud79PxmHj2+YsJeeNmg6JvjDzW58ZiHzYELT5jIo4tO8eJX/Pi0zcNg3hhaGMkni450ZpNx9Apfwc43ClvyPwx0GsPbnsBP5KI3rk0v/XSpk0uHMbxo5QR6toonHebQk0efvvXncbDHvj4Thck43WTwq9hYT2RZg/4/g/UoDx0o7tB8Hmu9orV+rdG5uN8nf3jlEpzm4GCvcW268NJXjhUP/oeHHZMf+/RAzuMzL+ZoFPjhZbO57D59ywf8ZR6m7M5veOlHU5zQ4oOPb+UDDPYsNmnzi3l2OXgd0uYc6u6MHegOZ4/f/Ra7O2V33r4lJAYeX3v6+fwf/zQHpMMXvd/ycFiidQftK8ruon3ObtxhSpeXn92siZP4WPv2cnu/fVSBwQWB/8rms3MXCWS5G6fXY3U66PUb8h/68EfmMPeU1tME+eKfw/is3aN6H78qXlyGDx6P6t0QylFxL0580T6tLd7mxVbM7B/GtPlRbogFW8QRnbjwdTR8bez2dz3UJaQiuIBTrN2GIrmMCbyxM7nQAwGwGq3NpsRmjARvETDEoccJkooxjGSYOU5ySJInqTqMGYunxSW4DncHLx0WNFnmLcj4BEeiOogdqujJVfTpMobfAU6Gw9o4OejMWQzGtC10iSXJ8BjzmTw78PBDQRZYRb+a/TCTh4fN/EWvmq1qPNoSg68Uff5v0Rcrc23yYkS+xNE2Z7GLHz79FjUevjYXj1jRaeNgC16y2kjEs/ji5Rv5Yp4tZGmrjYeNvWLcPBnabEomPXjggge9eXHR5kNz+vzPDrwwoCMPJjSwk4dHfsHGH+jgw8MfZBhDAxN+Y9r40WjzNZ4OHPLZBq8xawE9fzVn46YrHljJccjC0kUSGuP0quE3RybadMBClnk8aNJnzhi55unij+JvfOK5PqIHPYzWv5oMMtGaN0Z/sszDQq55umEkR9vhnw6+0sZDRrrI1h6evbjgN/LYps7fYq5NFp3iLj4K2eImT9gov2zafkLapu5QcVD7r182eOtJbqO1J9jk3d3ZsG3uDhd3esY8KrauPT52R+d3MTxqdkDYd+i2RvgCBjbBaAw2uVZesidf8YUi1/gLHXqY4mEz36Cjh/3iic44WfTF9xCL/WgOLVnG+aZ1ZLw2PxQH+MkypvY42x7HlvZJB5xD0wHn82l+cpfrcfdHPvqxKd4oR+exNRqP6PXF4te//d1cQDkkPepG41B1R00uH/uHLj6b92Kyl+3o4m8HPB4XYO6a7Z9u4tx50z2fnX/iU/OfPD/xyU/PBYi7fnfqHrOLp/h95rPPzNMAFxwuPOgiGyZY4TDuKYMLCXfsfosEfi/T2UfE2NkiJvYfPspvfCfm/Kk4G/CgQSs/jRsTH20xlvPibw10Nr7uQ92iVFrYlAi4pOuwl7wSrESQHJILsHNjYaxkahMo+RnOOMBtXPgdzJKbwRaQWkKXUIw3ZiE7eDnC4TxB3cOajBxxHrg5H7+7/A5ih6jDs4O/thpGSSw4ZJFLHxzo8So2BMmFHi46bB4SzRwacgTRRqKwnR3sFWz+4QM+Rk9nCQI7P5HvwoNPjKElV1sy6JOnzafotCUImpJGTMQPLT1o6xdj+tJjHq0NhAwbMj5yxR+tGGuXA4NnN3q6o6ObnfmUbDr16eM7WNArxuSMGp3aOH/xDwx49enJh3jEyTh8NrDRtbloHB97yFPDzs4wsUGfXvN0kauYI1cxx350cp9sMvMJXGwyzofm4AkTuWRYZ2wiHxZ9MhX8anP4yODL4mu9olHjo0uc9NGj06+We7DTY7xYksEGj9PxWe/kaSvmkp8fxv49zM2jS6Y7fjrgyE59ODqomucv8dMPD/0uDNCySWmODLqyQ27AzzZrxdpzqPuPjg4BB4JDw92cA9nhbg8hz37QS7Q2bXd4HsG6C3XnSYf1bKP3r57dxXls66efXQQUJ3Ta9JMrB9X2DuPth7DLM3axG41cM64Ys0/IHTZPPu1Lq2wm/7+k3d2rZ1d5wPE/qK0mmheSaBJjJm/nzEkyk5GoLSoRRMlNJSBSihJT23rjy40gXhVKb3snKCQ3eqlgSnthoZO/IPkTRj5Pnu9h05stzMBi773Ws573l7XW3r8z5ptnoUVmsrcRgAstOsEDPGBdxRh8ntmSzjV02dI9mq7kcW3ThCd0fBSn6NqRO0JX8BRHxdiRNj0pmoqg43UF1UKJHdrl2wEbs2NX1BVSRZe+2UCDC7x+xV3B9dxO3CLBO3ALNu/ynQ6gzT6Ktx23Zmfu2ym+8MbXvzFfvNuIKdjm4s+JgP9IxgLO//GONycLFhvo+h/iwOPXwgHPdMwO9EbP9O6eft3TN1vR7dSlfRcvb5srn7OH+iIf8RE5YHxg86IFxdm/0506R9O8Y9Q4DSfjTI25Cj6NY4DpmjMRTp8r4TgIh8C0q373lGJMMVP4CFnxU0QJK/g4l0ClHMcwVpCUY57GSOZzcPAc3Pz6PWvezQhQYy0CXM01jobVNxz68HkN/8f3rws1GIYEDw5e/Mx7oP1K3jP6+GNccMlMHn0aGp7JThdkMFdfAU6v4BgcDKeRWOkPHD0JVE0wz9w9ftNXEgZnDC54OJI+CZld3aMBng7AgcGHe7iyI7viNbrml2zwoJ/f4H1obfGX5OHT716LtoAoifEvCcZcPKELv/70YBwteoQDP+7R9kwOfOID3vyT/sIV/+DggjP/Rsc42uEa/vanYcbBkgENcMbRdk1+OBUp/WSHy5imCCpe8HhuTPx4Tl/maXCANU8B9hx/YrE5bJkcbJgs4OkhfUTXXIUYL2jCCRc4PBmPt2xmDBxe9SWjPnj1o+XefNfsSf8a3RgbOQ/FC+1wowtOzJEFPLvwZXBkIy84feJQ4VUYxLrCoLA7alW0FQQJXa5R1BUDhUq/YmXnbvemEDl5s1PUJH8J3U+hXMWI2CcX3yMrHbATnvArbuITz3JAOuGr4MiTDObCgTf6S67mJDt/hQ+8ezy4hxMv9ERnxQcY4/rh8kz/8pM+8+FDj97xDYaM4gXfxvQrcD6IU/QUQu+gFW7FtQJtB+90Q8G3+NG8zqA3evWlu90wm9hNK5a9226xwB5gFGUw6d4uHH4LNIsrC7hgHLM7Rvf/g/jK3Q7+1q3XBgafcrL35Wg4BfCfgbGhnK6gW1Cgqdi7V+y9JlAH+tPfThsUXHqyMaM3utLom17ZQaNfenPP9zW1ho3YHDydsgFd8xVj2eK+izonKMgK7oyMAY2jcQ5OAFYiwKgAZ3jP+vVxnhIlQQWdpIJxghmHkzIU13bNaCrgmn4KVPQ4k1WgdyfelVE0pTkGoRD3cCiKHIjTcSpwnI4BBStDWBjgQdB6Zmy7bSsouDyj7xlOOPCBZ3ONeZdjzJVDWLX6uZwrWDCzGts/RYsvffi1IIBLY0A6QdfKjQPQQUnBMwcSXODplhOQl0PQsX66NEbPbGQMbrZhEwkQLuPmGGMPuNiOM0koxuHCQ+Ps7RmuknE+ABe8+CnxgrFYiD48cEreEhN+XUto5NOHF3wnA3+Dq6t+DS/owokPeqZD/WT3rB9eMPhIHz0f9alIgi3xkdN8PLEL+chAj3jUxg5bbOEyjif8oUXfruDgwoP5GnrgyY9uRc3z0Qboe442PPCS1Ty4XI0bQxsOMGQQx9HDB7pkMcbmYOnXXA0ufXilc3D63Lvi0z16cOFN0+cZDTDsAI/5dOWKDr4844kM6Hgu35hD5uTxbA79Zveu6Ch+nsnC3+ByeiYZ223zaTssfZ4lajsxRUYcygF2ZXIDHo35oEvekMQVLe/X8SpPjX/vf0AFHp/kQtdV/mNz8HimU8/uXUvY5E8H/JHfgOVr4ODWj2Z2gcMc9qNvMtO9ufQXLXPMhwesOe7Zhr7zH7zDwVb4pUsy6Bc/YoFu5S008I4unI7Y/S+ZduT+VLYCSWeOsRVjBdiz3TX9grHA0qdgys2KrAUSeHBOUxRr78LZQyH3usRu2Y7bV/YWaJqFgaN0/weIBYa6YBGhoMv1iryi7uM3O3c+4BWsfG4unPI+ecnq2wA8sL3jfK8T5HHz+AB5+BR+8Sbf0zfdsH06ZCM46VUup1P6sqlDb/r7Wn7/Ax32oWs65l9sBx/7n/073akztsZwBSRngJwACLer88zg4AiBkYKU84AtYHNecygQrD5CExIcZQgwRS+BFHROrtgqGAzsGMWXjAxHwY7SGF+wWnVTnjkcxErOUZqfUnz5b78yBddKzhyr+RQNv3tOhz98CWhfbMLNuFZzCjXDKPBg0XPvanXvZxNWkRzMzkASgZdM5Ks40A8Z9ZGfIcFlVMFDp3TvagHgXrIDo8FB/8Y907ekS5fslS3Q4VT64NDPxuDZAzwcnsEaA8cHPMPNVuwsiQ6tw9/yB2P+2HxPB+Agl+SCR7hKfnCXcFzxAGfykbEgcZUk8Rh+8HCRw3xzm48ePwGr0Qd4spnjCja+BBw+jZEPLHnQkyzxBJ58+ELPXPfoGwdrPv26mk9P6Tv6rnQh+WpOwvBHt/RlDv7CB7658OqPD/3wm5ud8O8eDfDw4U8/Peo3Dy38g9HwQFfkBWu8AutK/2LeeLYEYx4a5mgKumc4wZIFPXCN40cfPHCAIcP18xZ7c+BA32mE+fSazOjgmT34tqtnMGDZ1b240q/hi+2M0aXYE2d4og8xajz9y0XpSmxK3nAaP/oe3YKle/Lg0RVNvmjRrw8v6ODXWHBo4p8O8BIsOdg7vunXuGfz6QA/6Juj0aVn9I3RtWd4zMWje3Dkx4+cJL8MP/uhbHj4fjzrc482XunOMfrV1atzJK4Q+sDNz9nkWj8TU/RfeulycqEi6idwiqddsuJuoeX9uM2aHO14XAF2xO7ExE/QFFJ/vbMFguJud++o3o7ajlxhd/xuDjyKtsVB+VhtcMLrGN+JCxh5W+y7KvZ+7tzpAf78Vl19Kfc79bFQQFvhN0edoJNsS1/lFzaAnw3oiv/wB/bmA/kbeP7Or9iIb7FJNr7voi6QajkVp+B0gjuHKVjBGuMsBBAEmAGHeffG3RNsnHDfGYEnHCE4FaE1RZXwBWRjrnbPjlIUWs5hVWZF5Z0YI1hRK7zmg/FnAPX78MX7MMbmBLPL3921nbUCrIBbMTKaVRkH4JiOb6wqrQKN9+cEOYwFA0eySlXU/Scu4DnZzZuvjCMKHgYkF2ORS2NMMhnXL9mQX9DRH93o10ffBSadcgA6BccR2IpzcSR9YDTz6RktdOAUkMZKwIIVDPugI2nAiR+4BHuJRGJBgxOSwTg+wMMTrL6SFJxoubI/Wsb5RbK4x7/iYRwuPJdg+Rn+wdMDWDDpBC08ekbHmEZez/Cjje518tsE7Dn/hYds+Sy5yIgevvTjQz/+wJsPhm7AecanWGgMTs/gwVYs9cE7O8xdeJCDvK76xZ156RDtdIVvuMlKTg0f0TXON9DBL1zgsyM6/Au8e/TAom0efPrDgw99rvDwBfDwKb5kQ8Mcz813xSP87uHX4NXvXh6AK12RUT+59cHp3pUO8IBvNiGDMf6CB33G0KLfEiY8+RF/x79nsPGQbT1PvtpY1M9/mu8+/zWfr7mSg1zmksGz+Kf/fBeOwf3hR9d+45kuNLDmkZEs6KQPfNATHOigaw5+jMl9eKcHctMBGHposVM/HeBZwxsYOPBiHh7Qpjf9cMKtoQdOzlV8/ZRMMfenuV9++dbHefL7b88GTJ9ds/fdjuft5uVgx9iO3e3MLRDk01u370xxt/u2eZNvFXAnr3b8NnPys8KqX07umF2ut0BQiOV5P79z8qIm2F1bGKCNlvk2icZ9JwAPObT+mI6irujbAKoRd77w+uR589iIXumSHtIVPRlz1ei85/wkePqkc3bON+hWbqVf+M/+/cU7dQGCUAmB83McfYzsirgroVzN0cDqM86ZMcYJMR2zBMG0K2UISk7qaMSq+AjbF4ZWwwzgXZnjECsrqzpHMa4My0H8hyuOxx0PzQcd7/xw7i0GGJOx7eLtpjmAlRtHY1RFX3F3pGSMIdt5++jCcY/fNXI0/+0rJ+KoXgfAAa+vIzmOVR8cDCt4BJuVHTkZ0327ePpyz9icAIyCT0cDv++gzeMYs0DYosoedK0fLfqkc/3muqKvHwwHYyO2KoGYJ3noNxccXlzNxx9YTbCzN3g8utcPlgyST0WjhGQcjxqZyFHykTDA4RVP6PEXNPVL4vwEXX5hnAzuzQGHfzjRISca+MAbOHTJA85cz+CN8z3PfB1942CNm4s2PuA2hl/zwKPtGU9w0wE+4esenPn4IZdrugfj3hxweIcPbbCStrnk8QwOHTBo2O3jBdyxkMKZzVzZNb7Caw46+vWxGZyumnHNPd7QxHtFFY34JAcc4PSbFy597smm0NNVffgiHzzowGOM/oe/fb+sPxuQ1zO7gcMTPOTEQ7pBx1j+VgwO/MqNp+yaP5nHr+MZXXY3Xx+aaIkT13y+OIVTDMMLFj6LazKaow8+fKEJDk/sCp9GBvkh/ujCOFrsFRzcdOFqDhiwcIJBxyILfs/g8AFOa67+6JpDj8VWuqd3fcmNN7nZ1ftop6LPPvvc5MdXX709mxtH3zY/drk2PXLlfK/w459e/268nbf5HcH77sGJqpyu0HvXLicr4gqqHb9C7XTAgsAuXV63wZPzZ0Hw929NEbfrduoKVq6XmzV1wimAfO1bCQsGGzcLBicIaODbRtIG0gJD7XECoI7xB7qhEzahNzqk3+oaOLmafsGZY5zO+MEx15qb3xgv99x3UUdQE2BW1QWcQBY4nFq/Z46TsxrjOPoFJYchAOZyHILmTBywIgeGI3JiQlKOFg7Ba7UE3nsMxziUjLYi795xilUYgzMCWt5zO2ZnIB/FBKuwewbrvZpjdc7pqF8wW1jAYQefE4FX8BXtL37p78bRrBi9E+Jsjnc4jPnzx2/e/685kiNbR/vG8CUwNfyTCV3y0ifjC3b9dFoCoAs2KdmACc6YnR+dcgS46NxcNmiu+4KbHdGib3TZ2b358Jirny+A45jolWjhR8eYBADOHDxr5hoff9rdHLzg4w/P4JrnHl/mcHB+5hrPkgoeweNDkJANX+bQWb5Gt+4FW/D8CDweyDnztqiwecmSD5sDBrx+c8mFH/LqByNh0l240qtx9iKj+WLCczYFl57RI0+80kOFHgwfQoeM8ZOu4DQfHJx404d3MHDSI1718z/w5DBHg/O4MCi+8aAIWzjoO8KTWYtGMpCDvcxjH3PwZJzewYNhGw1t8JIf+fiGOeDobOTe06dshi6c9IIGncLNBuQyFy66J7M+9uM74MzzCg0dz/XDT09epdGTq3muYMQsGLTpGv/8DD60yQEOTf2eyWcMnfwVb2IRDDrpUB/cxs3JB9mBzHQIHl646BGse76vGccbu7sad423+IGLz9O3sWI2HyQbmsbxRW5XcugnM/7hgFPOs9mxQ7fTfv75F+9dXF7Nvd2te4VWgXa07t24U1ZXmyWF38bIB2+e7bAVaIsCeN3LveAVbwsDmzl9Cr9Xsq5OR/Hg2B89GzJ0bPbkcqeq3uf3vYXaoW7I7cb9OsI7dKcPFgIWBPSqz6ZQkVczbFbZJ/25sr2+fJpe6cyYvB28XKplO/bjM2xCt57B8gH3Z/9Od+ocpaAbpzj8CUnOhRHEGb8VNYfIcQU/OAJxMMxyBEzCx2k5gyDOwTqaAs+ZKu4EUpgpRmBRjgKMVorxTGEVZcUYnHEfwAnKiqgxu33wroqp9yLwc0q4BDta3pczknc54OBy9bGHHb2C75kc/rKSn8pp6HEIxzXokMk7NY4BVhBonunElU7xK7jxI8HSmVWbcc90RKdkZ/hsI2FVKIwbo0O6oxP6dt88Y+71Bc9mbC7JsSt6ghZuPIL1jCY492wn0NGjPzKYB96YZ7TZn1x8wny2cV9ywANY88DpBweHxgb4hdszeq7gKgT4LBm5omueOe7JjEd48ONKn/C4R5fPmUsm/a5o5L/siEe8tpr2TB9kojt8a/DBZSwekp+84gZf0QBDBvSMgYXPuMJEZjGHL7Y2bgwdcCUD/cYrhHgwhk/waKKlGYPPfHjMAatlO7QrrO7N90y3A7e81O8KLx244hstfKHBDmyGH/5OF/rQI3t8wWOOPnyBwycd6Xc1J12TI9rspJEXvuaB4bd45894iDZfoDfz0PRsTI5gW/Eqrs3Ph4KNN2PuwWvwi1286scrH4QfLjB4HH/aBYAxfeDpif8Up/CRHX1w+skEv0a/5gQPBx7JAd4Vj2wCnr7Qjjdj+umMbenJOL3EM9rsihew6MOrX760C/d3Afr6XAGVKzWvP72WVLydkNopK8i+llfknYAq5K+//uXBoXArygq1V5p28VPs3/rO9DshBatoO/aH18Lhmc99fl6zuvduf05R//F7s8OG38LB61UnrY7oHcnL34q69/M2jH4mZ4PGXuxErwo8GO//+YfcTj/G6FBNS9f0Tn/0Rq/62VzeUIvYyBi9udcmZvekERz7GEfr7N9pUWdETTBI9hgvIBHiFMYlO8bPeQpejmgO52R0SnHVD4+CySnMc6/wEJpTUBSBKMruVlBRjubeEQ9BFWfFVxHWr4AKIMoUgMZdzUND8QWjz5EN3Hbv5hgDr5jC6RkMWoqxYm8cb7MDX770oa/PXI7B8E4SyDSy/N/duSc/XHjtSI2cNfLnQIwP1rXEW3DSG7vADWfOQZfu9dEdePfm5zTsow8P7MN22dKVk4Exh31d0ZKMzGO7EgJ6Egye3YMzHyxZwKKhAIw/bXLQZ1wfWcBrbMr58V2yyOfiBTyd8Cs42DZ6YPBoLn7AauA0cPDpwydYshrThzZ5zDUGHu9o0QP+wBoPn/nG4TO3cX3kNI4vz/DRHT3Bh6arPnGBpgY2vtAXf2A0tNOFZzx7Jhf8YhN+uIMzByy9srdCahwN+PFsPDxiWj9YV4W8XTo4fWjglYzk9pxdjcMPjyRHRjahv3yVvHBp5uMlfcSHMbyTEQ744QErn5iX/uCGszxz5I987OOKPpyaOfDxIddg0EEbLnFijnjid3JFz3SuX4KmW7LitaJNz2SBT7yLZzTxDw/c5rE3HuDTwKJNHv3wgKNvfOM1HYFPj+xPbn1s5z670K1+c/XRW/pQSNDTD04/HsHCbV629Uw+V+No4hcM/jwriHbWCrWiqZgr3q5ONe1yFWI/QfMNlKLuqNtrSwsBrzM1hVzR9j2THbg+41O894/bOAZ35I6OxYLC71jcAsFcr2MtBBRyR/l24Piww8efwt1uXd6nZ8ft5oNrQ8gGbCuns5creahHwKYAACAASURBVOVuNjWPXjzTpWdzwIwNNgewHxg4xCr78iH6zLbG+CKdws1WaJ/9Oy3qHEpDGIOMnCNhFCHMYsYzOOMYctXH6Jhy72oMLo5DcFfMchgwgkK/4CEggTVBQxGKMQVYtSi6FAtWwVZYKdGzpiALGjtsx+u+Pgej2HoHb1yfo3gfSri3+rK7BuODN0f25jt6YXAfc4BTvC0OFPTZuf/x/eui7vUAJ2+HjhfPrgKZLGQkj/4Cix4sCDznJPRDN8ekQbd0w4HSKd15NmaOVtCB8cxeAo7+2WHstK9YjEmQ5oPhUAU0u7I9HAWxpI0m3vQZZ5fww8NueOAjGnh8H/nxzHHhNk52+CRN9/SET7j0wU8X6MKjaICjO/PxBR9dkAEMueDUbz5e9JNL6xkP6Qm8fvyDhct9RQMudOFDFw3P6QhsuOkGLnPwSdfwjb73T5+C1+gDLPrxDj95zUXfPdzg0YNLXzQkc3y14ncP1jMYc9Auto3TW/KAVcTx6d4YnBV684yzi8WGefC6gsVb/DSHDPCRyzie6QV+OMBp+MJPfpzfwW2uZ7YNF77QAl+fe/TwJObSZX7kWYOHX7mHn39ZmHuv692snZ/Xc07ivHOVG+QXPMpT9Ag/m4lrNMkFH1xgwBZv4oMNzcEzWDy6srWGH/jIoB98uqV3eOFH2zP9gdf00w9Z6JgtNH10I5aM4cc4f9RPh2h5hre8YC54dPARrWTHF7r0aK5GRjlZ3rUTtkP+zBOfnaJsV+wbJQXfMbdCbhfuONzO2HdP3mnb1Sv2jz362L1HH3n0+jslx+h2/wo62zh+962S/O3qHbhjeLt/xVyBh0czR5FW/C0o2NeHb+AtJtQH3145DXbKSg/yuhxt48e29EJ3+jR96hBYOnAtN9EnW9KFOXTPPvrSpSsc5rEB3dEh2/MP/kD/+uBQK87+nRZ1waYJYIHGQRkSEc7gql8TkAQhOEbBui+ACcUBMMrJwHouGI0LDEqCj5IIrZ8TWeHalVKaYk7RiiZ4QacQOw53jMJIVloMbXVopcaYfoLAkTiRVZ13345qrAK9e+FgVnScgQM4JnIUxEm8x/Gs+NvZ+6tCEoBgV+j7etNiQfFvp89JyDG79T1CzzkYWJLQyMvo7eoFLzjGJT9dpT/GpSNOoK8rWA6Ss7AD59MHji3hpfNxnn1vCQ4+9NmVfTRzPIM3Fx52ht+zIOeMcMGhSQDgzQWPJ7jwCBeYfIQvmIsuXPyMv5DXM/3Az6HBkAWfkxT3a3XyFFB80zy+hw56eEVfcGj4giO/aw5e8YhOeofDXGN4CIe56TrezYELTXCudMTPyURvZDEv/PjAKxzooEcf+jyTJZye6QesecbgDAea5gXvqs+4uZ7ZxhzP7sWWZ8kbX3gFj3d9YMCSAxz63o+7amCDia65YOFzT56ewdAdGYzTt+f6wc79vgOnp/r0k48tzDfGlnSGV1c6MQ5WXgCXTvmSe/RsDPiMwqMv28onvnaePPHP/zofxtrZKSZyhh3e/Pzp93+4LpB8lR/DkZ/wObzoR2+uG8fg6R1vfJcvs1Pxji96I5tGT3QNj3t42Qnfrp7Nyaf4GvrZ3TzP6LElPtHHk2c06FVs0TV49s52xtBAD6x57vFsDt3Djzf69NGyHEzHNkKK7+Xly/cefujh+RLex8aKuh25b5DshO2WFVf3/m6IXbZ31p9/5tl7Fxc354O7V165NYXZzt17eTnbO3k52S7baSqebMJs1vxayftuhd7O3QLAh3d+ieQ9v3zeu3rH8sY0iw05nE7Jp7GRZ3KyUznHGB+mN7ZnA7mZLvibefxQo3P1zdV8OgTPXvlfOOCFh+7hone02eTs319c1CUjBDJwyYFBORyHEUiYotjuMWFMwyThCQQOoxzPtWKNcQWOQ3B+iiGwXXhH8oqlwm5c4e79jA8gHM/4cI0DCETNPcfgWI57HN8wqp+0edfid5McSN8LL7w0zuKrTavLvt4Ep+h7R8NJrOQ5IAeQBDiqxYP3LBYKVnoShKAji9UaYzIu+emC4chBXv2chtH1u6cX9+bRCx0KKI6QnsGUiM0xBp7OckJXdtAvOOFhP30cxnxXOMGwsXvBXcFGJwd0xQdc7A+WXdHhoOQzhmf2LQGAgQdtdNzDY57kwm/0489VSx5z8QOWzsDyA8/4h0czl8+QDYw+c/GIJzjJCq9nfuoKBh5zNPDhMYcM6MOPpvHsxHaejSte8MGRjtEwhid0KkCe8QGOLugLHTjoET/0oq8FlPnw6w8XePQ9w5d9S+4tJPChwYe2OeDdm4M+vOR2NR/uCjgezDdWkSdXssGDN/Jp8VjO8Iw2fuA2D7xGl/gHgy860c9/wMJnHF386WMXfXydrpxCuOazZIILTvCexZ15ki1+2dKJmySuENkpWvQrRoqMj6UkeoVJXlFQFBIx7sQPHjQldnjxxufoEl9koGNyGxMbjYHP1/TjhU7AGqMD8vPXYN2TDzxYcvEd42DH1/pTwrtYChZf6MGBBt3hCX90hC+w8MczGeAGay5axW046DE+6MKix0/ZbKJ8YS43yrFy54svXkzO9bGbnbTNlw2ZXOreTt5O3cZKIf70g5+aHCw/37jx/ORnBd1GzJG7e4suX7jbbKkRUxs2t9oIKvbG4AZrl+643c+S2dURPF793Fn+tuuHx8aRjGzMvnTFn9iJDviTPvrhv+UVOpPTjdMHXY5tt9B7No892Jhu4U2f+jV4slcxqj6c/Tst6oJaK/gwwQEEUEHOkRAniDFMY5Qg+jFCOMJzmnGy/cxfn0Zp5lEOWEVQALqWPBV2x94MpID6SQHjKraKroKseX7yyafuPfXU0/ceefiRe5/9zJPTr0BzKkWek/iy0pgvM5977oVZBVr9wfX008/MQgAuf0wBXo7IOTlsH3C4+gMJmpUffqz+rEIdMyn4koXFB3nogvEUAnLRmT7PFjYckD4Y3RjDGs+xRkf7zg4M56LnHMIzGM1c/enYPefxLCGwm2fOJyjdsxfbScSc1JU92B0P5uSgkkDOqB9NPMHHnhqZ4MSXpMNZ0eYD+IFbQ58O0EgWfBqz+oebLxiDg07yGUEsweIL3nwPTY3v1m+ucbLh3bOAIR9YfejqMwd9MPgjo+f6yYov8pLRPTxg6Y28cClIxtyjDRb96BoDC29xVoLFDzi8mWd85n/40eyYJWD4jaMLF9z6zMOzK/x4z074pEtz0ECPnPDElyv8dubkEe9asrmKd/Kb5x5dMOZ11O8ZT/JIvmauPmP4wIMxfJGxK3zJgB/yeTYnWcDj3Rxy6K/gWfiTHX/p1D0/k9S9yxXPcoL8YOGvuFisS/QKuKbPh1ri2wda7h3L+24GL/kEPsiCh+ITLTajf/x7Ftv5qzGxakwM4F0fX8E/PfF38/FOt/CbQ3b06N48Y+TV8JUt9dO5Png1z/hGF24wcCQPGnRmUxIuNMkIPxzoksc9/4bL60i/65aj5UK/SXeELtc6Tqdj+VSetbGyQHLS6ee+fjnkfbviK5/KqxZTvmI3R2GXq+VvG7g+nvOTOe/Z4cKvV5hOci388SMPW6zhycdw7Oardycv6DiNtTlso0bfcpcrO2rZy72cQxfsBIYOyJ6/0ZGx7JBf0Kd+V7B8vj625O/sQJ90zh762Id+Xc/+nRZ1iDUByUE4kIYwYozKOYxxOGMIE1DSdX8cSzGEJRxBOC0BFW1OzSiOTygOPKNYSTtOYRiGVpwZWOG2C1dwGVqB1hR1BRmcFaJjHDtvfWA5k2JtvvctHE1gtyAIP0cCJ+CN+/Ajh7KatDAQ/JzLitQxP2dT7K00rQQlDqtDrwLs4K0AycYRGIrzKFxkdyW/K2ehF47ZPZ2Zw7HoF6xnujfmyhH0SdjmNc4J6ZNt6F0Dz+HYAD9s5V6Dj3O5Z8ecTb85k5j3z0aCY1P08gEwaEkceDCvZASnfjKUzNHg4GDhMN8cfFsQ4V1hB29B5GqMHPXRIT7ogGx81xVuDX3P5piLD31o4sc8tOMX3vrMw59nsKOb3W2iaV5+7f441xxFxxx4XMHQYXyxF7xkBot3PIKlR7EWTvjSJxzmHmnQnSZGzXf1bL55+shND64amnhxBQcnm9fQUYTlAn2u4MHiTR/5g+NLw9f6EljjRx7wctQbPuAiL/zg8cNO+unOlZ6MwclWdGUOHegDR174xq6bY8SNMbtJOUHce+dbgVDgFQZFwKZBTEv6/d13eWN2od9+a8YtDMQ0nHyfPK7okIv98IGHkrd7/ebwf7LRSTyD59/gyVSMuCcbvWZ7coMnN5vCoZlLdv3B0KN59Mbu4UJbX/6Dnrn6wBtHA894gP/IS+Noko3c4tTVJsWrywc/+cBssGyy5G151gaJ/uVXvzu3+fGTMvr3Lt5iiq7BgaF7edh8Rd5cudjRvfmKutemduFwtZlyYooPBduu3G/Q2Wzewf/Lj+YkxgbMCYGTmXbrvqdyfC8Xm28hJh+TU56Rw+mBremGzO6zN10Yl7fyU7Y21wkCPcJnjK6KlWA90394ssl9F3WOoAlYSDkDYhzLSrxxzEocmBP4nJJAhDXmnpNwsJwIrICkLA5VcfPMsSrujsEcrTv2VrAVXMXW1cqPgRlanx22e3CeK96eBbFiC95cVwXeEb1nx+8Kt2fOZCVZ0JuvSHsfY+WoiHvvY0Hg6EfgW2Eq9BKEYzqrR+/lrTod7Xhvw7E0H9KRXSFV5CUCMjO4ew7CmeiPLhmfc3AacHREl+azCV1yJnrmLODoXZ9njqKPQ3IU+vbMJhqbomMOmuaxeTZkC/ZHpyCWdKMHtkIIr8SLR/Dxglf38OsnJ7kkI89wkR9vcEXLtQCCA4/8z1yylUTpC29o4J9+4CIzHPREVvSDM45XujUGdnS+7/TTV4HlOf7QRgP/Ghi8aXRMBjT1Vwg9m98ccHRnjmKoHx/sBbf4MuYebXyakz+IOePk08xHA21yoUUX7Csu9ZccwBqDI/7wQrc1sJpYNwYnnsD3npcu8YSusWTCj2fj5qIHF32QBw70wZMX7nB5Hr3s4gU//IM89IBn88jDb8GjRxdwkJUd2UheMZ/u+kBWoRGfdpFyi/iVD3xMpaD7iEqMO453hOwdsGNiR7jiXywrOnbu8hO8EnV0bET4Ktr4LaeRW594Esf45rdg00W5M/nIQzfkIa85ZKFPONCkZ/Ywh8xHH0OT3vXTkWc+Jk7MQze7GI8XMGDRS/dsDEbM4Ykt3adrxa8YtUmzE7azfuLxJ2an7jhdfvUunR57xWmj5gREofWNkiIrN9tEsZPNl+Lumc4Vc7ndhs6zXbbczm5g1AH4nZj6GE6BdsLrmT1tGn0Uh54ibvHmlapc7QSGvR3Ds7mjeDZiQzqUo+iEXfhbea5NKL2yL73SVTZiO8/62c9zY/TbGL17zk7owEnPYubs3+lOneE0QuQIgo0TeK6fsT1jLMfCPIfmfByPA5iXUCVqDGuc3XwKcZxK2VZddsMMplgq2GPMy6sp3AztWMfOvJ26Yu7eWCs9xs8RzK+w6+NMgptjuVrt+VDGV5ZW8ZoA9xGdcYV6fkLx7bdmJ26liI7Voq82OZPiLkFICgq6Hby5FgLeJSnsVoFkHifYv1EvIDwr6hK3HSodlsQ5A4ODaYxjMDz9ujdG555zHAWDQxoz3705bMFu7tmS43hmT7YKBh6JQosH+D27slswxuHllBp6ZNCHPlnc8xNzS3pgZwGzC0I4zSWTpEE3XfFHBuMlSGNw4wPunuFF1xy0jMHVfM/mgDOu37P7igde9MOjXwzgixz0Bof5aNAZOGPsMHrbnWZwrnCDFxt07opnc82h//BJvhIInOigUWIQn2DNoQ+86UMDfQV9CuR+cGOsgnqkQ46OzPkL2uAUSPTd49l9Y3DTDd6NKSzwuAePPlj8eSYDWV3xQQbjGhzgkwWMOeTVN3rZEx446EoDx2/Yh8yafjpiR/z4sllM282JTzs+i3h5oJ9NWcTLNT6okhPErSLeKzQfYCng4lo+sOuzyBfbdvKO7BUAPi2uxWffAuFHvsOPIpDfsxcdkNGVT7myM3nBkwcutjIPrHl0dbQ1fbIbecGmTzFBv/CZCzdYuODR9Oszlx5d0cUrf2+euWTBJ7vTMfz0Tz6wxnwcLHc7pbQZkp9twGysnIAo2vq9E6dHOdFO2e7ax8ded8idcj4b2dlbDLiX3+3cFXM42FLuZofZrX/zzbHPfBB367X5IBpu30agw44WXfKv018fOMvdFmp8BA8WHXbtCrxFBrnL1ezDLnKIe3qgS35Ib5qcpI9e6CP9pWt6o19z6Iw/g0cH7uIKjKYfHJue/Tst6pBrAllgdQ85R/GMQU6UI3EejOQgOU7jmCMAmBI1GM7BeQWHYy3F1U5ZEbaT5hh20hyjY3fF2jNjK+LG9WlWeuYJVk4heDWOoMDCbaetSDsm52xW8GAUZ47Xip1DWc1bBLjanQt+Kzwrdo5plSdRwGP1z8Hg8N84SgId0+MVLPk4lPdPAoUuBIbGgawOXT0b90zX9Et/dvscimPRaWNg6ZGjcCZ2sLoE5xksGPD0DkcJ0b0+9pY0wHOy7gt4z61cORw49MCyMzjPZMKrZ/Twgj4a7vFBnknMexqBT3MtMOIXrOecW6DwHz6pDx008IQ3cpiLJnrGtHjTj1dj8OrHk8Tm6hlf4Pi553Tg3u+18YS2Z3DmupLFXI18CpN+9MHjmXzm0zM5xJGYMhed6IGTqF3jpcStz1z9Ci86/cU3eI2jJfG74mVo7ILBOLpT8HdHrE9BRgNOcir0wenTjHdSh9cSETrGwWvGPMOLP7TwMGObBLMLu9M1HOSiH617uqFjOMhMRvp078rP8gM2xJMx3+EoABPX7/xw4s4i3A5S/CsICoCcITa9B/bu1WmbRC/GLfAd2Yt1Ma6w6AOrmNgpim87PHEqmYs5PqCAuOaX7sW1ZzKTjw7045t++C7dHeOKLOD4Nv3TBX3Rbb5nbnSMeaZPfXREJ+7hgh8uesSvfng0vIA3Bg4uc8oP+DCnXIIOeZ06ymn04BhdXpUz5W4bMjqnL7qTA+VGO2J/ktVfafP33L3z9g2SHGzDxEa+dWIbeVw+Z782Twq/TZ9+trH5UrzRlmPNl7PlZQu1KdTvvjc/V/u3f/+P+T9B2NvizUZSzgeDLzZX1MnJVmSmA/m13EEX+RofpQc61ye38GG6FX/0aD7dsrV7eDzzA88aeHGoX6zQPTxsc/bvtKhDpiEwBt7VPqYxyLkwQBhCMC4nwxgmOaVgM+aeYgjnIwbCS84FgKMbP4dQEBXRirkC7jhFIa5QcxBFWUF3PKN4gzfOsAq8Zq55jG5MQbfSVoQ5GxyOa+Yo7VtvjkNwuo7gJAIO5Z24Qm5lySGt4L334SxgOZBVPj4UcA2clapjHc6l2fVzTON44tj4EQC+wqUbjqCQpxenFhY8dMXIxjkCG9ChOZ7ZR1HjLGDZjc41O/8cyRg7gTPPmMCVjNg0u7EVO5rPxgW2pKqfg8VHsOysn80lBs+cHg594PWRRz9fybnJYgxufeDxybfgL5G4wgN/QYZnz3RDB3ChgS79CAjXggpOBQAtuMDRD3pac/SZEyx/pyv6gBOeZMALHvTBi382cjVHP3z4w6/nYgocvaFrTAEUzGiwI3pgwbkHazw+wONDw3/zwbu3gyYHPsyrcJtfoY1H8OSEB1x/cCY8cCnU+MErXkaO/fsGzTUfbvQsAMjrOf1dy78feIHHD57BwJ2fsQ88+Qof4Mf0Aw5N8/JR9uIz3p2KW3lCTrEDF+8KgOSvcItFuUET33Z+TuL0Kx6KtcLudE0eELdyizwjn5hnYwCfcbtzsincbM/mGt/W8NWiW39yBufZvHyTX9Ef32YP/WzB1nwDLboxj97oAYxx92xDL3RPj3ToakwrNugeHnPp1zV6/Fqc5PP5pW+degeuyNKfhY6cSBdymwWQ01R6kzPZw7G8wukDOR+pgZWD5X/H5eb73bpG74p7fZ7lZfaxGFPUbcbkdLjbgLGdxZzNl106eLT4ANr4Vsw1dJy2oOFZcXf0bscuL9pAyclsROfu2ZIu+Zp7+Yb+9dFPsHSdTvVr2Uq8m0vf/B+cBj+7mgsmu8J59u+0qHMejUO4IpQTcRSOwPCI6eckmOO4xvVrmOOorsY4qmtK0c/Rf/6LX84KjGEUP6szhdcqulWawqlYCz4OY0wfp1HgwXsH7n2Nwg0Xw1uxCTzGFcyOcDgSY1ol+l/cvGPxrNg6inFiAJ5TcQY0OJBAt/JznC7gLUQ8W/WPI3He7/7DrEqtODmVbwLIw/EVeKcKAkFisKvnTFb19MKokkLvqOimgkWfdCloOZT7nEjgsYMx/exDtwKbrjkHPJwqu+jzzHZspnG0nA1ctoUjx5PMC34wxjwHL+mWCPDHOfUFizcBYp5Gbg3f5OVHzVekJRZjZMaPZ/iS31z0PZtnDlr6NH104R4OND2Hyzw48WoMfxp5zS0QJ5Eedi982Rib0QmaeKdHxQZ8dOKHritw5rAB2HRjLr7QdjWukIq1YF3xZz57gxsed0cLFh+aQuwZXffm8QlXiRxtNN3Daw5Y/eA6AWjnrg8sGLTlBnNcyYAncz3jKR7Bm0cf5hnr2ZhnuobDuD5y44kePbNRvKPJr8CymyufcPzJfxUAx74PfOITU4jlEPEn7sS4d71yhnhU+MWknCHOFWsLevGrAIhzx7jgb9x4fnaf5ijwcpC8Yx6ajpD50CT6/U4lWfFvYYdP/Hs2xn7k5seu/JEMYNlGo4PxiY1ZeiS3uXTTlV3pLJrm0RMc8HqmZ/pK1/Cyk3H35sIvXsSS/ngQP46v6fHxxx6fD+E6FtdHX460bbQsoryOlGvlSYW+D+HAsIOcSW/efXtVQs+anKjQ2zXbvcvT8Mjf7GjxpfmbIxYGcNhcyfefeuDBGbOAq6B7fWInjke2sqNHW22w0PC3R/yc0fdRvsbX8NTHynQqzumifMU+9EGPY8cPP7rOy+D0sSNdeobDfX5K1/TKFnwmHOzKz81hW1c2O/t3WtQh0xDOARhek5Q4DyaMCWCCYhDj7UiMc15FKgf2jEkJES7HNhTJOBQusCraVmMMqJBXxAWjoxw7eH3gFfIWAvrg4UCcyioObl/P20ErzIzp6t2P4yJ/wMC7HD91cEzjaIjzWZHbiVsdCl47efcKO/h+/6igm6fBxyk5GSdxPBcvcMEhMejjhBYeaDm6YmxOIiG4cgjXnMi44K1YKdLuZ0W3R5oFNcegf4ncOFycD25z4JRU2YFN9LOffuPuc1Y25gfsxinZ0ngOCwe+0Cs5oG8+Z+SwNfLkC/hC1xj88OnDF5ic2VUyIj/66MDPzywC+BxaAnB4+fCjwSsh4R0sfOjAgRZ4/cmFBvpoRxctwYVe8rkvMRqnbzKIFc/00u7UGF3CQccVQDqCD294N1cffuCHxzw8wwEOTXN6FoPxpmi716egot+OugJvTEMHvgo9efFcP/zma/rBKew18PDAHy/muse/e7wkF77Bo6nfOF3kY2RChw7cg/UMRiufpF+6gdN8uspvJFy+46rJAQ99+qH5SZXi4w+giGE5wWJaXnGSp3g7ItbXiZ9CpDmN0xQgBUURl3cUCznKQt0vbOScef13eTVxz+fZLh/mk/yNv+rLlvyMPMaKJX18FA46dc8GrnTQHLoiLx2BSz+e4ecH6bAYwwcb0Z359Je/6dfwo5kDpjjBDx4tmmxoyE5HFjwKI/0plMbolX7lR3lQoZfjNc92w679tU87YkXV8Xv/g5qv4W22fORmB28BwHZypVcjcvBxRy6ns5V8yjbsYnPHtp7ZR/63e1fozYXPgkxOhs/CA89OWdUNu3t8WgzY8FloeF2AN98OyJXyD73JNfSlj57Zi27lHL7PRvTKX9VDuZsv6DMmLuBx78rObJBviJ2zf6dFHZECFELEMIlgQSfgjoHqmRAYAc8JzPFMWPcYTTjGtAJTDK26KJ6irYgLFAVdEaR8q2POJKhaKXMmY/oZTcG3E4ePoeG2kuNYjMagaHASDuLdiXf5jOcIxomBIs1B8ADO4oKzWMHjzfxZKX71jcEn6C0Q4AiXZ6tMzsGRzLdCRN/VIgS+OUn42teHjr+KJ2gEK90IPsblOHROh/TrCoZ+6RYcnXoGW5+gNl+QgwdXcGYDjsWmbM0+nA5+c+rnrOwJFz48lxj0m2sOeM4MplMBdNAwzvElXE6PV0dwAtuKmO+0yyIjHHjBN58RCOabBzdYrw/Iq4++/GVBv1P1Jx5d/WlP880r6XmGV1FypSt8k10DRz73dEXOkfnwAZJxePBhvmdy0g+c+Mfz6Gh31XCYwyb4NQddyReO8FRw0QYTTgsCjZ7Qwh+c4VCEzVV0j4ldMcYHO4E35t7VM9uNzBvL+i0E/aMjRVZRcY8+ft3jTTN/+Nqj4PjHB57KD+bFXzQ946WFQjqYord6I79+fRr9Jh8/8uU5fZCRzhVOf/VR7PYHTCT3/m6Fkz1HwhK9uFb8p1Bf3JyibZ74dDon9hV6p2niXd6xgZBfFHi5puLh3oYDfnHPxvwOT+7ZC+/8OB8UEyV2ugDv9SSdgDGPjcjnSn72KMfqY4vxs10kosEn2AYec+jLHFf6MS9d40s/+mzlGV185a/68Cre5Ed5Wn60+XFU7fshxZzOnIjKdfQBRiG0A/f9ENngYFN60NiQ3OyoUIphecHu3BG4j9ecmsq5cMvZNmRoyOc2RnJ/J6Xs0Rf36oLa0TPb1MeWfauFV2P8gL1tFD3L0eTCg2Lfd1Y2Z/63TjolS74nZuUETR7Md41nF7o3DpZ+wYhp+nfNdvrZD4367ruocyRNwJU4GDriEsHc70obcS1H4lSCGqMcW/IlGOcgpPfFVmXehSjMAkUwMZaCbaUnwPQLKM2n0QAAIABJREFUwGMwCSjPGoMyilW4FaOiaTfNyK7+xCMaiqsxRV6R9b6bg3BSK0IF2SIAnMUBg4LvYzdj+qxCOa8g57QC3hG7HTrjK+qc0ocYdt9kdLzTzybgIW9HfYo6vAWBQkTPgo+jc3iBmcMY4xh0yvDt5Et4xjXBYo7gFaRsyJ4Cl23gYCtXBTEH1GceO7Gd+ezK1nxBvytcaMLNrub0jBZ4c/GpkDcGDn/eP3oHZ3XPHn5TKhAUY+9DOTy6+nypanXORn6SYtXsdYkTGKtqRdyxp9ceTkksspzMCP6KPlxo4ytdkY8sZCCXcff8E7xkR076MqYwmUtHZCN3eM0ZX9+fIYoPMCVzhQwMfMbCATeboAsmHl3Zhi4lcvD0ht8pwrvwAAOvwopfDU1y4reEDbcGh3F6jXZzjFe8xa4jd7TQ92zcVdFHF37P0UWTDo46SmcVfvLDh7a55EuX+tCwEEkG+o1n+PHDVvDwcVe+q5EJbf7ilZg/fGKXLn90wifJd+rGdxzn2qWJRxsI8I7kvTIT6+JcIZCPyjnyk6N9+C0cnAJYKKChqFjQ83u8sysZ8canx092sUZXfKgdPFkkfHKRn0z0Z44rPRjPjyy20KAzOqFXfqPffHPgp1e4wFRw2A8sv8IXHuUSfIIxzxz8u9IrnHbZ8rJGT/KeHbijcrHpC3P51oaFXo3baftuiJxoKN5kaNHjtNYi3YmpTZbducWChYDiKa+iAZf8KMfK6+jbTcvTGhuqB+yjOamxoGsBZowt5Vt+gEc2Z2eLO6c27MjO+Y2fwtEfnchjZMQrW1mglN/ozT290adGv+xjjA75Lj27pwc6YFM2gI993IOjb/PZlj31nf073alDqnEMCGd1vkkQY5xCcCMs2BgfDKFyOv1wUILAZcSCVBKXdClYU8wFhJ0w4zAEBWsCyNVxOEMYy0B9HGdlZUxBdpwisTvidjykwOvzUYsCPKvM7789DqoIOCJXWNo1M65gViQc08CDp37iZtXG+Xx04V0Nh+NoVqxOBKwyObDjJF/gOq5xtM8J8Yg+Wla8cFodSjwcTMGiv1ax9MrYHEYScE+XAt9YK173go7+jbERuBIFG7IZe+Rg7GNOCy624Yxg9EvWnJlTm59dJWh08MLp9BvHizn60ShZ4EODyxjeXJ2gsLdEYbGjUPMJ7zL9ltQcdCRpCzA/dbELsmIX4OzAfv5KlAUQfBKq+V6PSAz8UzBWMPBFD4pjiQ0vJV3jZM+njQk0fa54omvzjeGPXfQVoHChR/f0Asa9WIJHH13AAR99a+KHPuHCB72aA47O4MgucLKXMXo2Zr5nOPxzj0fJvpgFZxHhWQObvfEFB5pgJBM4FF8Fnt3FvAYWDFh4XMFXvNGkX/jRpLuKebpJ/8bca+7hJTv5zOVT5tIJWmSiIzFG1+7182M2MM+HXGJMwRVzipBibmfXR3KSudizYAQLRq6xORD7Nhl28/oViY7eLcDt/MEq6oqAzYednxwmz8h1ZKkYZHey49cVn2QBS3Z9LVTY11wNHnPoBByd8ht+Jy/QfX4LR3mCLugFHf6MFnvGm2d8sT+cdCmGW2TAJXcrQPCwi29/5EMLGgsdudtO2s/AxK+dto2ToqnQ2jAofmhYyOMFPnTF7BTGux8MXrj9V6cKt9xJF3KDIu/1h80RG4trmzHxb6Hf6S4bsI1aYSeueWY/vFpksLf6oV7IPYq+fDwLu9t3xn7GFXV+gA+1ip419DW8zXVflRqjP/mGrshHf+m/Z3ZkQzouP3oGp5lDRxrbsyX7up79Oy3qCGmcQVAzqIBnHARyBkzkZJyEUBjidAQV/IxIGA4Dp2MVKyCFVkBQMMUrbO4ZogJPucYoWlDqZywrLvAMIzgVR30CVEG2C7RQsPNWKASawu3IxrGaj+EELjiOwWnsGlsUKBzuGZbBreTmHdIP/mkKh/flCrmCzrmsJhUaH1j4kISzKjY5oMWEYoMHTiQwJAyLE/Jp5CKP1S6dKUYFmKClX46knz45Vs4k4MG6cg5JARwYttA3jnXYHbBt/exmrkSAFkdia409Xc1na84IXl9FHC6+AId32/iUjDyDgdc9vXBWvsAuTlPAsw9b0bF+erT7RsO9RGHM16rmeAfn9EOht0uQCJyQsIfCz8esqtFJLnzjU2IrSUpw5KUjMpVA+Th5XMHm8+SnZ3zRHZx0LKDJCFaDDyw4ONlDDPF/esRTuvdsjH0VRoVMiy4cYPSF13ytOAVLNnjoW8Nzc8kCh3hE1zO+NPK7RhdOfNgxi/0KdsVcHlC8o5VOzVd8zSE7WngwH9/g/3+xx4c+OPDgmR3gwld6R5Oe6VHzu3Dw5Abvw9KKEjiLbrFU0RVfcoscIs4s3CV6V4trcSi3zLv3y6vJBfxMXjHHLlwBkHMUeHlL8VDcjOtT5MHwXwWMPfGXb+jzTP9kwLdn9+xE9uKVbckHli7Toz5+Rl/6wkHX5h59Ln9k93CwLTrsgQbafKXn8Mk/4hQMO8AtpuFSvC1w6ESRpFeLHDqU5xRzenRMLbbNF4fySPd0gRe7dDlM8UfD1+ZsSS9yqo2QjZPcKXfr+9WvfzMnoHI0e1hYzE799p2xA3uoBeqCxYU6oH5o7AYn21ZHLArY2aLAXLLZLDo5SG6vDvCYLeVWOioX6KdHfNMl+7AJmfXRm3v65dvs7Zkt5BB2zd765Siw7sUPPzj7d1rUIdEQx6CARNQ9JjFMEAHJ8PoxwZFcMcVoYDgO5ijBqoeBKJ2CrW7dUzgDODJhKA5iXODpr7BT+Cj/8mqcyVyFV4HUz7gWC47IHaEp3nbiOQfHUPit2BUJBd2urp28cTjsHCv+jnntwsE6srN65Fz64HAUxJn9GUKrTatbhcYRvCLjvZLCpOiAMd/xMKdLVvJJKvq8g+L8goguOQ7d0a1+x1c5RnD0yw6uOYOxVsccZwJ6ixU4tq0/G3FIY5K2pMSu4OBky+zJB8ChwRcUR/5iDlx0wJHN0y9wBas5aJKHzn1T4ZiNTyjSTjq88mATiyawFjmO2ejR71m957KAsiBzCuN0wzEdOvDijc4kJfxIKCUvYxq+wcMf7+DID8cUxV01g5dAjdG7+xJifQIePc8j7x65iQPw6AlgeqVPRdNVsoXTHHPFmCt9sRe+jzB4AUPnbEPH8MIHhzHzxOXwugutiilezIETLvaBxxz96MKtMCukCru5mmfNuHwARn9FAU72TV+eJSR48z20wJA92WZsNwfp11x6AEOH6OijR/Rc2YD94lsCdqoj5uUCRdfpl6LtqtBI3mJNwZdzehUmr/SnTCsCYNzbscPnS3r5RpxK+ubITZ6nuF9eza7VKQEd4E+8FBN0z9fIlM3BeSYD25HHlU3BgiM/mdkKTnJmR+PphP3BsQ185hmHk13pDwzc+HKlezwYY9d07hk9z/CbB495CrUTMrIrjuLQotwmyetIxbKCL57BywfyFz7CI87kuPKbgm5cHx9xEmqDBjd6coVNkkVTpyhOYeRrmySbJWNOXdjZ5pDdNHnVKxmwbCr/w4F/tUNh1weWT6DHbuqVuMY/faQ3MuDRJkWOpUu2obdsy8fze3HAbmRmm2zJ9mzpme3ggQMueDyzJ1xn/06LOmNqEEPKqIQQlBoHwDAYwY0JqxeG45QUYswcV8Jg3jtTu2IKtbplfMEk6BQ4x9ycwopJYdcneCp6nhnLXEGpX6AJQLtpiwAFWbGV/BVchdpOj+EZ0dE8R7EC1M8pGdWq07hirojg09eOVob+EIHCrLDbBUgcdokcT/FxzO44iZxkVHQ0Tqgo2XVyEAFkVwlPX/yTva80yeb4nr45EIdnWM+cQh8cswsXAPuXnwQexxAU4PWzBf1nO3PZLefRz6nYCu4ci1OZx/aucI8zH36LaQweje3Nhds9nvmIeZ6Hp93xomVcnyLa8Rx+8UCHeHJvvgBHm7wCaObuQrHdGRyCDr5W/oLAPbzm0wVcZBZU6bNCjH+86icH+vw4GfAkDsAVuPyZflrBiwdz9MFljiYBGHMPv/lwFbSSL3gwgp/92BitY/IOJ57QMKbYgWcHtM2HX2vXbx54NMVqNDyjCY8Y1fCozz8FvZ+ywaWZb8d+pGOhwt7Jg55nPMFhfGjux4b0r6GL92DZjGxo4MV8fOMJbnPAijGJNF939bpGIrbAlz/s3hQdhd1pn7iSUxQBz/KHe1dFuV22/NIrNztQOUZBcG9RAB5e+aaiIZfZjMhXvqMhg5MEPsf25OL35GBXspHLOF2Tix8a4wvsyE/IDxf/9UxXcLnXz8bmVvS70hHdmg8WPXB0qKGdbi3SzGNbdPDI78wzByy+jDmKtrC2WSKzXK3RBV0qhgoj/cnLni3QFXYFW/yKY/FCbrjpRYyKTfHrWm7z3ZWFv6JrkS/H2lQ5OZ2N17feHPx27BYUTn/lZXnbCQxbsrmGRz5ho8iG8jw8aocTWbwq6L4HcAooD+GHLspZ+KZ3NqUnfs4G7Eg2fsh25GFP8hVT5mR3+mRHMQG/ZpzN6IXuiwl05CM2Ovt3WtQh1TAGIeSCjaERJohnTmKMICUJwiYwHIwEXuuDJkoUfBVrihckBZKVsGCiaMHiWdG2AmvlzWiMoinm3pW1ClO47cjt0u2K7eYc7yqkij6jW7lZ3eHFIkDRt8rjmJzEHEcwdpKCVXFXpBVkzU59/r7wb383R70+2CKrBOPDEAsC734c1Tu+sYvnLJzDbtw7IosLAWLhwvEUd/CSFidQXOjScwWNY+UI7MGBOBS7cJgcRSAaZxt2Mo8zcSB29QxeILlqeGPPYOHgfHwAXjDG2Vo/OMmGI0q2nBot4+Z6xh84/e7B0odx8gkaSdB89+QVUPzFPRiw7vFOD/CYo0/xLtGbLzjMJRfZyWSORKaf7PQQvgIvf8crWP3BFWh0YJx8aBp3JVv84s2z+ealH30CVCKlF7YxRo/pU78+vJBV/+h4X5sYm3n7xaykEi329xx+iRoPaJoX73CTjx3dk8G8rvrEtn+u8CnMFhB4VdQ98wljyeSaT7h6xoN5eCQbOuah4V6fcX1gyKYff+7BucJDv3hmT/JYyGl8ScKXO+QGV4XX7lmxdi/PyDeOx40r5BK8ZlOhYLuXg+QTecdc+cZu0eLAHM/yjpj1nYe+FuXw+q6Dz/FDvMoH4p4t+TB/4B/ZPB/ls2KYT4KjC/PpgQ7EHb91JTu7woEO/ZhH32DB0SsYNu8ZDHvBrYFFF0503PMBvOIFXr6NH3lL/iQrPcmVvgZXZOVaV83RvFNMp5FeNdpd2/R4FabwwYcn/KFBP/CLT7JU2O3u8SGHKtRytUJMx3K1ewsGHznL+16Bou/In13kcMWbP1gA2Dyyq2cLEeNzqnBxc+boY1N8z4nB3Q8+LtR7MkFX7EqneM4W+KYnMcpv6ZV96JE+2Vc/3dfAmM/n2Uy/HAeefRqDQ/zpB3P277SoCyINwzlWgSUI9VdEXDkgxnIWcxiPEjTGYlA/N7H6EjACQrBQfkGnuAk+xXkMcPvOx6utfQ9mNy0wBZ8i6NkKjJMxPAMzuILu6kM5O2ZXH3Qo8IysqAtQx7fmcUC4vFd3dM9RffzhuJdDOlJT0HNW+CwQfN3ertzxOoNwak2/d8B2+I7i9XEYRUjhFgDw4IUOyGNnoOBzaLrkFJIYh5IMBKACz8kEATjBApa+BYpnzuI5GMkEbAHMXhwSPIcUZBKkQsmeHApO84zpA6ffPLy4Z+dj8uAXcEvAgtU9mu45MVk4ORx0hSd0waPHeeGGR/Akk0DhP2DJhC84wIA3DhY+/MADhys65uAXP57xpJFJH/48K1bmSJh4okey0z96iiydxQO68T5Jcv9wjPn0hiZ6eIEbLfgFqrn6XcWW+cbNc09P4NDyjBf6hqeiam48FrOu+uChk5KNe/KiacxcV/yQ0XOJRowr3p7JHE398JMPT8YrynhnQzzi2zi85rqiRR+unvHV1Rz9cNEXGvjVByce8KnBwV5skp+JMXnBLtz/DCa32AwoQjYMnuWVCrdniVzuMMcfLFHINYWjTYaCbicn3ygMcpJTPVcLf1e4jGsKg9NBu1Mffdlt8ll8K4xkIjMZ6cu9Mc9HeclmnNzsxa/pnF6LS/rl657Zzjj90Rndwgl3+nOF0xw43Y//7QfQbEC35pTLm2/RpCh6jemE0o7dx7/ymN2tAtv3LXa6XjPKfXKgn+raGPG9sdvmtHggm35X8dwGRp984eNXGy8bHjZWG+zG5Ul6tuP2MZ3irw6wi1xvQ8dWFiNsxDZkkGedJriyc34gF8t/4lzetTFztcCgD/mHv7ENWeQLfemLbdhQvz4NPD2zBXvRrzme2Z7M7CJe6QNMtjTu3hiYs3+nRR1CjVMV6ITlLIhzAFdjOQrnJRSBNQxjkpASr+TkGIVyBZugYySrZNcJvIubsxKmfH2KvEJH+QJQ4FgACDw4BBV8FgqCTzH3frafSnFCqzfBqXAzuqJuDrxWfQq7xnEc5di9W/lxSl9z2qX7+I0TcWQrPA7g6J48HNdqVBDb2Sv8nM3RvN28Y0G4OL2VvAQkSLxDxhdeOBiZOC6c9Me5XXMozqSY0SdnMyZAOY5Cw1E0/a6cjA3AK/TsKfDNAaPfXHA5nnnRQcsYOPdg3As2zgYf3jhvcwQhnHwFbUfk6HFkz/BLOubxCXzDp5/vdOXExgt2VzjxjSdjdAAvmhaNycrP3OMXfvThxbv+8MIjYKJLjmQtsFyNk79xuOA03310xIR78tHz8V6clGzFjeSLTzg18qIDhyIYfv1iEC7NPb3DhXf0FUD4NeN4teIXe+DoLPolDnPJBj9armIbPPx2CHhMBveKfA0+Mmr4xYd7ePFADrCunrV4Aetewyu50QFLFvzwIfyze4UGD8byG3M9g5H45ZFySCd8N/Z/bpRPKszyhmfxb1OheV8+J4Je/22ucTooF3h9JxfNAuHyagqFHKQw2BjIUeg5GVBwnPY1z0mdgpbNyc4H2Zz+yaCPL9A/O7CXfv5FNuNkpx+6IDOd05Fn48bSJ/vRHZ3C55oPw81G5mngPJuDHlh8wSkWXOV1rwwVv9kE7R/f8iGwbxhsbOzIFXpH4DZFCqz8Jzd6dUm+5BH74lI8a9mbPMbwyMaKqiN/u3F5ng3Y0C6bvfu+Rn5FW67Fn9wt/8qzdu3qggUdu8i37Otk1yZOvpeTLQQsRuhpXtvtf/ksr+EVL+xGF67yDlg5yEKEnfBvjC7plmzkBkvPbKHRAx2DgaPYyL5igH/wATZlH7jO/p0WdUxoGECMU3lGCFGMuNcnwMFxAoJx4Bwzx6MchYWSKZSDWCELRMEiSBxrCRDPdq4MAc694FH4CiwBxyiuDCnABJSi7Z0PQ1o9cjCrOu/I7dwVUMZV2K3iwLkH692NRYF37XbWirOC7iMsK1KF3Ydv8FkFunIku3jHRP6QilUpR+TcVuwKt5Ui59HI34cf+OFkEgJHIy/HxTMj5jA5OifgNBUlDtFuVh+H4Vxs4R58RUqwClA2czUmmNxzMM7jmTPlbJzTPLZG11yw+jl6jokGxzUfHo4MPodWdOGFy7h74wUGOYxF1zz+ozlaRYsOwLnGN7p01CmQFbVnfGnwlDzQjV4+aVwAhxM9ffw9PZCZP+NXcMHL543TsTHwxvVrYCqQCh3a+sHpH50fFlLsRXZFEI3iqXno6AdDT+QPP/7YxzO71E8Wz3Cg6+oZHgUf/57xpc8zWRQL8a1139U892SSD7QWC/rJDZd+z/GCvrl4IItnMusjEzg4jcFHHjDG6DW/K7e4sqUYMccuTZ5QqC3uLf4nf1zcnGJgh+25wtC9gm8RrdmpK/JyEHiF3obAdzkW++36Z3d3eTW4Jhdd3LweF7twyEm+y1FsLP7tJL1qs0iXA+mZTPyXv7EpOTW6IDe56Ij/GtfMM2YePdMx+6U3emd3+gEDll3FDRjz9eujb+PoGRub7CLDfH3FG5w2IXKwPEXHPkjzLZKTTwXURsQmRx528mlj5Y95yUdkkJ/KVRXArk4wvKJAV7zTk5gs38rpirlNj3f36Hj9KbfK4U4F0Fec5X6516mok1MLC4sCOV6dkIPxyBfUC69P41HBlkv4FR7KPfRAB3wOr+DdG2czOcc4OdmMrMbdF1flBXDZo9wCTl+5hS3ESvHE9uxx9u+0qEOo+dAlIhxJQpEM9HESzoEpTBjHHEc1N2YoQWLHGIUzjBW1JqA4SjvuHIcBBRJjGjPHVUCapxA6SrMI6BilXbiVmvfhjoUcozO41bYi2lftVnt28wLWlYMo9oo7Hr0vsitX0K1E4fB/J3Nghdkiwerw4xXhf84KjmP2V5AsBvw+3c+r4DSHs5ODM6HvVYEPe8hKJrJJDJzPe3mOxcE4Dt0pBhzIAolOOQ/H4EAcKh2DYwN97OUKB7uNXbeIcDR2A89uEiqnE3w5n3G44DHXHM+clX3xwbnBe5Y0+IYEgybaxvSB1efefDLBy2/IIHFYFFlQOdmgN4seCYQdBafVucDCA3z4Nl9y8oGiwMTntey7gqYrtPmsRm/5qisf1n+EwSed4bNE2mKWXshIDvqTkPABB1wSpmdzwSpgCiUdgaFHc/VVzMFL1Hgzp6SrH92x3e6izAUD3hWdim006SS+XfWzcbzZjcOtGWcndHwcp8EHB97boePXPPyDdQ8nHPCDB2ucfsylQ3KDwasr3YKjKz5AZnPM10c+fKKBL/pt8dXuSWzwea+v5AILdAlbsVaYLZJdFV/FVox5f64QiDX9dtc+crPBMC8Yz/KKHMIHLRoUfvnJtz1g4bQJ0CwkzAWrgCh8/FVhh8OzXEFOMUwf7umMfPTPD8lNVjpxn25c6cXxcHZie310Sk9avsUm/NI43HTrnk7Tc/PYQT8a5usHa74+fPleSH6Uq8kqb1m4OH101G2D4xsoOqIruVG+RFtMogkP2ZIX/mwono3Pf2J194O50peFFT3D7Uq/8jH8crlXoHKGjRgdOzGQz+3S6V5el4f7al4NsCCw4XKCIMfioyN2RZ2O8Ym38ox+p454dzXGD6ft6wT25L/81Dw6LUfTqzhIp2zLB8DwAVc6P8aOPnPUYLF49u+0qEOkTZDt17UchZExxPAaZhF3jznCaBIQgTBOSEmWEjmDQq5AcxD3gkHxFkQC1A7cSlnhDrZVGhhz7fYVfbBzrPLVNyb5K+yOUhzPOHZXODmfImoHLPDtrud4fv++eys4x+qO6B2Z+ejCV+7ee9uFcwrHTVbeVqGKDodRvO3o/RU0uz4Fpy89e3cO9vg+H+9kd2rghKKEI5HQAxkc2VnVKzLplK7dc3524FDuLSYUOHqWMOmdLTim/pzGXM7I+TgLGwk6uNjQvTnwSLpsVoE0R7FnTzjB48+caBk3xhfwJRCMaXiFi1PDEYxfBghQNmMriy/F3CrfqwxNcAtEhR1MC6p+dSBJkg2PBSNdoYsH+phivx/Q4bnAI7tAJY+gIjM8JUXj+BZUaMCrWOlzT05zjaFNNnjQYAvygtVHZnrVJ8lJwp6NgSlZZzM8wBe8WCRTtnOFEy7Fc/ja34XDbcx8PMYDOchORrKZK56T2bjCXSFX3OFFCz+SjoYXcMbJAI984Z9ig36w9IAPMPBo5qcLctNBCxry4odezSOHe3yC5cP0C8aiW06wWBZPirXTv47ixZfCPZuHfaeuqIs/cWdcrnFvESCnWFiDl1scoyssaOiTPxQYC3P5Re6w6OSXirmdvVd65in28oycoejIUx3F5z/sSQ7XfKW49UxH5M8P6TL9uqc3MOZrFln5Bf/Mf9gOHrDmu9cHL1tEW74xlr/y6/xE/MnJTkScRmgWOfSgoMrdchc7OH63qLE5gbucwYZwlrvwh2ZFEpyFmmN7OdOmix0Uc7qmy15r2ijJ0TZcirsxucEpqvxvc2axodD7RZFdPFjfSKGBpgItf9hUyBH6yqN4k9PA6pNLjAdLDvPZSx8fBUdG95rc4woXm9NF8cZe7s1J/+KPb7NRC36xxKZn/06Lek4iEFs9TPI57EI4I8fiFAQjZIkIY4yVwFY/dlmOuK2WFXKFWqA48hJcrZIFGUMatxPvCN5qXNBprRjhUyQ5EsNzMkcsgsmKWqG2OhOIgo4DCjrPHMZV0OpTUDhHO3ArPEd7HAzvHMNROkfxu3ROy0kU9ozPMRjalQ44hCLPkcxXnKww++mNALmxf9ueLiQjwSIYOBA8rc7pEk6FhyOi6aqP04AHQ+9WoMb0cxh9NUmeswn6kqR5OaIr22psbh74ioNiztYcsKLZAsQcDg4vuuR31QSs3TSdOSpjG3q3OJp3b+++N7LBVXHFP6dHGy6/nqBLCyknMpIoW7CPcbTxIGmQiR+Th47ogxz0NElyd+dokbEEilfw8JiLNnz83DO8gkzhMw+uaKXvAlsgl0hdoyVgwZovZjS6RkPMGUNDv6KKp3CDM5/+wbsXh3jTV7IHbz454DKueTaGHwlDn0RuHp/QjKGrD4yC3c6e3JKOcfg9w+EejIYvz3gLFk740EeDTGT1TE9sRTa80Gk2Moc/4Tl7sqF7i3C5QP4on9h526FXzPuKXazLJxYAcoWcYWcvT5grDi2s+4mtfCNnKNBg7ewVZgXeGBxi2SIUnJhWcGwe3ItjiwCbABsJx8bG+jsTbCKOkpk+6I0+NHJfw+wrHfqiK2P0btxzvsAOfJd+weQrrhpbTv++cjNffmcr+jbGd/M19/IMvsQcuelBTqZ7ObCTTK8dnUx63eCkVK5TdMXObHZ+/4fJZcd8Ih6d9LlWOC3U5AM1QK6nS4sGudkC36sMBd+JnpNRiw2noPIJXTs9wJs+Gyo8KPL6bbTII6fK03Qlh8k5eGAD/Nko4RlP+t2TAxy/k2c08HCI//RmDv1pdE53Y7c9gXLPXuKheNPHFvAvVxH9AAAgAElEQVTpY382EQtsyi5n/06LesQgxxwGBCgimBSoGCjYchqOQUgCm+sZjD7FUBFTvAWhAFLAOYoVtnv9gk5A6Bewir4drJW0cbAV9d53CbBZHe//1GPn5921Ii8IOYZVJGcQ3HbudvDmoMUJHLkr6HbnCrojHLtBjuqIp4JsBWgnrxjZxXMOgcpZ5gj4v/9nCoyjJAWILlwFvFMAzoW2VS/e6MOxlSTkaEvA+DCFo3CoVoh0SJ+cyhhbcDSJoSII1vPR2brXz66clm3gMQ8uTqVPY0swxhVCiYCjsqPCzBfA5byD5+4HEyj4Ja+rALCgsdtme4nPjsYKm54dt0vOggGP8FjEaAo0HsiHJrlcwWuzoFnZ4bNLmCO1d98bXOOP+5EbfORrPr6arw9d+NFTwOlYIJEXHsWL7sQBGH30Zh448GTOBnAYAy8Y0db00Rs7hnsS7BYyuOiCvsGmZ309s597PMHJB9Kf+ZNINsl7BotfMPjSKhyueMETXGygT8JRMCrk4h5P+hRsV89ygMSjKSxw4BkefcnuysfYDT38wBF/ZEoO9sCjMf3xxNfYoFziKkHzJ/lBzpALxLLCbVenSCvQnuUaxUgOUcTFnXs5QRyKPzt0cBYBFgZ29AoUnE4H7ebBw6vY2DxY5Csq/NmOHbzjdjGuAIG3qbBL1G9RYFFLFjLTC9uQlR3oyj09sh090z990gG9Sf6e9bM3PPRFV8b4hmc+6QpnPsRG9A+OrdHQ3NMpOLHLp+HDp0bXciYdW5zIYwoqOW1qvKpU9DULF3nVgsau2XdIdtF00CaELPyB/GJdnDsCl2ctEmZhtLtzmy4xLv/SnUWUo3Uf6aGLB3aAXxGXByz2LSzAefdvQeBDON89yct9fyN34wMPmuJN9jYA5V85RM6gH7zyURsnMS938H/6Mk4m/fQJF1jj7OSeDTQ2NKd52clVntHEGFh4zv6dFnXOpDF2K3TOhmCOEWMZHtMEYTCNgDkXpeQUBY9C3dGzwLJa9myFZqUtkASPwmxHrpiDmeOfW69NIrfS5gAMDxacFRsD23lrAslRGCcTdIJRgRFsvReSBPyEzU7QBxr9vtIHcl4baAo5OuYLUDtvX7xzEE7vvZP/ccxfk/PTPStQulHoOZJ3TJzSwgLf5CenhKSYSzKSkIQDl2DjHOMk+2caOZTgN6Y4SYK9e0eL8YM3xiZgjXES9uNExthKc68Jds+cnFMP/U2m7jkku3J0voCOPsEQn3izyrUgUsidjAhsCc4rDHrCNzwSEl7wzFe0indFVmIiM1pk8Oxes2CAx+JAYnFkzz4SLFmT09U8MrjSl/nkxQNYMkl0Cpor+TT3xunlqAM4jdMbfeFdwYK3RFqyPa7K4RPMaMMHVqIGixewdAiOXvSLQ3bzLB5d0UTbfPDxCx6sZ/3ooKdIKALwG5dk0HClwxIM/Oa6Bo8/zb+Ken3hkguSG79we6Y3tOHEG570k9U9HdAdP6JTMGD1kVMfGPaBy3M7OwtlC2AxJLeISwVck8TlFBsFRdqfi9UUduM2DK4KtAaHvKQPjHi0ULRZEJ9yDzhFzcmghYR8Y9Hvoyy5gf9p8pHCYrfpQzI+adzGAp/mkCWfciUvnYxNdhFGb9krfekDQ1/pyrN+tqSr/AbObA9GjBrnE/mNayex4IsJfszvJ/7+9L+zyZB3nazJrTY2iroTCJsnhVMuVUQtbuQ5BV7BFY+av/MhFyrcNi3yhtdv7GiMXjSbK3naYonezFWsLQw8oynPKugKvYIuz+PNgsDmSf628LC5s4jz+kO+cAKq4YM+yCfX8Ck1anLfviunYzGNT/4H1hy7/HbxcpN85+t49qCzbMkO5tGpeGKLYg0s2wbbJlneBS++2NMcV/Y9+3da1PtYBnJBiolW9RyEI3KIVhGYlXQFnZajleiMKWTtvO24FTUrYvdWw3asxhVYBY4Tzdit16ZYt1sHawUs4BRnhd5CQAFx5KJ4MzTHsGJzRMawVnhwgxWUir9jYEczHMhxrp+wcRhHO5zJF5ScgGE5Dr44T07raMcXlOhKBAqyRGOlyvF9Gc+wFgqKGpx2+I6T4MKLHYFgd8TnXZ2TBKvQirUVImficDmKxDfFdIuKFadA1DiaxmFKnGDN1Qp8tgMPP/s0znnN46DsyJ7sm21d2RVPHB+sAgOXIzjv09hA8NEnR5WUjKMDl3lk4EPwgNEqkmgHQ248o4tH8wSi6ySd/d08PgS6xaDTAePwwYW2qwUFHuCOBtzmkgmfFVF6obfkbo55wesTdOgUC/SOdoEsIIsVMOih4Uq/6diYImm+qzl4EtjweW4cb57pA38SBJz6ij34xC1e8wV98KENtysZFHCw8BsX9xINvK6e/XNVBPBDbgnIFQ07e7tEuDxPQtpXHHhC2zz219IR22jox7sxstE1/HglMx8xl0+IWa+sLNrt2OUHMSQniD/xpRA7AVPQvdqqeCv2duVg5BP9mvzDf4zLG/IImDk13D9NrfAr6OJWEVKYFCXHxuJcjCtocohcYuGv8NsI4E2B4S9k5IsaOcUBWfmLZ7ahE1fw4OiVjvgWm9I1+5vHdsb5gAaGPfh09uYj+SN4NmFf43I6HvKb/Attfw1TDpVzLZjEuNwqj9l0WcQoor4tkrvEnxypwMqhdKGYW+zTlz6FV7zaOJVPwSve8jI9mefKDmgo7nRLzxZNFlH4sGlzaurEFRwb2EjgT471hbxi7GfJ5irg7bTlTj5l40VOuYXsxT1YeYNN3NOHuQq7OfK7zQq90TX9upYb2AkM34WH3tlLP5/m23xBrlEv2IHd4WFfsJ7P/p0Wdci0nICDMLxAQyxGCkIKaFVinHOVBDEkCK2aBEirYYEieBTzjrg8CyyrYSttBa7AayevaCqgVr4WCgq8FbTCKNAEjtUx54PH+3XXCr4EAI6x7SJbGXIQRcguuZ9JULIVnpWlRYBFAZqci1PZjTpd+Ju/+utJIIJdcrA7ICc6HJfTzteYP/nZOCE8FgAShwJoteqkwKoXr5yeExwTXvccpsJE555dOV1Owm5sIEg5KKcF5wqO40i6YNiUU+njaOiwKzh4OBVHBhvtVrXsbp5i7n0WHQlMgWuMD3BkPIDjN64aXuBFj0O3iNEfvHH3+NIPn+ARiOYIKrwb0/iZ93z0LpHiXb9AarFDLnop6Dzjy7hrMtKB+TO2/0892vRgjjHPEicZ+Dmd4pfsCt7g2HeZ8OoTR+LJfHx5JoNmrvhxDxbe5sCt/5gUFF1z9KGPBp7gcG3u6Gc/AtSPJt7Cxc4V8GRqYV9R92ynLi+gaT46nuFpx5dfsZl7840f5U6+eMG7PnqlX7rBe7KZDx+/AatwtJhXVBRvBV7sKzh9kS4WFXO7b0W84i4+O5p3b0wcWxjIL07x+v6mgi4fyRnyk8W34iFuxR4/tWPDHxlsBPhoOVBcKmri2uJeTJAdPBnN0ehTPJpHD2D00YcrnfNHOqUfvsfX6Jb9jJtTTPMz8+gWzPHUlT7zA/Tch8e1jYG5+LRJkYvlZIsmV/qWt8Q7/tG1a7XYschRgDU7aCeb7l2NK7qKvDiVS+26LQzsxucXTF5zvv3O5HLPdv1g5Oc+oFXQ5W2bK69NvW+3EIBHn/wOn8WGgq34sov8xXbsoNh7duLKhjYK5QBXerCTp3c5yrg55srRntmHD7BJ+qJT9qF/uqYfuOiWzdkJTjar4c99uYG98ADX2b/Too6g1upbUHku2NxX9Ev2xtwTStGRSDDjqt/qS9GeINm/8iSwHG3ZOQsugWVc8LgKVkGmaDseU8wVvVbTxjTzOJyC7RjOkZli76oIW7H5MlIf3JwRrGMjR/Z23xxGMProioPYgQvCnNGiRBG3CvRxFpx2AZwbHcdOHE+w20VYROBbQkGHwzk9sBjBs368gPe+p5W8MQsUiwkByyHo05XjaIqXABJskork77nkyLnYiAONs+0fO4CjuRxL08c+Od8UgHVQc9EwDj9+Kh5ocFIfE9In/QkM45y1nYd5+NPgwS+/0M9hXa2OBUd9nvMhfebA6V4wwa0JFCtm8K7wSyb8hK0lG/yTwxj+zeOj+Ecj/eHP+Pj5FlS6oUNzzQmHe7zjid4EL7zuzS8wS6po4cM8sK4FsmRMZwpgwUw/+swr5vBxxMN2YPCErnsw7sGh4QovOdA3ZretH594KbYVdrCeXcGJ/4q6pCLJ6COXcXPIAQ859JmbDt3jU64Agy4+zdeHXzbFVzo17hkOsg2uzS30TTd2v4q1Pxojf1jEs7lFsSIh5hVq+Ube+DNpd5Py2VEFcHg1gY5J3EVwIg78mAcyEkQUInEWY4yKIjGuRIkRNEONS1BIQzob6DdLUJ7T59eUPamALxT33qpT5/ujqu79dyvExZXirHjLORbeTgTBwGODIWblE4VdUdBvcTB4dmcvzvNDiZ0M/EfsjO8/+WLky3fxzAf5mvjjr/yH/yW/cXDsRKfu8z0wdME29OQ5PbIPXNmRv+ABPDz66R3M2GAXTHDog08cgWErfeKg3IBH9/hRQHu1SUdysfhX5PA/OtkFjp0zW8il5U05VUHX75WZ15q9+5Y/1Ah5lN5tEhR1i3R0zVOQFWeF2mJCXrVh8kqTTXwLZY6CbqEwH9F+9PHo23dP8oFXrPDg2QJE3pC38O9eI4eYkd/YdXLR/l8bYMs97M2WYNmW3uiRf8NHr/wXHFvCx7fh1M8+6dw88WScbejbMxzo3/6uRV3waoJS4ziIQy54OQ7CrsbdYxSTPXN2DkNYQjnmtpPlDFbVAkUQCRbF0ZgCqZAreIIPrOKueQZjLjhBbLzVteMhq2u7RbAKv92wce97BDontIsDK2gdqSum5llJcxwFlqMo3lZ9mqNkRZ2DKriShaRixc7JORinNA9M79vhwI/EUcEnQ7t4yQZNH3DYXdBFyciqVqHjHPTnno7plRNZ/Xs2LhGwjYDkBIJavz52c8+p3HO4Vozsph8etjTmGTw8miQEH1h0jYG143DcZdXuY0K48SEgXM8kzS84K0clS4UILWPJIaD04Q89wZNcZDPfs/noWDmba4x+7N4tzCzY6NFiQ9DhOR1IhoKPbPAkLxnDbdyYQNOHLj4lSPrQVwx4Bmtc0oQPP+KEDsDpV8TwSq6SpjF6qcDRIZrmuqdv/Grmzg5tj+7A6ZMc0IFHEijxhxsePGnwgMeDKzr6K7rJaNeteLvKA64a3OUFvIHnM+RzjT68GnpoyQlTXNbHPGv4Bof3ihk7eCZfdmA7OqdX+LwTtUsT3xZv4khMi0Wv2eQIOUPsyxViUOG34HcqaJ6YBCeWFW7Pmrzi6p26WBevFgCahbwPv9DHD/+jP/xVsOlbwyu/IEP+TB/kNqafD/ItMpM/PZGR/dg3XOaOP61ewLIhvdI7W+jjI+yJRnZ3zz7gXeFiP7jNSbf4ZQ/waIk/z/mtcbzyeQVUDnVSIn/Blxx2nIqnE06FWxFX5J3i2UUr7p4VXvnPK0n5z/G+XO3DOMVdXpVbfKekEOPLRksRl3tslMDIu2joswDQ7wTWz5Dp1wZJbpEf6NmVDHKDfOqZDuRUfWDYk9zGk5+uwTRujnsw7JVNwXhmX1e+LEbAanRL9/rZCAzZ2FAf+2RvsQDm9nct6pBrHAQzFCMZI6S/ZIMRfTkvOMca+iiAsBTqqujZ0ToCs0MXTBKvAqc4K+YVeFeBpTB7Z6Z4gnHkJrgEpkD0bIfuKnjthAU1R7MytysuSAWnYAYn4K3IJX3OZKfOKTggh5McOmLv/Yxn+C1AJBFBj5adtt2hHb53a1aAfo+q6HEuixlwjt/NpwOLDvI5nfDBieMk8tCNxY7jfEfzVqWKFQcUYK7w06dnTcLQz0nGCfd/SWOL3gFxVI4kWYAxTyLifOByHE7K3nZcHNR8TihJoMG5OLvVtRMOR3Jg4AWPtxYgJRR0jcGtuccDunhwBYsXQQBGf8dkijcdjMwLTx5wyS8ojUsm8NB7/iQp4FlCA19AoYFX/PBnvuwerMCSoNyT37MEDr7Vs/kFI17iXTGkTzpBSxyIB7ASKlnhjg/3eEsPeEBHn/hz3zM+8cLW8MIpKcMLnwRc8o7uzNmdLpziF69w4tN8PJkHN5zoOm5nd/cVePg1MHwEDa2ibwwNfehM4trXDPo80wWcLST4G3xyCF7Zmi7IQxfujZljvp0SGHj4pOJhxyaPKDLiSwwp2Iqyd7Lyhz55Qh6Qd+QgPmJjIabBeyevsMgvFgCO8sW6BbzYVZQUGLqrwOEPn+mWHxnT9NM1ufDO7+mab+j3zI+MgzXXPd3BC4Zu9KPJH/k5+dOlcQ08HcPDZ/mphpaGP2Ppld31o8UP0ODH5rp6Rocc8INF3xjd481CycYIDLyOqcHhRUEVh3bkdsj0Js95tVlOVYzlWotwuOyyNeOKvqN2Rdy3CeLEMbp8K1/L7WwrF/kg0a4cDkXd0X6nr+oROcgpV8kRFXG5xSZADq3QlzPrsxjI3mxFbjrQJyeQVyuf0IX8pNFrujUPHPvSFXnYADw/Nk7n+NTPdq7mG7v9XYu6gNMgzskQ1xhUAtCPGGfhCJxMUsAYZTEs4TmxdxXeHQsaH78JFIVVYAk2BU2gGWsVLUgVXYVdIJoj2Oy2NX0CUZF3L3AdZ1sEGFe8FV5FXZHnOPALfF+oGre6R8PPNJ694/njvP9xfOPYx6pSUbArcDSEN7h9uKFYW6hwSu/tyac55rezh894Tme+1aOTAnLY4dpJKPD4VtDtOhw9eSaTd/qch8PQqaBSmDgmR3UtKdC/gsY5XTkQ+ALRfLjYRONIghw+NnJlX3b1LJDrM5ddBZmVtATnq3POyc4VZAEBt8SDPgdF0xV/8IGHG9/gzMmXBJI+z4JJApf4yCRI0Bn8+xMYMBKJfuPesZvvHb+TGf7FVmQtQeGrRYV7MpMPDgEEP53xZXwkI53AYS4Yvi/ojLsnEx0ZEyOeyYyGGIHLVRGr8IIxnx2arzDSEVh4JGoNfYkAX/rRqlAquvrhIgMaeIv/5qCBlrnkdg+HcXPYCYwCakdeQYdfEXeFF48lH/f64IITrsGz15JT+cEzmvmHeXSKV3mEbvThAwz87sHAT758ehLp50/m1ybiyiLZZkF8yTX6xLlCL49YSMsFNgJ273KHOf4TGPEn58hLFqze4zrBsxBwfGzxbZGNR7aQ0NmDrchDp+QmB37ZD//uycO3+Zi5fMQVLN9xD09+QVfpGV65OPuyMfvTC/u4pxu80E/+SE+njfEDL3hjaOpzz9Z0arwYFnN4yibmJYt+uUDes5ERp/ka+mLRfMVYcbdjVzxtmpxAypl223KjTZX8q0/OpXfv2u3ifY8kz+BVrNuJy+8WXDY9XnHKw3KtuXb3cjYa8rpFnUWfHCTG6V0Mywc2IHKHzYONJ/7AsBU7mQNOzpJTzMWD+e47hicnGHpj73IEe9NFvky/dEl3/Jbd2dYctCY+9lcpbM8m/IqNPN/+rkWdc2oFOuIUy7CYwCxnYGT9GOdgrhzMFTMEYWArrL4QP1fIipqiq7BZMSvuAsvxu525Qu5ZMXUPXoB6thM31mpbEYRD4RbAVtwCGH5BbGz633jz+XszMIyv4DsC8nWkrzLtqh2jcxRNYbAaVGwd1zseUtjQUjwsHhQ7iwXv9ZwCeOasxs23skRfoiGD5EFOMjuZkFgkEIsOsklGAocjtLrkMJxCQimxcTxOyEachWNyPo4Hlv4FXEHHmTiQ+cY5rCubjWPtwizHh0fCsMAgCz0ZQw9d9Ni6oDmdNX8wDh4diYbPwMvHBAR+BQGeyNhHLALFMzqCxzMYzZxkJwMYVwHig0cBTo/07CeGaIMXjHRKVr46hWE/JCRDhYIccOFTk3DhQMc8PNCLwBMLZKVjMaLBg4YYUsiMg/MsSYsXOMUS3XTvCg/69EZHJWv46A7/Ghx4kvDhNM+cim42F7PompsPiV3z8GWOMfzhPR4V8pILPvGCpnlg8Wq+fuPo0od+OMHa8VfY8YNfDf/w4I387vFGVnqNP/zA6Zk92BieSYb7esaYr5rtBH1NbTEtJuUJuaUcI6b4sDi2u1f85QYbCvFnxy4efcgqX7XjU1j4Bh7xRma8kIFvoM82eDJ+2gsMW+rT+A2fN1/zbO6px3DVzx70i457NvGcrVoAwIseW7JJdmIrOtanweGZfUf36wvw44d+yUXv+TFadI9P9lWQ6chix3t176fZj6zoutKbnbaTS0WaPh2X22Eryl5nyKvyqTzrtaUFgGJuYwQvejaFir3caNPj5NMGyQd4YNr9WyjY5cvhCrp8izYZxC19k4uOyKmwe9du8TH5ZfNqJ45kcC/vGCefnybz32xkUeCZzuAFk0945g/5BP8QC/BmbzoWK3yDbcQQGDYT0/ro/vb3lYs6ZWiYwqh7xDgNw2HSfQGWo3OUkh8BrNYUacWrItYxtoCTeBVozepZAVasJWVBWaEGx1BW3Oa5GlMMwSuSAlcw2/XaiQtiRdS9VaF+eOvnXJxMEff+nPNJCt6dOcppt271Z3etUNut+zmexKDIt9CwiMAjvvBtJYsf9MhvEeGaHBYiFit2F04aJCILF7I4HbB65CSCyZVzKX7sodBPYtgEwQYaZzWugOVMHFAhAs/52NGzViAHy7nAwcXm7OudGd6soM01brEAlkPjSULBozHOLOmYj4b+5qHj3lVDh1yagis5hE8ggYULHjAFjKKu8TO8mAsefe/pLKTYg23YCEyLIbrBEz7hwzv8fJX+jLnSjeDDAzi6w5t7fJd06aCkCx5+z4JVvDQmOCVEgazPfHFULHU1Dx76BWeee/QFOZtonuEryeBXQgAPd1d4weJFS+9woUN2PCkO5kgsmqQvscCpQGue4Yg+vOiyjbiHxzh+3cODHng8kQ3PaNMj+vrMpVM2MUYmc07dGtPYK98jG32bD593vRbq7O5qZyfWxb6coRCJaUXJqZq4U9jlHqeGcogFoZ2jouFbGotruMtpeIhX+spW+tmLPlt85EN4JH825WNgmmNeetBnHjzkM8fVfHD0w1bg3bOJQk1X/F+/+cbYB4/aLMiOD5rJADf7sHE+Ag949NgQDJ70wy0G5FH5zamYV43ypl8lGBNrCno/55tvkn767J+CVozFI907ancK4hjeosyuX55V+B3b05nFlMXALLR+/NZ8m+QZHnFuI2YRj4a58rYFABuypUWCWGY7uMgonsU6/HKspjizhxyi36kf/dCn3NKX8WDkHXjgNe5KR2QPL13lv/rcs4l57tmLjvVlR/o27qqPrdmd7m9/16IOiSY4WxVinpAcyD3imAKX8wlWKxvPHF3wUY6Vk+JrNexfb7Jbd+zl+Fww9X7dilnR96y4K24tAhRAK2tB6mounMZdwSukgtmuWLG0WgOvkCqsDG1XDq8jtnb8dp9Wh96LC3hXTuqe03Ec73I4ITwVXU6NL3j9hM6Cg4wWL/hp4WFB0QIDLwICb3jEv2SiiPtqnl7sJBw10SVn5Cyu9K8wcSqBwyGMgeNUnIXOx0GPD9wkpBJrdjGXw7Cj8YI6O7M9O1rJenWAH7TClfO6mqNf0PAHDo2eMfgFEd4969fwz3nxbtFgYWUl7r0Yelbwkiq5OTc4iRstcqIFr119x2cSpQ8eLbbok00kdLaQeAQrPMkg6ZVYK9ye8S9Q6QqPGl2hTyd0ne5c9eEJ3gojecG1K0Krgkv35FDw9NMLWmILHjyIJYENBo7m0wUYBdcciRodsWiO8UkWWwTwgSd2YQt0JWow5OqKDrzmw22H7bhd/Htn7r5n88kdT+Rxby6e8cN/9LmnN/DGw482/tGEHx/5Chx0hXf+TD9g4AGDHvsk2/jy04cpKmLRaZjYVtTdOzXjB/KGuIbPaZwvrPlJi21FwAbBQt/ukR+Kfce0aPMLNuZn+CYjXyYjXuKveDVGXnImO52AI78YUCzMZcdihzzwWyiZSxdouNfM18bO+y8IsjEd8wE6Mp9NNfqkP3jQQQ8+MPCxJ98z39xiFByewBUD4hEeuVGhVYCdhDnJ895cYVbcvUf3Tl2h9X7bAtsrESecCjLdKsRyrYUBPdvV21DRN73gw4JKPLOr1yFejcrXcoPCryDbfHm2KbNYk6vZVV1Q+Ms7ZOU3mpglr/zhw0ebCQXdZqkCzmb0LB7haFMwuffhy8lNcNFPMPwVHb4SXbTMNQ9ONsrWxR/9sgOfgoMdwLId3Le/a1FnYI0DEpwjcA5GRsQ9pjkGA3NCwks+4I1xfEmUYJSv+CnaCl5Xxazdu925Iqcp+lbPAhOM4uieUxgHq09BbGGgWLbaVjAFMRj94AS0gNUv2D17r+bZosPxD6fw0Zt3Pz684JQcxsdzdn5W+3bhjtkVIU7Diawy4bRgaYFijBMqUlamnFIQcG7FX+EmI73gT79xJwD4FgwSsCLE2TQ6VdBzTFf65TSunEFCoXcBIQCNKVjG2K8Ada/fPPdosSFnM0efq1W0XbrCy/HgNYeN4eQP8HA8ffCbhw8Oy4HxaTXtmIy+HKHNO7UPPpzFFXspwI7SOi2RNCwk9AtsuEqornwt+eiI37EbeIs6idqiy6KOfi3mJB6881cBJvjg0shPHjIO//uP4QgywUU2c+mHDsgt8OoDIygLaHjoU4zox3/F2Rh4V008oWMu3F1LthK2cTywi7k1cpuvENO1uMVbNtKHNrzkxg884lY/e6EX/2gq3oq6QlDs412Br9+9/JB+ooGOfnjQxjta6Qs9euEz5Q9j5uPdVaMXfNIxvuHS0MuH0xPbWeSxr523+PIKjM3FntgUW45twfATMW8BqMCIaXHKT8Q2v/MRqI9nxRJ/IFd+Qef4aoyOyMPPyQZWPIgBsPjHKxh68XzGHDnJm2z8kIxg+Rtdw0lP+s2Fl03yDT7gnk61aLqvH4Pq0fgAACAASURBVA40wOoPH3sZ4zNwo0HWnl01MHgTL16pOsVwomFD5BheYVZk5QxxrAAr0hbrTjnFvTxrIeBVieN2ce67JbFvQeDXRxYE9Et/7ICG/AsXGo7UHYODc69ws6VfGDlJtYC3W5f75VF6p2P5gl34Op+RU+UOmyDFXTNuMcWWZCV3/qWP7PKwefrlY31w0085id3okR3A4YG++QxeNL5C3+bn8+QGm4+BMf/2dy3qGJm2q3HMcAZXDsDgnJRzEJwwkgpGPacMzFEYJVOwlbDm6N1uV0FXBBXbdq12qnZWirVC1y4crD5j5ivsGngtOOPwGdPn+LtCKni9xxHsAt9qzjsYQayAW2laLSo8HMmYd+R29foUCclCovBbSSt9TmOlCgdZfCkriVgwoG3Vb4fP8aegvfPu8KDwwIsnfDp2t9gx12rWBx5WrJyDowl6V07EqSQxV05E3+zBQTgqp6R7zpItOAeYsc86OeeGHw644J+Esbt4QSMZChpOxrng4AecsAUEx0dvgn6TNdoWAoLYCYTVtmC3QKIbJyoWOoKarObjTaIyFy/w05kvbM3FD37JaJy/4Zc/6mcLdrALQ88vFiQChd1JicUDWQSn4Bl/XX4FoNU0WQSeREhOPIElGxrkJ7u5+sBKvvroWLJ0JQMYcrFdQStOxJZCYL57OMWXPrgUQbYxR78rXvDEDiUC9yVwMBVROIpVeOAXt9GlL+Po6G+x4XouEIwHgw/jCr65ZFKE9cOLZonoLBrt7vWBNaf8QefNM4Z/OFzxbYzMdJau6DXb0YPmmRxsK24tpi1ExZJC4UieHxiTj7x3V9znVOettwfWYsAC2w4dHrtNMYEefvkGOvzDs/ijA/yxcXYUIxaM5vIDvgqO7+CVPskCF/nIyYZwwuEKnu94dk/f7KuPbuiULeiK3uADky3wxMc188CiR4/oe4bXGL254oP/sQkZjOMF7nhHTx8doqEI0qu4U0QtkORMO3C5URGX+5yUyJctlMS7PGthpZg73oaLzi0W6A+/7NRRu18eGGcHmyjFXZ5zxC8vWCjINebAKV84VfUVPTvQvTzn3ukxeclDp/rpqjwIr9zjKv7JX/G2i9dPB/QEF1uLMfbiC5NL91TTXHZha76ADzoee2/80iVe8MQ2bATGPPZh29vftahDrCGkCUSrRUQRwgRnp2BK4hSE0adJdASbAvL5k9n9KrSKr6Ku4Cpi3Stsnu1cFTgrZu+d9VkMgG/1rbh7NrdduKuCqq/dv529Ha9AhcvRvHE7ZM0XlAq0o3C7O19RKgLeG3MOjurZatR7OE4jWUgUdveKtWMeK1IrRP2KPRiObSePLwWMw1v1Sy45tEWEBYMFB/44oIWNe4sOCWccZ3ffnICzcy7O5MrxJBmB56rP8VHBWGCDB+u5IsA25rDfiY8DcSi0BKyFDzh2NeaebV0FHpzgOSzH5sQCVlAryP1DEAJXIu1YnS4sWiRH/PMffLjC7dhfcZZgBb9dlqLs2M5XyBZJFov4RNfc8bnVjQWF0wGw9Egv3rc5oYEP32iVvPAPh6CjPzxo5CYfuYx7pkN94gFtzyVhOgKjX5KkX3PFCFqCFCyZxZYxeMSU2NIE9RT/LeDmaeDxB785FQa0Bt/uaCUXY+ZUOPCCN02BVRzckwOPrsU22sbwjC/8aObA0/xkwVc864PHXP3wuOIRz8aNoYEuXZirvyKGjmd6BTO49t0jHHTAnvkeO8Ev4fI38W3RzN/YtX/djF+CNZf/06M4lPjt8JzuOJmzC+QbcIIxh+3lNYmfz/ER9674idd0nz+aQ35yskn6MC8boQNHfpYt0ZaH+XW2hAuNbGAO3PRy+iW7s5U++kQLHFpw6Ifz9Dv0zGOP4XP/HQXwYGfuvhoAqy/Z5EEFWLPb9kpM8XO07UM0pyOu8qrjeDZxgssO8pbTODt3c32D5d5uXu5kR7YlqzHxrJjOT4k/+ngWBOVrGzMFX1F3QmATIcbKMWTQqk10ydf4UvHN9niSm9iYDckzOfezx/PcfTD8jF/w1/zRPb1Hm43IQPfsnS3xQO9sAR4/nsGJJfX39nct6pBpEENYgHvmZBRCcAxijNIIpJ8SKEgR4YxgFDQFVJFux634dgxf0VaE7cY1BdFu3lG8BYEdODjz3TcugO36mmfMPLgc1wtUiwb3juftth21+djNjtgxsAJkRamIKab6FWbv3zgpBwEHxgceFghwKb4KjwWBYm5MclB4zLOwsCCw+mRo7204JQekE0XGb2EtHqxu7STsXslkYWN1S5ccyALK7lSg0KsiWWJwFWQcjMNyGA7KLpyNLcBo7Cq49YHjcHA3hp574041FE42FMBTNI9jfM6OD47IH9D0bsvOWMChDRcfcVwl4QoOyWZ4XH+BHy40JtiefDHHefTbPyUpIdOlXT89SRJsJIjRNl/DCz7pjE/SC50JMCcqFnBsZ8EBDh8T5PuvgIHHM1zu6co9PeEPPN0IPDaFF/3hfV9hTLA+fDn99F0BPYMWTbEktuCCxzzJuoCmF/2ahCD4z6KApvjEHx7gwS+aFVb60OcKN5+A37j5CiZ4vLlnG0fsxb05ni3qzXEkD1Y//hUAY3C5Nx+cPnKTgazJRhYF3bg+esUP+VzxikeyJjudgwdDRjjxDC94OPDk3gev8opFe8XZfLZnTz4BD1j3jm/Z24mRhTu/IQvbgicL/0EjX/FM3/gEK2bAGsczvvDIVubrF7tg3fNx+LTwVICbD1ar6MBHds/TdpdOD/rZDjybsA3anvMlc9BjE1fy079dPxz8gzzwmOsZLvPoR4MvnuGlczEEHqwxsUF+8+e07bPHww+ezLGpcfpnEeBdOrno2iJckVfcXeVPudUOHgydsZf8YTMAjn3lFTnCLt4O3SLewsBizcZLjqBj8sJDBlfy4Nk926lb9AiWDPDoQ8srBTxaTMiVFhRiTn7DFznlPrjpEixdGucbdFE+zr7G0rd57sUFHZqPX7B0ywa3v2tRZ2xNYDMQR2AUzwhyTIHBYXNWcBRAYDAYFSCYpSC7UMfmduuKtGKtyNthK8quCvJ5NK9wg1GgFVIFXULu+F3hM8dcgQzWTh9+cFbrjtXMdfxq125nLuD9ptxHNN6hKeYKrCKqGNkV2n0raAq6ROHoiIPYnSsIduboKuSa1acFhPfuxuwq4bfT5ByckyE5oz7Fz1GRXQK8EordpwLv4zwykwNf9MrROCCdCiStoKF7jRPo43CcC4xCz7E848MYJwHHNpzYGPwcSD/nVoAtVMCz9ySjLRwcj5MKMoHqHm0y0q/TCQEQn+DJAAcH51sCiZ+gCxYfZBAkAscq3Qcxvl61uJJ8Bap3d2ypmPM1fXDnj/rQwxvZ7crQktQtviyinLQ4taHbFjF4JQf+NLqBwxVP4FzpCJ/6yaOQCUBy6GcjidEzPeLFuHlg8YJXzxVGuhNb4MGwD73CTy/iDDy+wBjHC3qacbiMhYtN0cELXOD04U8y1ldx1ide4VHAJ/6fPvzPO3X8KawSj/FowhMueQI9eMFbAKCLX32SKB7hMN88MnXPH4LHu8QLhux4TN/ou2cD+iKXuIBHYncC5ihYAQGLpzOJmge3K37kJ4tsvg9v/uwKtyKunwzsik/+QOfsQD508KzfPfnNJV+6NY89T1/nH+SjG3xq7s3VD6dnPgSnZ/01z/CCJwt90EO4zMEPnYNx35W9Km764QyH+Z7xBx8Z3YPDCxye0UMDLLngLH7KNXAWF3Iq+8gvdu5iV/x7ry5GFXQLbwt3myF6l7fQhZd/sKvNhJjtK3tH8gq+fGGXL6d7jy+3igk8kInN4YGXHOJRPx3SBThXdPiFRQO84PiQHEdOeUZ+MM98/LAzvXiGgy+Ypw89OOlMXsKTfvbjd+UI9OU/+gZDb3Dc/q5FvUAt6YxRNzgQwyABaoxXEsegRKoRGEOCww5ZAbajVpQlVYXLsbpiq0B2PK94213bmbejV7SNO6KHy26642rzFXi4jVsMKOTm2y0rtgqs4uv41b0+8xR3u2tFVQHnFAq6Iu59nIKiSHMSx7acpB0554SDLGjC3SmBhQN8joDph9E5sFWkwq2gcD5HS/oUK/jxYczO3Y4dXjASixUjp+DkHAZehueoo+f90Ivu0ctpJR4BwHYcmo30sY9neDice7bmsE4zBJiA5byCCl1OZy6bRpdjWnX7mMUphRU0p25cwsUf/BzePTn4kT643VfcyepdmaIu0OkcTkejbKI40z3baC2c8IcuWeHCdx/uWLzxG6cPThL4oJ0/HZDfvHiSuOGQoMSCezzjExw65oAXA3Thnl7olk3AClp6lfAkP/cFt/Hg4KBD8abZPdGzeeyBh5KRwkKH8IDBvz738ICFC0z2lBjQY/+SBfjp27iGP/quCrJCoKDQA/7dK+zG3eOPjPrQSgbP+COf+2RB246UrtzjCx4ymg8X3HSbftyTUQMLr3l0Di97uNKtOWLOaRdf4cfGwbqyoWt68Wwevsnvyn50J3b0aZ7xFh48SOz4oHN4sjU+R99HntQXfjrJRvCgT7f5SH1kwqdx+jLHXLpiG3rCl3nNdTWOHpx0TCYxDJ7u4fEcXTozD65sirb56JFLMcOX+eDghQ8uvoEeOmjTm3FwGt2AKT765sXOXF6Qxxyti2/P8qzXn4qnufDCiQae6VGcGVP07dA9O+Z3eqf5INdGTJ4+TxrzFfah23wIfnKipeGJXcmMb/PkVHGvyMutfMuzAl3zzC/gNp/+zM329MG/4KV3dOmG3lzJhz79jw/tayv2uv1dizqDaZgS2IzuilEK1K8vByS4eysMhsEchWFMYjXPEUk7cbtoxU/BVrTOYu7Zv+6kQCvudt8Ks2e7cO+qHZd7f+0LdVdzFHDXduzeTds1wm337LjdLtvuU1L3IY0P1SwqJHvJoH9Iwe7PStIq0E7ae3U0OYpjOo5it664gOU8FhiKsAWAYqQQad7vcFrOYGVKD4qQdz2uCjraTgg0x1L4dPzkyN/CB7+O7jmMAsMGOSIn4Uye0zudu+dc6BoTBOwgODga58lGnJiTwc+57ZLJLKFySLZFl509czpzPIPBNx3TC8eFGw28TfAsv575BD+Bx3yrYLB45FfwGqNn79+9DqFPOyl6YgP3Pr6xILP4YhsLAb4n4OAnG57pkJ85DfIKSKNTPuijKHqhTzoTnOYW4PiAgwxw0w94/IJFy7hGr8kADowGF7nITTcSI/0IZGP66BOsmGOj4k/SdA8GD4q3Kx70my8ZlMzh9YwWOmw6yX0TN58oYbhWJMGUaKJpYQGHAqIwn03ShhsPZIYHj/riBU70XOmGXPijC7Do4B+vyQAOH+QMTh967AkHnPzGXLDmgwVDh+LLSYzioRjRF3vU8GhePugezuwMr2f2xa9+MHyBr5PPVaKFE208gkXLFU94pBt8szXe9Gt4MA8sep710wlcaLGxe/pzz17k7+oePc9kN59e8Y5HuD27thBkQ8/G0dTwBk/5Hc/wDd79wh5cvs1WeNJHBg1+vKInlvBALnPIDcY8Oc+RuBi22bGBsmhvd03XcgTd44tM8MBhoY0vdOCnXzBsocAq8HbWTmrkTrnbbh9uePFLr+bnS/Im3dIlWhq89ONKB+VGmwM0FHd5vIJuvu9/ylv4NYYv93RLJ2iiTxa40UqH4gxNTT+6rp7lNfq7/V2LOgNomIKY8jIYhjgfJnNyjEvOFCY5Yt54CqFUx6U+ClOcHb0rwv6XJUXYvWasj+ba1RtX3BV6xc07VccziqidsffcirKCrvhL4C0E4HIEb9eOtqN4X1ILeEneGJx2lwqwHbFVoiKlgChuiouibQVpV+jDDR95Oe6R1O0cFRkFiBM53rXbJq935xzZqlMS4ZjeqRv3vkjh1MjD0RV4K00LilaseCSPPrZAk8HpmPMwOj27p3u2YB/P+tmEzSQgcwQk24xzH4sDAWieRYDjfwsOsByMIwoY/oBeiY6P0BEe/d4UjfzCPAnEs0BFz7gEiccC1Apb4RDI9GjljQ49K9yO5QSpk4DZqa+N6NYX7uxmoefZ7pyfshm/oGenLnb1ThEs5PhIvuU1Ad7wZOFFzgnC9W084ple061CRhYFY+TbfxeAvOLBHP1wgoOT3UqwYkmTCBUG81zB05WEpY/u6UHgs98k2/0yXB8c/AAcm5krMevHA/wtCOB0X/KQJPBkLhzmZGvFXHMMr1jr70oGeBUH+MoP+EGDrHiX6MxDA37zuvJB8ppLJrpi/+ROJr4r2dIL+c1zJQM64FuwSppg8SY+LK4t9MDwVbjQAmNx5jl9G08HeBGjYhXv7p/b+cmzn5eSDR/8xBic9NkCD5/sjkZ0PbeIoGsw+NGPtkZv8IpbPNKPfrB8kCzsqo8+8x309cFlDjg6ggscevrQy37ilk3BkwNtrcLJj+iCDqKDL3KiZyze4faMBzbHr8LHJ8hvjrhA0+LcKaXCqzDSn7xCXnGo4Qmfrlp0i0049Rlz8sl+8Hid6St4eVuutBlQKxRiPMsvZDQPPXP0sSccfAjvaIMjX36KHlgbK7lczlfkFXN43BvPrumbDdhdwzec+QH9sBObdi1m2Bufcg7+wN7+rkWdITRJnpAFp2t9xjkMopRA6ZSDEQlGgHlmUA6v327ODqmfcPn5l2dH5gq64jXP+1t0x9qKtD47eztzR2uOUh2jgrdblrDtyr1rhQusD+MUcsVbA6uAWyk6Wu4Ldgne+3AFW8FSROw4HeEoVIq093OKhp9ooKcpNAoKp7Ta5FAKISeyCrVDbydPfg2MwuXdPX7I7xjYKYLjejx4X9Tu3Tt3rwbA4oFTcB7OT9+ciDPqE5wCV+OEnEUfZwLvmc2Mu5Yc2KpA5Uh2OvTBbuEvKAQRB0ObA3rP7b2VYC1J8gW0zHHl2HwEj/DzCT4EPz4U696DKs6zAPrXv8em9NI3B/RG3/RL93QJnp0suvQJBvI6ccGThZLCbzHHX/gD/1DM+Qq9sitdSGj5MD3jmc300xFe4aZTctGj5OVKdvJIFoKW7OSkP/fmwCd+3NORpjAah0O8iDW6MbeYE2N0iIZxCUPDg+f8QJ85dAw3fuEyFw59EisYtPTzHckdbIkFjKTOvoq3fs+uJR0w8PEFiQ//ZMEjmfGV/enSWIkfT/HvHj9kcY938/CLL3iN0y0bsQMYdI3RqTFzyMNeYsgiU2JHBxy+xARd0b8m1jVz6QEuvBujf3ijZ67kjYZ+OPmFZ3PICFa/PvRc4TFmLv41/a50bk795DfPM5wWLJ7JSt94pBf80a/++O2ZvGA8s49neMHSMXxs6NmVTeCja7zSbfyxGV7INDjW38yBy1WTW8iILh7h84yWeESLv9n0+SUNu2j0CM/4wsOXoyNzPOOdzujIfDSyCXuVA+lP851SH8rJkzZS8gX7ogMvnuBzzw/SMzvqS0d0UazSLx7hcY8nrwnQkvPlQ/lKbYODrswt59InHegrZ4/+1n/xQG9kQt8zvZvvXh/bw3v7uxZ1Bj+NDzFHyXk8FwyuFEa5khwBGJdAFIE5iqMAO0DH4QqpYm0XrgAr3r1n774dt2N0945NJW9XO1vFGZ457v79H+bnC3bu3nHbodvd+9DMDt5Ha+AkeAGvqPsJma+rfYmp6CsAirhibBUpQTOY4xvFWnFpt241KHlwHsc83o0rcByX4Xun4x25Y3pz7cAVJbwoJoqho2PFnA4cCePHDsNJgULnt5l2/3hXaC0WODcd0znn5gAcRR/nout0zonHHutYAjabcHa2E4ScXGuXbiFRAuTUdAEnXOyKNj7Y0y5YP3j04APrHl+KnEC1WCFP/4IU/Vkw9W8F0CN9c2Ry2GX79sHHgwKUDRRuCx27eO/76cq/BeD7CnbKZnQAh2M5sP5BH6dD/M0uzsKwRZWTG4ssCzCw+NXMF5DkoDd6di94yUsH7sG4egZHr2KBnunKGJ2Qy73mXizRGR2BE8zgPJ/FWUI0RoeCG1/g2Q6cK1wVR0VW7CrC2QAdiRJcxYNd8cJW5hpDS2zbOcNTUZd4jOkHWz7oij98hxstjU7MbZxOzCF/RdszHszFL1h6dF/Sh7uCQRb9cJMdTnanHznGolTiVYjZRjJlT3ybC44t0YDTfA1P9M93XCsi5hsT12jqxw84uMyF1xw4yQ2vPvTx6F5hIFMLcDYkB/2ErwUS/2IPuoGPnfRpyZ5PuOp3NWYOmnB5xhda8PEfvIHRF233/MoYGcilwcOPKurmoUMu43Br5sEBHk33YOAiO/mcbsrfYsw9euDxTof4izY9eYYXHbqGA26w7KffPTu7Z3u5QcFlKws8OPCCB7jYsjzGpvrwIF7hFrtg4cMLfcWHU0DP6Mw3AFsjzMEPXGRBGx2wxtgbLnjYUT8Y9NzjD0/GwMGh8TU80pP+29+1qAs4TSBnVAZFBIESHIcrcDCIMcephGEISicUBt3bQSm6dt4+jJNk+026nbpCrFDbyRuXjBU8CwGF2E5LEZSAK9J+i+hYVqF3DO8duSNWx/OO3Y0r5t6lO4pV+O3qXRVSRd67dQVW0XBVhB2pKAoSAkM6mleYvfNW1BUVhUbBUajsHBlbgQenaDnKV8gtGBQ0H2ZZaNglcnB0+tfo6IGcThjsQBU1R1XktWMlv4UDXuiZDQoeDiUQOKexsckeHbpnA84qAD03l03MYx+OBT+d+YjFM9hxQKvlXSzAYw5deY1BT2jCxTcEiecCSZ/AI7vFAjtZCFSgjaGPNz4keCVOCxt6U9Tp0s5b0JrnVQe9Ol6z8/b6xOsMCwSwdGqBYpHFT1pAOhmhfz5Iz473fZAIj508H7Rww4vAIj/7p1u80aUrGMXTla7YQjIQrGQ235iYcRUr9YMDL7bg8kwH4o3eCmrPxtkLHvTolp4kWjj0gfHsXtLFj4R9JjV4FTZzjOHTPLgUAPM9K9yKeT9jc1/Dr3G80ImcEE7z7ej1GUObL6CHtrn402eOq2c6noJ0vPfHkzl0phi6wqcPPjTogW+yBxz0R7+uYNIpXObKSfko/sUKOPfm8ENxRHf4p3N+6N5csHyK3vSRwb24QNc9O5PLFV/68Bid7EpX5rODezTxQf+aMTyRUYNPP/7oQm4Op2f6ICc90hG68EUH/Nh8+8DDySZg8ZwMdGUum4Nho3QCv3HzXOGkU35KJ3ihN/34w4t+NMSrPCYnKpBwsxG+ycoe7s1zVczAwA+OPskDvz7j8NKJMbrFd/PpDRxdGicffJ7ZxHj43PMh/LI5/cCDd3jzKzB8AE398OCdf8ALD12BR7MaSDa0zU9fdI5f8M01ll7c0zE4Mt/+vnJRz8CIMxyChMAIopRqVYIpBY2iCcgohEoQwoOjEEld8tQUd0Xc+3RF3K5cUVbUFfxgXBVfSdhuVhIukdvBKtp+hqbfrlvRVMwdscNnN64Q2xlyLDt5id1uXdKH0wdVHZcrpuDtjB0Pk9NugJG8V6mIK8qO6xV6RZ+z2iVYiSpKdukKvyKkkNmlk9OCw73XCd79ou/kAV++HcAz3i1iyK5w+aiLM9Eh3bNDTlIxZ3y2aYxNJAMOCJZdzOV0AhAcx2VniwW7HPpjQ/KSW7KDk7OzMydDz7cAdtfGwKKNjlMOO2FB7FhMcNCbBQDeLXgsHuAWVHwGjpyZr5CT/n2ESG/0q1jTpdOB7ERHXsXYffMPY16H4B8/fMRC0eLQgolunQQ57bGQg5utff+gmOcXFmDw0JNArbCQLx3Tp+CnXzqhVw08/slDtxO8Tx9GN/QPB917by1h6ivJ6qcrunZPL2IPXomZ/qOJDv7g0NBDa5L/Lu7QByPJGi+G4WFXttEnaerzjK+KuiKtiPtT5BV/z3goN4DpXj8+8Yw2XjTPGpnI2xW8RAqHfjzgBy3zyIgnYxp98Bk6OuVmC4svcpKFvtAnMx9Hmw3xT//GSszFE1r8xjN86RE+uQvPxsgKFj9w8wd6xyd64PCBHj7QSRdyIlgwaMBDn2iRDQ48ukcXHvoAT276wr97fLAT/YFhZ9fwuJpPT2yChjnwN5e+8QYObTjwTA7P9IYmuGwDL57hEMPkpwdzyAwHGE0f2jY6XnnJd+RGEz5ygaEjeQBNchsHRx5XdNDAG73rk4PilT/Qi3xnTD8968eHOWi5p3M8F4f0B9YV3fSNF8+u/AKfNjDmlaP4Bd7Fq3nGzKFrNOhCH57UhpFlC7kxOsCT+2jRq3vyoeMZb7e/a1FHSJsV9L73IBzhEWRoQlI2po1Jgo7fKYCwBKBMcARkLHDep0iskq2C5V5Rt1PVFHp9FXw7dUXQMboC7otnxVnS92ynZRfe7k3htwt3dCt5O561+1RoFAe7dQ6moCuakrsFgKRuxw+fn5Q5OvcRmDmOdBRz73OdRDCupOgqUO1sOZDj434Gp+Dj0c5fcXeM7md0XjPgyWJCQbK4sIMks3tyKur+YxgLAIWLLuxCOQ+9VkTRLCA4AOfQBNc43jo4uHYi4D1zFM4Hlz5zvHrAVx898gG2VPCzvYCxE6Yn/XjS2JrtFUi/SKBXuOzOnTwIaLj4Cx75CvqOyfhGwQZGoze7Zx+3+fDNs1W+I3e4LA7piT/QqUI/q+PPHs9izE/i2Nexu4Jut+5qsWi37vuI+er2z38ZHpzK+OaiD+mM5cuSuQCkezrh0+JAoiE7vyY/2cyhT30VMlf9xskssSpk7sWShCMpSNb6NPrWJOUSEpz4kIRLAui6p0OwxvFnDnhJQWJFxzz97tGCHy3wjYFVLCRuPCry/emzSzNXboCLbCVRfMAFv3tjaJC3sZKnfvPJjcd0gZb75CIPPaMJXn88S3zGyIku2+DFHD7GNp75lnGw6IMzxzhc+tlWYztz0Slv4d0zPBUTc+lcP1zkIa97fXCytzl4QB9tc+CQO5MbXHbCW3pD11y48Ikvbh7V0gAAIABJREFUz/QLLxzwaeHiAydPdKFlD3Yz31x04NXI6op/uOB8cScPDztoYPAAL3lc5Rh6MAa/fjqV852wyRd4Mx8tciUvevCNHvenl+RlD33wyxXu6Uu/PAYH3vXJZfSMhkUCGnTOt80DN/P2Z6dkpQN4hu6eFmV3eQiuYteHceYX42jKsyPDntChR7/4kDcUc3K45zN4MRY/5PIMFx3opwfP4OnRnNvftagz5hh0X+gXwJTAaXImBsMEBggmMRZEGKJwQmKagtwr/o6/K+AScjty9951KuKafk2/wuY9tN2YIm7XZgeuTzK2O/ZTMEXAQqB+SdrOXaFxhKtYKzJ2pAq7XZ7kr9jbXYLRFHNF2Y7b0a7CbiVIDnK6Z2CORiYF3RG8Ym4xwInhU/zwZeGAL0XF0a8TA7tLhY8uXO3a6UYBcoJh4UN2V7t5MqNH7xyPM+LHs0bPAomd9LMF5zYGlnNxHHDwCEI7HH1saIfq/TI7satxDgUn59bv2TcDiqxndIzDBz+7K66c2a6cvZykuJeUXY2ZKzhc0caToHRPnxZWTk8swNjLBzD6LBa8mrBAsuCxGAJD/+jiQ9G3qKM7rV06vfInCwGnMF6deMfHPmSCGzyfsLDxHQDd0CNdpF8y4xW9EoUrf5/F1JGI2MI8CUaDjy4VM3jDT6/iSpDTvTka/Yi/EiB8xkuM5kuiCq4xSQquCilYOBRr9+iiIY494xsuMOYYdxX/ivuLRR0edMChIwF5hgOf3csHJWxyVATAe05WdMDhRz8ceBFb9IQGnHzLHPLhXx94VzhLvO7NM18Dy17miwH6Yjd+Bq4c5Uof5riH27PYQXMS7L6HRQM+Mit0weDbHLjZms+QzXgw+AWHX7yhQzfGxQd59cOBV7S7T2608YAGvaU/43CZh69g8Inu5O49daVL/XAHp4/tRw/HTwjNjVd2pzd94BUwfBhnS1d9eCIPPuQHukePvOahoaVn9/DArZFBjLl3hUO80Js+csJfjnNlOzqX88iFB3aLFjnpl/2NoY0/+jQfXrD4Q5+djHmGh2x8yTNc9eejbGU+XtkTH/kTGHPxZSw7k0MffWYnesAPeuITzO3vWtQFlkZpglhzTxGYQdR9wk+x24ChdDCSm+BIGRRIQcZ9ceyo0y5KErVTt0P1rJjZpTqCV8z6wMnRqR24Y1hFVtIG62jaLtzxtOSsgCvYCr3krU8BsDtWFO1GFW19dvB284q642TH93bsihs6tY7mzbUTt+oiM4UrJmSyClUEHMM7Xiajnb9dpsLeaYOCbgdOPn3e65PdIsBRsEKl+IPRFCI60LxfdyrAAfCAvquAyek5ET1zIE7JgTkrJylxcSqOZI4xeDik1wre3dtFs3c7/uzMYdGy2Gnnzb5sDT+8FTXPeOD86KAnOOEWePmGKx7Ms8CoULKBd+oWRhZkfVzoNYWFmcUa+9GPkxt8mIs/JyB8g8/0CwOFXUG3qLIQsNhwvG9BYCHF/nT/tUeP5gQIX3SJL/yShd/TN1mM45ecfFsjH18wjy7IVXE1h44lVjqhS8HKVuwpuVTgzsRC9+BKonCSVT8489CWbDW7azTREcN4R68YxgM4/ONdHLM1GpKKv3CUBxR3OMGZSw8SjjiXwDVzPZcn9OHLMxnhMj55Y3e0nsHwU/KlG7LRozF08KbBif/6JU040o05+RtfqCjqQ4O8eKFD9jHuXr+5+rRiA51ihL700zkc5MWLe7jxZww+c/iLZ/fxiB787Oee7eAkY3PRAeOajVzRQ8cY/ehLPnPpAB2yZDdXOsMbHcCBFhvowztb4sHcntFJVvTQAQeHq2c02ZYN0EBXvz6N7sx1rXB6rm7gBQ3PcMHhGX6ysEfjeKVXz2JLvrIx0AceLD274kFc4pWO4NKneYaDb+AX7fOKP/ECL13AoQ9NOsm26OuTC9AHS04wrnCa1+/X2VsuLc/ihX9kA7rAS4su+MxPx55vf9eiXoKw+rdS50Q5A+KYwFjCMRoGCEVxjAqe4ByfMjxrcEl+dm+Kdsft7iVdiVpCVsRKwo5ZFTgLAQVcwrezVrhfe+XVSfASs6NZidkxtg/R7LgUAbtgxV2BUKhd7fIVVvQ0H3I5koXDl+cdvyvyFgOKrqYQKOyKOUORhRPZXdol2onaAVo4eEdtrvfJCon3/sacJjgC1irqZCMDWcnvN/x28OaR3eJHAcNPK8A5LTh20RyWDRQidnCioK8kksOWNBVAgSCgBIUjZ0WdY3ouGDg3x2J7/fTguNv3BngIL0cEI+Dco4uWwOLEeMHX+M0mT894prt4x5MFBt35+JEN6cDpiy/d7dgthNh59Pqzn08g0YuAtas3rpDTm/8Slz498ysLQYs6PmBx6PsGurfgevTSS3MSJCDZNl2wMfz8WT++ycWn8a1fH/lLQgKe/PRLf/rB0Kt+uOnJswRsrsB2VUTNEYt0riibY0wTb+JQ7GloNdczvsQv21WQxSU4uIxHR58FBVquirpCDp+5HbubJ/kbR4M8ZENDnijOyx9oyAHwuI8vcmhwJ0M04EADTnox17W59AQXvfFfepBENX7Dt9I/PtiIzvkffcNf0UGb77IrHbCjcXijIZY8wwkGjvB4ZhvP4xtbbPHK1/FGx2QgL9+MdnTIyXfIbA45iidz6I/85CILOvmQueDRQUPzjC9zPeOFXOTBCzpk0S8+8QOfvvwZPs08PMFlvnHwnvGENzjMTV/w66NvMGxAPjrybD470Sv8+JBLiy046cY4+eRYuM11T99g8AKnZ8XVVR/c+IODj9hEiCO0yO8KD/7oNF2jBYc+dgIXDF3gU44yhld04MEXWFf6ds+v6Q1s/uXVLdz4GttvUU+vdEg39IcumvjVL8Zuf9ei3koPkxmQYQhGeFfOQ7kUoY+CwWLMGHhMuRonbLgY3Q5WUauwK2ASsWfH4gquIuZZcfZst2ZnrUgrmo6K7cAld4VTIdfs1BUDuznv2B1z+42837P7aENh9ZEUOLgkdMfj+ryrtQtt1+7Zrs54u0fzvVe2O2dYBUDSV+C8U/Y7d19qWzw4KlY8FAw7XDt4vOHTawS/ocabgkN+Y35mpbiTi14UeQscO3hFHa0Cg8NyEs+ST85I54q6ANfPFmwkgMGaVxIwhy3xb1HEAeEUJBLfOZftyeW4mpxOMdibc5rDcQUSG3NMAYcXTo4+J6+Q6cNPQae/YKBfCzGnE05SnN4owPRj8cU3LAjpzU7dNw/+AQoLEzpiW3pT1H0o52qX7prPGadfx+4WdejY3Rv3CoWe6MV3FPyYPvEqWOm05CEG0m0FIJnoxFxy6WMPQVpyZQP6pVc4FFP39C6gxaIghwO9Eox7ycMchdgznHQtkcJpPvz62bJxMO3G9YF3Rcs9fIo0GB+tKbho6ce7ew1NNPBkLr7RcSVnz2DwWUEAjx5ZyWmOcVc0+VJ+556PoOsKznx+hiZb6KNb9qro8UmJFg/owu2ZfchPn+DhccVvuQwu+mN7c+AiA3ndo2ceHt1r5pqHlmd6dzUvvsGggx65jPELPIFHKx7EJFg4yW7MHPKaYy49hAcvZGIXc+gXL+a6amRiXzAjz34P4Z6PmQMfXcFNVvfm0Rlc+vWRLZ82F/9g+LvYxwOe4YbTGH3CCR/9gSMn3sS+PjgtHs33zJ7u4QDPBp7xAT96nouz4pKOjZuPXzaAGw/G4l2/uXiCE7/moYM3NOlcHznJgdcWA2oAO6FLDvTgcm2zZ4HiGS4y4YEu8cBm6NM9+q766QktdOG9/V2LOgNpCEMcMQQxIFA4EWZzKvCUkDNiKoVRlHlwGSeIj8wUWUfvirWEK6G6V8B9CV8hk7wtACRn76IVYc92+97t+khOofW1s3mKo90dWIXAcawjXEXbB2tgXS0ILCBcFVdFFk99gGfh4CdVdqZ2f3BYSHgPq7A4LfC/h9mZ0sUcv//tkzk29n5csVGYen+ODx9/KfLo4RO/TgrIokAq6HaSXjUoNuDs5unCLhOs98F0S5echRO452w5F31zCEmCjYybIxjZjoNybjYtiBVjMjltMCcHZS/21Diw7wZ8/OJnfRYqHBtduMzT4EZb48j4MT8eXT2jEY+cnY/os3q3mLLoYmvFWBG2OLJI+/qrr42/2IX7GI9c7GU37+p1jNc0duGvvPzywHrdoWDTocULHPB5PcK+/M6JgCN4Cyi+0+mA0xnJw2qdLAId//iVAAQ5HjzTe8nQNdvQf3FiDn3RJxg6lszcixfjki89pX99aIg/ydncgh6s4IcDD2KWXtGTZMQyu8ONH3M9GzMHvCs4BV3BdYU3esYVXfjd4x99MOYZwxecjemnJwUYbfP4h3stHSSj+eSkB/LAD86cdOkqQepDS6Nb/gO22MA3u/S7dXPAWgDCS2b6xB84Y2gbg4ue2Fxjh6GxfosOP6BH9+bxWzxpcBhnAzTMhcc9WcUs/swlJzz6w8c2bOeKNpzG6Yv+8Yo/c8mhwQUnusaTj+7BsZO5weAZH2DRSFZX8PScLGDIoA8ddsVPOoKXzPCZ6x4e8mh4Ghn2tKniZp5cZDwc7tGwYQJX088u6TQd6+/0LFnwiV840fXM7uamL/ONa/EDFt/ymZYMfIS+xgf23T258l/4jeO7XDC8Liwe4UhHdIdu/oAuO8EBxlww6Jl7+7sWdUbXEGQ8giFKGYJOcDBmRqUQsIyJUYKlPP2EJzShKD2h/VN+3oHbdSladl2KusTr6mjVTkqiVfwVd/eKumSvz85dUlbQFU34JGc7PAVaUvZu3ZgdnIIu6TspUKAV3Y7oHT0rqnbnFgvmK+CewZrv3tfs3pf73b2dOf0obHZ0dnh2suY6ZleQFWYLAh+72Q0qFt7hOgImq8Ki2Cvw5KMLBUxhMU4eOMhBH+TlxHQqiAQFe7jSr75WqgUd3RvnJOznma3gcNU4Exm9YjBPH9uypys5XRV9PPjCvN+GSwrGOCNf4YgKH5+xYvVc4kBHAsQLveHFPL6iT/MvNjkxyc6Ozy1q+Aid0ot7fX5WCIdFlKagW5j5x4H8s7wKeP7Dpywg6VpRt5CTPCzILAIsEJwMgfE+XrPIYiOnE75psCAlC5noW/C7FidkMUZG/RIzmc0p+MlIN4qcJpiLOXjoXhI2Hxx4cVRxFGvmSPxwoqFlT7jgcBWzmrlsUx+7Skqae/jEu4KumQO/Ym23Dr/dumtFHR94dMWf+cPbfjSEpnE00cEfvGRCEx5j7Ic3PoOP+CIDvC/6K1hj8NErXGA883++5OTJ4l1usGj22kZityjlF/zSqRT7gTUvPxcrfIJvgLOY0yeunNi4oo9X9mJf92yPD7b3DLdnMUdm89CId3PxjN9afeaao58+9JMbPJz0ii6dl6c9s48rPbtnDzqqaJin4Y/u0aE/tOi6oqnPc7keLnjQgh9efh5f6gHZ8Mdf0cB7egFXnMOBDnxwlbPIBSc5jdG5e/apyI1e91+Zy2bo+bgVLJp4puuhvbEKF97Kf+UgPqcmsYkrfsAYpxs0jA3/+92Qe/3iA166wwPaeEjH+jzDRd78Qh/ejNMjfGSnb3KmH/1gb3/Xog6hhlHC5CSMzAlqYBhA8sFcCvaMMcJiVOBiNgNh0jwO4BhaglbIXGsKuESsyEmsnh1JS+J2Z45XFXDj+t0rynbFCoAi6R22o23v4RVV7+Adx9tFOwZX4BVhsHZ/ErziL7E7fjdHYbErd7w/793feXd+WuUoXtFQ1AW+naV36Aoiuh3ltit3lF5BV6DPo3WFmkyKuMKtkFl44M07ZDpRqCxQyG8h43RAsuG4nD9H5zj0yqnZg645BjvSP6c1BobjcV72BCsJeI9toWPRYJyDw41OQYi24qnIOcXwUzMnFr5D4DNwFpiCSEJCE228GsOLfkkWPuPm0aVTDwsHdqMzeumduMWegmz3bjFo8ePkQrKwUGNfJx5saAHmn9zFo6QONr+y8/f+nL4lb8f9FpkWCL6rAOtkiA/a4YPnowq+hQx4NMUEvjUy8He6FQ/0mt7pkrx0yB70ZBw8HGIMTHGkeILTxE6Jki0kATEGhxh0RC5hlxwUYLjgN9cz23oGIxFJPngr1tEHA7Y/NPDRETyYduPwiHH4ya0ffvyjbRx/yW0Mfn3yAR8gi0Z+8HDxD/oDB79xPFb8wcCDDh9ypRt6pAM6hoP/WhiKYz4gD4ghviGmxLOTILa0gOfzFuti17PFvGeLV/nCPCeCXv/IHeKCbHjAD/ro6qc3fJCR/cCIHzDijA+QiyyeB88We7jIk27pHy44mjO62QUdG6ZLdqVLcBradCcHwMnmdORZv3nm49szH7Z4YWeweCMPvOyTz3jGnz7z8cNm5EHXgokO6Y6u8K6YwQ2OXdgNjnQkf1pg0RN4HxvLDXiweYBHvOFTjsCLgguPvCJn2JD4tZITR3zgL33jEa9kJJ9+izM40PEKVXE3jgb85Tt2c28OP2YvunUlMx3RKTuxn0YusMbIiUYL1njRzy7kgott2I8O8IiG+cZvf9eiDqHGeIREjEIIIIARRgwjOU/OQTDMU4C55nAaSiJEjg+e0D5ck7glTMm7XburnZirome32jt3uyhjEqwi7gtmhVDAuSp8dsOOsB2v61NcwXu261aUFSHvvPEgyB09C3yB3nt1CUAxdTyrj+PYhdsB2JH7GRvn4LA+7lJMLDIUAu/07RgdAaOv4clxP5k0RcrCxA7ScTteLR7wJRkpMn1HQCZw5ntX3e6BY3MAuhU0OTI76ONgGsfkICUgthKAihrn5mACix6dOpgLFh62Yk/4OZ1CSRd++qeY2gVJhE4vBLCkKvhc2Rpd8wQg/viR4EPDHMfbvv63qJAMLBIkYjZvEUc3TmDwRxc+LmQbx6tW6fRP1+wyC7Lf/m4WWxZI7OLYnW/QoVc9fAsNRdyrGacnFoYWeXwKnHE24n8KvHf7Fpl81qKG3shGL/RTsqI3NjHG70sAdCx2Shrg6IctxJV4kRQEPjh6F4eujbt6Ngdu8ekqZsWjAoiOcfjAavQOd3PdK8ZgzFVAzHV19K6Ya+41Bb/34BIfPHjDq3tJFF08RJsMcIPX735g9p/KNVdCzEfhocfJLSubOXjVwOGX/tyX+JKf/vXTqUQv/sS3RSgbi22LRf1O0sSkeFO42VoMGneKBsYisRM2mwKbBxsRv8zAZwWTnOTDP/kUdv6OZz6evdmObOmHTSoIdAEn+cJFDjZxJSM9moMOGH1sgA48cOMlOONaizG2ZSfxhx5e0YPTM9iKIRr4xSucxslljj608IVnz3wZnNMsOdJCWhza7GhyhmIvb/jmSAGW5+QQP0mWl8W/zZYFl29knOSJd7aTf437kBmMuV6P2sWj6cRVDm9cPpG3/RxZfvHKUJOvbES8OlQDZvP3wx/NYoIexSy5XcnEp+iWjvSRmZz0o5/+XdnJlf7g4Zt0A848OYJvgqFn+djc4s8YnYJ3NT6x8vThVtP/cy3qjFdDPIMShqNy0gwPzsqK0xinBGMCUTEAX8EBy5kw6p4QipMCq6hLsgq24q7QeZZY7VT1S6q9X1XUPXMcziAA7boEo/l2ZIqAAmhX78ie0RV1gawASf4KiBU4Z+EQgltQKwL6FW8FfxL+938w9/o4omLO6chgt2i1LwkoOAq2I1sJQYFH0wLEDhDvxt2Tkax2gvrBWhSA9SqA45FJkVHgwHNUxUSBpGPOQq/0qaDq18duORHbsANbjcPsR0AKolUqm7ErByOHQOCIkpG5riUxeKysBRtdCU6BInkKFqtq+mMbCwZObK6GT8kIHfpXjBVdpx6u7MBO3tdbUCnCCje8bCMp231JwJ4lbosHtiC3xYDFArxOAFxLJnTuyJ0/+dUEfbOVhYLFnCTPZnyF3tlfwcePJMUO/JCN+CX78QU0nJrQH37EAB1JAu4FJ53TId9372qMHsC6SiR0rQlsCVSc0J940geuPs/s6xmsWJVM8KHQowHGuIQj0Zd48AA2Gt2LY8VbMe/Pczt4V3xKRu7RcY8//fCiI8lbAMBPHvgrVPQBPrnJBKa58OAbHvjd80/XEiJdmm+Ofjx4zrfgo3+LbgXAzs8C2cLPT1MVGb7SrywUDX7cKzX+WDFSgPT7yNZCDj4ficpt6Ikz/Lnii131u+JDYwPxhH/yeQavYPSMf33k1k82z+QL9yzgdhfKvvSa3sGjiwdz6JhPwGeMvdBHWxziGY/u9bGZuWDgTZ/4R0O/OXILOL5nbvTIhx69WBzLDXKEX8oonHQsXsSShVR5TbzJsebIPf5dCvnOSYlYtoiSC52iin84La6crMr74lvRlhfkX7nBqzS5V/43p4W6ufKSeca8musEV+6RP+mCvvgP2ehBXMu1bX7A0L8rP6d3z+Q3h55c9dFdtUKfZl6xywbgxl6bG8HABY7tb3/Xoi7wNQJAmlE52kksoTkD43IkyjCHAigDo5zBOCEIIOmES79dIWUr7BJtR/B2RAp0OyuF2lgJVSFULK38HHtnbLsqY3bFdlSuCrziLkFzDg6nUCskFhUM2pG6VThHkegldQsAK06FRUFFj8NZIXI6BnNUbnXJUdGxeOAsVv6ch+MqGHaLxjieI3h86lfE7Qi9L+aw5moc3Y7fmAKHZwXVQoKO6ZSeFUz2qtgrMnbJbETXCh84ttHHpmwhGRrnVPrYj5wWO5KtQDUHHY4roDm+ufDTB31aFUt8VtwKIn0IXoXXUTW/MQ8PmsCXHK20waMpiQpqupJUnVA4QkdHMhW0dC9JeC8qYeOPHshPJ4JPMffs3rijfAXaKxb+4yjf0Tp/ol+LQUnGToAfuVfg+YzTHYWfnHiwgNTHdnb78Fhs2YHwA75u4SQW0CcnnRUXrnyerulXs3sC7549JG5JFay+nuGWIOiPvcBoJQQFFKw5JXMJHQz8CjYb6guve7DRh8OuHKzWjr0+CQwf+I+GYoFXfdEjB171sT3/MQ+vYMlgPj74FxjwGl4UfolRg1MfOLLAYy5YfXCg5x48GcFIhq7G8YEu36d/fZqFIF7888byEr8pRxlrXB4rh8GLBji5j2wnv2SsOGQrvgC3hk+08AJXNPEHr37ymQvWlfzooAmGPMZck1O/WOYDGp3wLTY1ny7kdbjdgyUX/OSAj07kEPKgZW5yg0Wv/I2ee/P1w+vZJkFMF9vixqmjwiu3im2xb2MkjuVS40775BCnh47cLbhsOmwW5GbzZ9f9108mv8BlzC9eLKzh9b2LRZjXovCDcW8hBx/8cLiahw9j8oqcJZ+Thd3lDjoiP33Qs1geG6wOsw9fNOYZnCt7jk33mJ1v8gv46Wx0vT/9M58+4TAOFp3o/99FHcGIYpCxCIgwJjmLQPOMMMdhcH2MymEEX8bOWXMAczi+5AcvZ3V8YnWmcFW829HanSrwduZ2RxKzYq9fUpWAfQyjEFuBwWGud68Kunl+kmaFpqgrGgqEd+VWc1Z3jnIUdsblkBzDjpOj+T22FaYCo6BY8XMExca7EveKmkWAQqxoWx06Cla8tX6apSAoIlauCnUnEP1jKnaBCruPsyxyyKIpIBYrihPH5WT0LAEoavSpgOhX0DmG4OQkEgrHZA+61ieI6R6Okq45cHi3bNFjfrj0s5f57KnfM/+w47EyFpx2RIJFgDk+U9jpRtLEAx/ADz0LLLS8Y3MsZi4dK6pW4RZUFnzoeC1gdyQIHa8JDo0s7AOnRZY+fJsjWUowjl6d8LCLRRRfUog7FbEwVPD5n0UTH7LIsiDkU+RgT4sOhZs9+ajFAV/kh/yN/S0s0C9Rs4/g5fNd6ZmdKraCmR2MSwZgJWUxJRnTN3uxsZjLBmDMBWee+BOrLRJczdNvriZZFL+ucKBrHtwKuV264u2+ouBZv6IAj2QPd3FfDvAMLxjz+Rz+JSdy87USn/n69ZETb3SCH7BwoAceXnCu5oEFh2dzgm+s+ECfbHTKV4OTtPk0GvzSVTyjZYwfSfDsx574g4tf8eF4M9cYOfSxjT50wJvvPrx0QY5krACwPzjzjcev+WQkD/zhglu/+cklFuAhb75Bf2jRC9zR7QoH/zAPb+ih5Qo+fPyZXPrAoYlH/NAjmvIJvPgAa7wGHl5z+ax5aNClfrFLh/RkjrFowFsf+uzjai467IYmm9EdfsC7RweedCJPoMemZDMH/uSGj43Nk9vhAesZDTZIfnjpJTsYg5P/D839CSr/NId8cOM93yID2nh1ZQs84Fefhofb33WnjrCGCQqgaPcYwGDHbiWEkgnnNkYgwhFS8DEi5lwZHfPGCOce03afkrZkKlGWLCVhha/duaNqz4q6Ai+xSrCKkMLdrl6iBacwKp6OcO2i7bpmB/ne+8+vjoqtBBVniVsx965FUbFztBq0g/OxjCJvV2YR4J22JA5esbcrVbAtIhQQO1jFaV4LvPHmHPXgVeFyFNWphCKCDr7m/v1fzeJAIfLemJzkVdwdIfuPVDguJ6NrtqFDzskh6FrR5TjGOCR7sl/JoGLNycFkb3ZxZI5nNDisgIODH8APTzQr7mxHL4qzwqspiI7YLYgcnwk+uDisFTp7gIETPoXf8xy3/eTtKd5kJIeFVl+x00sLMf1sT8+KraLMXnbnglIRZkenIU5QLI68o1ewFXXF3MLPKw9XMsDDlywA+QZ923XwUfKxAT91kgAXe9ccI/Jp+qQvCy5XeiQLWelYwRMvmpjSJ9bEi+JZcLOlmFLMJAZ43Bdr8IgrdtXXTsz8GtspuvhwRcM8eCUg/fr8oa35U8jBa+D1n33msaVxVzjEvbyQnPjBM//EPxh8eiZbOUReAAd/SRt+MpCNf6ADhs+TCe98yji6eHQVB/rwcPIFh8Z/z7hBh/7ZCm0w8EjYbE7fbCe5wwtn8QYP3tGClzzGXOEiL7zmwwvWqRl68Oor6ZMNfHTIxycUZLjpwhwxZ1F+LyVQAAAgAElEQVRlbrmVPjSwaMElv6IDP3ngNp59yIEWnOncvOayjznowA2vPs90Rhdw8XcyBo8/xRJ9ccAeZGZ3OjXPfHRt5qoBYGdRvF+8y03BmkcHmj5zjM93RfvBnAU8f+BzaOPH61F+10mle3LIbRo4+QX/GjvCjxd29IxXevIc32DoDz42MJY96doYXdM/GL7JnmiS0Tie8ht65ktgzTOOFr2z3+3vWtQR1Tggptxj2rNjOMxpnIwAnAAzYHMIAmIM04Q2JigZJWc3V9KFm5IYRMGTNCt4jjn7CZPdqzGF2lVT9Nt9KeLmSdyuiqFkq9A79nasbUep2Dp2RcsuTiG101ec7RwVIoXBcbripqDbec5x/C9+OT9nk+Q5pKMlO1RHt/AqEgo3Xh3f4l3BcW+n7WrnZwHgva4+CwjFCQ3v5hUOu0Y828E7vrfDB0tGCwrG5tga3QsiV/10zJndSwp0KyjYgKN4pnNBxsk4rADg4MYFpVMMO3D97AVeg4dd2U5wsBm6CjKZnIbQk5MOunYi4gREoXakj080+AWdKcL0bOduPnsojGzgX+mTEBRVsiugFnXsqzmhcbzmSLzXFWyseWVCp16vGHdSQpcWBPzCaY2FEljFXJH3qwR0vcvnD47v8KPPaYDjfvPAW5Cwq+LOR+H0+3b+5rhP4kun7ED3bCUWyO+ZDiUgwSxuihkBzhbsA1ac0Rd4fQqf+JNQzWOXds76wZojOcCPvnE0wYORZMCI6XDBq9/Vn6Lvvqt7hR1OcsCJH894ww+c/Es/GcjCH9FBuwR45gswZAdDF1p4zU0v6NAhOfS58l19ntEju344+XG6piN+DC/+wJo7hXGPjfm2ZA6X41y+Zw6cEnAywEWnigA58IhnOtCf7Y2hAy88ZBc7+uhCA6MPv/hCHw596ICBF238yKHG6dp1dLObpnChw/cq4ObABRYeNsITmhpYz2iBwwM4/WigD1fj4p7t6da4a02RrV9uIbf5dEhH4NFiM/rXj5YCLWfRnSseXM2hL+Pk09iX7umL7l09o6sAwoEufukMPbTIhpfoDp39OSNZjctnrublQ8mNtrno0CUbqI3og8UrPGSiY3YQW3SHZ/PhAkdmfBlja7oyrp+Pkgsf5rve/q5FfZxvv+REwDPHwDhhMCzAMVMAxTTYnJByY5IxCYNxyuAYhGKEDE0hjlslTDtUBdIuW6KUzBVxBVNRtxNXOCXmCrfdvXF95km0CrojegVSEYDTLkyxtltWgLwvt0Ozu1SAFAQ7coW7gqNAKLaKjyLvCFjRcRSvSNvR2dkpXhI9GdBytcOU+O3sLBYUCrtXRUZxUlDQU0QdXSsidosKlaLjWwE7U8/g0eZIJR069Ux/FXE2EAyCR+MYxtkkJxQIYPQbd8+Z2NwCgyzmmqNoszdbwa3PMweXABU9rxQUZKcWFkhkJZdi7T0WfWt21vTpVUILITZVMOeo/h+fjm9IEBZNTjAq6BZCYNmUT7Ap3fh2ga4t0HwU42SGHSyI2J69FXfv6pzIOBFw7E63Flpk1e+UQkOTL2hgLbLggM88fsbHPLv3VTweXdmWXuhI8hPIdFbxcy8W6Jk+xYjYOmNIn9igY1fx577kCj985sFvHF7x6VmMukenOa6eJQo2P+HQ6P15CUSM6/Pnip4C7x5u+CwCFHo4yRM/xtlPciUXXWh8zzPa/I1M8gH/IxP/RYdP4zE9uNdXMSnZ4Qcf4JIfbbjR0ycnoUl2Te4xVu5Bm9/LR5KrAmIeXsCJE4navZgDj280wof34gf/ihJZzSk+4QNDR3hie/PIBo9+usAH/HjBI3rsaYzc4MwhJ/xwGAcLj378wqEvP8NH+RkOemAHfHkm89jgeJdMr3SefsGDGVyb//EER/2ju/3aGw90Zh7a+KswkoE+fAND/2xEZ3gnM/2wBRnNyUae4QJHV674cwWXjeCFDx6y8kfwcpp+ffgmC9wtQvgs++UDdINvMtBttjNO9unbXyG4JwefBGcO3jy7N+aZveD1WhHfeCSXezyxGfx40nf7uxZ1Tql1ZAA542AEUzkA5iruDAqG0hgKrKtGYYQ3F+N2a3C6ZwD9BKZIAaS4KoKKsx2aAm83Lpnr967cTlyy9m5U8TYO1jGrcQsARR+M3a1FgKLqPXdfw3ufbgenyNhRKjQ+2PIlt8TsH5hRrBVzO0Jfxyrq4BRgRUABtlNXBBQSRUqRdtzsqL+P5tqx+7JTUQcHt52jhQceLQq8BrBQcO1DE0UFbjLBqfDTKcent3TuWaNHjqFxFruM7nP+ij1Yc9hBkIFlG8eO3m0rsnBocJjnns0EkGN3CxA6VKTHKXd1TD5NkScDudnIYoeN2MYRuEKsYNK5BZYCylaKMt0olu3OvYIw17xwWITZ9VtEaGxkt81+PnBTmL1W8aGM7xEkCguRZyctf5o5ij25nBxJBnBYpCj4eLIwseD0bp2/4YMP8k124V/49DrIQhAuvk+vdE63dCbQxY9+yUTSZUNBLPDFiWvJQ0Jln5J4CUWScS/mxCCbSfqSFfzGzDXu2Xx8uBeb6KBtbokfHxVp/QpmR/Hu4Tde8sajPGGeQk+GeBpZj+NJz3jDt/loltjoKnnwTH7j8UcGdMjQfePkQRcPaNMVWMkQTXFCNyVu/g3GGDuXg+Dl33CYw8/FlXu45KVwsp3Ej5+KBnzkwodxuMQCHPIdHuGCHy7z3KM//ftNw98//efs/kbWLVzJTk/xWPGAgw7ojFz5HXroszneyEcPFWhw+sGxK7ye8QPP0NlfPqGhD08KITjPeJA/zGFL8pNFfMGb/9O9uWDdg6Vfz3SKR/o0D174nbKYA7crXOD5iTno0CGak3OWLt3j0Q4aDLzGxTV4OQsez2RMXnPcg+UXaNIRfsHTsWe848U4fHRKVvrHCzh6cS2W6Y/+swXfBUsH5OEP+CI/WKcFWvYDe/u7FnUBWsMMJTM8ZhB15RwYEuQEAE9YAoLRR0nmZlTwBCEchTMAGMri/BnPsYijW+85FXZJVOKUQCVzuyNXBVxhVugVTzsnhUKhVOwdk3Zkr2iaryhK1Ip5JwIK7Oyef/2b50e/3p875nacrClKjnK9C3avmNsxK/Zg7d4VNTs/O0JHs4qT3bjdJL6MK0COthU2P6HDu8Jlh4dHMrXjt9Cws9VHNu/pFXzvgOiVwwoCzkX37ksobEC3nJW+JRZOQtecDpw+SY7NwMHHVvBpFhZONXyNynZsxnnhgV/gKGDk95UqfPoLLEXQMTYYNrP7p0u6VxB9sEZ2tqZPhdmO2y6cPizU0Ff0LWqcxOjnC+Z7phd6YhuJQGCgr7izs9csTgsUZosGrzckBYFLdnLzPat4pxFkwotFBb17RSMBtBhjS37EVuwLt2N7Bb3FhwUAXaVnuqQ3CcA9esYkCLbRFE26p78KVqdj+sC7sql+NhMv7CI2zRdz6JhvnK2NsRdYc8Ut36l4Glc0zJOEFHNNXPtT1MV2V/fmGAcvP+DbfPPclwPIqyl0+tDX+CocdIFXePDkGQ64yMufzacfiQ0eMPSWDHg3n4xwgTG/AgyHhk+06cSHma6afGTcfHjNc88P8CwX4YF/gONbdKnPFSyZNYkZn2ziqhg0Tl4w+OYb5qc7dBUYOrXYtKCOHzD4gIveyIYOW9OFMXyAMwY/HtHnZyP7/rsB+rRsR1/5ornRMY5X/qalX7oCBweboK/4iA+6jZ/0TL94wys67tkHTvLhmdzmeaYXcProRxOfmrka2dGE07OcZb5+8PTnqt8VPmN0R4d4Iwda+KYf8oze9jWRPvDg0CArWfCFd3pKx8b4IBx8F3x6oEN8klnMijnz4ddvnNy+M4IbT575nBwPj5zKn25/16IuQWgCGXECMYB7/YTCHEd1rxkjkH7KxEjBR2AMUoAxwhh3pXCJmBEE8qxa9stlxVOxdrw+Rfrb350CryA6lrbrU6TtFO3AJVmFTwGReBV3R7Qdy8Ojz25LIZf0HY1X6C0Q9JkvMft4rZ+U2XHa+dml20Er4rNL/+DD2c1K7t6NWygocna5jvbxjzd47eYVafeKxnys9c1vDX+KhEKloGmOdPvq3Y5UMVTQJR064ticPcfjZHTKKTgvZ3avn27pmA1KjGzBkcBwJvbNbvBoCp+CSo5shqZ5xjmjnXBJEm72NI4HvAocJwsWO+zmqJxcCjo5FXWvPuyMLazohB4USFfFmby+daA3O3Y29e+5m2/hZ1duIeXreUGApuBmQ/budIadvSagO7wXTE4byGghpincdO1jOzxZvPEJ/mNH7mTGYtEYH3j99W+MPHgmD9/I513FgYAWzGJJvNCVZ0mynRhYcRSs5AqWXUq65okT9tPMgbNEbD47e5aozGc7cyQddobDFV3xip4+NNybWxIqD5RU5ARj8MFRDsCLPvCKQEVbHz40fejgpzygn37M51P4wTPcGn9Cj5x4I1t8wkcG8uuDk/x8Xz9fRS9a/Jwv5d8SfDZwRVe8mCNe9JVo9aONDzFnzLOch457+BQD/IAnm3768Iwnzxpa+s2nD/Lrq+igk93hcU8X5CvHKsrp1Fxj9I1/fIeDftEB4x5duqVPdPELF7maoz+/yV54Q8MzGmibQ37w+BL7xuBEj12M4R9vdI8GXdAJvvTRp7n4Bq/BoWU3+NN7ONGGAx/0hDd45R76QgteMPrNc8UPP3GdPLk5jW3AnnzAwa50hx8yoUV+MtGJ2HINXzCuyUsfyeueDfAtP+NFIZe38M7/0q3729+1qGNUa+VLmJjOcTALhhL1YQQ8BTEqQTQGoyjGIAhFmOtZG2VvcRFwDECBBPH1sneqCq+iJ6kqdna9dkfeMSvY3sUqFnZjkrKjb4lcgZV8zXGVcBUECwTFo+N4uOwEZ1Hwne89f39t16gQwKVIw6t4KOyKmR2mnbrjXcf2jqq9z1UI8Wye96/uLTbQgcOCxGJBscaLIqdYkFGxc8WrIoFHBUYhopNW8ZyL/uw2OUQOYEfBFopbxZ1zc2Z2MidnFhAChb7Ziu7hgzvHVwTpxSsJ9hHYGjoc2Fx40Mz25uuDD10Bgm8F0M7bR3/kJivbsJ8P5nxIR3Y7cTtyRfu/pN3LqmdHFcDh54mJPoH6Ap1kIE4UHQQyURKJIRMRQYIg3sZCUHwFQUTEqQ51ZjJIk84TJK8g3+r1OxSHaCHdUOy9q1at+6Wq9v6fVuzxhLadNHso7OzODxRbena8joagsBjBm5MGemyhp8B7t5+fCSLPcLKJ3bhTIbtzBd9vZ8luccGXLNCcrMDrFIG/8QP3eNX4qO8JBD3d8PV05l68eBbQnumoJCzOjNEXu5QA6dC9+BFjxZZ+c4Kjd/eSNtySNj7MQVe8ijdz4DDuGTzf0K9PYRbvYtVVIe+fMXThNYcc8NvBG1OA4ZS0jaPJl8CTiWzg8WccLPnhxBO7eY7fZIOP7xozFy6weO9Kfs/gzIfPfLHDJ0qeaDpFQhM/+vFnHpvxC1f9cBozxzhZ+DpbyGvFCXrGNXTt9MWkWEMHHJz0ld6yU3PYHh304Eeb/shAZ+yDZv4Cjuzw0we8+irWaIE1P33D6z494YkO0CWX+eIDXfx4Bo8OPtGJR/6RnfSBKwfgSR+7NdeY+fjCU76PDj7gIh/62TJa+uA0rsFFz+bkX2LfvFMO/KOjH5xdMB7Yduyyf4XTM/nkWLzhCW684xceONiBnukPHL83rplvzLzg6CjaxtgQfXYIBxmdMtIBf5E7zcEfGni6/bsWdcQ1hsUExt3HiMA9xwlE0ZTMiJgES5ngKMaVMDkmR8Iwxjk/hZgHhlHcE05BspNSCCRyBVByteuT0BVM76vtruy27MIVCMnWPTi7djs6RdTVu1pFFD7H45K64guHY31Fwr2dYT9rcg+vHadds123Qu/Y17Gxo2U7e/yY68MrCwCJ34LDs3kKBvwWJI6OFTFN4SCbwuCqoCt6jozpSqKRKDifgq2ouhrjrBrjc0b6dA+G8yvuHI1jGtNH95yIjvWB5UjsAF4z7lmRcsLgow6w7MpueAFTwPkrcHbWFj3+UIQjeUGErmc/OVHYtWCdjii8dMGOvptgV1fyG/NOHn8aHtjWB3leZ3gXro+8PlzEC72g7djfLtoCbhZub78z32vYgffHghRziwTyWRRYdIFHg80tCCwELTgsSPgMfzJHMedT7AfGX6tDzxE/u9AdvYsPupVgxZEmVlpAiQ82EUPiRjOHbt2DB0OPJcBwiRP9nsUOHOLVc4kFDnFpB44uXhRgeMWjZGwcPJgKNJgKeldFHpyEhIYr/O5bEJQD+AgdkIXfuKKFT2MSHlxkoyd40JEr8kVj8gG+6bQ8IvmRnd7MA4eWK/p0B6dTJCc24tCrIKdG+uHHE/nFAv7h8lfjwHnlxI5et/klh1M639GIMzbgZ/CgiSc8oq3B7Sq24MY3ntzj1bO59O8ZProBE0580Q3bkgWv5rdABz/t+NO7xukWP+7NZRPP5IMbPXp3BYN2PJnLPtmk8fQMR7jYTz+c5NVvbnYiG30+zk3pBm/mk4fPatkPHrTlGXp03zMe9eGFfukAD3LR0NvdPrzws5O5cKONH89yKTugUUEHj3+8uNITO8CLnnl0FU16ogfw5oL3bE56gQccvrVskP+bA585+Jj42Gc02c/19u9a1DmXhhnGco+JnNC9wt44JZdIMEd5gp/Scxp4wDEmQVMSpRLKGKFzeCsXsBI5pSmQCp+kKoFKuHbSCqaErdDb8Um+irvi6Thc885V0VZI7djt8NoZS8juJWfv4BUUC4jZ5T95bYqNIm1n7ZjXB13GHMcruK4Kk0LlYzFF367Wu/M5PfjRj6coWWDgz7F/u3d47fzI9cqXXp5ibsGhoPngSnG3e7Rr5JyKluKlGAh0jluSoV+6pj9jBRNHAUeXdKxYuwdD3zm0uRyfc7KbK2cGi7YC6XUI/OaB5QfGwaJHbgsXiyTfDThh8CW5BYmjcR8WKrYKqoWalbX36xZaFlea99gKOXvQj528nbsFE1zJhX88w00/nWDAST+SsA/dLLLgpXMLNLZiY3jZnk+wAV+y8GIj/V7t6LMA88w3+J1Fl8Kt2LMVePidLLChfsf/9EQ/dOUqmPm5oik+3Iunscmecnk2XpC34zJXE/DmgjOmoGYjMToJZ3dC4tOciq8CHV66Mx9vk1R2se1e3Jqr+afIPm5iFy644ZEH9JnjCg8+ySJ2+SZ/UYjJIOblAPRH3t39kQWffCrdkQksP8U33zQGV/jhLHnDbQ69kt+V78oP4tFpmiLtZ5JO1/gj/7UQxKP8IZ9YrFuginlxLq7FtPhBw5WsrnRBFrTwmn75p3sFnw40PNEJWC2dmA9P8QUmXemvoLA9PuGlY3YHBxd6bKEfXnoCz07w0Rfb4AO8ezBs6Nm8cgVbkAXv7GG+2JPf0dOHHvz0ACddwAcveH3sxR7sZ2GCd2NoeSave7j9NUo693pTPJOFnHIeHODpwrMPCn34KifIJTYS8Dg1tYFAJ78xB69kkhvIhAe1RR97utKZeeUYOiEP/dE/PGDI5dkYWP30QQ/0wYfdmw+OvtgXbrr2jDfyeYbPGP7JiQac6PIX/nn7dy3qiGkZ0FXDCINhxJUAAjnBWwgQQJ8rhroSBpPwMBbG4fBMqO45ByNkCI5m1WxXpdDZTUumkq7i7rjb1bjkbVU+X0T/6jfzfpPB7ewUG3B2Ygqn3ZaEbVds1+XoVPKGB25HsXaPkrbdmWIuMSjsGpxoObrv621FypGt9/x2mBYYCr9dPbr6FRGLBLgUQQlHkXEkDQ+aFi/4szt0VGiRMx93/fvDCRSGb/dOx4KHA1WQJSl646wcWNIzxnHoWjC5soF+cGzDRsGwERjzBRw5ycSR2QysuexkjmLtD71YwPiNt6bAeYXiT8UKOAFIHvYhK107TVHA7bwteujQAgnMvBL5xjdHH+znPbagdQIgUdiJCVRftevzyoZe5uO6/WM09Gwh53fk3sWztYWCPgu+irw+/mWc7tlAG5979fWBswBhE7qwCDCX35ij4NvhW2TQHZ12pSt2EsB0J3jpTDLQp/F/z5KvKxj2EYviSaLQZxy8pAFXMK7iMvxgPONDnyThiq549hw99wq6hAS/q2cxLcYt2vUr8OLfGPxkMte9K3j3fEkSxjd6EqdjcM9TuI7TvWDoCn+e+R15+TS9wMEP4XT1TP70iA9zzZO05Rz48KGQs5O/YMg/i0t+oWDDB1ZMWQzyv1kU/vT9yTPyh9dqfA9+PNGphlc6FAMVb7jwo4HFp0IEBj+exY2x5sMLj/HiyT3eXPmA8eD1wX/mVHriA2QXo9nB1Tx2NM8cfeDYDA306dZV3nCPj/SCFr71sZ978rMDm8MRb/hkb7zIO+DoFk65XdziA4/owWeu11rysxNRpyJejYlnuUecz2Jq/8ql13LyjFNSiwA2lW98n2MDKAfAjTa7oMv/yEMG+ocPjF27e3yD50f45ltg9eOdP5qPX81cumwuXXiuftKZe/PouRoKH52lLzFa7NKj+MID+mDp+vbvWtQR1DiBhqhrqwpMYnaY2eMfDmUco5gxlhIIA54TEZozG3OlJFeN8gmR4jgXxTG+o1s7QUVYsZWQ7bIq7Azs6FShsLq2U2d4P0NjdDtHwSrZK6qKqMKukMKlkDoClpz1K7QKryRuZwbOYkKBV4js4Oz87Oo51BTuH743hRpfcFoESPwcVUGCSzGAW9Gy85U8HG/jXRGze7DDtABwqmDnSg+KNIfjrJ4FBmcSLMY8u+dYHDCH9Syh0Kn5dMlROU3BZR6nYwO42IZDmmOMU8Gn6CpcdOt4El72Mubee23Hm1bPaCjocDkeB+9o00dm3tPbUVuV+wUAue2E/JQRbkmUXiyILIYsqNhXkAt8upecHaMLAicYffku2DzbkbM3u9MnH5DE2dJv3e26nQjwJyc15FK8+wuF/MMz2nZ6FheKuRMEBYJvoBEeV7t07/3TFx3we/4vaMWHZCZGXOmOnsUO3SuUrnQGxnxxJ2bg0D/JeBfD4kx8oGcuG+prpyAG0S9xu7KV2NaPruZewXY1pnD7Bw/6Z5HXhx+4weInGSoY/AwuiZOM/LEEaAyPfItOyGu+K1zsp59M+tkXDvTgMVZS5Zv4gzNYMqJtDvqa0y55gT7FHF+wGOcX/M2unE/yVzt1Pqc4+ODVoo/f8wFH8QoHnHIZnsUi2iVs8ZX98U5OPOHHotxctnU1hldzzAcjXs3TxBR54TeHnPyczcSuPjqDAxye0p/5/IVN4AQr5qNjDjzm43d43iLLVuQqn8CJV/29k4YTP42RB59sFG3P4dXH95IHPLkVT7jhs+CXW9nIAswrTkWbjfThh07Etzwgl7Cdj5SNsxub2Ti1CCg3oqeRSw7FO5r0iWe88g81CE/0gl+8jd/tQok+ycxWbEAecGxsHp27p2/3bMLf4acDz3zWfP3gXNmjezozl33gR+/271rUEdAEsyZ4SywIIchBMIgopmKCQGCNY9w4YTCcsSkqISmXUoxjngJdUxxDWmXZjflwScFtp+X4U9JVRCVwRUCRUDCtqhVIH7JpCoZ3ZQqCAFeg4XH0rWDDobAophK9JK/420EqyBK6Ymw3h6ZiqxBzuL6Ydnpg0QC/MYVAQVfgFXQrUHwq7O7xqugrYpzSVRFSwCwWyEcWjshh6Mo956MfDquffiQY/QKFs9EpXXLcFkvmcGJ4jLGZMU5kd8me7EvncLGJ+fALaDYgn92r42kySnr6JEGvICxwJED6J6PA7D9PcGRGXwoyvh2xdYLBHlbYFm5wOTZXQBVLCyZyS4r4sFCzcJOYBSpcZBbw+PZsZ+XUxSmA0xB8egVg1wav99/s3M6cL3iHTzb2JZsEjkd+xz/4isJt8eeKZ6c8cGh4dgpBv3yfvt3TIX2LE/0SA53TL52LB3EjJgS8MfHDlmwkbtjXXNdJDlsQwYlVcSZO4RSznjXP6LqHr35FUuJi74q0q6ao25lbKJz3vWtXGCbh7E4PfbDkIg+e8YkWXwLPPsngnk7IS6Yzf+DdGN7oD042RkMfeM0Y2dyjp4UHXXpBl39bZFoA0quEzg8VJ0fvCrmxYshi018OZBMwFpJ2cuaIHeNkdI+HeEIHD+zMR/li+gbLf+mCHMbxTjb+wZ7woMl/jcNDP2SnazDkwafYZj/jGlx4yk/g4Uf4o0vz6AY9PLKxe2Ng0CwnoE1Pw/sWMs/GxT+++Gq8ogsHePTJ6MoG+vFHdnbS52pcjKJFFs/wyh82aWJIvvadi5xg8WXhr4jbIDg29yyunYyVd1wtyhR6p4LiHQ+aXEneCjsfxJcxtvPsnq7wRUdk5EfG2YcO6M04uchCbro1ThdswTau+vk8nRvT4GsxzNfZlk9oxukWH+Zrnunt9u9a1EOIOcHqCjFmapjArN0HZWGIYDHFUcwhlHs4RwlrRPcMSVHg4KAoAuUU5gkOODiLBMvoEr3ialWnaPpCXJJ39G73pCgo8Az/l7/+bZrC4o/IKDQKtWQvuSveFgp26nAp6vD3zlWSV5QVfHTs1BV0u3Q7cQ5n1Wi3rZiD6f27o2TFxbNdtyLQF/DmGsej1aVjQM+KuOKgIIGF17GRYOaYdCG4OBadGKMnz2wgWDihYNHv3hj90itH1leC4ZTu2cEYWEHMvuxjTg7sXkBZgDgtseN1TK0pao6hFT76c/WseFoceSfuj71YQVtc+bBQgaVHxVVRZQNjdtSKpaD18zBz+A+++YfAtPO3ihe8gk8CNk4fFijsQt8anPTKf+zI6Nnu3HtwV7TJQw52QtNuAF0FQSFQ5MllroWYhYzib7fPh+jCDl5Cwkc6o3c2c6Vb8UKPgpueBTXZJGFyiAXP7AIHmJIq+4IxrsEjcZRExB+84pL9zBePEpExOCUtz+0W8OU8dkcAACAASURBVKXPHLDgFHLztXbrxsS+fCAZ6QcbLn3GWxhMXO/v6vGEV7Tg5FfRJwe5yGHMfLmBHpKbH8NhLBnwQZ/0QX70+AYYeOjVmEYPeOXfnsVRyTldeRZj+DFX/OjDt5jiA2DxkTyuZIEPXTzrA49Pc/EFD7zkIgsewI48x8fE2RuO8iA+POMffVdjZEx38NEBOsbRYVP060tOsUPXbKEPrDlw8FPjeKR7c8kCD3rlh/gHb4z9wOvn+3CigT996IBjL3ppnjwGFk16cuTu56N4E8f+3DKbOCGxqFLQ6RsN30V04gePV3JoyAPmWpixGV2RB2006BhPZEPbuGc0zdeX/PTeHH3B0Bd52dA4WdO7OfyH/o0bYxvxQ4f6wfBf98blBLD6xFD8wglG3+3ftagjokGaM2BKICKsuSeYewoDx7jBMx5jMSDGKcuYZ3AEM58AFCwwCm6KMpeyORLDUj6DSaY+SJKIFT5FXIFWCB27KMwKsKN3TRJW4K38HOnaHdstglNEJGqJ3bGsIgqfZG2n3NG+oqO4K052aL0DtoOX7O1KrSjbpSog8GtgXe3OLTosPvBk8WDXbleOP4VEEbPgQMeJgnvOahVJn94v2TVY6HBsetFPfxNcn30+sJ45LxgOb4xO2Yne6Zw+SwqCgO5zdI5kriaI2A4OtFz1Wcjgl64Ub7tcxU2hbNdLb3SrsJKVHqyiFdlZeP3k+e/4m2euUxOnIhZsVtoKtGCyQyIDmT0LWEFukYZ/yY8P2RV5h88HnJTMgu/d94a+hQU8dmfm4bsGTkE3hx2zmaNXJwMKtm8ovF5Q7O0K+Ij55LV4wbeFgxMFvs3f+TBb0Bu7uad3bWJm/0MUz8bYRfCzE71rJQM2EpOSBvzsJS7BnAlAEqjQiz24NH0VE/TMNU+jU3ZHS1GHQw7wz7N4N7/EoyDBYS5YePFVjOcz+sQy2PhHFy1z0YAXfXjkh8G3p0aewcJBBjKDNTdY/kjPdAKGL+An3fNjY/Qrn6R3sHwKXDzSv0IGN383t+IAlgzwaOIJH2SF3+KYnPkhPo3lt+7NYRP+ABdZsxGdwgc33sQ9PlzBFJ9wiGF6hAde4/DFAzz0SrbiHhyZ6IYO8Ow++nDq5wPmw5WPpF+w5uErHPCSFS76wzu+4ECb/J7xz1bm05N4QHP+18lPno1tyM4WbA4X/ePDXPToFm04zWVrPuZKT+aXp8zNrniUS8xBH78a/tAxF4/G0hP+jaGdbsDQKxhykgMOPLhmO4tcMGec0CXdgiOfBh6cq9hyDydZ0Xdl19u/a1HHtCbgOB3inh2/YYwAnjFMwYyJkZhkeM+URvkYjXFzKMgcjkJJDE1BErI+SjTPrpBSFSaJWJ+Ea0eliNgdOhJXXCVlRdARuMRsh6zQ2ukqmI6BFVBFxVGspA/WUaqdugStkCrqCoujb4sEuBV7Cwj0FCDjipnEbxePB4sKBdtufYr3u+/NOHzowOUen+YpAFM43n5neDUPnGN6RdBpgGNsCYbcijmH5nycguPSvabQ0SMd0h+d6efQxjhMAVhgsaF7BZH+2cxctmFHNHIq/eNc+9Ok8AlKR5jelTtpsOsmExnpUtH3/lIRlBidlvh5kQKvSFpUWUyxgSLuxMKq3EeRCrpA5RN4Sg9k0ugBfacGFlV8RMLmcxZudvFeZ9CpUx32R1uR9tUs3/LLCHZxaoJvNqB7NsWXxR9/M9e41waOAP19AqcvTnoUdKcS/MIJAx4kIcmBjcQBW9AnHeOPLulUsLKZWHBvnG7B6wOnmIJhC02/8e7ZUTMfrGQibs2VQMQde8Jd0vAsDl3NAV9cg6mQK+Y1eMHYoaMFNxrwoy9P6Itfz3yyBJV/ejaffsDCWeLDD/k8w4Xn9II+3Xgmu3FwmjnwoeEeHN+hp3KP59H1HpH2LAbca+IG7uLA4sy4xXRJH06w5NDgZ1MxlBzoKyj8ll+6ypfiGBw6aJhLh2Qy1zx+0jOY5KRj/BsvhskKNh2CERvwmBce/IHFL1j37GN87LE/oYIXfnTzRePsBB9e6ZgtwiW/mJdM+TM9Zn/4wFecPZun0YH59CRe4MEXHeMT73DJH3TKzniECx4wZKZj8z3LlfDgRV8LA7Tg9WwcXff0xS7GXeHV9Ocz9AF+9LqxiU864RPG3IPX2JM9wPNr43TPD+rPd+lTPz3TEzxg4Bebrrd/16IOkdY7NAQoFlF9HCLilOBZIzgBOK/7hKNYCqIoeBgmpRIghWK++YzkWVJnCA6gz3Gr4moXqDkOV3jtiBVTxdIu2A66HaFErKAo8BK9HbwCJDG3W7fjcu8Y1o6tQq3Ps6KDhoRvQWEHakdtAaFAGatgK2gKl1MFu3LvY1s0uPYtABrtdC0UKiYKOp6tLBUfBY38HJAOJwCefTrOSyeckT3olC4FABsIqvTOBjkrWDhcwQkcuOFhsxwaLjZgLzDG+QJcnvHkCi78EiG+8WwMD2O/j5+O8+NNgnQC4V21vxTn50UWLGQhg2KNpnnZXuAIXnTwyi/gcnpD14q7YKYvH9woxPPK5NvfndMYBZhOndg4NXE64vjfR1S+rvVqwEdu/Slb7/EtBs1hMyc0rhp7e3b0zhcVds3JDpniG694TocFvH5+zzYCm17FG/n105s5xR04+tDgYDfNM/tJCOZJaO7hFH9wljgU6xKHGFSc2abCKrGIbXAVdomk4/diX5GXoIp5fIpZtCQtvMKPPn7IND6zXwvjky31jZy7SMEbeDj4H5zgPJMznwQHPz3gGQ5JHl1j9E0uOiUHf+JvxuHMh8w3D25+rHnl4khXjrGwZEune36aabHpQ1C+iRf+Cif9w8Gm7J7fKzp8kfxoahbQaGr4pkd2hA+Ok6dsSVY6g6eciia9Z/uJ090kkTFYeoBfYXGlE/f0ln70o4Un8HSOF7yhh4Z7MGi6t3AluznsSC7y0DU4eMhCH/rEK32QxRh+zeWbxT26eKEnuNjDPVrw4Nsz3sCaS+dkhRM8vD6oxmP5zNUcdsELPvQ5sfNsjP7RpGfykLl4SnfkQYfeXOkCjPl4gWtibf/zoPCBp0djcLEPGq7kzeb64OPv6Hvmz+aQ5/bvWtQZXROokCKGqQIXQwmgj5IFPUYwSWnmYSrBCQAWw4SkGGOEJzgje2YoQniGCzwHgpMD2PUphIqq966KsSJol2XH1fvy2R3/4J3Z/fk60i5QwvbFtfcxxiVhBdgiAJ5234qwxYLdmYLu/brdup2YYqBfc3SvWIBB16Ki4u7jOfzAoxDYLVow2NUpBo7z/YUzdBUGCwX4zFeUJAQOSu4SA8ekn94fu+f0nJIN6JHOChR2okvjGl3CV1DRsYQHPzjz4SmI4AZfks427MGp4RQk5hljUzTYGm62BWNcMjQP7gIRLUGBjiY5GEMTXnI0V9CSv+D1E7nm+imdEw4fzUjM/ZU4O3jF2YKMfzh+d1LDJvTvhIDO7dYtcry3k9DN835PQrc45Cvsb/HIruiwE1vyQba1s2df/iUO6BXveHTNPuKCTooLcWOseGIz4/rAmu+eXbNnOI1nS2NsUsxJDgqvfrRadIvBntkLr9kXL8bFvmLeol6/pk9RhxO/nhVOvoO2Z/3wjY/sDppN+UMxjX908h3z8UROY/jCP/lKluQEI7HDDxc/g9s89OBxLWeAB8e3+CIfDR4s3PSqgDvdcQLTazI+4bsMp3o2AJ6dPNkoWJAqCvjEbzyTB379fJhO0OXXFpzyHv9lX/LgM97h4Cca+chmvn7z8gV9ZGRnuPMf/eiygbnGol9BplP2hiub0Qke0DUPjmIWDfSN06MxTV5iPzIYJ5P55HSPNnjj4gA+eiGHPvfg6UTc6QffBi654GIfi3cLf3EuPm3OfCtloya3W3izje9svJLDo9yBN7TKLfCxEb27sj8+8Ic+WLTpBF3z3dO3xrdbtIHDt3wG1jN4V7j4Xrmw+EIHjmKELTSw7EH/bGMeXPRPz+Bv/65FXTBrmIYc0xg7mRH4iGMCM4iDxzhGKcscDIPx3JWzESJBzKccCjG/fs7EIRWEKWjPPp3jXkVYEbQ7UtwVVgVV4CmgCqyjbsftErQdl3fA3oPanfmPWuzsJGq79SneT16bJA2PAqBPgNs92623s1fU7e7sAu3CFRNJ3fGr4o83CwW7cXMVEIsOfLk6prcIUEzs9F3b5Sk4vsTl7JyO3BxRAuGYdsAVbEmDruiFHThkzkXXdMd2nJEO6ZgTm0PP7AJ/TggGrLn0DxeHZhdB0goajKRunn5Baq6A9my8+WDCAa6A6qQB3/ghG97AFNh2/GQCo19yIJNxvNAJHunBMzsrrN57243TpROZ2YH//R/zh2+8a1d0fWHv1YZFmsZvvN4xT2KXKHzACJdXOOawu18mmGen3iugTowszCQWi7H0z8/dk42O6BzPdOQ+nbvSmSA2Rk5NwWQ38TRFe4ukOBNb8BtzNc7e8LIDGHiNwQF/88DqcwXvii7eFP8W9OjLA55rnsVxcO7hxYeioajo09gbXg19MrE3eDTzRXzylWDkGXpDQ4I0jk/+oMHHL+FDsxxlzBxz+YRnOPHBD/UZ41Pm80NFwmkbP/BaRl7QZ8du8e9kz+JfXpADLPC8ZrMI4Atyie8oyIIGfsmCJr704YNNyMUX8D887b25fFw/PXo2B79w8HHy4528dAfOM13SNV2wqVhybSx6/ECOZmMNPjyggwYc6Bdv+MVHtsAfGuiZI949l+PRxa/5aCUzGDksvPSueSYXfbEDXtybR/cWTuKVLSyu5E+/lKF/J6Jys4W13GwT1jc7Ft3iGw2yk03OYBMy4EUOdW+xAA6PYPGQj7g3J3viN1vSkzn6jJvDz+hdP5zu6Zmt9JGLTcyFRx/dmVcMs61+fXyeTcLzwkW9lbkAQRByDHnWKu4IYtq1xEIRGPdsDkYxCUd4KEM/B+E8I8QeJ5nLmTgdhSlaFAKvq1WigutrYwW9Ha7C7uhdcCroEi/DW2nbcVnVCUCrPEla8fTetaJul+7dOhx2dvpbtcPpi2cLAoneu1UNXgWBs4HlYHZvijR+7MK7Ol73bJdeIUdPUfDTDStRhUVR4HgcUaAo8BzOlQ4UYgavMNKVcbrhwPTp3lVjPzrlQMbZhE49068rRwJjjMOxj3t25aDwoO0Kjt1cPbMdPJ7Bou1qPmc/kwG8eJ9A25/HgDEXD/CBgZMeFHKy8aU+cgFPZrqyK8cLPfnYRuG1W2Y/erfAcqQuUTs1sdOWmBVnxVvC8GdmHbP6WlZStxCwIzDHO3XwfIJtLdp8pKmgsyVbW9BJNOZJ7uKDDvFIlmKDXgR5vg2GbejCVRyJCfD0oU8c6qd7MedeXBgHS8cWAnQHD124N5fOwKKnX+w1x71xOCV6ODT9Crk+Rbz36S3yFexygCRjHJx5xtCBB108eHbFQ7ySTx+ZwNKRcbJpJbP4BcsvwPIF9hcL+NfQgJMsdKyZg14bgWDoSP5QLCzW5BEF3QmORZwPIsUd/2Mf34PIF/xAYecH/MHizQmQhaSfVcoxFpEWogoV2VzRK7bwyE8n1332/Kdd7IhP8Y5HsUIX5PWcH4gnuODlQ3ReYQZDV/CgQUfkR8eY+KYbtm+MfeDHjzE8ggOPDtzGXPXhSb4xR0yykTH08IovMObiVT4AozAaZzO2gkNcg9VH12wExi7bn45mB/nbKaa4knvpuldscrBTV43dFHy5me2MKeg2W+xkQU8PeOZnmsWIYi53KO7xm+9kL7B41s8X6MyVDlzJ50oW8pvnnk6KU/dsyj6ucLjCoYFzFVNogWMHDawrHGxw+3fdqVfUIeUMglywI0pIhDwLNDCYytEKWE7G8ITHvGdzMQ/naexR2CZv+CiJIAxCUZxRwDAOx1BEK+YKu8Jop+xI1c7YCk6hnNX199+aex9yKcLejbVTt3tXCLwftWuXtDUOpDBwqhzLqlzzZbsgtoL3O2ZO6DhWkTevn6NZTVoo+PAKTjxW8PGp8CsOjm85qI9xOBynV7glLo7F6QQ9ZxAEgoEeOBFYAURPmjF65mwlArplAzrUBCvdwskecLGnZ+P0jS78aLKhe2NwsiX8BbzngplN4XRtruRmPvzm4BPPAh5O9MHiEV9w689fzMcPvGxPxnjnJ+DpBQ78+dsECrJkbQGmQAtw9uUTdM1mbMn2EoAkwm8ssh4vvvwe36mLAmChx9Zsb0FgEeBreHzhg67xh49kJB+ZBa/xdEw+MPR9BjRdaWJOv6QrtsQk/Xmm8xKpPnGoz5Ut0QOniUe6FbvsJFbdh8d4PiIuNWNoVsxdFW1F3D1ezNNaAKBvXrTcGwOfLOiT2RXfbMZX3It7OkHDFY90Zi465CWXKxklZOOe0aIzvPOTfFW/cfT0i3tHtR/8/g/zAaSTGfmg/zBJbCgE4op/eg3mVZefVvEpdpd7fK+heTXTH0dxCqehQR40NfrANx+Gn2zlNvyRmz7JYh49koUfGc8/8BMu9qIfV3NczUfPXH6jjx6iwTf0wUGn7jX6qRnLj+rjv/AZk5fwiya8bAkvOujSm3E8kzkdkF0fu7G3ezHiXtz4OyJiS/60SRKbYpR92Ma4RbcFOPv4tsEpigWX01i/ZCkevUIzx2mtMTYcf9hvcSwiyGGT4LSvvIFf/OARf+mRrTyTxbgrueFkS/yLFf5Fd6PjfW2SftmdPrOVKz1pdAs/WP7LjvrFqRoLFq3bv2tRZzCNoBh2X8Jwj3lG1se5EBZ4rpgkfExSAoEwSmHuKcAzXBUqz5yNABQNF9wM4Ll7+BRVxVBhVCw7ivesgPoAzZGMVZ6jcMXditqXzwJRcPryWYAr9JzJDq933o7UFeeO5ezwfPSmCAhuP8fyVbSrFaJAhtPCwdG9ImF17yio9+YK+flhleNaRd3V4kJBb+XK4cfp/vmvkV9gSWIa/QoeOuEs9MXxBA6bcDQJQTHkfJzOHPBswlklCFc6ViDBszVcHIzO2arCC3cO7Qqn+fBZ9Q6d/ZpU0OT4YDzDA0Zj/wKFnPiKd8/4MA7OatocsoDTBxZOOsCLcfQUVg0teJx80Kl5krLjPPPMpzfymQsP2znJ8c2FROIkR9KQHOzq7OTt8NI1OnjBKx7hhVMMRBMs/eKloKU3Ps9GePZsDjwaOxXQnsWemBDcdGIMTsGP/5IIWGMSgjmeJQV02Ei8KRz8QxzRibktzBtDSxGGwz+F3L0GVlN0xT2Z0MSLOXhHE17jcGrm6ievRn42Igc+8AcPXvOp8gR+6dEYXcFtDG36hoMdSqju+TMbk5POwLCPOJUTLOoUcjZmbx9Jmq+hhQ5+4LBgazHqlQwf4R/iXCGxWJQPLCTlBq/T7Ob7YzZsL2bzdzqiA7TwSk/pha7oEjw94B88PvILsObwezoFQ5/5gnl49wzOGJ3RI52dfXhAkw3gz0f5EJ80B9/uyYEWu/EtPMFFV3RWPIHHA9nQBice8ASvsclh+/tudvG3Q+hRjpWrvSK1Y9dsdOD2MS2dilNxKE+yhflsKQ87VXFSxmbg4bG5Yxe2Rhs/eGsTIM/pP3VAhuzjyn+KIXD44Y9yB72BpwtwbJIt3MNN//kuu9GDK/0Yh8Nc+oYn3YPT9NHf7d+1qCOkQSawXRHDIEKYYGRNH8Ku+gt2cwhPCQQAS2CCgDNGIQSMnj7jaDGAZM4I+jRGdHV82kdy3k8rlnbBCqQib9fFSbz7cizuXoFlaEHtuEYhluw5D2eCw1y7NYXYgoCzoWVVrlA7grUogMcKkJN5t2Y3qIj4wwmOhBwX+ctGYO38fJAFN55d8arId++dvx2BxpEq8AqOAuKomez0wSElGsHhuUUPPXEkCwBFmtPRL0ekY+M9swl7CVL2ErScis7d44Et4AYrkNEHj7ccEs7sB66kiDc4wPMXY/o0PmAeHltM6IMnvzAXrD4w5FQ88VHh7nWEuRYW5ARLN/hGgyz0ocHpWtInL5n0kRVuMHCYS3/k0QQ1WehPgPJBeOgCDvPSlTHPdEkeeOA0Vz9fh59eJGky0ic58KHfc0EOFh7PCqQ5cEnIeIbfPHGqKJQE3JsHr1g0nyx40OAFQzZX4+D8U7z5kiKPjoa2qwIuPskZPWP8qcJvvAUB/GQ2TlZ02YqM5ZVyCjj69HzqCj6wGtk1eNnuzCtswk70bZxfONZVgO2i7QL9p0KSv9cyFvY+rCILuujTL9vRLT7H1vu1tA8wLQLEvx26naD84OO52TDs322w6ZAL2AWPZIbHFX56y5/Iii5+jZnDFvrZlj3NZUd8sQsYOjFGj+ZqzS2WwPIBjW7IxC7wi3s48IRWOMBEH494ZQvj9IEGXswTCxobeDZXzgov/o3DLxbhG99eee2U5Vmnob5RsvFS5J2GeD1inCxOacV/TZ602KYvMWhT5PUXWvKjnbyf2rKPTRa7s3d5wVUslJfwiX+N79Az/bgnE79z1a+Rgc/TK7+mH3oCR+fkpSe8ixn34MCbx554Z3ewwZur0S8YOI25v/27FvWCEwEG8+zqOUfK0TDJ4BSDcYyCSTH6KIShjaWkFAknWEan6AKX0IxEYQLDOCNwGoGkIHqf2fG2ouw9p+N4RdPRt/fq3qtasdl1M67gs0J3BOeDNytt78bA2+X7AyiO8hVixZ+DOXJ3HO8IlvNxIHjMtQq0ereSVHAkjHk/+6c/zzGSUwK48Io3iwYnCu5bhFgYkNUq1OqUjHQCn2YsR/TsXoBo9AKWbji4hMc2niU1Y3SoDzz9czK65jycd/Dsb6oVUOPscwanZ7CuaMLJnuxlvjFBDz9+OTCn9uweXxKnpo99zcOHIDEfHNn4DFxoCWhXASZgwfM3uPFqTJ9EJAmggz65yY9XOkPXQgFsui1Y0cILvujJnHDDNzbgf/uKAi/Gs1OLMX14469kAodPOCUMvKIDhqxsZKwYMG6eOXRrTNzhU0zhxbMx+gevHy74JQEywIeGhACXcfqmV7yxOxzhMic6irbEL+bFtsJ+NvTg14dG88oD7EAG/cY1c/iUe+P4xDsewOILT+DM43cano2ba5zdjJNpZNgPAY3nU3Tqma0UXu+/vTJRaMWr41t24Wd8bvzqw4+GB31o6scrX4GX3vXzK3kDHnnBzlzecbW5sPD39yws/l0tAuiezvHFj9iErVzpAt58Ai06cSU3HZAZDrDm8NV0pJ9veCZz42DhaXzw7jtgdoKX/egRHX6WfutDl9x0wT7ix7PYQK84pBNz+D4e3Mth+tGFF8/kDB96/raFDZe8Kk/Tp922nbWTU7tvu27fymgKutNLOdJfefSLBcfvnYrAJx7lCwWd7ObL8Yo7m8jfTt/Y2aaADPhlG/KZo09s8Qvy8AM60MjBR8lCb8bIlK7pncziQ59G1ny4+GQDffQKhj7htQBgG3zM/OO/Kn7hoj5OsX8hCkEOIMhdGUnDUIFMSA6FIU5GUcYIZEyDJ0OHn0LApFiOxOFTLkVSrj6GkNQlAx9HOHJXIBVt7z3dV4ztghVRH0sp1pog87GLXbT5At4O27Ea5+Bcduhf++rXH97XO0ozx7Gd+d7Lcj7var3D4YQ+uHLU7jjIsQ/n4GhOAqw8nRI4zne0r7hbeOCvgq7PqpPTko+cnEehkAzgE/Q5nuDhuHTpnu7oRLDRF12b557ejOkDxwau9MtxwcAPJlxogTHHOFg2ggsNTqufD4B1D5aT4oltzcfvSQ9P8MDBVxRggeuUQoCSW9GFw8JIIDsJmb6lKxAdfVpUWdGjTw5JxL0rvTnZEPxokQvPJRY+ljzkrlCTAc8Cmazg8cJHPQsyuopHuNGBA0w7IUkBDY1OzKVDeOks3PBr4sU4/MbM0V8BFFP0JSGApV+8kkEMwisujYMrPiex7B8Z0V+Rho9dFG9z3Lua15jk4p+jdgVeq9i7moOmqzloiXdw8ODLWLsU4yUsMuKZLHBM8tqjezKHyxUuVzDg6Zmu9OuTCNkf//zLOFvD4z2sHbqduJ2cd7S+e2EndoXPIhgsG5Zn4PAMJl8Ql35ChYa49zGWwu5bCznGdxk+xLTBkD8s2uUnOaYCwab5insyoCV+yIJvdsIfn01P5vMJ9saPMTzTu7FsQB5w+Rp89MIm4PkNXZqXD6U/dOHST0Z2Aafx+XQqrieGP3k2PtomQrzye7EBB7n4P5x4Rp9+06t5NllOT/rbHnKBExA2a5PkFRj7KeL4EuN0RwfuvVJTwMs3aIIrV6Jp1y4Xe2fvBBdutoUHDjB4Zw9y4l2fqxjXn17hh5t/k0UcgiMfWfXTpWs2pQ/zs69xOqF7tmMfsBo8bMb27Ole3Hq+/bvu1BlfQxzTiAtajOh3xTjCmnGME9qzOeZiFEONpQj97qNBqZQMJ4NR1jjZvp+nfMp1RcPRjP9NSwAJJKswRVxR957aLt7PmzRBx3EUVytCxVkRdkzuwym75I7UFFyLA7gUXQsGH9F59uGFIHZKYAdvYYAPBdz7Ojt2Rzz+9rcibSdvxYk+HFbyFh+9KnAqgF/jCphiVEFSLDiWIGmXSR8KoWIl8LUck44lB3Nc6Zt+c0I2oTs2oV+4CgzwVrgavQvkigY8bG0uB2dnAcRB2UMDiw4e2FVQ4YsPSDDG8gU8oS1ReO3hr/5JkgKcHRRsOyG69K0DHfbBDHzmSaCO1MyzKAMnaYNlD69KJAdjFgrkxCfaAsx9filAyZVeCmLykUHwC0I60gQdGLIaIwv5jZEbXuPwooNn8uvn6+ijlT+jQ5/6wMLnWSCbT3+e2Q8s+vC4Sq6u7MNmYMGIU3bSh27FVDGukIsz/WDhgF8CUcTNdf/f/vVO3ZxyAbzowYdvfgMP+u7p0Bge8V3iM4Y+uGDxVj94Dc78yHM+CA+Z0zE98mNH3+KVX4gpOzWLQAUAfbpmQ1e5h708k0EBZ1t2hVsBUlT4lxM9vqWI+dJaDZB72wAAIABJREFU8ZYHLMj5C59TlHzTY0Gv6MCliU0NHXzimVxo6COTZ/zxA/rgs2D18x39cIBhd3bS6AGcfjLQIXg6d9WHB7rON8kNBzp4yVfZFE/sa9y9ua50Ap98Jf/gB+/k9+xei098mcPf8UZGfylS/rSB0sSrbxLozutSp6gW72SXB8Q5XtlFXpy43MU6WsboBw2xx/7oe7XKVl6Tyin96W4bBTDkpUs8JQsZ8Yn2LFCO10blgHyNXPkm+qNLJyTbxBc+2KUclD7NNd7CmJ7c5xdswGZsw77w3P5dizqEGqfQBJlnqwqMIRRh/e7HkdZBwFAaYSnKGMbAMQrF5SRgKAcMIzEMxWkSJUEpnrIY21yJXOFWGBVJKzAFXlFW7B2/O942pjAr6hxIoNttWyE6KvMzFLv0PnrTD6e58MBbUTfPMT6HFLCKDWex8/duzrs7Bd3OXRJx3Ofo3W/V4XVaYJFhBW/hgTcLBx/gOSZWvMnrKkjoS0LhXOTmgBxLoeLAU0Qcqe1xkT4OrtGdfs5ZQBg3ly5bYRsX6HDTr3losIekLAGYz94lJjj4A4fDI5gCwTy8wsVuYMHAaQ4cYBVnH7go6v7IC506GqNjCyE69ZpDErUIU/CdTghsux9F3a7LNwt0LYlKDr6BELy+kdAkCHySnZz4EFB4c09ueoo//KNjnAwlDf1g80X9zWUvPk2vrnzceHRGV7taL/jRo3sw6JijT3DDQ/dwuKItxthBjLgPt6tkcCZ2uCwKtPrFsCRivj54yeJKL/rAFMvuxboC/vhfhR8utEpMYt6zKznQIwucCgQ9oAcveuQGaz5c7ASOvHjDF3j+Ysy9K3yu8gtYc+kGfote77f5hdMci3VxaQFv585XxZaYYj84+CR6+vi/vuBcycCn+aScIe4tFnyjw/cmdvdncGxqFy9nKEZkFKf62RcuDd90gGc0+Y18mC3oD0+KARx0YJwf66cnDRxdwFc+DZ4c9IueOXyPT8FVzsUTfepnL8/0rMhlMziMZxfxwu/wDY+YRNM9W8BhHH1yu+JNv12yk06xySZys4+VfY/k9JPNLKDYysepjtRbMNBnu2w8iFO6ZTf5TMOLfMOmTk3ldd9QyPF26/5MtFxh80CXZJCL3Gt0o4++4CIH/cGd3PRAJjD8jv7MczVGD+a4krk+dqIfNndl//xdrMLHnuiDCSf94+P271rUBd5ZwN1bjQtAzCOOKQ1RfRhsAYBpjsCoGKSElAKuBEt4woKDkxObBzYlm8tQ+imKEa2S7agVcgGkcLq361XYFUv3+uyGHX9r+hQSO0MOZeddoCoAjoIVfytwR+SKsF06eHCKiSJsBeiDO0dGHMTqz/sbO0UOC961nT7+LBZahMCNDj7h4DQSiGDqnbpioemjFzrgRBKMZ8bnvOmGfuisPk4CTkBJYK5o0Cdn4zT0rJ/94OGA7ME+bCLZcCgNfgFvzL35cAlotPBZglTMG3OFCw48uzfXrkkCFGx27VbqjsokYgHp1YZVtlW8P0YBv4BnJ3Adq3rt4RWJhGCx5+RE8Fs02J2RK17RJju56o8fQTz+uPLglb5c6YeezKMzcvJD9jAHTvgKYnago5Id/RhT9Nzjhz7co0/vmlgSH8Gajy6/p3vzxZO5xswRa+YZK8lL0GJRzJpvLBngl0T0afDCr+HHPP/gAKeIP27oVczlBjjBx4tx/Z6NgYULD/gHC0b+4E9o8zv8jwz70R4Y/IQDjD54xldXB3Cwg+RtcWhh5y8OshN7+ZmTnx+yi5Muf5XSPd2wG7uSHW2nbgo4GL6kwFi0i205wImfzYCFJj9VdMAp9HzQfHnEgp4P8wN4xQFexod2IcGOZEObDMmkL3/D38TSnvbo55N0wX7manQYDuPo6oMrf4KHPumPbfBi3L0+89zDy0fhZSs2Gxvte3mwYjwarvzYfHBsgU/98DstoS950GJcobULt0CXI+nbdw82RXbj9AkfGdlR0ZdjxT0a8pmcyZaTJ/dbm/QrV+gH71TByYocosjbXFmYyY1yKf3yE8UdvzUyuB+592+u0Id4cTXmSldkhYOe6YoO2ZavgiPHtD1tQVO/cf10bY54OPUuxsshL1zUCy4CICQoMe8e0zVwgpeREedUGOUsYPVzVMkvoTBPGYzNyay23BMGrCvlULJ5kicF6QdLgQqh3bjW0bbjbQXdO2o7bUfdCqfCrjjrtxCw8+tduWJg9+043gpSMEoKiq554BViO3YfXPSxhYItyAW3nbmvN+0wwXEaf/0IDatCPOANnn4y55RBnx279/USDue16ueEZHYv8VTsc0JOXWHnxJwOnH76okMOZt442+7k2YTuwdElp/IsQASB53AIKPBdOThbg3VlS7ZlFzTxoblHkz098wd88CO4PetHH274yOUZXjyUFPiGueRJFnBo4o0PwWl35u8FKOTmkB0fkkN0PAskNPJHc8GP/LvY0YcvDR/G0UtXeOeX9GEMTvM9m4sv9+REmx+LC7oyVoKgv+DECXpiTL+5rng1zxUsnXp21Ud+c/SBby75SgbsCxbOkpExMSqexXHFGB/uFV/NgkAT355dPbs3vwY3GvgCo1/hgB98fONFH57dowcOD2CMhcM9vHRMPs/8Kl+gW00/vZJNzCik/WTNb5rZSkFgJzpWeOUQ/gC3uXink/yXrYs/caZQ91cgxbMc4TWbxSf8/ExxV3QUdAVEwZIXnDaB4wfZhVx81JVsxooJNvVMVjzii/+RL12Yx9bm0qNmLB+gT3PosjlkhBMecGDgrh9vaOvno3DSV7bjF+jRF/3gFxzf7xlfYlm/gso+aMEjfr02k1v9Bt0rC8+KuQWY0xUnbWJYHOHfFR0ftsmzjtMtJPAJJ5umO/dooNduXV7QfLRsE2YD4RdJPpa2MJNv6aQcJIeiSwfFOzqnntCmE33sA55O6EtfuhcDdEYn7o3BTx46188HyIgWndEv/ODhQyffdL39u+7UC2iMISgASyAE0SegJBuOYswc/RjAXE52KiFmCa+QuBashDbfPDTgdu/aOxBKYQTHKAqi4u0nY96VK56KZj8bq8A75jamQNu1e/a1KgfzDkchZmTO5ljdsbnFgl09/MYUfu/fvS+TOOz2LQK8XzfPClTBR8diQrMw8L5fIqiAK+wtFBzD48c8u39HzY6i4LOa9V7QypUjK/Ccx67AvcTEMTidQOIYrvrpVUC1y/dsLv3SJd3SuTmCnk71ezZHgLODfjhzXIGjnw05Izt4BmMOG7EX2+tHlzPjUR+eSh7G4DfHWPLgU+PwcLnitYCFD8/BwWkXgH98CLTkJ0/+Yp456OBHAJEB/Qm2/fOekjn/RQNfBV3w6Qk+9FzpDI/0k5xo0EE6BgfG/NHNx0+HDv49ixExBib+zEEXXroAR3/hYH/xg6b57IIeGHg8s50kIUYVY89wmucqvsVuse2qMNuZV8RdwVXowaAt/vWj515fCckz/PGNnoY+vsgNnkwVdrBkRge/yUQ++Pibe74ADxz6m+ekTMJ2QqPIWhw7olVgfdTGXhK5L6gl/nwIPjLQHdsr5Iq24qxo+D7GCZ0dJfxikF8o6PxHPCr86IhZ476wd0rkNYA5PrJDl8zsiR7ZPeOfrORD3z3Z8iF6449gjfMT89kBrPn0Ac69cTQ8g+MvdNx8uPTzETDG6dWzRma6MeYePnrGr3iCh47II97Y2TzjE0v7zYl7c9FzEicXypOu8pvduNMQrzAUXEftdGAem4grdvJ6zgkdHtGWE/CMF/Kaw2/oDB+e7eLZx1zH9oo6OvIrWk5tbdLgMI/+4KfzM47do8nPyUrfbE83xtK9eXh4sOn+ER96FhP0aDw960eb7tzD456+siUano3T4e3ftagTQuMMOQ7hKE1QIohBzAgGDIMrYAUl4U9lYxoOfRRkHsXkLJ71E4oQHNizezBoM7YkbrWsICqMVtF2uwqpHbmiqXBXQPUptopsCwFH6gxrh60wWzVO0O5/AKOQOxq3QFD0rbgVcgHq6IZz+OmFIyXvgvQr8go02nbi/cwFfbw4KXj5pZdmoWDBgRcygLPLt3qFi/PhidM5Tra67E+ZKjqSFV25FwCSFR0pWBYA+uhecXOlTzA5LP27p08OrZkjkPWbo88zH2BXDmiM/dgMfXCCSz/6Gjp4iCe2YneBxjnRMYcdweHRGF7YugDjV57jx1xBzr8ECP+CS/DChyfBDh/fRN+z+fkqfPrw7Rp+c8xPF92TlY+jRwdwSaTg4MBjOiQ7f6UneOncODrwCGzPcGnk6d488kxsHD/xojfJ1BhYcpJfLKCHFzj1oVeSN8bGaIhfOOAyrkDHD7wlDvyBDeYs6opsucDC3T/X+IaTfuByzWeM4y06aLjHMx2Sh3486+dT8OK9ufihY31wu5fozCcXufWT2WmNBbcP2uya7dK8T3dE6+hVU4D5JN3A4RVOH9DhBR5FwMJAYXbs7mM3P4uzsLcT5weKvmKvmNthil+vjxQmrwDErTF47EZtFuw2LQLIljz0wx5k0Ic+mdDQR0d0IBbJbS7fa05FxBgfgYM+zeG7xmvJzD5slW3g4h/woouH8A6v/XGUXVhmO/Dg5B28emYTOPBADrDi1vvz8pxXamKebE4znLqCEbN8gH3EpNdqfhVjTJzrpwd4yargG6NTPBtzD4fcIj9aNLCVQm6zxkZytvwu98NBBnPRx3u5jq/V0h3cdExf9IuuMXzw7/xRH/nMd3/q1D1/ZyM2kG880zW84OkTLuP5+wsXdUS0ApFxECs5MB7H4CA5EaYoCBxHMV+gUBgmMTcG3w+QwFhNEZyyKIkxGMwchkeX0BSe0RlcUVUUvfu28lPUBZ2jdQVTEddvh+wo3LPdtzkKrnmO1xV2u3wF2x9B8M7MvXft4OzU/Y15TgA3R1DMFdqSh1W4JOL0QFF3/I62RQQ6nuHRvCpwsuDeogEPFgF285KDkwMnAhKBo0KJyi5DorG6lWQsKjg8XdGT4lbjyIoKG9CbZzBgK1BsQK/gBIurwGQLgemeTcGD1djWlX3ZAU62VZzZFn3BIGmaBwfnRRcutoQ/ftE8cfAlduVf8OPPfAEEFt0K5tzvah0tuCvu7skgoCqE/IsuPBs3R180jPE/V3MFKN7cF+Cugsx8sOaCwSv56IJ+8Ipn+tdPLn5vLhzkQ3tw71+Tgwc8WIW1QC/GWlgrrsbYIvzu4SdTMYY3tF3b9WY/9I1VwCUWdOgUbveK9BcVdbGu3xy8ukbTfLTgJp/YBgMnmuCMyyd4TSY5whhc5Rv6NcczXVaEzGdD8qJHJnZGE6xvLbxOE8e+ufFKzVG8RK8w++o632kHaOeu6Cs0bMl+YsYOnz2NKwyKuo9dfQfifbDXZQq8Ai4+FXinA46PxakcYXFu9+6bEB9wKuwKPf3gPd3RE9pkM0Ye93yke7AVAz7omZ7goR/6NjfdZIPRzy7iweX7wcLPl9h9fGoXT3iiKzpIx/hBM3h+ixfP0cMPWxoTE+SysKEjuvQszuQNu2d5m87YQ64whx7livmO5uOn860S/bIDHvBULpF7LaCM6TMfLjt7eH3ILHfKmQo7Pmy+LCTkYj4DJ77MpWO6xyM6YraYJ6N7OqQ3V3LKW/xUvNEPvRlzX6zoMw6He/lAA+c6eWPzBRjz2CuboHv7d92pC15NILnmEBgSQJyHIDlVzBaMGCU4QSgqIRLcXOOcsz6KpFAFwZVSNAJzMteOfHxgYbetUHu/LeAUaEFtRahQO+rR5/fnirRCamfsqtgqqnbPirXdvi/j/ZZRUXVVbCvM6FTwfaltde8DL8Vc4HJQwWzHr1CjAbd5dul4gg9f+HbC4BQAnAUAB0PT1992G97H27k7llfYObVExUE566w4f/nr6adbiYhzavRUEaJ7OiwA2U+fZ3oWXO45DydmP/cc1ZUdGnMvwM3njGwCN1rm6ocTjDFBxi8EjGdzwKAJFx9CJ2ePL34A1viZlOCCk/+hi6Y+Cwo40NHIYMwxKDh9ruAUGbBomMt/+SF+NMETz67waPjEC/2Chw+PZIePjuBiCzy64kODh/zm6QdvnhhAk03MhU+fOS2KPXcvVsDRCxhzJWMxqhCjAcYVnMIJViElg3vyNy6mPYOFB9z/Kurw2Um7kgVNc+CYvj1+JA8adEImvBpnN7JIWOh41sAmN14q/GCNgYUzWfTDbQ5cdMo2PkrzSs1Hqoq011kW43brnhULx8b+IIxCbwGqSPMLRVoRURwUBfKJKXayGLDTtPCGiy8oUPrNyebwy0tyjXyiiXvzxLPmxA3f8U9etPg+vyAju5In+fkcnRjXTxfsTK/5DhvQhbnwgdOHlmdwmv4zHvkOOLT4vit/xc/M3+IFL1vCgR868wzemGcy0YV+dMgmd9kZowkvePnJ7tkGyOvM5ntnrvhaELENm1k0sQmdoyFu04NnC3A6dSoDjm29Q/e3R+av/P38F7Ookqfx4f28hZVfLjjZ9cdv5G/0yIYXfMItL+rjo3RNJmOKP526108e+nIln3s64LvZAKx78HQEr/hzNQc+TR964oWNyaufLm//rkVd8GqcieHdF4iIYIQDYvBkhECMiymMcDQBpM8YHO5dPWPclcAMJyEyGuVKRASUQCscAs6YjyvspBVmu1orPrtou2xFlMG8E1fs7eA1/Yqpq2JqvqYIg1X87aoVb8EpGBV/O3//M1cnAo7GFV5HR96hCWyF1h+fkFQUc62jfsfvFgdowu/1AL5d0Z4P/Z68NouTvsb3KsC7dYnB1/WcXRLxMw+rS3TtPhRRx1IFEz2VjCpc9Cm4Xek5xzXOqThrdoOHA8LLMeH2zE6KccFqHrvAxR848DjgFiq2Z0t42VUDj4fBZXW7f8yFP8Cbw/Mttpc8Tl4lHTQEGzmNw+dZM0c/OIFHD2Tgf654NoYW2ngzJoDhAeMeHrB0Rh9wGTfXdeQ8frEhDsCTMR2cMhnXyIeueAELt/jSnw3EDVz0VzLBh3hhB3jwSS/4j294NDDRgQsN+tT/OMHEi9gWp+bjDS19LRYe30sueGNz8+BV4N3jDy18eQajsT2daGjgkR+Q2xz3+AFnDE6w+C/BkRtO8mjsbz78dOYPlcgDEnXH5XKC11jiU4FQAOwI+aZCw6aO2RUQC2ULQXENl3t4xYAv4L2CUywc2SvuPpBjAzjY03tju3MLb7t5J20KiRMD+cqCXVzxJ7K4wq+Rmezkojty8Wm4yUw36YOuPfMRfqB/ivfGePjhoFc6hFs/3etH33zz2EtB4vf83zMY81zFFH2BNa4fjKao4h8f8gMYesWTXxzIzY7Q0YcDLFq+Srfh8rGxe1evMNnP9wsKr/fh5MdDukBHg4vOyYAHNtLYwAJNjuwDObjZ1IkBX7BjR8smSs5Gz8kMvaNDrnwKbbr2jC770BM5jdGveCGXMfPJDgcfpmf6Mg6Pe3ToCow4CoYsxYZ+cOagB+ft37WoCzRNYFegEcIoISZx7J97BMe5CWgcs2AYkjDGtARLQRjNsTAOXqBKLhyD0hjVmCunVNQZ01G1oqh4W40rfgLYCkwxVhQVbx/OKaSKrYKpSCuyFVrFtsIOh520Am/X7tgefgW45hhf0Tdux+44vN26ZzicEKBpl45HBd7CoKN5pwX+FC0Yu3f8482CxHyO7d5xPr4d8ztGdOTO2TWJg+Na3XJmeuxrbzrU6HAccI+/6dczWOPs5J5dCkg2pHdN8HEscBzaXLDG6iu5GmNj8CUB89lq7PbhR+P0+sxpgVBiNQdeY/jkzBKIe2N8RUIMH1r6NTDw4klQJac+fOFJMGnG9eOJLPSArme8CDA+Fh58wEd+fQUlvOaEs3v94sQ8uNAWE/SKP890LgZcNXDiqRhBT/zoL6bAg/Es3jzjH07PYuYhEewHOeiCM55d3dOrmJZAPJuncHjuahwPCkinduc1GfBkHjqKP3zo0gMYuo6HcgZb6nMlI5ujS5clMfLAYUwDK5GSw9UYm4DHPzuSyxG3OHTCpaA4fnXi5XWZY3DxIk7s6hRzR+iOcB3XVtwtoMWYBRqf4KsW0BYFXo/Z7SvaYpA/8gtF3kmanaAduw/kxL2NgqNehUNhLyb5nJbN2DLZ6US+y8fJzCdc6cg9GOP0SB90S/fwmOueT6ZbMPCbT5eu5uJBvzgCAye7kZ3cYKMPFl261zodJBNabF1sGZcX5Uf8oMf32QwORZSt5FcbLq8n5DlNsTVXEbYDN5+Oxb973xT5doFtLbC8euuncBZtFnDsZVHBlhZXduPu2cyGCB2vadgFLXyTnbxo0COdlDvoXMMHWP5GDvLoL5+WI/RnL3jZma+4h1+MaPycjcDSL92zB3tmWzyAuf27FnVMaIJbwEGqxYgxRDWCYIpTeKYQzxIOY2OS4Po5CmXoj4YxuDFPqRSCjqvGweDjPGCttDmE3XMrLoVUcVQEvUevYCrqxhRUhbzjdwGnUCvydtR28Aqv4grevaLsqLz38AqxXbWC65jdMRGntcL34Z7kgQ4YxR9uu3OF3arUIiEe8GFBYczxv4/xFPMcjRwWD44Q7dQdKXJOK1EO6T2S5thfEmnFTLd0xHE4CT3rExB0y6noOUcBp4/DCUQ24qD079lcjf5d2SOHF6jmsTPYeT7esYNFl904L5posad7wQEnHAIIDuP8xRVe9+D4GHwSN18hoz54wMDjiofkCZcxcBoaVvnRRwM/LSDcw01G/hxeweaeLPSIJ74MD/iSozF+LSjxS29w4dkcPLEJumDpRYPDPAXSVcIUS/AbJ5siW9FkH33w4MscdOAnI1g8iF+w8JIBTXjBwyW2NfDGjSnk7dLPQt694g0P3HDARU700HFFk8zwuSaXK73qy6foLnh42ZBMmvtomKPB31zP+Q0fcgQvD4jRvk2xcxenYkXCd+KlKEjmPp6yU1TkFQvHt8bEM7/MZl77KdiOdP0dCQsDfsRujm7hdbqnELn6cE58a/KE0z0LBfjIRGZz2Y/vkbWELv7IxX/Ai1F+wDfpwjj50xudVZDhocv8Kz2KFXPFI3vxE2PmouOePxkLH3+KV3PNwQ//BaOY0hF+8EcOY3izAbFDVmzhoaPsGq9ymYWQn/z5pQG9KroWQjY3FmXmo8E+9I0+G7GFnyrqd8riZEUeVLzZAk6vR9nSzp29LACcGnhNiq5mc8YP8MaP6Iku2Ia8xRS56Bt9zb054J320QH/K/6M8dPmu9JXMUh/YkM80C08cNI//OUDffRl3u3ftagjpCEi4AV5ASqoBT5CGgZcEedMnIpQnISBzWN0goAjvP4SGkVwYnMpgpNJNAQyNyfm1JySchxlKZBW5YJXYVRM7dYVZMXV0bvjbQVTsbQDV8xrirr32q6KuqKtyFoQuNrp917dAgIu/WhaTXIOx3JWhY7YHPn5y3XwWxDgQ1G3GsWrZ/P7yZ2AhxM9Y2BmkfK9tyYReB+nsOPd+zhHSI7/fOzBYT1LPr3X44x2mTmgolPioVf9bEqvOR+d0jE48JzPs4UTvZvHrpzOPRpgjLGnhMMJ9QsKtmdfY+zIrp6Nw6OfL7hHGx/G4WB/RTO46PAlczzjnQxg8WseGugawyd/NMcVD+ae/ogeupKQq4YXdMHj0TMarvBo9BK8K1hXuF3xF+/81z0/h884XPQAngz5vCs48+mwIivu8CBO0AZnXgWSrOJJcWUbNODBFxx0Yq4YNtc8OMGLzZOOfg2seV+0Q5dUKuxwyQn4MUdOCDde4MAzuOLcFQwe8wf3YOlEH1uhwUYnXHyRlyxooA0nH6Bb8kvuFuV2fz6mVbSd2okVi2FH6Iq+Y1dFXu5o92YnL8HbvdvZ29XDbWdu12fHbYGtwLMpHsUUOygknaL5yt2Jn9i38AZrB2mX7/gXvD65jCx8i6+wPduQhXzGNDTEm3syNodu6c0zW9KXcTriA/SpGTcGL/hiV7zoN87PyGouHObh05z8HI/m6LOJgMtVn7maeRZHNl0KLFzkVJjBwYF+dNlbPie71x3ymsWAHGcBxUbgnaLIbU4lwVmIKeaa9/bs00eLrl5Tel9vJ86WvTJhYwss30jYmMmvcNKxRla6xyv58cc+5MAzXuQNOnCvn2xgwLvSA3noxzMc7F3+0O9ZvKPnXh/89AMnf9c8FzcvXNQ5iSZwEGNsBBByr1/gGxOU+jiZZEE44xRjnNMkkPEUBJ+5cHIGjqXp90xQiiZ0ihJIAqiv2x1pWRkLznl//sabU1gVUkVenyD3DlzhV3ArtApv771dFXBH8YqtL97hAKuv4/evvPLlWUU6GucYjoAkAsXVbtoK0+5egdacFCjYFgie4YYLbcUcfgUbr3bzFgycWVBIDL7U5JScz/s5OwF/eckq0869o3g6pXf6E2gcTdHjVJyvoONgGtu4pnP3YAUgXO7BcF724IBswo7swd7sUwBwYvM4KVxs7tmVjdE315grHrM5HxEo+IfHs7HwuWp4QRNcdPI3V/yGEx60wOPXOBnMBWd+/MAdTv2ezcPHBNb+bAxO+PNnPMNFF/RAl3AKQnDuxQF48tOjPjjBupqHN8/GxRCcih9YhZMcdIh/V/D4g5dsaGn4SFZz4SILHvSjpY9cYtu9Ma14rzArLuRAv0J+XvWLf3B0Bgd4dDX04MKvgo8/43gfGVZW/JEdDj5HBvy5esYzuZMnvaBHL3TlPvnt0Oz0FG9F1DtuzWLZR7R+MipnKPDuJX27eCdiCoVCZMfXR3dyjV2exbSibjfJlmOvPbbGh4WBgiE2LcLFvTwgjn0UJgbtTMWxGO/Eh57I50puuMhTP7/Mn/IjcMbpKF+kR40+NPqiP3rhV+A80z1eTl/Kx+BEHxxc5vBxz5r480x+uQUMPxQXxhRn9OhCPqQ3cGxLDnThoTs45HJz0LUxUYwdkU9hf/9no88+jPZ+3C4EWjO6AAAgAElEQVQbPe/afThsM+W37uZ5Fck+7ETP8rI+Gy/1QYF3YmOjZONnU6aG8BGnCPjHH1nwRjZ84dU9v6MzeVVN4sdkoQ9zyMcu+ujNPPfm0rnNj2uxop+uxz57Cqcvf4cDPs9g5Irbv+tOvQCGlFMgQBCCcSZOg4kckuNhEqwreMqZvv0KnvDmYJCQFGk+XCkKvD7Hj5TK8JzUahm8YxpGseMVpAzpfYwVnQCyG1cg/WzMh20Kuj7H2b6SV1wVVDt5Rbwjcrtnz/7euwJv1w5O0XW1k3dkrjnet0jgEN7P+BLeOzynB97n481CQLMw0My3K0cPD/D2Uzv8O6LjdBKCY3xJSEG347DbkIQUewsIhVyykUQ4LAenQ07J6TiOq2OhFkXGNPoFS6cckS3Zla3oV5/GBnbrHJNTsVu2A8eZPTffMRlHZi8+YA6fyNnR08fuJZkSAl/Bk2d8wKPgsL9+CRAtdPlQvOdfZHKvH334yIq2efiwWNFHHuN05IoXfVbrZMIDHGi5R78C8lCE9+95oylQxQh9kw9/AhJP5tMtWvSkcOrX3JPTOD7wiH+4NHiNhw+PeMm+aNVHV+wl8eiHLzp4Hj52QaEQw4tedNCiB3j0i3338En47s/Wrtw8suLROFnQg8Nczxo75hOeWzDow4tGPyU8/GvjW/uRIHugoR/f7JovkD1f5Cvi0E7cEbydsfiyMBY73uXaqXkWT5oiocDbCdrRKSriy07dnxVVAOCy2wajEOGHf9GtxnfEm/zkWNgRsQWCHOE0Dwy/8v5e4bcTxT8c9OXelX7oDj5yoeOeLshOPrBgsiu6c7/6PnHRaXEUHf4Mnzlg2YzvgeM3bIq2gpwvw2OMz+HZPDnZ3HQhxsDIS05GzNGKTbFPBrYiBzx8wDybFYsBeY+unYjI6Xbljs99w0Bn9Ms27Ih/hd08x/EKuAJvccbu8ihfgM9mi81txpym8gm1AbwcSS4bDXK552Pwa3SjX2yRh+7AkktjH7LQlbn66M99fgkH/Wv8IH260gGc7CIW0DRXf/aB7/bvWtQxqHEexBKQEQnXOEdA2DUBJE/PHJQwJeycynzMY5ryKBUOghlDyxzCcxKJjEM41lE8FV8FXcGzsrMq9GEKQ9rd2p3PTv7V18eYVuOMq9hbPSuodsntnu2c7aAVY7vqCrhirhC7KuauirJVuIJsoaDA+ojNQkMfHIo+Gq525+haRFgwmAsnOMUen/3JWe/zvYtzLKSPjFb27Tbs1AWM4ybJiNNzZD/LEYB0SF+CxHE6XXK23kXlZK50W4CxkQTNZuziGQx8HJZ9OBW76uOIGnuXfFzhQw8PxtgRDxq/gYPDw8F/0OJbnvmK5AAW7fDDgx9X/eEGa359FiBom0cO+jDPM5zmo8WvokcefLnCi18483V43Efj1A36cEtO5pKHfK7moQleIeLXjaFHVrri/2Ddi4Pp26IHj3jBrwUAfMb148k8eOMRXrQUTLKaVxIBDwe60aML43iAF3x9irZibg6crjXPij46wcgR+AcTb8b4lKsxiwlj/AQP+MU/PPEVL+bhxzy6deWD5pcz0Cpf0Ik57MrmirfFvtygEIgjMSr5W3z+9oPfTfzok/Atyi2gnXwpuBK9mBJnYHo37/fs/NcOUME+j+HpnP/hg93xYmMiRsWs3SDd0bWjZHgVH75FJvblT8UeWeHgN8bogM/RG/zjR/vrDPOKB/jNoWM6ch8se8NTP72lT7qka7FAFvd4g68rnvTLx/CYg1/5xsICrEWPTYjFkBwjPowrxj5GdGUD8D6CM65ws5MFkAWUnbbCrfkrga5savdtvoWX+WixFf0q6hZSdurPT13+OP02Pb5V8ioGLL4sHGz61AXy4JP+yEm39E1Gz/WzLfnVIf30xCfJBoY+6JctKuru4WcDejbfXFf+TX983xXd4lE84QEsvOzk+fbvWtQFm4YAYw3B/bRfnyDFDGERLpEQxDNBCcTo5oI1lpNimIJKsJxQEIAjtOA3TnGKktW0I7X53fm3vjNHWFZdjlUUNgXd6k7AcgxfwXt3ZjXWs3frdu+KqqKu4NqV26V3RK64K9wKu8JsAeGqzzzj+hRkuBRgCcF7O/jszuHkNBYNFhHgzTMfLoXduFcBThEUcDza5Xsvb3Hgmbze1XNIzuijD4sXO3MOLukIBjriSPTH2eiNPTg9p2MH/XTKXhyInvUZY5+SEgeSBEb3u6Jkb3j0sZM56Cmk7MfW5hv3zLaCFX6Fgg/oZ1f3527TPPPBzth+SKlPIOBZv6sGnh9Fxxi6ZAou+aymzQFLLvPwRk/66EIfePLgQZDxX4HOV/GsHz/w0405+DAHj/wTPnoRrPDpFzfgPaNf0NKJIJXkXStqCiB69F0iNs+4eMMP/CUEz+yBtjnw63MPFzh8oMPeknmxTA/4gFtfPIEB75+r53IBnO7xAv6Bz8WBBh3RA77pEQxY8uCV3uAxrk8RxDNbuI4+9vfnaOMPTvMqJvSpmUtm/KdHPDimVai9DrPotlO2WLYDl+TFjgLj3beYcxyvz+bAay27TD6lEPfHacjEJ8Sa4u5DMEXZCQ9YdqNrtsCrhm/5yA5f/nLMb/evIJFXkbE4cDyfHckz/rOnonwNbfKRk3yu+ukRHbrki+xNR/QIB/uZi6d8AY/m0j048z3Ts1gB38KkmIC/PMxv8ECG4sUc93bP5CCrQupoHJwcJqfJuf1vmTZBNmi+gZDXbFjYwwkLO3kFQrf6FGo5XjG3EHC1QKNPGyu7bh/VOW1RD2x4LARcbebafPEFGyevO/Ejr4pd/sl+dMZmdCTe6YXNydQY+emFPeQXsObq10ef+uhTn3n0T4f0Zpzex1/2p+HGzBUrxtCm07HZ/qRNLNz+XYv6MLYJgXMgoMWAe46BuYhjCuME0U8Ywtk1FRCUaIVrtdpXjxwm5RGaMjiufqs4q10F2s6Xs/g5mxW2oqf4MabVtILHkAzMYdq1Oyq3KuMwdvEKLKN2LG6nrhBX8Cv0CrTC3HG54qwpzhVwSUFRxpdCbTEAv2LeB3kWDIo3fMY5t2aBYhevkFsc+F260wdJxjG81amEJPAlI/riyI78OS3HbsVKf/TMbgJbgLIDh+QkdEmvHBWcxlYclJ1KqpxJA8fWrhU1eBRrjs++FUUw6IJHDzxfQN+9ROWaX+CD80r6w/Me/5OB/eFxjxbcZDGfDAUEHvjS+M76jyQgEfO5+HYFQ079ZMMrnPzXmKSMVr4NduAWHo/kpS/0yV1iNdezMXrM59EQqK6SBtx0UpFEu4KkHxwcGr0onJKre7TsnuEwh47x4xkMXdApOvDAZ8yzeXC6F6fmmV8sw18D10JewTAXH+e1e+PGwPML9MiOHzKiQUbPYNBHJ9/Br/l8Ar9g2Qcu+jS/xvZ0yS74ZzN4wLIT/dAL/Ozh2cJNPEnoFsQ+vpIXnHyJI4tU38Q4QZP4fVhldy/RWwAoHGDQJZcFMpz5kGJULIo3/oMu/vAm4VtcKFDiWe6xYOCj5lqY+7jLh15yld2/+fyV3OigTU/u4WTb8ePPPh8dgKM7+RmcZ3P4qDnwsTMb6HNPR+DEmSvdukdXcy/2yEoWz13ZCJ5g4Sc7PZVTzLVjtuGiUwt/OrU7dsTup3+axY08xhZ0RTdynYUVu1gIKOY2avqdbFioeQ2pcFsUlEd9wU7HYNhbvpTv8WCx5pUHXPM684035/RWvkU32fkRHZLN4oRvuWd7MtNVfscW5DRGfv30Tuf6XMHzbY3exQQ82fPBTvtaTFzhQRyZLxbpl33j64WLuiCscRpBIzgJilGEMcZJMOu5fo5nTNGxauPAlCqoFF3Kt2JS9BRFwSQZhxsdhZ8xHckovna3DCE4wSvogsF7aCs1BnTsw4EEEFrGFFwOoA8uDqC4CmRO4d4u3DG4ooyOo3aFXbG3s24X78hcU9QVesVbsTZuAaHQ64MPLosQV3SMwQleIgFnnlWjI7/enfsuwKkDHbWS5/CKOme1qnXcZJfgp3QcinNyBolFsVLoORUH8+xKtxzYPYeUpDiuJMiG+jTOJHmAZRNXTqzBJcDZWeIF79kcBVaCwIcmKZjDofW750/8RB8YeNDmK5PU9+tadOAs4KzO3eOVr6Gb4ycPx49H9PAlmZETfvpAk77QNY8M5ggmMHCS3T0YiQot9+bDS8dige7gmHm7SGg+OeE2jg/+DK4gNVeQC1hNP17BKnRshYbCSS9gPeNN04cG3aGT7sgHxzxvYjAPLH2GF1/okQlu93iXWDTz9fWv72u64ss9XuUGdOkfP3CaTya0jYFzTwfsx5Z8QKNbtOkBj/g3R2MX8oIzj/75BjnI7dk9OM/w0i1e2E4RkOTlAO/R5Q5Hs96tKiw2BnKDxbxdnFMvi3P35uOXrvi23fT4wyfPhgfv1RUkxUdhdiyMLni8KNh2/P3nTGh51w5WXPNpu3g50tGxzYl5Ypm90CIzHsjFj8nLH/lweqRr87IBfflAzTjfplPjeGMrOOCnNzD8+aSnnz2MsQXdpn+yye3p31wxiTf3TjDohS7o2ykHe5BPfpSb22lbNNGrcYXfJkW+YV8nLPQhF2qKvF8kyPk2ZfKnTRl7KvKKttMQcD6SpGt1BR55VN70ClOd0CenW0Thkyx44Lf4oWt+zF+N8U+6GD/dP6yT3ozPgmZ/Dkxv9KXRnWf2YwN6hyN70CWbiT99Gj230GVXPMDhHq3bv+tOXVBrHIHRISY4whghGObdE4AyXDFHSVajVrxWVXbQVk6Ualfq3ocLdtyOyQUVgzAM4zGEgqyYM4ACaJ5gFHiOYgSnPjtaxZqBGc4HZ1Z3Crzdu2IOzrWmIDO+Qg6/Z8XXM5qKuoJeAQdjTBFW0DU7bs29OXbmxt2bJ1k4atKnuFfsyQrGLl2xV8zxjVc7CvI5mfD1rVUm5xMUjtr1+12mq2RgJcyp0n1BxgE4kaCWBEqE+tlSwjWP/cDoF/jsJikIXMlF8mBz8O7RyRnBs7e5+tDjL575BroSiX73cHtuwcefOLzG2QUSfuACiyZY/MHBuTX38MNlzJye3Ve04S3Z4RNMvNGHAHZFQwI1F//8FzyeXPGOJ3jxCAfa4YJXYgOf/ODo2XywFThXreBOv+bRh36Bbj4+omNRwA5o6m8hAK6WLj3DJW7NAasIt0DALxriGBx+3LP7JJH9RYr5/rUzl2xqYh4+fGnu2QYucmtk8YwGHtDAP1nhdqUfNjSX/l3xh5eueC25gSeTcTZBA04+MXj2GwW+LRYsLBVoceijKQtj783Fm8Iq8cs/dtzyhzhTjHzhjnc4FRpFS9Hxnl1coMl2igI8YtZ7YL5Edr7lfb4NhDzlKNliAR15Tg5wCqfwK3TiWT7ij/QAv1jTFLxkJKfYmHg4fh4Kjp74u+aZrsC5wqmPztCgf77lWT+9m1dsgjfXOD2gTxdwgQeLD7j04dFCgtz0I/fbmfsGio7som1q5HT6cnpB14q+Iu+DOzaDw3yFvPyoQCvcaogNkZypsMNvwUR/bGMT5zRXbbAgUBPcw2VhZ66rRZjTVh/f2WWLJ3LTBx2Sj28WJ+xMds98GJ8aWemIbjznj8UpvT349foznRnnt8Y0cStm4UbfGBiwfAl/cLne/v1fRb3Ve8RdCYkQwhgSvBoFMLrCLIDsLPsa1M8SFCXvsyhVAVb8GNyuXQGkcCsxjaP3zprRFHDF2nG7FZddv926XboFA+NrCqR3MeZaPFjVWSkKMjv0DOznDQq2pjhzGOO9Uxd8irsxRRmcnb2rZ8XfmAUBvu3yFXR8a4o+XJ0GeM4xJRS7dMeBvScX8O3AOaud+H9Yu5vV36oygOP3U1qab2jaoBcaJM6LgqImhUSDoKBBJEaXEEQX0SSiSU10mKLgcabdgHYJxufp+R4WIqzgeGCx917reX9Zz1pr79//9FGOFb5CbtWp4IMVlPzA3oKrBBRkEkV/CdrEIGD4SAAJnGAEszFB1iQg0BU8k6q+ngW6SROsIDTJw0WLDGTSJLwJWLy44ueKN1pNFOh4JiM+jffsCibZTCYSqoVDcqCBp6u+kkEf+fCWSPjGG7/4gHEPD5xi7Vl8w22i00c/uPrxCte1Z1cTKP3BsrF8IY9JILukOz5sjQYY9/jgoaCiBSY95ZtntOGgne09t1hQVPkIPt3AdU03uRwv8HJesa5V0F3RslMHQwd80IRHZjHhXsHHk5zxGx/swgEd/ei4koWNgkEHLp76PYPFC13PTazuB3d/Mpvv2EqB9ZrLZsLxrvnABG8+8XqPrS2gnQDKHfGn4HTK46RR4RAz9BV/bM5edpzmHF9n60NPIW+HqKiY8/C10zQ3+XDPUbA5EKwC5mduTeRswX9iBA982VXOFW9iy7grePp6JkPxxHd0g48e2AqWPg0sHLZzT3e2VOiMs6+8Dl/R9awfrOIGjq3IYNds7rXQUdTt3C1a2Lu5UUE2j1tkqQX40w0ttjW/WYj5BsqGDKwCrt+CTKFnR8086qfK5lI2dzrDz+xqIcfOFlTkUfTN2xYX5Gc3NpPP7MQG5hS6GmOHbJyN6C5XxIG5EV7xwA78IzbZhj+jz/Ya2mDQcC1fi12ywMFf35mXj1zUBZEm0SSnSY4iGOmXtBhjCoYgjEAZijsC9qEEGEoLEriUoBijSiArYQnjKEtAeNfuZwqSypGX3y/awc/zG2/OIkEC2qUag+drSrhWiJqFhGBRBDnTqhgPToerMDoRkMRWc5LeUZkVpMARlBYMxn3A4Xh8ju9ee32OxsELSAHmVMAJgnE7bYsPwYYXGMXX4kW/5NcP3g7CKwn3ZPKuzbsostPNAogd6C75vZ+zOPIuqgJ/ruIFSEHI/hKk1aRgU4jZW+Lxg6sE5ztjFgh8JbHBCy4+F5gCnZ+bQOBreGp8W0HhWwkKHh04EkLw4wWefHDCd8U3WmgYd8W7fvrQEX20m8jAiSt8xKircfzQJQt9wOsnCxxX9MClE1jxbUxBQZe8bCGJXTW2IleJKu7B48eW6BoDg75xeYR+tjKGL1qTY2tP/MGzgYkZPtpokoeOips+Y+jg616h/HSxREu+upIdf75PV33u2QZNRVTRrjCfhd29SYuM6IDHzxUdPDwHo784Aw8fLp3BGQPD3vixBz3IQ6d8wZZgw6UzfmiwB3x9+bT4Ej/u5YycUwAUdfMEeDlhnrFjlKsKrxNEBd8fjuFzc4tXYHad5CMHX8gN8xe6YMx3ComcNf/MvPDb301BN1dY6M/J4S9/NUXH8btXAzYTcp489GZDvqAf2d2zF/uZN/EVB9kcHNuxA7nAilnP5DU3twgCB1f862fjiVNxvd9jyJ8KFhi5gx7exsjkHm20xLuFi40IO7EnOLTBel1ot+7XP+zLzjYy5mHzHvnR4XeLAz6B17dXrnjos0gwbyr0Fgs2bgq/Qu/ZHGvTZ0eumHvNy+c2TzaK5mLzLJvSC830bR5hXzYkVzqSL9uCM/fmL/Dg0APD7uUaWHTkFH/hRU8w7OM0iS35BT395il4aMIR43Bu/647dUGgCWCNkp4RJxgBJBjmHF5CCgIN3CTaThgCEpwCMgbbyZ0hGIAyaLUa1S8hBVcBBBcMujO2/+Wd/vlI6p13x0ne7dipCgT0HOt4FjDwLDKsOOFYTTIsOLzgGIdj1c154BzJSWrwFhPgjOsz5lkio+EZfQFoJQ/fs4WOZ/3xmuD46OM52tPvmb4c2z1bKGjZzkTiHk1BmcyCS/MMX3LwBViNz9B2D46PjJ9FUqAJTDbWwKHDv+iKBf1iQGK4ghH0/IsvGvoEJZ78mz/5GSw8AdskYzyZXOkLBjwd+QR9sQMfPHxFgg5wTE7GmqTQji+5yMump2zokVfioAe+eDbBsgX50YLHFmiBJRMdJazERR+8gktvtMjHZskmD5oA9CvmaLuWY+iBx8M9mnjTTR/a7CIf9RmvQPJN9PDmY3T1wfNML8+uchgtOqLlmfz+kQmNGlnc40sOurQYoYuFQPSCA6vfv8b5i35gyM52bIUeOcjoyv9dyUsusrqnL3nZcmisbu6Nk8OYXOVfMW5xb8Ft94yf/AFvIa8oK+w2AY5uFQnF2pyhYCkUrvTWJ4/cuzpel9sW3WjJbZsIH+h6BakA2an7MMyJopM+p4ROD/uttJhrIueXfEx2Ni5m2aZYyk5sr9GXTGzEdvmPvdnYVX8xA6c5lh34KhhxxPZoauSpiX+8wdCbbnbGNlHmWXBo48XGNic2P4o7u7CzedP8iR/fyCU6uppn2NgzPuxBTrY2L9uA2XQp4jZdCrtFA9/ZhSvofOheYXccb4fuF0oWHC0a5AW9zTVshj7+rmyk0RFMdc78TV62IR/50eM/MrIVmcUyXwQjXvmNH8QxfPTRBaPBZTc+N5eUn2DIdPv3fxd1whFSgLjH1LNGYUJSRiJRlsMZSD/BCOqZQuA1wqaIfjgMy0AMbRL3jJ7AkCRgjMPzdSKeipOCPEHw4P25N2lzPENrdv6KpSCyo1eUBRo4xV+flaBCWVEt4FwV6oq6IBTE9XvH5tm7MX2CNXpzfLeFHU/jZMXbMx3IGS36TkDvByf0pX8JQFeLBbKkG7uQmw0FAp3goMOGEsw4H5jEBIZkcV/AwmVj+GTjn9Ou4ODwJRgxAB6cq4AToPwh+PnHGHgxAAe/nsGgHwx4spIRPbD0gou2ZzTg6QMrBt1rMwHuO9n46xNHxQxextDriq5mDO+ZsPavnekjC3uho0CQyT092BftbFguuOojr3vwaGtyAF08xTF+YMmqH7zGH654lvhNkGSHUwFHH7xrkwYcND2zT5MLmu7lMRjylM8nbDAmHkXYVTGvoCvEaPQM1+SlIJgD0CavcWP0AA8Pbf10Z4P8q18fmWr01MBUpOmFF/rNFXRkA/hDZz/E5C8f6cofRUVB9z7X6Zl32/DRkXd2mPKcjUzOfGvyl9dyAg0F3t+M51vxSy6xAJZf9PuZm4973TvlcwzsdZtdouKu6Nud2lk6LXDE7P1wOUp3dOlEvvwkR+jIHuxs3L1rsQqPbfSLW7bSFw19fKGfnvrJiQbb6XcVn8YrSMaNkUfuGaO3mDYfOXl04uCUwjj7WfzQ0zj52Ms83NzrZJI/zJXmK/MqXPO4+c33CRZK5mVyszF/misVbq8kzZ/siZaC7iTE1eKLfZ2AWDjNd0s/+sm88rC4Mgezpfymf/KRm4766Itvdqer+Q0eOYzpgwvefOBZHMDVB5at9Gvu8WR3+QqXv/Mle4tfMO75Ak4+F6u3f9eijrEmMBAkgCvGBKMwQxDCPThBQwGBQTlCgaWARgHjGROuZ1e83DMa4zIQRxfcngWHgKKoAsZBgoLTBQNj16dAK2oCQxMQLQYEUUVdUgs4fRJYASsA0bIyE3wVYM8KOZoWBeiSwTgZTA6C2ZhkPScH92gZU5jRICMZ6GbyEDzsQ379bKvPmOAhn4afZ4kAl+xg2QltPkCHTcA1+RiHw97G+QQ8u5as9GEfPuVjAQovH8LlA3zJyG94p0cBSYZowkWHLvrRI1OxgY9mDF1xgA/5izF84JELDHoSQJw0KdCppICLvhgSi+iRreQlGxnQB5u98GEX8OiSaXTf3Up6FadyAix64h4+Gd0bkxfyJ/3YDm5yyity6S9n4MsdxVAfnuiiB15fjX/B4oGGcfLgy174GHNFF01jCuxZMNkBjMKhmPevAq4PPHxw+FTM0UdTfzLqgwtPgQfPJu7znWeNnGR2D6d+tPBgfz53paNx9shXaJOfHeSvXZyFNT4KgddaCrPvb/iWPfGU947J5RRfo2HMKy87a33gFBmv+vhQn2sygCeTca/u5IFXdgq2wuLY3b33u94NK3iKkELvOFiuk58/6Ye2e75KX+Ma24mVxtzzCXi2IgebyOn0QYPOcMG6B1ehkrt0gY+OezbnTzFdLLIt2eQJfHZWSI2DQ4+N6UlnHwT7LojtzCdwwYl9MuJLNjYXw5r51ZyqWCvu2aI5zasNPvShHb96rem9unf2duS+ofL9BNv63sruXJH3+oU95Hu8soG44uPyhYxgxW/+YDf3dCQ3G2ps5ZkN2IX96CaW4dPVvcZ+4MHgbRxftN3zJTh9aHnmc1e8bv+uRV0AaASx0sZYwmLqXj/mGOZ0QZGiTULgKAlWgumnKKX06zOmL6XdN8kyLqN7ZuwJnv1tMVk4XTEFJ5kUUsW4foVcQVQ8Ja5xAVIxVIAVV2MKsqLb6lyyuUfPKt3K3f3QcST/1tvDE23BiBcZ0DBGLs0KFQ+BbUGgYIEZ2f711gQZ/QQMngLPfXxcyQHPGJoKL1nwYy8BRyfPbMym7uGys3vw7sHCEdzg+M+Ye3Yzzo9k4B8+dtWMaehoBTWecMC4F6T8o+VrfOAa5y/34Cegd9fBDk0y4MjpWqKhIR7IpB9/fLOBe3FYfLI5PniQwz2Z2IptTCie8YWjoHhGV0IpYOxCJvzwR984WvrR0E8XOJ6NyxNyooFueYMPGmDhka0c09/Oli5k6QoOLrz08QzeM7gmbrmKnwnENVzj7tMhXBNaTd9Z1D1rdu4VcePu04N+6II75w00yWiMHNkPvPghHxquYMGxHxw+5TO25H/2Z2PjmlhNT7TgyGEF3Tcpxix+vWflK7tDx+oW18WO0zbfwjSP8ac8847bB3JiBK4YmPlgfyLpWT8ZyIy/BYJ39WIbf0ftduuKHL7et/sw2IdyPoxzcmA+oBNaZOBb+pLPMx3YDD+2ZSfj9OdvNvPMTp7BZVd44gcsvHDzGftq4FzRwdNVHzro0a9+9PhR0TGn0Ine5go7dMXTXOdewfXrHosYsHCTD306s1W+xM+3Q3zog2EnLeYo4/ITvJMBNnQS4tsH9z6yVtR9LGcRZaFhEcfvjuDNlfyENz2LIXMefzff4kN3crInHck0vtlTR63BKsAAACAASURBVM/gxCObsCW7gxH3+Q1NfeU4muxvHE82Nc5/+qPBLuTU4IDFh81v/65FnTCaRJG8lCUAwSlMOc+Se5y+qxZwHOVKEAIxgOeCkmJTxPbPw1JOcbVCs6rjSIpyBjgO4QxXjjCpg3MVLIJKofNeDC9N4VZYwbRjBoMOvfDAU597MpsA0FekG5PgYBRhCQjWdYrrLhDgkAO+xG+h4NluoeKvkJCVDIpNpwfu9aNDX88mE1d66EeX3ehmMYAWmTmeLJ7hCjj0PUs0NgOnb4J3d7gTfLti5xt00eJXePzuHp5nfiwh2c9kw2/wjEmA5HOVOMZmxbkfWZKNPPiAKWDxoS858RjZ/BGdPYZPJ+P48qk+cSgJyErfEskzGLTIIE7xwBc8O7FpiQOXDSSoWCd7kyn5k5mexTUYz3D5yDM+bCLuw5escsSYZox88iibinU2DQYO/dBwP7zWhpNT+2qCLGgpkGg1SehHH19j6NON/p7BZQv0jLvS3T05wPmnkKNlYeKffvfg0TSmkd9VvzxnW+NokbF+z+mmH31w2ZPs4sKV7V35mczu0ZUXYrI4YyNymy8UaHlFFj43J9g9klseK0KKrV2eAqRw+6Mo+MMXh5r5xZfUdt+KlJwWS/KffOILffeaWJUraJR/8tR7ZD/rtXNVeHwk5pc7jo7JLLbELV+TwXM08aOjmGVf4575jg3lAxuVZ8ZbYLAJWq5oszEc8PiyJft7Nm5MXzaGa5wu+ZIP+AKshpePi31QyBYWSDY/cou95xuCn7068ykaY6f9Dors8SAPHDaEz3+O8/mAbmTK3+zmlMOHdgp6rzG8V9fvmwmLKMfwnn0URzb+Yh/yl/9oilVj2TdYfOnL9vjLL7Zs/gjHM9vmF7TBw6cjG7FjurOnMbTE0kPaR50Uu/rJSx654/7271rUEdYowxAEL7jcE5RgYCQqAxAAPCFMEPAoCw6OYBRE6BDSmCvlHan4yYGvI62oTZYKmUBRHBlAEMCRKH565nimn7VJUqtCH2tIQgHCaSZcu1yFHR+77f6SkSM2BRwvY2BMGPDx9qyYg5HcPoLx3swqXiIKsN67wdPg0E+QCk7P5KBDBV0fuSwE6ONrevL3kzVHeHjSGR2wgkEgeSYfmoIDDfc9u9KFnQVGwUQmfSYdeAUaWI2v8OOjJiW0C2wwfCv4BaokFcCufFii87VWEokJ9IoDCcxOxtETFyUxP5ART/DwihlXxYScZEHXfXzpJD4q7PigDY4dJC9boO9KZmNooU0WfNE0punLVnTCSz8YuBVdtmQT/dkoPcjAZgO7743x0Uefcod/wHomD7uSGT10NfzBya8Snb/xNolq4JrE8Sk/4aEFlj26kh281jt01/5ZGOBFFv+MafrIqtGD7PrITjdy8IFxMuhjQ3zEDbuyJVnQm7lmx6MDhg5okJ9NsiW9+cC4fn40bziepRPa+vnBHGFhja64kv9285o/9CT3HPeKHXLLdTtB84PCAl4x9j7eUT08v57xkZaCZleOf/GXbOJZrstZsH726ljYIkNjB/LQDS7/kp2dyEG3bMUWFQH98OinwWMLjR/g6mdbfeXpiWeMPcDih69xz/mQ//Bhc/4xRla2FQ9kkqPsopgqsnbKFkMtsHywxgZyTvyhjSbbkI3s7E5/c6m51bxux97cybb0gY8fX5qLfdnu58T4wuMTz36K7BheTTF34iPuyERH9NCiC3r6yMFOxujJPq50hF/+Zx9XsQUvH6DDNmjzQ/aEjw84tvTMDuCiTRZxLt/IatxzPiDP7d+1qEtUTXHGQAAQwtWEIAj0E4AChKakfoITogSkqHt4FMtQYEzuFPrjn/48K1kFzZeSkkXCCRbHN4ICngLtC0o/OZHE3qMoij5QsRKWiOAUJMXCsbh3PxJPoCiW/tBE/8dyvwOH3x+SkHDe2QgUP5+w27YSdGSm+QiDTCYLX366b0IxGZhYHB1pAtyHOFaMPtCxKPCeyZG8Z4FLfrR8tWlVTw/HT4JdIJLZLsPkoI893WcTgSUY2V9fvmAHsALbIqcA4jf3YPkLTYkGfhZD+2dV+aXFUT43seDDn3wJLzncN1GJCeMmuALaOFzB7iqRyQIGrHiAL4H0eSYDWDqKR8/G0SS3mCQLmuSgV7GGPlhj+NABPFx20efKBuiDha8PDpm6GjthyeFZ/JKPvuWEnCED+vqM0wUN9yZETcKic+oFDo5xdDxnB7KbXPGS8BpYfiO/3IRDT7TJABZf9+DRwJNuaMEHI4/hgdFvgeCfK5pgTDjt/hVi9+DJR15XMqDlCiddjaFFVzKQN73wda+ZLEfOLWxsTHaNzMbFBhzNszw3J8hBeZDu6SofjckZC0o4igp6dtP+upwdvj/wpLDwqZ+O2ukpxj60Myd4d2tn6PfT/YlnRcz9/JTrjTdnE4CHOBZLaMl1iwI57t26n1iBJ1868YNnV3hsYIxNxJF742KaTeheTIJhz/IZbj4WG+7RjZc++PyKtmdXsc535hy08BOv8FzRNa6xsWe+sAFiX3p5j+7nvQqzo2/z59Da3Gq+IDO5+IKtzHF8CM8GyGbOXCNXyWHe5x98NDt186i6YT5mW782eOnFr81xvL9JYrdPVvJrYogeYsRpDN50bl4S957pTybxayy7JLMxPtCPBp+4Gtfcs68cAMdP5GBjz3KivCMXPnLDtZpLZ3ZDg63xuv27FvVW5CU1oRiFQGcyFxCYG/ec0wlCCUI1oQm+Ao7B9AtiBc2KS4AodgLCOxMfO1jtSSoGUATBKnyOfqzIvvPyKxNICm+/Nbea87WjPviCwAJBcVWEHYcJDl+mGpesgsM7MDQd0YHHx89i/L7Uxy+KtFMCH18YgyuxHalZYDjes2CwivR1K3p+VuEPLlhFGtOcKuiz4rTyl/QWBGSmn/+dSECzh8nIJKTAWqwoZpKJ3djbvUATjO6NCwhNQa/wgNUEnOCDw6bu+UKDqx8OegU1WhKCjwVtCWKcjPgIbnD6yKbxvyTSj49n4xre4kGcuKILriZOyAIWjFiRGPrEGHmaGPACZyxa6GtN8tkKLbYF676JFC2wksuEpV9y1U+/M8mKbf3owGPbaJokwndFkzxsxxZg8aMTXPTYAD95Bx6NCiad2QCN8pGu7tEA694VD3hooZ1syeRqUm+CIYumD2/57x88MMZMOJr8D9d4cpKNPuCTBy3P5AELPxvTlw/B6mMjV7KxM55oG2cvuvKJxsYmfotfi2+FN1vQmR3xy/7y3qLdyZs+MYsGWLnlHbCFvEJgMS7nLAYUbDkcD8XfhkJ+y2N/aRKMq1NGf6GuuUocy0eLBj/5Qt8f5PJemHxyjI7sUDySh1xilS/52rN7Ld3Ymh6acXbT0AKDblf2Yn85wpbZHC45Js6PP8pUXqDbZgAO2vDRDoZM6NJVMTef2QTJCfOrd9t04xtXvm2+oRsZzK/8yJ/8ZPOliJMZHb4xR6LXhs48bC5UnNlTvbDhMqf6Q0DkJr85oZzRZ6GQjclMLs8a/dgdnufsRUf64+eqn92yvxgnq6YPfGPo0NMcCE9MBscO2aL4N1YtNcY3M/Z5fihHYAkc8Qo6oQmcwgxB6DMRGYlCroKbcATOwe4FCQfamSvIioNjaE52VeAUU04VSHasHGql6zjbSpBTJbU/JMPpjtO897ZLJxPHcogVIONKUMdgaEo2V8dqVuau6NjNCxTvZ0wAduSOcySlj16sDC04fM2qQEt073HgWEhYRBi3ONAkuoJtpe4DErDD57XXRw+LFQHqy3iyC2Yyuyqugk0/G+iTIAow+7KtJkgFm8AD5xlczTM6YIzzqWeBxE7uwVYcTTr186ExtCdRdoesn03JAd+9WMBLk0RoiBV+Jzs48YOOZ3DwPaOXXuD04wtfI7OY0QfX+MTXfjypDx2w4k2D4xmsREFXnJGH7p7dTxHYUwD9ChB4NNkMHF5soHkuvsgEBp8TFnwTGR6KFN3JZAwPOPjQydU/uYEHGEVRntXQJ9/Q2v+qFR4ZglWUweurmLria5ILtxzUJ9fJ2oK+AqxP3mv4BmMcTTTIhCb6+LINe5sPPLuCdeUT92zn2gSon7zg0cwH4NjBuAlbLjnFU0AU3hat7CWu4aFLJn3JYUcvf80tYIyJPXQ1+ScPzQ/mGEfv8t7i3O/JzTU+4tLsEO3ivY+3WPDqsL8saXNirkHLR3ng9Fnwm8/0sQ+/00u8yhN2II9+TbwoRHRiDzLyc7DFuT5z9NhxTzjoD54/3OeX5mf6G5ev6BjX2ApftiGjXBaX+oMxzk/lNRp0NY+SwVwEVr8TUPM7fdAiO501PNByKsKOTlQVcKcl+sx38MjHD/6+AB/4II4dm8/phJcFm7nZrp8M8MSkcbpobOUq3sno3vzK7tmeTO7JiL84YgPywxH/fALXON/oB4+uZ3zwj4+YRgMe2uYUMqMVHXzB8U0xjzd6rrd/1506ZhphKUN4zDgTA0HkXr9WUFFEsIBlzAJNYBljbIqCQYfwGYiixuAYEwAUZgSJa/XMWGj4cEW/YDJBcwxacKy8BYRgcm/XDhd/eAJH0FggWFU6HkPH7lhgWS1asXt37w8dOE4zDkc/OAuG4KwwrcJNFor7/HWpf/xzjpJ8iNOX8xYccDU8rWLRIxP5XenZrlyfwHdEKKkUeYEhGNjHtV05ODB8wS7uBRnb8p+AoX/4cPnHpMHmfIkWGLDow0N3/LJFGP18JzbQd2V7Dd/kQss9HDzQIxv/ig+0+RceGu6NVdRLJAsdtiAXGnjABYs/m2nBgxEnGhuApw856KJfosD3jD95gvFMXvaBmx3Q94ynOKObe3I3ccSTvGDxwEv8k8Ukwwbg6cyW7o1XkPkCrH74ZJHsGpz8ZQwPcMneJKYA60cfXotzNkCjhTrdjKMFRqEmRw2cptAnn2e00cnW+Bsf+da/5KQHnuxrPnHFL93Yhr6asXQlB58qxL5dUTAURztli33vveUFu42N9v0kumiJDw0v8eRev8LtJFAzL/C1phCwJR+Dl8PmAs0iwtGunbnTPAt+r9HI4UiYjHLcXAHOKaCFu/nDl9hOA/XBJXe+Yhtzi7imA/2T0704AcOm+slGH1dxVtzysVwrbsV0Ps7OfCA22FtsoONZP735URzj5z67sC959WnJjg54vPSb/5xcsof5y5gcYBPP6JEbfT7Gs7nDIoct2XAWVu+8O/Mr2uZ6r0gtiNiULf16gF2NmxPZCS2/PDD/mvf5EF/6kRm/2swXm7towJfL7smXXuDhkpc/2II9/QNnLHvRDZ34waEzG59zr3G+NoYf33nmD/mDpoZfc0M58shFvWSeoNiPnzAXTFrBIFEIYywl9Wn6KC0gGZ2gBRJnMR7l0QJjomQcjsJ3jp0dKX/w4fAMxrOA4QjFFh4DCQgNb2MScj4q23fECn0BQB7FQjK3qlbk7f7tzAWGpDdOHoFHHjAKoQIscIanD/HeefchHTyjjc68p9uf3EkANMmHDxu4dnzdbrzCrt84XnDILSBc9dGdXYyxAVtWvPXTl43xKanIgAbfCFxXuGjxoXF4xsDBQ7/JIz/zEZ/yB/rsjiffeEYDvnty4aNvYmOLPFroGiM32Hi6oo0/mmDRKeD1a3iSn54Sj/xiDy2TG35owy920QVXfI9MG9/gJJkcyD7s7b5klahoo4d2PMkHNr3gGEMfL/3uXT3THR906QW/yQN9xY1+9AErwY2DhVc+uepHxz144+jRxRhaxtGAj79xdk5fE4cCDlYRdgWr4KOhrwWCvEeLXBraYOgHhxwaG/Evncnkmb/AnXYkM5nYDKydssLo+Fq+yQVjGly5pRAo+nKODPCNpRvfoEsOOuLHH/Lcty6KEVmKTbnmuxz5JxflLvtY/FtUKCaO2b3y+9a3vj1/3ESfo18njeT1Ks7Ovq/s/bRKIbL4x7tcNweyB/58jA8d+J1f2NY9HGNinT766eTKFmSvyVMN/EmPPdHhTzz4qfhCiwzw5CdaaOcLPMW0cfYzXs7jQXZ6e4/tCF7zvtsHdF5b2l2DIas8hks/MqHLLnxoPmMb/eDNs+bw7OfExImH01N95m3yiAN0nd46pU0X+U83sYiffvDiFC8LKn2e6UZPLXu7GqOvmBX7+YRtyC7W+JHMGvjiU8wZZ29j7A2PXHwJli3QFpvGyAuOf+QX2eP9yEW94zaKYEYZjDFsInAvCDAVnARIYDgFIcf3rI+ShM8IFAcDlyEZlpMYnnMZXGHlEHTwl3wcAmcK4P5JWPcS0DhnS0zHdH21bodsVeh4zUcZ+gWhI3N/CMK7bTtqDZ5dvQnFJMB58MnlvpWlCcWuQWF3xdtiAx7+5FDIBalActVf4Seze3ZE3zP96UZHiwnOZ6dspL8klAjZSkAZY0cy5gN4bGmMffWzIxhBy4+CtIAGA96zfg1tvuMHDQ0wfGcMD33uNTDoNPmjpc+V7PDwjlYxQEb35DPGdnQUf+g21gSkD1/xSB6xVfLpIxdYsYO2e+Nw0JVc+MB1JXMxWj/bk5VMxsUuePTlCNk8wyueyYUn+nQ2xsfyxLN7chiHbxLQDw+t7MP2eIIHRwZwJmg48NFhZ7j6yBcvuamvfvBspJEPHFytoi3/PSvg9eGBv6KvD4xx+oI1nr50Dd44O8WPXuQjq1hHE2wy09WkRk4wdEWfr+Sc424FVCH1Pyya6O2C/UQNHzKIazGGN7piAD0+JAf7mlN82a5Yy1U5hpcjfcXBaZx+u3YyiUP33u3aNfqexodZ/qa530p7DWenPt/X/PTV+WtyXsGZX7yXNzeQj05koM8pp1gjn3ExquVr8sP1zH50Y2P3+vnWFT5Yeoh1umv5BZz4Y1/xA4f/R6Zd/JOtWDH3xJsNyEsGuaOxI9r86JWiD53t2H1n8Pxzz8+3SvrNp+Y08hXXcNEnpzFxbm7Ew3ym31xqceSkg419+6Q5AbDp4jNzKnivRLwWxYOsdGInMGiSF312RhsOG4MTJ2BtbOCybXMqfelIXuPlGz30s292MIa+PjGLDhvjMTG4OYc/ntEoV9hdv1Y+kZtMt3/X43fCaJKW8wlPWA7XT0jCCg4BRDjjAoQAhHYPl+EYGjwDMQADEtpzkxba6IKHzxkVNDAaHvrRkhQMn8PsmhldkZX8jrclrSM7H7D4uMU7bys+f77RRxWKufdh/ti/j118JOd9uAnDilCQSFIfxlkIOGqzQvT+Bj+yeMcm+T2TybiAI4uJQAHXTCJgJAAZya41rl8Q00fwBcMugh5cicQW6MNnW0EAh23Znf3cCzL2BK9P0wdX4KGXTfmC/ed5k6DJFY8CFg0wYOHzEdnx008mV/TxFg+uYPWJF/Rc6Yqu+GFLMGwIp4TEDxwd2QIN9OG41+iDHloSg75ogGEPTZ+4ISecYhJt/YqLYgVHApr8tGziSga8yWYMXXTYTl4YF/Psho680cQ62mTCyzgcNCQ/GLLTD03P+IF1Hx4axsHihQ590YKLD93coyt/3bsqwmDxJCNYzxoYtNCHB9Y/eBYFroq5++iAQ4OMZIKLLji2AOeZrPzP7mxFLzqRmazkoQs6cMiigS9mLXrtoBXIfhEjP/1axA5RDstnuzXxiLZWTuBLDrwrIOJF3NhJmhemSGxBsXv0wZzTAgsIMP0xE3zsQM0jCrt3vOYWcwl5yKLw+F8bHdn7bscGQTzQi67kIJ84oifdxZw+NgZLZjmhPx+zF1w0wIppV3SNlTfoTf/qLK888xe/8RW7i2W+4PviaeTc10/6wLCpuYwsnvHjc341RlZ56/RDEfcLJvOuEwq2YUObG/KSn6xwyEs29MSM8eY0MHbwTkJ8jGwB5+ovxvnYmd3ICs69xZ5FlSJPH/KQVwyxM7p4sym++YKtxER+ME5H8mVHdNA0V5ARXz7JN+DElzlEXMHXhx8+xsQamuUvffH0LE/YunvP/AIXDt/d/l2LOqdrkhkDCgkCz4RxXzJi6p4QhCKcBp/QOZCAjEDRHIsuGEZmKMblBLhoUYaROEjwMBbn2BXnNE4wZjctCb1/k2ySzIdp/ktXfwNYQPg5ivcyVpOCxdVPMSSiJPWxiyCE76MLE4ePMhR3u3grb++N8BKMirwgsgpX2Mllt60JYuP6ONRVYpBfgQ9XIUdDo4firc+EVFGEz07sp4DSvTF9BWyBCpY/2B6cQHTVT2425QP2FPD8xdZsjxaa/BFP93wkqNEFjxcd0SpZBbUAxgM/sYE+PmjyKZoa/PyLjoa/GICLbnI+TIZ9H8XnaJRMZAODJp3jCd8YecDjRz7xSpbi1VVci+/RYb8qpjcctE22YMQsutmg2C+RweBBB7ljPPlMBPD0mVwroGgaE/fG+abn6Bujr0ZeujYWXTD8Uz84tCvGJnV4eLCTe/rCAdOkr7gqzuxBRvf+6fcPTnair4Y3OLI8HN+dCxvSKdnBwkEbDziNsS1bZndfR1uUO0nzXYu8EEtyyXtUOe9DKx/UKqCOxxUUH8+WA+Qp7vgUD7rzq7gzJ8hzcWUMHwVK8eintQqVn59a3Hs3bsPgRM6rObLIaYsPH/M5BbQIsasnv7yuGNCL7cWEWCcHOcnCBvmrWDRWfPKRcbbjQ7Kip+VL/WDg6WN3eVXcu05b/cnB/mixTfMEWdDSh4aYco8W+p7dw+NPmxk7dUfmbGQ3bSHkA2TfEZlXyMMPbAGPHnKVPTT8yMbH5jz28yrDIsmviCySLBT4R06zq6tmTvbhMhzPzW3mXbqQXT/adMaPLPiQwT152BJssjQXeiYzXI1NwNFJnhub/NpXynjygZZ+YOHALR7Zni3ZVAzgU83Nzvx++3ct6ohokgFTTDjOPUaUJzRFJGbMCWSMwJzDiO5TntCeKQkfjEQSSIyZIxQujmdsBSyjcwCa3nXZifsZGCcq5O6toNt5K9B+N6mo93+dzx/4/+GPZ6f+ja9/c3bnin1HePAd9yjodusSWiJbgXtv5Ot4E4ACbxUpqRXj2a2/9fb8HMP7JCtzSW1nbgegSEt8dvAs0NzPYuCttyfggxWoiqfJxkRBX7bQjEkkdmQTfe7Zj21MEgJGP7sagw+24MwfxgtM/NAlk4CdU4UH7w8OfLLpF5SCFD++d89XngVmSZsf8WpxciZEsUMusQAfLB2SQzyQES192QI8OelIJtfR91g8GJfk8MQmPmjhq6FZYp1JJ849s1VxKgfYUWzDoaOriRYfY/rEMtr6wHo25hmsfIKnyRFNPskfYyaE8o3M9JRz7KqBrw+Oe/1khucZDBzj6MUDHB6u5HKFQ1f3cD3DRa+i7opWxVyhqaiTnV7o0Z/MeE6B2VcCYDR02YR98METvHvX5g3PaIIju/xyPC6XnFzp53MwbCuPHO1aCDs2V8gVZ7nr1yaO5MU2megqBtmfvvxSjvhg1U9V7SjBe4/vyNx7c3OCj+X81Eoc4W9Owo9cYrb4RZ8urmObXRzKAXlCZjTKHzBg5Rj/sIUxNMhbrtJbTJYv0Xblr/zqmd3gsnuxim+02AIcHHDogsNXK/bBocFWdM6/ZDMWHf6H44M2xZxN+i9OzWHmZnMke2vogYefLemnv3mLHOzrAzknqDZa/OD/ZDcfs7m5k/8nt/cbJRslCzs1wZzMtvmC3/mbHZovyME2+OmjC1nIBj5dwZCPDYx7pgsbkgVNtMwr+vIHHDRc2Zq+0TI3oSVnjPGbhge7u+en4B+5qGOkleCYCDpXCWrMvcYABJCQgoNyjEMYAuoDo5+QxlwpypiUo6zAt5oT4PoYuSQy5g/IeB/uKNxv2K3ercwksD8MYRf+wvMvfPLkl5+Yd10KuaTsDxL4Lw8VeSs/V0ft3v2AU+z9JSLH8N7PKeyCw4rfDsDPzxy72al7tsv3XydKditxP5UhjwnFT99cBbafzpkoyN5u3oQg2E1SJi2BpuALDnrTOTuwTxOC4GQn8GDYlG3hsJnAElQKe0V64LfYNYmB0wQbGwsoz3hZNJCPr9DHp2QsQVzh4KmRL3yywEtW4+IAbVfP+JIT3XxMXnzZQB/9JRV6ZAFr3LUYc4+mYg8OXmP6xSb90cRPw7+kdPUsHsUiemQHl4z0KrmzSTLo14JpkpQHfCQn0M5HYI0pko25lwv1y7cKvH7PYOmCjnwiG7ru+QFf43ISjL7y0z09wYBHE6zirN94C4DzasetKebkIQccua+vKxw2i042wCt492jgLS7Yml/IoY+s+YSN2ROMq4Ltr73RCx9+hsMGYgp8PHuNZY7wAZyfydol2jnjJ5aLYbThihO02NgC3umeomTRPl+6v/b6LOSd3Hln7uezXr1NDr/3YHbsjunlNjnQE7tiREMbH7KSQWzRRb/mubjzzFbokFNswnWFS3+wYkVjN7Dswf5d0YdvLLuBpzM78xl56IwnP4hNNNhdn2ew7vEEW3zpRxeslkx8ZWGkeZ1hQWUh5C+9sQs4V/j0gUs3eavou/KvuVFRdjLiON0c7sjd/Gz+dTIC1zzHp+YONicTe5mzzcFOWRR5suMnZ4LvCpct2AbM6Lav8PST99STrYJBz7jr0N8/bMXWYp/92ZFP0aIrG4PHzzM48PKJ/zyDxxMvuQaeP2//rjt1TEpcjCQlITXO1UcIBsvhOYzg+ihPGHRSTp8xSuqjWDs9z3A5RgAwPIV8sCKxFXO/VXRk7r2aJFNYfUChKFvNee+iiAsE7blnn5vVnUKuvwLvyB08mL5UdfzuTzl69h7dylDzMwmrfsHq+Mciwns0K0jNRGBBodD39atVvgAko4880DZZODZyXOioXrExOShKCiOdBbX7kl2wCAABDN5V8LOjQAbPZmzH1sa0iqN7/ewN1r3gL4j5Ey1w6EliY5pEAz8T2IP3J9DAo8NvYNASB/r41XP89KMrQPXDzaf4SCi+dgqQz9lAE2Po4WEyE/iuimW62ujjjQAAIABJREFUoiV28KNDNsOvZCMnWujgZ4y9ijN4aJOfjcgIVkKJvZKRj9BnI3LgDY6OGtqS0X20+Q4/DQ/0speJFS+y09OzMbASmcwKqYbuyLO2hsd+aGp4sgk6xuQbesbg0xG+HHYFq5+ccPAih3GtYm4SARc99+iSz5Vc+MExH6Adf310IacxNmOP0WPtoA9v8pPVMxujS2aysXvfmeg3bgxt93RAV5yJG/xM5t6tK7Z24OYKx/Rygp5igl/hoYUOeo6N5bhvauS3IsXfdqAW7+ad8t0i3q7U77DtRH0452dyFsXsK57du5JRn3gRZ3QWn2TFlwx0ZwPP4iRdwHZfv9hjR3TZmz4PcfcUCT/6oYvPCcufcE57GydfPnWPD5/jwW748yt52K+cRos+8tipio0MO/IBm/o+wbwFHy2+Ihv/4sH+8kdus4VFmXlTIWfvNmxOU/mWPvjRER7+7AzfwgxfPNDxBb5FBV/a1cOlC/7w2FujL3vQj1zBuWcb/DTxUMyWr2Rmk2JYPLMbXDhou6d/vscTjnGw/FkM5INsjx68279rUae4hhlFBQLl3BOuRMRYoBJS8hKIwYzDZWzKM5I+jkCXISgqOODrB+feDhYeOr4+t+L2fkvAeI+lKEpSRzPerzhmd8SuYPsAToF/8asvTcF++qmnP9HswI33pwyfefqZwVPA3X/liSenoIN79plnB1ehFqAS3C5cUoO3GPBxjgKPj2N8O37H//6qnH4f9AguCe/ekb3Va+8GFXVBJdAUJkFvp1HAC3Rj7Mo2nM8egtgzOPfg2ErhBeOZDY0LJoHOxsYEnYYvOP4USOhItoLS5Bdt901U/IYu/OihjQa/u3rm5+TSB4f/ycnvxQL53KOFNlnTgY7kM042zyYAcqEPFr7EQJMNsxOe9bMfe4BFR4wlOzw8yCxWSyZ9xtAzBhdP/XwAv2cykd2zMTqK6+zs/kzwCmQ6K44SlpxogIWLliuZNXTIJ/fYhHz4kgktY/Bd0fRPrqJN54pueqJTHutDj2z4t0t3j5arQt4/92jDg5Oc+sDqIy/5wOYLtnRPN1c6g2dnNiarht45Rn4+1QfPxArHM9vg4x4cPezknIwpJp2iOTWTc+yVDOJYg4+eZk6x0Leoh29R4Rsa9FwtFMwRTvnsJBV7u3gLePOEd+100dATe2KiZ/f0JyfZ5YlncvGdfnj5lV7k43N5xK6u+ooFfaP/ftzG/vDFg3sNTXD4sWU2LgbwJRsc9/o9m1fkHBx96HpGj/x8oQ9/8vOxv9/hNNMrTEUYvM2M+U2eeuYDc578MceIJbjk88sDc6zTUsXdnKs5JfHNAt3t5vnbPEA2cvTtg3kTHX8jRO3gI3MvGeSKTRMc8pNFYxtj+sU8ndyzO9nYAky+0aeRQYywG53AsAP7sld25wM0PIMlH33BoNM8AhdvPnCVD+SCd/t3LeomAQ1RQkh0V0pIVMzPQCIEQTGnEAUpAYaijGPcs6CkDOeUlJTSz0CuFPZu2s5cc8zeRxcKrR26YupIpoKuaCvOirg+P6mwU1ekFXvP7h3RG/d+xs7eIsCqEIydejt/Y4LLRxqSuC85rRgd3/tww5E+WiYCiwtH+RYDirzCL0D9URp/EUmQ+uBOsNPJzp2+juAFuKvgZBeTgGA3KbCN4GUX42woEF2NsXM47K6vycoVbPY1gYAXMOgJXL5zDyYfCXywcPmdHBr/49suXsDB0dA1saPVxCZg8dDQ8Sw+jOOruUdbjKCHR8GejJMkn/rQUlzBH7l2wkk/vNiWPcSS5+IRzWRmH7zohBY74sXOZDamldCSM33ITR820gcfrhxwD1YO0Uu+gKUbWsY8k8Oz4gaXX8gi7/TBZ1P4dMDHPXw8gvdsfOy3R/PoGzdJwUGHLp7ZBQ/9+MlDcsptPP0zjgZ4fcbMA+7JFj183ZPfPbnQ85ycjeGvLx+H68oO6MAlk7708czOcPmIHdjZvWYcTbyjDVcx9p7dgtvuWh6Bz+5ogC/OfOxl8e6kTT6KD6/PFArveP2qxk9m7QIVDQteuSsG4aLPpniwET50Lw/Jj6c4NcbmZKd7vuEz9xo96dGVbYzzH1ro4mccP3T5DE99bAgHfXQ8448GW+UXY2jC0dDxLGc8sw+d4KAlp/DJz8bZwBVNsI6+zeHmQK9LXRVj9gqOLHKNLfDhC7b12sTJrDlUMff9FFxykgkN9/jwjc2Tom7hRjayOMLnM69LfBNlQ8hedDC/Ref0B7noxz7G3WtsXMyTNdvRFQ5fZUs2Ni5/+Ncze7qXO+jR1bPc4kfj9DEmHrrPxux8+3ct6pTQJDLhCGkSQ1w/4xOWEJzPuCU5OIbSD0axoETGKHjQhCdZGZAyrpznIzRBYDXsqqhbEX/n5VemaFq5KeoKsoJqx+xduqKskHu2A1d8FVqFWvFVuO3WFWiJa3WNri9mNYFkVz0/l/n1b6Zw+5DO6lxx9zW9hYQCjhb6LQ7wxNuREX7kgmtBIEi9l3d1XO9YH19fiJp0HDEKRJOCoLRCZif97KbflfMFtGeO11r9Ciw46Gh8YNyxGBhjfDMTzL7zBSco+YH9+SL/8W20+Ao+vmRAWx/6ZIVrvF2+mEFH8kgGsE1sYgKePvcCl25w8RQvcNFDV7I0saQTfH3kjhZ8ePGCL07RaGIjA17o4Cuxzmf9aMLT0DJOhp7xYOtk5i902A5uEyZc+khaVzSaHMAbl9T63aMvh8jAfmRGi43w028cX7qxKzrZAY7xE5dt4qUfj+xBf7yNm2zcg0G3I3jP4OiAdgU+PsaNkRUd1/xNV7YxTnZ805E+dNbHZvSBn67Gsjs67OA5v0dLX3OLPjTA44emom636MNak77dt3E48XcFL67x98sVO02v3RRq7+Qd4SryjnHJ66TQIsEzmeiJJr2MiwV02Ycc5C8G8TKGn7hgE9foBK8fDNoVGwUQvjE0XflNXOOteaaHuZQsGvrkYyO+85w8YDVj+t3LQXjkZGN8+NE9mcSEMXDmCHb3jOfkx8aZ1x/saMdtHlbcFWHw5OlbBHThsrfi2/+GB9+YhhcZ2YcM+sw9vrj3/ZMTXrZhRz702sSvIrwW9frTqxLv+M2f+YDM6KFFR/dOFOjApvnSM7uAJwP+5MdLv/mV3fXxOd80v7AzOni6z9ZogdPEJNt/2k/qL3j4t3/Xoi55NQpQjjCExYAiHEwJRnBlEEJTigDGOUkQEp4T0REAaDBiO1H4Jn/PHK7Q2Y0r6N6lu/rto2KsiNsdK5qKqUJqZ15hVbjt2BVXRVdRNabfsbjCbGFgJ+29D3qKLtp2/3bfdueKu6M4u2o7bLhw4NvVCxLP7uNNFrydBOjDxyIDPbwUcitPDR064mHR4p2cycfEwRZsJZAED5sJaLbUbzXKByYOyW7XbAy8RYB744KFnVsoVKAlvnG00cinaDc5CS50wfBrvuRf92gYc8UHHhx0+VoM8Lu+MzY86zeOL9rRJ6d+NmgyBEMudDX9dMJDTIo/8sCVROTQShi0JYw4Tk404biSjQ74tvrHByw7whPL+IH1jHY20AeWbdnGfXKUC+TUjw4+5PNMF3TJAQZtxRWMMc2YRofkSHd5wwcnHXTBojG67cIEDliykaui7KoIu6IHTt4r6v6Rx3O7dH3G9JEZLzA1tPBgQzBkxw8c+ImHfbfId8Zc9buyAX+Tn5/5zxjZ0OAjeunPRmSjN3iweMoXMHbSXoOZ4O32FGF8yh205JBn98mgQHjlJz/tOH30xed26r7x8WW1vDVP2FmKCbhkILtmLmNz/eQj2+TMbojoKhbogTf7uHpOd/ahj2f97Frsuue3nosTsOjgSS5xDIadzBHZCC4ZwPEV37tn62RqHGx0mz/YCA7bpYsx/rMxc+UHx95eS5pjfV9kB+3DYOPw5C4Yu21H5XxkDqQ7uYy7JzufesbHiYkTT99M8FH+dkLHzk5SvEbx0ZyCPj9b/t4P5sRX4bbZaY5lS/dsqLER35BRPNOTrOxIJvQ95x9X/MGyVfTA6gMbDfNbrzSNiWt5I4fg8h16fAEHDH/c/l2LukDUJtD2yCylMaGAccpj7MrpggiOPldGISRcwSLYTYASieAMx0DGFXUfVthBK3x2xb5AVcCt8hytK5iOxTUF01Xx1K+QK6YaHEW2BYCduV21HTf6duXes2iO9e2arSatKjXv4ASDBYaddTt7MglMxdyO3lF7dC0IyKOwW2iQidydDvSzOQsF79lNGP6ONB5W/vO1/e7c2UbwtqoUTIJwJrX9HafxkoM9S14BxK78w678YlyCocs3+tEUUHwCnl/4QtBJDHieSyo+9szHBRt6/IyWfuPGSgw0xEowghOOgMVTbPA7ODKBdUVnxo8/I4wuXHzAwzV5SPBOCySTfjqhO5PTnmDgqbEFfPTRK47xFNv0ZSt0ycOe7tEqkdlKnwkN3sB8/J/Bc98zWdkCLlvDkRPujZFHsS6Z6WgikCsVVLDZ03gFjp7kDYd/8GEDOGijq981WdLJRIKuMbzggMW/Iu4eTVcw7eDJoBnT756P4TU/4A+PLdzjS3+xwj+afleyoZGtgvUMBwxebE0/4/i450M2zO7sYRxtvHwspZDwme9y5BF+4gA9+HDwEjPGJrbeezBzgEJjXlIkHOUqIHaYdoP+ipk5xD06+KHripb40C/eyKqRyzN7k9k9OTyDLU/FZTTdw+Uf8ZNdsiuZ6Rxd48UUGLjsJ7eMsR1+/BMcG+uf2N0dP59mV7LAYUfzEJ7G2oSQTR7SxThedrDgLYC81nC6qrg6lmdH30c5Gje/Oh01F1os0EMeokUuDZ05lfzgwzk5sZu3C7cbpzve+Mpr/vELJH80yCKMzk5c8PWe3WLMXxOlEx5w8ASHlrlUPOIrtshijG/pxabikg34y7MGlg3ZlD2M48FO8MRV9s0P8sd9/paXwcDlN3a//bsWdUGuJRAFPRMSE8JRomTw7J4wYCmVM+AwlAaX8GALBs8crMApuHbOmoJoR6xoKs7eifuTjIr3U09+ZQLEEbciqoB7X67Q233bHSvudtN2647ZfUUpaLzXtrpTrP1MTXAILEFlRelqhafoetYsMqaY79G9Am7n7TWAfvzIgb/j+fO1gOKuyBt3NG/FKrAH97vfn6/pvXM3eVitmnj8dSQr/Qni3ZGzH1sJPpOGZxOHSUrSCnrB3LsnuGwsmPhC8JpkBKbA098k4Io2ugLYxAHHNZ78WLAJ6IIcb89gyQRP3/Tvh2l4iiU4JorkACt20HYFZ0HhuBTNZJR06IG3yoUvmdBiA3D0w0MDRxb8JAQ4MNGkIxh6s4UExMMiqRhlOzFu4kNnZN0Cgwf++ox5Zn96iH+82A0t42RnO7yyowmge/zxISue5HQPhx7wFNTkRFcjP97yyWQQHhpykCzpl03QYA9XcPigQRZF2T8TDXp4av4Z0/TDx5Ns7tFxTSdyGAuWnOyQXfCG75p8nsUQXLToRy42yC7g9Rlnb/TQBYMHnuiIY+Niyi5Qvvu7BY7RfeOChzFw8BQE/mcvE3qxLM7kolM0cxRYdJxi4QtHwXIawN9ily2yJxmKXfCeycjWxavYoJcrn8HFhxx8hp68oJcxfMiPLr31ubKXMbTBwqOPfrzhZD9XtI3zUT6Ay9bsi6ZnssgF/DT82Isu9GUr/Xyhj03JYf5ypYc5ygJIMTXHm+t7pWrutAljR7ZVmLXo8oFnp5DekTtBMVcq0nxivsNTY1MLL3O337ObA80P5gwykoP8/g6BjZWdvkUE2dkfDXlN72KR/sUUm7KVZ/BoZW++M87e+tA0zt/sIDfYFb6c8oyOOGRr/a765Fl0jfPX7d+1qCMeA4JgoAkOghsjrCYwTJIUAMsJhGBgijMmwdwTuMQRqIxotearcAXcMbWrgmyHqyAq3FZ4dsEKu+KoyGvemyvyFX3FEq6FgAJrBWgH7AhfARdQ3uso7E4BfLUqwBRuMAq61R95vINzRG4lPsfux1+eU5DxciyPVx/ukRN/79wVdzLr875fM6ZPs9igo91+v423mOjjEhOJYz52E9SChP3YrD6JWfBlb3B8IPHcGxeYcAQX33gWRPD5jf/417gxgc0/fAcfHJ+76gPHp54l9gTnFnqJjTYYtMFIbHxd4ZELjPgxqeANFi/0m1ToakzMNSGiAcZXtvqMiykyF5MmMMnVREYnsYuuZEIXDjru2YoOZCVbNkabLcmm37MxfNDzzE7GmgzpwFZ4Z2+64g3PVSMfudhFQdfgwHU/Nj1+xkZesoNhD/f448sOM3Ef7+X10wcduGRJHvzRgNM4ecDxRwW8Yq7POD0UfPKZxMiQncHo8xxNfeKOHK58Hy7+dMcTTvrQzzNcfeKanGSHO3qunfBBmw+M8RMeaNJRv4Wu3y4rMt6pWkCzO3piyaRPbj5MTlc25Qv+tBuUj4oC/sbQkDeu5gpH/HgXh+Qmj3gpN8Gygzgwph+8GEMXPfnkng2M8zF52KrcM042Yxq/GMfftXF6iQPP5GCj/MA+7KvBSfeJ3V1o6yczOfiLLUbeXRSzH3nxBQPWOFqeXRVjVzr6et0f31J4vUZ0hO6qAJt3HYuTk9/w4jN/b/9/i7G/TCGX92hagIPT+MPCw7dYNmjm8ln871F992iSy2kkWXznhK/CXn6AEQvlKh3ZSlymPz+wBzhj9Ota7HlmP/YHxzZo4lPuiF8w8i1+bOk5OvwF7vbvWtQFiSYYECUEJp61Ao0DKCtYjBesxgUtYxewYCUQY1CMwySbwmrXrJhbtTlO9w5cAVTEO1q3S1cMFWtFXL9xO3pXuAqkhYF7H6VxmB2143JF3Zes+h0FKdh23O59HWtM4rqX+K6CzQJAoMD3e3X0HKH7wwj42JX38VwnBXbkijk9XMnragFCbnDnyYICTze0LCJMEj4YYXsBycaCgi09CxJNMAkwdhUM+ti5ABXw8DS+kHD6+EfQBS+w0ICHJxoKnQQv8PCCB6bgLOD42liw6OpD16Sh33PxI1bQQx+MKxnJREb6znX/0hU+9JSQJjuJQl/9YMmEv4YeOuIXX+P0aeIzRv5iEx9y0Rc+HmSNPlyyokNOPPGjI/jgjIFTjNA3Ts7kIbc8Qgc/8sAFm53gGsfffXZDB77+aLKhhiZYeoFB1xVNtNkN3Oh0/CQOnEYWPpLDcFwVbhOLK/pnqxCQA09XuqLFNmjg5xkeG8FhH7r1DI5M+t0nczTojv4ZP+OHXUzCEzNomlPQxQ8encC6jw9b8JtdngndM/pkFQvsBA9dxVV/hUzh8q7X/CA+8LILxFsxccTruxinAug2x8mp8oocyUsufNjNlRzuwZKhGECLHvjJW3TxhwMGHfYiK/pwwRrDC5x+MGyNDzsbd80m+vmarYtntNFFD52R6zg+Rp9s0Qaj6OHTYsl8hRd74iWXyEMHffD9TNAJpVeiirx+tH3k6LWk1x7sgg94PPgDLXb3vYO/EcD+5mWnJnjJa3hkgIemzRFcMjptYXM1yKmBzaXxbAiHj7N7covr/JIPyuNsBMZunP2MsSW5s7tx9+i4l7/8wf784H78tLj8fvt3LeoU0BAmKGaU1MfJhMTImP6EdyUkB6eI+5xrTGJxnD/UolAq6gq6XauiptjZgbs6tvYuXeHuCFvxU8R7Z66AwlNgFUfv0LwX5yy7aQVVoffM6Yqy433H7oq3923es0hYAeSIXr8vYPV7N6OAO8rXnBSQ1ZF8X3ZaNOBhrEWJAq5ZnCjo+hV0ejz2hS+OjhV+7+rd0xsNOnivL9AElgA2eQgwwW0SUoSsWCUIW+sDywdsDtZExT/ZXGCDR6NJLJpgBJqrhOAz/o4XfxtHoxjoWXCaUPHV8BQzGjxBOzGyq119ghxtuE0Mks2zZBN76IAlk2v60B0s2V2Tqfgkn/tkgYuuQqUIaWjhoR9+cZyti3tJSR7XSczdPZfAbIAe/diNLp7xJJuGj75sLXH5zGSqiLITmT2jkw8rsGyLnn5wZCYLHfWTBW3wdIm/Z3Jr8MiKr4ancTQ0z+zjnwmJjPym6e8Y/px00CGTK1p0xwst9+TWT392bQIDTwf6avrJTA73eLg+9MHxtTx+9KA3+tkDHff8iCe7gxU7aJPLs3epdu9kFB9wwKLHhuDliHwjswZPkVF8FAM44gdNsQHGV9jmDWOKGp50pAd64FzJ7EpeMHDBFTfyjm/Jxk4KU/KjoSjBzzbZHB+82RD8xOf+Djo9ycsX7KcPnGcyeUaD/nQTy/rYhXzkhE8+chgjJ1jzOZpkYSsyg0WDP9yjE3x+cXxukeWbBB8kWxTh0ysTCynxjIedub+p77TFz4G9FnHqajHg+6e+gMerOYsfyMSOTlnYRh8fKuDs6Arf61n86KbPlR5kFQtooEUP8yydszP7GevqvvgVW3ztih86aOojq/ziN8/iD57Y1PINX97+XYs64TREMcWAscdBO7FTjrExpASnEtwzIXvmSOMMbQwdu1C7XrtghVYhs6tVvBXrdugKouPtCrnCB6YdL1gFVsF0FG6RYPftXYn3Kmgq4nbair4xu3dHZYq5VZ4ibnXHob62t0P3XluCWsH5IA4NO3vF1xG5xYMi7uM6CxIyOYL3qkDhd283Tj5XjR70slj50mOPz2LDuyS6eU3g3Tx4ixiLDh/wWYj4Yxp+6iHQBJdEEVR27J7Zld2bjASORGBnCQimAOUvgQrWOB/pk6Bg9LtHw9UEEg38+Vwg8q/gxAcsWmQwmYqRgrh4gQfHs3sxAUZcoEMmz/rFyEwS+8cl4JABPl6OzlzJir9k9SxhNXLSiW7oSWL3JiZXdMhKj+SWTPrgkYMtyFEO6INHXnDyQmKSHSw4shhHEy77SVDw8QNfPrEVW6AFLnjPTRb6yawPLjnAkV3DM//J0SYL/DXwaMWXDdyjCxZ/Daz+ivo5gZwFXWH3DB4+2uQZ/XbBkB/Qc5+s7JeObJROwaNnnB76sp0+Y+ycrOnkio7+bMyu4NMfPbLgL2Zc8zc4vmNj9NmLTY2LHXTJKgblnT9A472uZ/zYHjy72mX6lY7jZfSSP7nwFaeeyUxHPPVVNF2L3eQXU3DxLF/EtGf95E9/tsqedA6HncDWB8cYffEUk2ij41nDvxxzrd8926BlfghGH97soS8bmqvoHH66sKfXi+ZZi/S//u3vUxdsrMzB5uOOzdFSiH1r408A+wDO3OiXB+yu4Jd3YM2JruYReuGV3OCysU0RGMf+5nl/HphedKAPns2vdOBTOrJnfmVHtPmc/cS7PjCe+Zqf6V+8si06+vgAPHz+Kwf0a/nlzMnPur8Wdcw1SpQkmDKIq0YQDAloUmZEyukjbHDuBS5lKemvPPlowsrWu2rH6oqdgqgI21krbgp9O1yFu2P4iqTCqsh6T26nDleB9SW7P+Wq0NtJ+0hG0XSkrWhbGeKtmAsegWHFp9kdK+RwvGe38HDvHbv37ZoFgw8+0NR8hOcIny7etePrS3cydSxPF4XfIoUe3q8r7PTWwDlxoLdxNMnp+F+wK2qCj/0lgIBTzPiA3dlcA6cPjOIGDg4YwSK4NYWerzRBHA3BXIHkV/cSABw8gViC4MOfrjNxb1DiB57fwZKLHE0keBULZMQfrBYvspq4TAiuYPBC24cxaOknH16SRrx1j1b2klR4kgV9iRLN8NiNjHiUtPSSAyUWOooAWTTjGl740gmMnHlok3ZG+6V69BRG9+jQJR7om2DlnD7jrui5Zjd84DepG0MHb63dtHtwTSAKHNgWFuFUBMHqI18NLc0/V/2uJjV+Smd+Zk/4xlzRwzP5s6F+svEZOHaHbzydwxWTxsHSg+yejeNPHjhshq9GH3qCgQ+OrfgYnWCNiyn00ABXDE5MHws/eHaWYrIckGf6xaE+mwGLcDTEmBzCgywKIJ3JQ0Z9eMCNL/nEU+NkI7fn9AXDzq7oG0eLDuiIRbDkCjd6ntnQVYPP5u7ZH3766MMfL3mquLmnm3xKboURHP31aWjxOb6e4ZEPLjh6Oy1xWusEhK3MZ16NOhW1IwdHPvZgO0Xeosmc3e/N0SaXK3vIeTrM/Yf/nqIMn5/ISCYy4I8+PdjLmHmFb7MjGsbUNuP8xibso7EbXuyJP5vjJT75A2x5LB7B6QcnJ9AWc/ihhaYxMpYD4sU9O97+XYs6ARJC0hEQ4YeKbbATgkIEy7CMMQH70cdjNMJSHj6j22kpWI6s7VT9zMzuVFFW9OzCFfZ24/oV/MbsbBVJuIq2Qm4X7OM0hVWhB6/42vE6MtPsfBVoiwAnBH63areuiFuhOY7vDxZ4l2Ph4X9b81Wmo3krSl9eVvQtAhwZeQcuEL3Pt3Onjy/cFWoyk/Ms6GRXyB3D27VbuCjoFgR2+PSjs8LuSMlCw6LCqwDBzX6SjC0FpYIksNldsRZYno25Ckj3ggOM5rkA5ysBpl9yoc1nk3wffTzPkpR/4aEnHvjUvTjx3Lh7MqEpXsQGvBYc7sH4ozt+KmSixAtvMpEZ7U4hnFL4WtX7M3j+IAXd8TOBSjoy+8MijvEsGq32/YnhJj+y0AlvvIpFssPXx27Tv1/VS3z4JpYKEP4Skt5kpR889+Dg01ef3PCcfdCQ5MaiCVYDeza+Gp774VOTIv7owXFtIsbfxAEH7YoaOvTWx6769eFVYY+viUWf3fh51K6P3DVFlA3gkQvvnrND+U4esppD3DfZgfecLckEjpx0ZHu0XNlQX7TIkc2M0YmOYKft1/NkYGvXgdnfgpvU8UPTmKtnDT194kTMuEdbjEwM7SsYfqc7HxTrxsUqWHLgjebk0eoBRp6xgzF0iiX+QQsu/fC1UzSOFl7kgW/cPZ+hIw7AwE3Oue6ROJn4Cx54cOzI/nyT3ujER5FjK37A09xDXrvneIAH49kYXV35EV4fs8nP9HDvQzavN82zTkkjLYY0AAAgAElEQVRtwsyjNknmTXO6j+PYwDztQ2LzuT/DS0+y4GWOYAfyo89+ZCWjZ3NEhVphh8umfMfHmnmH/OYUuPrQ5I/iGy+2s/AQL3SkO37sx6Zo05lNNTZmczrMdX1DVvYBzwdiQR94tPWhr1/Mh/vIRZ2gGiacjDBlKV5AEoryBSDFGMJzzqYkeLAMAN8fcGgnq/jamSpyipvCrKD5yZo+9wo8GAWygm437PjbzxIUUYFQUfVuRFFVwL33VowVR8fiCrEi7f/3VeTdo+EdjUKvcDresVL0kwlfZvoIQ1//iYMFCRy4AtOfMRSMFhB9OIcX+SwwyEo2JwsKvN14Bb3vB+jHFnRxEuHZVaG3cPAhoQWIgBR47Ozq2IhfPAviElmAeDYuaPmpIOeD/CFYS0or5wJ8gnyLnxiA68qvghQNV61gR7Mg5nd0iwPBKUEEu6sJw0KFbpJVktKBvX0ZaxIii69S/QRJwlt4ObXgQz99Ubj95xsmUjg+lLF46y/3+VYDHfFLRvFnQjERmOTZTTKRx1UyiWHwdKULnfQZp4tYRkvSTeKuLSSpPpMI27gvd+A2UaLpHk0NDHpokYmfTNTuW73jCw8ce+uHhxe+fM2+iq8mb/GAZ5xe4aBvDB1XeHTibzwVc7vw5ME3mmDRVtRd0WQ7cpDNM53YrLmD7p7jmT3h0QEfsYI/2TT/jJGLTGD0k4M8ZPdc7IlN/a5k0O8+/ck2dtrCzzf4oU8OY2IPPF2MoYGWZ3FIHzDyhR2MyUX6sD95iiMy4+kafQUFPt6NheNZLKKljw1d5bd7NIpVthLHZHJPZjZ2HxwcfXRwZUt9+PQsJsDrh8t+eJKBPciOpzEyk50t9OuT22iRAw357AofXbKjJ9fAeHbV2NDca86Uy74f8n7ch8o2UhbmfpGksKsV5lrzLDnQgU8neeb43gfX+thYH77izXymjwxswV+KPb3MGXRiSzTBKv5kZ1PxQ0fj+uiuz9W4Rh6+dy8m2IWN2YA9s7d4YptyIvuwH1mL2eLRszHPcOCidft33akjpCEsqQhOIcbRT7ASlRCMxdCUpJTGCK4MAxeO3RRnKnKKtIJtl+14XUH3rF9B89GYHa5xRc4Ot2JoR+79uOZ9t2fvvBVTiwNFQEF3fK24GtfnXb73Yo7JTP4Cws9VBJnirHD635cc73C8XaFCr9+4Qu7Y3tUHdO4d6Tumt1snj8KswFtd2m171685mdDIp4DTzasHx/B9GEh/tnF0r/hrFidWtIKyd0DsLYAliSAVoOwrmASEe0HHBwW14OUPCQDPuDbBe/xteT4WoHzZShseOPT4H54Edy8wwcJzr5kY8GsCIJcYQEcskV0RdrIhoR2rWXz5YIUtnZjgR047b75V1PnKQok/TAhOXdjCIs1rFzsAH87wvW8f6KqQk7f4JJMmfsnKVhIPDFtKIH1g9GlsSnf3rmIeDLtbkMgTce6Z3GyBHzvIH/fw8KtoosGGihWeJgaw5GJXTVIbA+vZNZviDx88/sY0ttaHj+eKsWc0jKGJFzyyogMPP/LA4VPj8Crsroo6vYyjg6YioYGlozG0ioUmMDGBL9ld0824xg/kgydWTh7kxBc/soIBm8+MiS324Qf0wMLjG77Tzw/iKn/yDbx48R8a4hUP+UNufMAa1+9eHJMTbTbUhy/96JY84cMjA5nYig3cg3XFozyB4x4/upE3GchHd/TTm/xw0nmu+/U0fyYLmvihQV7ysCcdNPzQIY97PN3j55luco6v4LKtZ2OewWc/eORmJ3Cu+Dv5lL+KuE2Tkzg/VbM7Z0cLeZszc7Z5F310soe8zqfluGf6kJ3Pynt2sOjAm9/RsHCgBxi0FXRtFgb7Z8vZEyy6wZItusb5Gp4YKH7ZkBxsykanf9goG4PX0JSn7IsmX/EPuctpeXj7dy3qCGsYFpwCkpD6MCecZ/0ChuKcmuMZg4P1u/qikZPOoqWY270q1oq53bnCpsi1UzfuKF5Rd/WsgFocKKAKuXfa3scolj68U3Dnj8v8/BdT9B3v2IkLIldFw7t0Rdnxjj8jqDjb6SkyrmC88xFoFgfoWUEqOq5Wj6527o7IFfL+UI1ibmfuOL2iLkitPp0+KOztyulkx05fdqADWEfyxpw6KGiOqRUQx+8Cma0FsN2o4NPHD/zSzkCwSbASsKDiD8EGFo7A1icZwAoizxIJDhrgpgjsKQA4sWG8oDSRC1R0m+DIIBHgkhcOPmwmHiSb3bok5yenOBZSPoBBm3/Ymm19F+GDQr6y2HHvlEXjT182e/em+FuQ4Ss58BSzZNboYsIxJs7ZwnM2cU9+iSZ+XemkX6MT2zQxmpxL0viwhftsVrKSRcLrx4MMFUBjZCvB5ZoGXisn4cIjiz46oUUODSya6Gn1K7xNJPCjrZ/u+FbE8YDXcXzXihEcfNAf++33A3DIQq6x1/G78exvbHSsoO07TjKxLbmMa+YXfNAkk4UFuvgaw2+K0C4s5YLJ2xifwcE3/6GPrmc0XPGTT+DEPV7G+Fh/eSBW6UoeV7zgkoFdyYUvHvEDg54+4+DoCU586Hcv1jVjeMspsOSJFvmMJzvd4qlPrIpJ8oSjD//kPu1uDD08yMBu8NBIbjzAyVl95CUHGDTNO+7ZiCzpiSeaGpr4GHcK6iNmV3Os3LdhcdrmKF7OsoN52AdxTu/Ygx/I4YovOPJ6VmvgeCaLeNBnbtQ/O/b9eVrw5EI3mGgZJ6d+esKnt75yE+7Yfgt7ttZPNrqyMxvIQ9d8xafiJ7sYk1NkEUvgNPmFjns0b/+uRV2waZhgjjFnEZRh9Z3PxjnVWMVAH4czsGNgE7aC1W7VDlyBU8gUcTtWxc2uXLF39KzQ61PQvXfXeueir0JpJ+7o2y7OTs1krwiY+BVyx+8KggDy1aSdnmLsPbqC4ARBQFkhKuiKg6vdpHfoijdYBd1xUbt3iwLBp+jiZ6GhiJODPHRoZ27xQU59TiXo7UTCIoX+Pp6jn+Ku4Oszxk6Oqi1UfHkrAawOFXiB27MAZG9+OBNMkAtYgcFnYPiGX3p2FbhoNEFKBP40pglcAc73TQxgBWM88RKIYNESCwJYIKMlpkoyNrVil0ROPtwr1nzkWwZ+QcuCw2pe0XZy4EMZq3q/XADnCM6EIOHwxxdOsoth+tOZDSSnZuKTOPrh6KOXezrCcQ+niZgukgyOK56KjGeTML3JwCZsBh5/tNGCwwZgXRU3feCyXffGyOFZQcUHrKs+Y2DQ0u/ZvTH/6GJCYUN99HD17N6VXGiQF65+NsHP1a68Yt5VHzr0igdd8UKPDdAhD1nZCC8ygqEnPDbzDNY9euiilV2zk5gJVh989NiwyRBfuPr1ief68HdfbMNHk7zG8IMzffuni+F3rCwW8qF7sUUPsntGI9pyQUGIJlj3eBpzJTd56pcn+sUZHdgDf7j6NfB0E0ds5Rm8q1iGJ7fR0o82H8A1Rj8ysx8a9EkeOoCF6x4dVzToBe+khQZY/XQBg49c1mdeIgMYNMgIztfr5k52le/mYpsVujqN9Idm6Iwe2egbH76xqCI7GPfmPrSTHx5dLUDggwWjHzw/4ZWsxr0nRztbRh8OmekNhx5oyotiYfTajz3JCZZvNLj8glf+4Vd8wI3t9qNN93TSr6E/NI5TtEcu6glWIhGMkpTAtGRjJMpQlmHcC3T4DMHYBDT5KuiaYqzZhXp37l5xU+DtTl0VM0fQil9H72AdR+uzC1Y8FUj3FVC/S/eeVnF1/O1rdUXZTlxh9A7Wu1g7b4VYYBlTGBQWK0fFxDE9eAXGUb1iY9VokaC49vMHiwVHvk4J7DrRN0Y2cnk10Ed0Tijs3MnWu3fHz47s6ayYK+T0tOuHb1HjOwJ4Tgq8Mpgjov3/xFuhuvJBO3RBIgj5pGTXxz+Ce5JiP8rJZxYJfCaoHfPzHVz+g+PK7/zvGaxgFbwSp8RwRUO8uBcPArkVMLriSSyBEejwS1QnEYo3PHRKJrBW5/DgoIe+CZQs4I25B0tG4yYoxUV/iQKOTHRCHz32o6+JhI7sol8RI4c+sHDobJJEp6t+uHjAoaP8Ma4fP/TgsqPVuUJpDC5bulfYXCv49SensQoR2GQZfXYiQVe/cXLgyz7u8daP7ilbfCvmn1XQ0dVPtvwKj21c9dGFDcjoHx6aflf02TMbDM7ak/0Hdp/ZCC++qR8++mzPr8UZ/d1b0NFXPJFJn9iHbzEMT+x4Rpssiox7NIoZOokZdtRnDKw+vtBHjnQxjh/e+JGzPld9cJMZffpGj2/IRD796IDVL2fwc483PmxSHIAVF3RlZ7ELhg3Ib1wswnHP9vR1JZsrP6SXnDIfwAWXrOijAR4fchpTGNExxh5khYu/RidXNlDEjZtzfTNDVjZIFrBo6QOHR7FvntMvp6Otzz2f8m9zk7lC/9SgPUonn0aOs/DTC5zYYVM6sUe+wV+jG/vBR4cNNLYHW37JLfdigB9cPbMl+OzDv3Dpa8w/uOLKmHjQ5MHt33WnjrDG0JhRqEAjgHtKE5TzKIQ5pSnsnnEZ1cdNiphdqALtqjjbgbcLN65w9ZW4gg9Gsa/YKXjuFULwYPtgziLAsb1i6B26Amu3rOhWwBV8R++zs/79H2anrqhrjnfB2qE7cveVu3ey3udYTSqmmn7vf43pt/t3lGTX2SsBBd3v5b0SsLBwdexOLk1R7z0/+e3enT7Qh97sY0FDR/q3QLAosMjwVbevvvvym40F9gT0vrcS4AqlQG1CkKgSCLzEKdHA8h+fFqACVvDyITzPgg+sgDTG/2gYFwPuXRvXX1JIQvhkISsYsUNm8QJXXFW0k9G42CM33poYQ1fhh6fPOFldNTgmGjzAamJSsriSE4zk1eiHp+SGwxaSEbz+8MHhL/HTgwzZYpL8+F+48EKvSRMvk6s+9I27sgEYdF31k0FimxDgeSYPWLaCJzfBgkG3ycBV/pLLuCta9AZnzFUzzjd4g9FMItpnFXZ96NAVHXij9/GeWHygS0b0yO6ZbvEkuzGyopEf9JMHLL3Y1z0ezUNo6ScHn/T6TH7X71sMc488sVj3aws5gQZ7WLjKYQt2H8KKF2PiyJXf2VrMWiwr/AqdP+NsR+kPQzkx8qdJnfR5VqjoTBc6iSexjo64zHfsg4dYwoc+9GAbV/EGD44rWLqSReywBTuxHVuN/fco2Hg+SY6KCn/hxe54sQN8OOixM5705TPy4S3eihE09aMJxjh52Z3s8pENRoYt7PEHC86VDeQ7GegWHbrgkQ3I5RkvsGzIZvyEH/sYM1eQy1yDh3H3xt2jAR6+ucmVP+kLl35gwieHMbjoa3DYxhj52d8VXTZkW/JqdGYH+QKOvfGgAxxX9gYr18B4zqfg+Uv7XIs6Q2OawK76KEUoRuAQRqaYIGYUyjGG1ZCPnNp1KtSKl6sd6eNffGx26oqcHalnY46i7eDtYB1TtyBw72je8TSajqYrio63FVaF3e5XwbRztiP3XtpXlD6Cs6t2lGvHrkD7OMtu2+8l3SvEjt4luyN6x/Ke7dR9oWnH7Cje6wSTgmZR4NjfmKN/Jw6KsvfDFXSF2usCMpPNONktPuhjscI27ALWe3nwbONonx0tEMB5H+29seCURBJAE3BNRmwvaAVsfgHDZ3wKT1LxJ1/BK6H4VJ8xrUQybmKBC148CFBXvCWB4BcLmmeBagWMr6QTrOTAAww6ZK2gu8IpztATa+Qp4D3P5L0fQeFTHKJnQiEXHP1NrhJcbIKng37jYtY9HHLibdLXR3dymtjI1YSFBnngg4crAdmCbPQkxwnjGX0waLFnMOTSRzf+gW9igO/qGR45TtgS3xU98PXBIRcZ0Q1GXxO1MTLhYbIH4/6/rN1bqmdHFcDhsWjSpuNtFk0e0ukHLy+CQ4gEcQBB1KhJ9FEQRyBKlOCjaPBZB5BAn0wg7RCUb2X9DsWh07uh01DsvatWrfulqvb+n25X7urf+UwH5s11dyp4Zis6YwNjnpPTuDl0iQ6d6XNNbvKRQb/5rvTjah69kgMMHaAFzuJa/PmexqLd6dztx6zv/WYW2Rb3coBXb/zColD8iz8xbGHgFy5eqYl5i3XjXrl5LYcuHuBFDz5/r8JCwmLfh5pezVUI+TwdW/zhsysc5Bn/XR3yMTyxi8TPt+ChL/qhA+P81Di8dEUHno3Dq9G9Pjj5AlrjA3vCRPd0Rp7i0RywYoJu4UEXz3gw37g5aOkzhj44tIobz+aDMw4WTnMttCyO5Fp9YCy6ylPGxJ04xRu92cTQpYUTeDkvecyTS9DUhq/HNwNrkea43zt5OD17TRd+uN3TNX3SAZvQAf14Tj7j4F01cHjBI7mqefmsGKJn/IhBunOFD3yx3KlX8WqOPk0hZ8cW1y+8UyeAhknGojgC5AwMWiIgECUzLCEYlGIEqo+WFCg7ae/S7bYVZjt0V8XbbtQxs2c7VTtuO3pXfYqcZ8W+982OtRVHMI7gFUOFVNFDxxE9eM8Ksl26VwCCVOA5YleYFWOreSt1wWsB4Hhd4CrqEoTi74/VKPBwuQfjXb1FgiYp2PH3N+ItMCSLBw9em0UGXvHSzh2PFgUWIIq1n18p3hYsdOBqh45vc5wSWHBoeJC0vFv2fsoHYQoqO7Qq5fgFJ9vpzz6cVR+ndK+Zy76SMBuyLefVB5Yzsj1n1g8GfnQ4HvpgXeGVSMAJRkXa16YC2WsNPuGnKr4PsMux27HL8UGcr9gtuOidnBKw5t6iSnKVGBzb4RkPaOGbfCVDyUEfnvDhXtCTgW96BpPfgiMzXZABLo0vpw+BR1Zw5vFv+oBL0OpDSxCiA6e5gtg8OgSDXzqC3zyw+l3B6QMLP5oSQHT0S+YlAbjpwFxwJQ7JAS79eMAjvl3NUbThQquECKc+CcV8cHitqEsqZPMcX2jgE//m4vPuwgNM/mC+e7zAjz5e8IkPc0em/fOZ7snELubxN3ob3e7Rp2InFiyoxcr8suVnv5h47f9rcJKm6DoNVITh40OdsvEvi/0WzuLZQtqvYsSm+PPBLNpgnZg5rbO4lgv8vQxwir2dPH3wRVc6F3/uxRKZPJOZHuhMgxtfcis/4nv6+bn+dJCe6Ko5dCNfizX40fFsPl9Dm53MyT762Ix/wAkWHnTM51f64HEPBi5ywYUOHHiFhx3zM3KBsaFgH7Du6Ymd5C9fvDvZkE+Lc/nXqYp84S/z0YUcbfEkLzht8Xf7bWj8zXh5Wh7x+3V5Ab94ddoqX/tFjVem4Wcv9icDXvFPZ3gkh0Z2OoAHfddknOfdBJg7cPvKCwxb6efz5rGxe/Kzp6vYYQNwnsUavVfQi236LF7o9+rf5fE7IhoCMYMoJh1hUYhnDsFBBadGaE0fI3ovraArvAJK8Vag7cBd/aRL0e6DOFdFXkFW+BVxhRuMBYExiwQFUOFUABVw8xxhK6Rw2/WjyYnwgLZiopAKVEZvRa6AKPCC0z2jgxHEfv7GIRRwDmRBwIEcy3O+WSB8+Le5h1+/wuuEQOFWtCUWfCnqirSfYRmzg5eEfPWNz2Qis1MKcyxevKO347dokDQkKAsQsggQPLMHJ5L0fJQ4gbgf/LCHnbArx7PTBishnCtdNtPH4Tgru7OhYGZbAWM+n2gR4NlYRUo/B/RTQUEo2dK/UwenE04xvEbwCsIijIyeWwR5bhHo1MU88tOjn6k52XDq4l5CtlCzgrcKL9F7J49XiUVA4RFP9QloMlpw0AU5BTI4BZ0O3cNHJ+LAPbnpxXw6MSdc6NC5K10IVs/iBQx9w4Ou+5ImvsSQZ3oMN7qCWpMcwZgLHzixZwxOPEkQbEcWOBVm8+jAvPiHv6RDHgUaHHnxrk8igZsMxp5W1JMnHvAVPQnSMz7gIgt4fOuLH890TQa2MUZ3ZKsomAevcYsxesI/f2c79/KRhbc4FYN2dhK/n6X6xY045ifi1us1i0t6Yms+6h2vORb3CgXflAvEml2kIt7OHz0FHi2FBV45wM5eztDA49tiBJ/5JX3SP10bZ1O2Ixs9iR26oxf+5dl8uqAnfm1s8O3CGw52F9stfjqhYwPj5YJ8r2d2wRP6dEy/nvHEFnSND7oy1xidw5svo4tG1/IQXuCFS5856CrgYlm+E7+e5TN5TJ+FlWIsvzk1wRObindfy7e5kRf7D1ycyprHFngllwWDxZ0caVyudhIz+f+dX43+4WZ7c8jlmRz4ZiN6lyPoIduNL++vaOQcMWNRUL6gCz6imUeP7OOZ7egZrGexY4y/owm2uIUXvGe6Nnb177mLOmMwEMSMggkGxhhCjG7cGME5HMcFZ1XlozUFWsFiTE3RrXAZc7SuYGuK2YPjYzqFXyEH307evXmOrBV1u2Bz4HWvoNvpagqKgshxOIQjOg7Dmexy7bJ9Ra0QcyZBrthzEitujqCgm9u4q2c4OI5VPRjwHNFq3zGgAoSu4qSg00Hv+i0yFDAFi4M6ind13E4munCv+PdVvaNDvEs4AoKzSzrpW3IrSXA+SYFjchD2AcdGBTdHKnA5M6dmV4m1uezPzmA5rMYX4HUPn3n5gt0vnZBLsba48a0CvdCPnbjkqdm165cQnYrok3Stri12jPkjM/5egACS1OzsJV7Jk04tEiyOHIVa3AhSvOG3QBEcePWMX7zSBb3oK3GZR39819Uc8rvSj3u6E5DwlHDNpzd0NPoRsPrSNZ1K5OzgirYrWmDNk9j1oQMHOoK64qvfPM0cTezpN1fCMFbBd8VniST82c64Zj44V8/g4VbM0T+LumctOY2ZB15ypFsyk6scQZdk0fTjGb3gXLMVPcFPDjAanZV/0IHXOBvqN58NKijgs5ErH1cs2dEilfz5t+NX4/Dh32LAKzanRvxagXR8a0cpN+BfbCkC/NE9fuBUeCV4fXCil93xBhd+2dgzXPgrNof/fS+uj0xk1PBCR/iG17356BZ7+KAv+obLPfwanWcbc+gRHmPk1odvupTDXcOHl+agia/kRsd9NiYb3ZDfPLjJjY6Fvl2314eu8qgFkXzh2StQpx+91pDfnKa4ysl9zyTvyus2X/KwDZlc7v/0sBCzUZFH5EqbCqezcrScKf/Lo4o83vHqym50Ss4KezJ4pg/ydDUWHBzmkVEssLmYdU+X6V9c0Z9xfjC+8OS/E7tsI6bEH9uYy35gxK2YuPp3WdQR0CDOGRDi/ARjRErIcCU2THM8wUL5ds8KrZ2Ya0fqdu8Ks+N3BayduP+9DIzCbPeteVbIO4I3zy7PGJyejWuKo6N4PyPzzl3htLNTpBnd8Q7D+ypeEeBQdtcM7WjXbhyMVSCH43iKjgLDgfRZ7XE8jmbFbmXOidybW+FWdDhRCwtFXmG3W3e0bkegcNON0wZ8Ol0gE53QARnISl+cEy929hYLip+feimWVpRswjk1NhCUAk4i43juW+XnXBxTwjCXnTm4Z3PBeBb8ghVOz8YkCfaPpivdkc8rCEflCjh4eCVVju+ZD/EbPiM4BD6akpd7hdzphuSKZ/38UNLEB77ix27LezJ2om87ezqRSATRyHu8JsA7HvAruMgkCaCjH4/oueJPwytYfXinD/zAJWDPGBEbglCfOeTTp+lzhRMueMDgRZ9nMWcOOuAFdTTJA14Ti2Dh0e++ROKZfuhdK0GQr5iuzxW8q3E8tIiQSCSZs6iTTQNjnob35KJv/NEZ/uHEf/Lji97gdd88eNiVX8Wne3zRMb61cOkDZ/7oZ09C4p9OwaCRbHwdf8b0ewaDbvZ2j39+6J6P8w3+yy7mkk2jW36Lj3CTDTzZ+RaYfMsYnGDRL+7wn/2zL/rohcs8MK50hW8N/rtz9bf4CQ4N9/SFdn5JDjrBizHXxsmAHp70pTc02YLc9AaHq7ngNTD6yOqKhoW5HbR4VaxtSNw7WXSiYiHlA8QWURYB9A/OZsFxvL/85u9XVMCdwqBrMe9PTssD+HFK43062D4stjkA46dz6Ilz+DX6oXM20/ALz9h+ZaBn+YY+5Bdy8gt6giO9iA0w4PkeXwdLD3QMnn3AG3M1R6NXc8Q9O5/XFy7qhNQECYMiSNAY4yAcg2ExnxODIZAjLsVHUbfT1hynK96KtMKrULnaYSvYirLxCngfx7nqs1NvUQBfBV+fwq4IoqEpkJ7B2cV7ryLpWyUqzFZ9jtYVodltv//bcQg7dsXZztsu3eq8wm+eQm6VZy7nANPiwHthcxUju26FX+HueFnBtuhQyJ1YzEd0P/jh6Mipg2acXshsx+4o2k7UIgCvZHD6YXXqhEEQCJaO0RU+DsbROaRnzunqWb/koin0bGc+h+aw7A3WM3jP7Awn25snuNm9oGdrrxQsXuhCIGsc2BUsHszlS3zEXP1oCBD9xtGBjy7s5I3Bke/FI56CN1dgSBCOWJ1k2OmzAxn5qgAGxzfhGrr7/2GTX5+FkXEBCL97eOnIuHhwTw90YAxugTgJb3+GZR75jMNlXoFegFfE6EgzR3MPVmDDi55+eoHHuLmucLtW+OkDjGsLC/dsiJd2AGQxT1/zwcCLJnz49E9hxU/F3FWxB0dG+DW4zQs3vOwLno7IQ0d0hy567KG/JGaOPriNpzN80QP8cBlzhUc/OubCY75GD+CM05Pr0NwPQPFOr+Y2Bw5Jmq7BGiePcffkNO7efHjBuieXkzJxY050jYOz0OZT/BlvfDqbogWGPK5Dc+nDy3fJiz6dwO2ebdBOruTIjuQBm53ZlLz0iwY5xMEtjj1BwJfChudkhTs76oMbHriDH/0fejOGDhnw6hk/2Qs+eOQGMtp8FFf5Hf7gBwcP/dKfPCYXuOIDTnOdnrjCCZ9xz2i5pytX8GxALuP4wiu9gpED8Zs92Q1MOPTjC+z42vHNgT5z8VvM5ct8GE3yZCeyuk9m9+BdwdX/wkUdMs0qXWBihlCIURildM8gHJZwBGEIKyJJXjFWdND0/8cAACAASURBVB2rK1IKrGKrQDtadm/cbjQYBd64MTtYCf7c1Xc8DaaibdziwBz3cMKjD14FtKLu3q7Se3V9iq+jGh+6OAJSmBzxujo6tqv3PscO0Hsb77a9x/VsZQjOIkC/92x20Hbs5jqGV5DbkSvs7hVoR/CeNbt4O3ZFHM926vjXLAqcOGjw2gVbNDgxwBf9950DG0k8vuzlrILTztdVwmAnhY5DcmCLAY2tOewUzf1PXAQpZ2ZPjmU+GEnAXHO8vsCXxRKb5+j4kBT4CfxwlUj4iCATVPhxj0b0rai9sqA7x+2CwLhiAl5SIYPAch/NeLLyd/LCb5xsODUSaBOwu6gwBz/koz/P+S6e0SRndIyRCU33ZMcTnCViiYDOBbTYGHoF/Sa7CerjS3QJSZ95EgA+k1N/fXCWIPBWQkQHv/QARiMX3uHBp7ikf7BkQMt8MCVm88H5Z56Y908h8Hz+M4ZPDY9wyxPJi594gRNufIDjh/IHPoyBIw8YPlY/vPhjl+Smd/ziXcILL9jmwg2veRUl/ONVn7lDc/kvbxljW2Ngxjc+/mTw5qPkQ5N85IGXTPwWTPYyDhYuPMPr2T04tDyTL7+Hj134Eh2QJ7uiCZYvusa/ORpdpBPjGlz4QYvs5tAL/cFnHB1zXekYL+xjDFw8mct32F0f3vGHDnng0IyhZdyza7BoizPykYvN2Qq8ZwVYA984/PjHC57gOHNQ4+kfjIYneMx1Ty7zxGeFnr60chAdgNfYiV3xUW6NvjE800W8wu8ZjDF6MB+/2YUtPKPj6hkujXz6+JN4M0bfYopdqsFnDD7t/vL4HTKN8jGKSUrEMCO7YlhSxBTHpSBXzXG0ottuWnFXqBRc95pCrkD7WA6ce7tsRQ2cI1gfSEjudrbenyp6dvdn4a74oQdvu3V4Ku4WEAppR/K+gnQM71hegVfUfR3rnY5n/5mL97beZ9t92507pncs7xhcMe/ree987ArhM89u3rjdoq82eyeOB8VbkVfInSbQAZ4UeOO+A8C/1xLpxGmHwu7Y3sLDcT/+7eo9+5KfTfqog/4FDGefY6t//2ccTuFX8CsKHJbNBKCEweFcOZS5AkFyu7Xv/uRGstSPLr69bnBUhi5fUcTNhRtfAskz/AIBb2DACxy0Cmj+hAcfPnnFQPd8T3AKGj4Ih2AgCxkElWdBC697tPyigc68OtGHB43v4o0eSkromiOpoaHfeHyTwz0eXEuMrhUSOilZoAcP3cJVcJMtPAU5/YKjOzoBi0e0jNEP2GDcC/QSBR7MBWuufjrCM54807P57sk5CXV3ytHDl2R9FnI5QJ+Eg+Z5lcjgQ1c/vCV79MmgDx9okId8JTz3+MMXOuSic1d4kwkePgknmmc/XsGHiy74Z36MN7LjAxy59ZW8zWPzeAVTHkPHPD6GvnsNz2xrnFx4RgNesuYTaLnH9/j4nkiRny74LTx4gZef0B88aJg7Mbo/LUWrkwL8mguGruDUhxf42BJPeESLXHBqxswxv+vIc/wJW7jS7dhiF15spZ9/w09ecmj0Rk94IIdxc/FNB56Tgax40o8nc/BqU4FfPMInL+SreERXToOLbtjPFby5+tMbu9J7CxV45Qh44KVz88Gbiye4NDbgQ3jiT3RKRvyjkT7Jb54+9/mAK5uYRwdo8fH8gx7JQu5gXekNnPFsUJw9rZCffZdFHfM1TBE8YdwzBoYwSXEEY1DK9RMrRdguWmF1pO44WaG6f+/e/DnY3qlXxBVr78HBKmCOcx0zK+R2XY5U7bAVXu9NFXZzFXdNATT33OHqQ19RtFs3F06LBMW8r1ztdn100U5+3p2/+/7stB29+yrT168KjYLvWwHvsd3bpdsN2qW7945H0VVQFHc40bc4IQudeGdud2uM3MYG7uGjKepOJ8hmsaORVeEkvw/QyO8nNRYYirqP0ezMHSOzDUdVpBR5NuOMBTr7sB17cboCg8NzYI6sMLo3d5LRx58MXv4wcJ89mQ+K8EE/6KEBXnAIRvTCxTnhQQtdPNY8jy/tESTnb6dtsePnKniG26IED5KAoMJLi4FJKrvoKFEIEP9dK91ZeJkDlyte8CjAXfmyIJNA8CDA6AA9c/DbM3hwJclJSlsAyGlOCQMtetZHD5p7OnNNn2DQkTDhaJ7YAzNwx0eK+K6wlzjhILO5+uACZ64kgX98iVmxClYxljRczQNvzLN/7sMLn4SDLlhNn/nwg9XnHh3ykBFdeOFJz+7pmz7oj33N98wnkjl8xthEY1/jcJIzf0aHXdkKff2uY59dwJmHLt60fBJ9fkv34NmXnc1vjM3iASxZ4j88cJMNbjjwyDfNhSfc+DBfnIIln2fj4PW5bwHtmXwamskKLzh84VVTuMgOD1unH7zAQ0a5AR4y4tc8sPqSydUcV77iGg/8AE0FE33PcKdfdiMPmOxZfOlDi2/gTT/9mXvqyj2dwYtPz66aeXIN/bCF3BAvxuVD9MlKR3KRfvjM6RdC+szjM+mM/sjEfvCykXn4gyvfNQecGDBOB/Chm4/BaZzMYDwXN3y3WHRvTj4NxjNafEP/1b/Loi4wNcbEPKIEQATBnAWTCHKKSeiPb+adteJq512xdSze8XofsdlhK/T67VDNUfAcTzs6VYB9SW73rKh7L664+lJSv4UDXOi0K1cM4UX3wf4f7HAqnnbYdsbe9SuE8PsiUnG0o0ZHwffzCosKMIqnLyj7AlNhd8TuJMKHHd6tew+v0ONLA+tdvOLu6F5RsUPHh925Y3bH53jCj59czM/cvvv9kV0RTzdOHixaLEgsbvDpVIH8TjK8OnAEzvEEBicuwXBCH6ToMy6ICnw2LWg4Kli7bePtgDm1OYIKDFt7dm8xgQ/Boo9vGDeH8woG+DXz8WSeAPTMjwpi8/SZp1lUsLcjeF8dC0Jz+Z0ALCHAYa45kg2ZjOtzbw6Z2NSu3wIArwJPgjIucOjHFR0BqRVUYAWkeTO2P2eRqNBFCx/RJ4dGD670iRdxhG9xZB787uH1HAw+8IYmGGPiix7pC5x5xgV7hVZhBS9m8QMGLnNdjek3Dta9PngkIzRd4VO0a57v9hnTZy5+8EE2uOmULuB2Dyd/wgNdoQO2RIUPeOjBHOP0nN7KOZ7NSabsbJ4GJ33DRWfpHk7j7OgKH13SC36nSO0fWzHOF/g0P8ULnSsQcOLBs6QPnys/wBNYNN3DoR9PruQJjm/D4xmOeIULr54rKnjkR8WRMfrGA17hQJNMcN0W3j054ANg0TeXbjzrJ7d7vLALO5U34tk4ecxFgz3JlFzZGn5z4QqmQmkeHNGBm1yeo5/c9BYOc8iNtjn6zYNXn7muYNAkgxxHv+A18QyObmx4vIbzbA6+LGzasesv78EHF92WE8yhPzWOz8KZD+INv/SQj+mDj67o2hxXfKLNjmLIM7yex/c3j+kTp678Xrv699xFHTKEMYSAQPCsYRiD7glPUF8bOhb+xquvzq5UgVKsHS27KlJ2rn6zrBh77shcIW6XakfbkbkdYbtlxc3PF/xEwe5aoTTHVfGzQNAUd6cBcDuCV/wVIbtzu0vF1u7Ye29HtAqtggtGMVGo7dgVZjtxxdpVETXHUbxCjgdjduXed3vuWF5hslCwQ3dMbeFip012R/N4a6fuiJ6u6IYsxpw8aGQxH4wFgqN3esC3BYiP5VqJTkJ6fHPr3BxPgsqhBTRnZU+Oz6acj+0kkHHu3bEYE2jgXTkeOKcUXh+gy9k1Tg0OTjjg96zhgbNzdDgEY7hKOPrc49V8Jx9kpUNBBi8+8cHn4Ncak1QmALegwCM5OjnxoSE9eecvcMDhiywliPDSHxj95CcX/+4ZD+biXxMDeHAlY3JKsPDjFT7jZHBtoQxvNtAntujIvQRGH2hIuPrxoB/9niUG89BgW88SCL49g6uwGcNfvOgnY8XSmHv0FG7/JBb8mGv3XrHXZ75rCwpz3eMZP/iEi394Jm/ySZrm68c/2cxnU3Twr9/VGN7il63hNqYPTjK75nfwGmdPV3Pwxfbm8Emw+umArdgim4A1F132BdfJFzgy+SgLTbyYD9YYvJI/++mfInqcBIHjF/giM1ro6ncVh3CMPPurEzCafvGRH/BxssPnCgbO9IM+e2tgzCN/cQcfWDogpys4+sGfMbYylv+YQx90jBf2wYe5+NevL9p0Vd4Rl/HaXLyRXeGFx1x4XNFBrxjDT/QVcP5lDC4fyvIZsVzOg4cdySMH6seXYk4PFmxiGq7sh49OAPEKB9nQNj965sIVz+Rmf3pjC2N4ZRN618+27uFlJ7jA0oF+dPg/OTT9+p7n32VRF5xawlBAhkGcAK4UlhO4+mBMYfJ+226znbOdtJ+r2T0r1gquo2XFSzFXiBUKBU0h02cX265eMVYg7bIVVYXT8bdCbJ6CCHfvpBV4cxX0irzi6hTALldxdZXwvWvXFFvF065ZUUfDztjO29G6xUB/MEGxt4NX6BU5x+34sYt3ImD372TBT9oUcLjblc+i5vU35jSibwbw5l27BYpjZwuevv4nC7nsOH186GrxYBFhAUIWX4xzTo7LQTk2x3SVyDiT3XPBzHYVY/eCRxCBm0A6Xq1wSs5s3E9FvAYgn5+XwMcxXZ0KcFw0JSRBYqzAcJ+D41Ww6BMsaBbI+JZA6daJjb93AEaihJOMeBbIZNAEk3E8CiZ9/iqVHTp+2cAvHlrJo2d+SZjc5qAjkPi3e/1kIw/c5MOnYCWXvmQcvW0ylkSMwVNSIrv5ZIBX0OIVHgHuWbz1LN4UTTjwBM/g250XvujBXOMaeElCvManZ/e17OvZHLJNot8vzivq7cjhlNDlgwo7nHjRDx4PXclIVrLQDbnoQiM7nt3rTyclNnPNg5d8nunKM3vRCZxoZxP49BmnO8/0Cg+doYmeuZ7hJXu2pw/3cBjjR3CZxwf0m2+Ofn2e0eczdAfW3OwqXvzmXezhhxySP/ro4RMucuMrfuADa1xDC359GjrsQT40jLvqhwNf+GXXeIw//ebhB136ITc5NPg9a3jDF3g8G3eFw3zjbOCqf2Tb9+Lms238kcM8/ea418f25uOT3tBwj6ZnPqUPHlfz8CiGzWUn+iru5B3z9eEHnuoT2miCGZ3t/+8OB1pwmwd39NhOnjIWH2wMJ75b7MCNHp7AuqJNVnpgFzT007t74/TLr+HOrvrEnau5mrjyfPXvsqiXJCAUyJ4xibh7Qkm8GFIsMKqweFetcNqV+zvuCpN7x+wKkx1xX7wr+h01K/oKlMIHXjFWzCwK4FHsFXbFT2H18ZMdq2QNrwIO3iJBc691vK9YKth254qzd9oSvkWBfnxZaNg5K+qO3e3unAqQy7tdRdtP2PyhFEfeCr0v0V19Le8nb3BPwf35O/OhnUWBxYPi3WLGIsQiwhXvijn5vE6wMCG7hU0LHnqyKNDgcZrgKN5vNdHzGsERvvdEnCCnzck5M0dlI45qXNERnMb0c1TPnK0g4eQc1lg4Lazw4F11wc6RS4Rweeb8AhC9Eg78M7a7bLD44uzD4374pk9wok3Xjvr95hRfGt8TKPyuAMcjfvBpHJz5fvNqseHUhX9ZjCj2xvBjDnhXzxIJvvHPt13REoz83z1adDM62ZMQejOPXs1xlUzJVpGCwzx4xRU4uvGMNj4kbH1g3YODFw64jMFrXEIwz9U/Rdeckgcdggs+vOiUTOAF18KA/xhrp+4eTtcKeknHHPfookOHcgOe6aqcgR/P+DCH3Pgun9AVWPPRMU5m/OJPMxdv/MQ93adDuPgSHOzKRnCwCVnTL78SE9nXjkwfX4HTXLrIn9GvEMOZb+FbQsdP/oiOcbyCZWcxkR+TLd/iP2ihaTya6JlrDP/mKCr4x6cxsObRabTFAHg8SP7u2cw88ObRhXs6wgcc5KBPcoDVB6d7Y+7JwyZw4xu8fjaHEz66Bwc/+unBmHvw5sJLt3hnA8/wjaxrczjJ6so+dMAGYOFBQ57Dj1/JlF98PGee36vTI5jooQUOXfjco4m3bOWezfTzEQ2v9E8+tM3Fb7DwsTE4jbx4SOdwa2LDNdnBiSXz6Z4s7ukQr9mHDd3zcz5+9e+yqDOahgGIEcBcTOR4rhql+gJcIbTLVojaqStQiqtiXpFWhBVyu2hwipwdlWP3jssVuNlBv/7G9FkgKM4KpZ+TOQK3G1YU4YFPIbTL7ajfPZp4glvhVNAtDhylV1ztjvsq3e5dgVY0yaT4Ow72Ht1X7cZ8Ga+Y+zrb1bt+CxqLDHMcyXttYJGgeYfeDl1x9hMwPKEZDxYVFXQ6I4OFiavFjl2rBYgFx/Dx7vuzsMGXExI/0fMHGnJCzif5SJoCw5VDc0zOk6NxTPcFrYACw8n1cTqOCj/d2UH7gxCclO0lADgEk8YBzTVHgwucq6BBW4DgBw740W/3LkmZX4BYvHndwgfNFXDNgb+Ax4c58IBD0z0Y/X6ZwF5OenwbUUKgJ7BwgiO/PnTwKdjwKemRwThYc8Chq48MghM/5rnXxBCdwAEX++inK3NHH/vRFTgNfsFcUYZDoz+JU2yeMVmhxaP52QKseeiIY1e0XfECzhW/6Ilv1wr4s4q6MXjQgNtcDY/6yYUvz+SgI3RqI/d+/IdvfIGFyz35XKfQ73+MYQ4aaLKrZMsOZDYXDc/w0aE+i/L5s6Rv/3Repzk2la/Yg5+5KgLu9YstpzrmecXmLx3qs8DHj1iiM7ZnS/PoGF/4cB///AWvfAO/41N7CgZ2dLLP4YJXP774EjncG6cT43Chgw+4NfjAs2l+SdfgjJnj2Tj8+uPLPZt5pjONXOTQyJb/w61PrIAzF1592Zac6GUn/N/ytItZdkJPHiCHeFSUvcIlq/lkp8Ox5X7ICw+7468/Ee1nu+Z7xeZDbWNowo1P981xEugZ3vwHTrmOXugHb+RpDr+Dsw2se7kFHrzSL5nd9wynlp+DoS82ylbkZlN6ECNoZxf6ruaKgat/l0Udck2ACXLGouSCj0IIThAM+f22hKlYKr6KrGLqiF1hrbjqczSviCpYYF0VUO/i+xmcXaydraNmOzXH2AqexYGrxOyPr9ilKpCaXS/8X79/fxYKaFowoKGAmmtH67haIdV8bIYWfhVfhdfCwW5YQFtoCGaFXFGzW+9rfKcF3vkKeLtxv3H3Hpgu/OEUrwr6wl1RRoNM6Cn+eHVC4GSD3ixiLEzw+e1vfmv4JgN5FXa7eQsa/PgQTzG3eKB37/c4sx00R1MY2YZjcjL24/Tsx14cy9UzxwXTlWNzWA4FBz8QbHi2kHJCw6mNK+aCRNDBx1/MR3eceb/w5Sv8x9VcOMEUWPqMSar6BSJ8aHnNQceeBWkyTcDuMVq+GH3P5IWXXuBgK69NLML4gb80Jejoi5zuweOfLshXwAlmPIMjqwSAH3x6pj9XOCbZ7TEvXgtmY4IaXk1Ao8UGdCNxgq/gGhfgYOFwXwIFExweNfMr9ngbunsCgTbd4BEt9jeHjcilT+IQ63AoxtrZp78xvE2x3SSFF7KhAS8+4fUMJ3iNLJ7xQdbkjl996PKLeOa7ZIMvnukMDnKwNXj04WE7vgG3Z8fg8ofY9PGrUzd/UczpmlgCiwYbKuC+t7GQ53MW72ILnFMqPMHvqrijW4Fwj3+88qOKOd3gky+jg0/z0wf6ZCCfJvbYTgPHj13Jgkf96LCde7rmR575Jfp48exKD+jSV/amR3T082l40MlHwMJjLt7QJgc4TR874ivceA8WP3RAbjyhR246AYN/fMNvI4Ie3cv3NmryG1nFHf7s2s3BI/r+8Jfc7WfEXo96LWnjxV5sLLblQDpGDw5XvMJL53hjQzIUz2yJT3oCq3/8Y20GB38gK52Yjye6GX3u60i84jMbTHwsbXKnR/TomX74tDE60qd5FjNi4urfZVGHSMNMDmX1jjCG9WGM4JTgK2M7VLthRdROU0Gyc1ZYHbMrVoqTIqWQeTZmhyroFHcFVSF1VKqwOsp2xCwh95M0u3x07BgdfzsuF4h2xnChER048QFeq4j62ZwCq4jrVzAtCuyiFX340Pfeuo+2vGO3a1RI/YEZBcKrALtIH8r586h40WdngB8LB4sFRR3NrooKvujBl/Fg8EFfeLe48eyq0Lu3S6cXR8l+N+/9tt+K21VwbMWVoykqHFZgcUJJiBO6FoD69Ql6czgueDv7khPnZ2c2t5jBI3sUrALOXLgEJ6f2jIZn+LRbP9n//EefcXCcGg30zdWPd7y6GmMHPgDes/muGniBJ9AkAu/fLUCs3C36LMzYhN0stiy8fC8hQUva6JLXlT7Q5PN8n1/jXT+fx2s8ggErWeBHvys48JqgdFUIJ0nsf04i0cDriobAlUzhdIXXXOPmGhf0BTtc+NPn3hXsWTw9T9E9/viNcbJKoEN7d8nx2pwzgaAPjz73aLlHHz7P+AWjj1x04Uqe5DdGJvLJI/rds2E6gwcc/GTW78q/XI2T1xzPYNkfLf0a2cjIR/EBB/+w+Pf6Tsywv8Wx4qF4KwB4hUsh0KfxObEl1r12Mw9+9PkL+OwvVvCDL/GCF335Knk940mjC7aHB6/GxR786Y/cigYZ0OoqDsxNv/RiTnGID/TxZh785uijK/CuYgx/LULxTbYKG5h400+v8PETNOLfM980job54OAOB97xG290ARYv8gYefKNjA6dQ9z9k+rOyNlM2MPiFh878z47yMJv4pkn+tVjvF0I+4kW/43F6HR1vjqRrz3IYm2dPcO5d8YTP9Buf+CAvndAxucBpdKI/HbvyCfqnJ43tzdfEj/lioWfXYtm92DLn6t9lUYdMY2iGYQxXTLvHKKEphrAUY7epILXLtEuvuCtO+l3tUBVm9+AVKsVW8VLQHeHb4TKQJCyg7JQFmh26FZrirwgrtPrA+jrcEbXio2DCh76FQ4Xd8Xtfuyvk8Ngh40HB9Y5docWDoLfDc3Tu2NlpgCLtRMEiw67VawAFT5G1qFHQvbfFv4WKuRYP6CjqeCa7e1djXktYTLjShx29hn98gyOTpAQvHaHp53SOm6xifaCnwAusCqIrB2VD/YKNs3IizxyN/QSKAOCAglgiAWO+ZGHBQA9OH+jJalhQ8AVz4ICbM/MF/QUtvHwFDf2e4TTHXDTM5Wv68cWvjJXMLZ7ompwSATqc3ArZ+3K8ossP2Bd/FnsWWZIE23iPLgA9s60kwZ/gQl/ihxtf9CXI8FMc4B2vJTM0iwlwkod5cAhc8ha8+gWvolgMuYcTHBrG2YOuoumKDnzwCm58gYFbM7+iqxiiZY4+cOjgr5h1jw7c7s03B18lDwkFLsXX/fkMRj/aJy08gkt/ZPMMxpjmHj/u4YmmZ/f4Jp8xPLrXh9fwspUx/mEOGbX0Do5MnsEoLo7R+YUirXDIE/LGbBR+/JMpCP7EM579fwV8RByLMa/V+L+Fu4W+1zZi3gI63zEPn2jilY+7b4Gcf/EfPoh/fIpF/NElXO7FjRioQOv37IqOcTjo1jPcaNOFWJ/42VdO8TRzd3HH5vSLP3oqPvGkD24wGn7MTf/pHG/62NMVT/xLf/FtPrug4R6f4OGDx7N7cQsG/75/EZtyjbiWf9sgsQXbFKf+0qRFuQ2Yk0r5n630aRb0PqjV6FlrgUJWOQ4P9CWv4L1nelTP8GcOu5ERDrDm0E26xju+2JRs5DHmPt+EBz46oA82gI/e6JCvsymbyQX6wYjD9P/CRb1gKVAFHmYQxxxBciTMWVnZgdtp2qkrkBVtu2d9nhUpDZxnO1A7cIXL8a4VtaBjUEmZsXyU5vhLQVXYJG1F0i7cXAFqZ2y1ZgWusMOLrmN3xdICw70iik/j7dTxo5grrBpeHJ2jb0dtNw/XCSdJoMWRyM6RBL4doGYFaSHiKAjf5MUHPAq7om5xA3cnBHTmHizZ8IjnThvwaEFDZn8itqQjWUlKHEcicXXUlyNyVsHGboJWIHE4cJ45sXGJijNyeo7MwTi3QHNaoV/AsYkiBg+f4Mxwc2YF2T2cHB8dyQeMpFHQ6xcIeASLF34EB37NwZs+evR6BkyJph0MP8VH8HhrQcg+ThYcv6Ln7wqwge8Y7ODZyDz8ltDwo8+z5jm+BRe9kEUjiyYOXOkO/+Bc8SpA8UiXAlW/BGIOOnSa7sSYuYqmOeDB6Hc1Rt/mKgSe8QbWHLgkDTFrHD9n8cUPPuEKPxp4wwNeJRLz/XNFQ8zD75+rwlxxRh9NuMGTj67Ng2/obYFOF2wKFhxZJK7wgWmMPHSlj77pwRz84j/fS7f8I3vhIx/hX//46F9zesN+Fnh8wvtYr2Yc/9r5WSTySVfv2Mnk1IdPg/GTKfHg6B4/6NMbnvCDV3TFIJ24B28+XsCiD7akTz/81xi7uPJ/cGA846dnc8mJNj2SHX3j+atxcwf3/jQNTvpzDS/+4KMzOgdPrmwKLxhy8SP35rbYamHDhubATRbwZAZL9+bSpX5w3bfoQR9dfwTMd0ni1Dc7FvJ23E5K5Fc5yAILHwq8XxxZ8NvMyMHG5Qn5yq5dS+do46Wmn03wq4+vyTd4oQdj5JPn2EVDN3uaA55twLGDPnTogU7IT798isxk1J//oin+ghUz/Ia/u9Kz2KA/sFf/LnfqEGoEwVgG5UwaIY0TwpgEqhj52ZrCpWBWxO06HbV3LG/37F6RdEStSOnrZ2CKomJop+sohrEUeasyxdxxqnfydsyO9e1cOYMC672ZpK042um2A1bI0fNs526Xbi6e9eNRn107p/CzNAsMu3rFVKGHQ4G2wldQ8eV4zkrREbEP7ziVgs8hLTbAeVaYnUa4dxLgiq5Cfjb0K+p27Qo7WeLRvcWGBYzVKB4cQ3FqR0mcULALck7GCTXBxLk4GofljBy6Z4mAcwpkDgWWc9vlWEgIHA4vyOjDUTdY86xewaLL0eFBA7xEghdBhAf+oh9Mzo4/JOafCgAAIABJREFU/BjXLyEIePdW2pKwEw+nNuhaxYMxH25XPhm/fNHij83Yw5GrQCNH33jYjfEZOjp1UyKDHz648czfBaB7soyc+7cZ4BYL5MeHZwEMjvzwayVg/fSGFl14pnMBLNYUVs/Fnaukiwc8NcZ28Jdwik109IGTMMwVoxKD+cbgJE/FtDj3TJb64ZJsKuoSC3xgjMGvJS88ZGoxkQ5aHOBh2i5o8IOWecHCTV8SoauxbIF3/dkbXfoGM4n4+CNM+jS2BIcn9oSTv+Hfzt2Hc3iGxzg8eHGPHlj8oylmyKvffT6PP/Nr/Ao9fkLe8ef9U8TsbtGNDhvCyx7u8YQX9xp/EwfwopXuptjse3JjcLJn/gQfeDwap7OucIL3zEfQ4Uf4IBedRZuuwMPl3pXvgiUfHGIQXXYDSy7fxtC5OeDxQyf4d6Uv8+gHj+iba7HVOBx0DwZONCqy5tMhO4ExbiEQbfpmW3Pcg3eVT8gGrqN3ujGGTw0/fMYVbHyixRa+uscTnGPbzVnyIP1k8/QIl3s6gJ+d2FlM0U9w9MXPNDHWAlc+AH/177KoQ6IRBDFG5AgEcU9YzZj3l4qUIurnZ3ahilGFXCJVqBQpTYFTvBR/xVtR1u841BG+nZYCb/ftXajCZcesGMJrJw9OYgarSDuensS//8+2HZlFhcTu3o7XzlhBgsMcYxV//OFfH1rg4PYeWzHXjNvB49Ou3OpRMVccLDTwZcziA5xFiff+Pv6wmLArV8AtTODFh8UEHnq3jw4Yz3gCgy794M1ChOyOmulFEHBcR1cck4MICo7OdhzK+2bOxDkFIUfieJ7ds6sEJlmBgy8HtNr1tT18ggguiwo7H/jhUJThECj8AyweSgb5Chh9nvHqGT/maO4LKLjgwY+gw4dFE7+wci9YySvQ+ST+wHt37mNEunK1urey9wrFopNe4fGuTiCaowk2PNGNZ7pJRrGgD59k1iQFspgjOZJNv5jAs2aecfwJVkmzcbzDLzGAkyTxoF+hA2ccHgmTfYzFnzHz0m/FED78oCfJgIFXnyu5JIwSCJzGJFY8wGPcPP3uK+oWHhIOPODBmo83MrryHffgzIcTH+DjBe+e6VMfHOQwD//w0xUewejnE+bRM1/JHuDyaWNg+BFePMPNBnzGM3xwaXRLn+N7+w4VHF7wzJ6e+TNZ4IEbbXyj5d44eH6t3zM68KNjDBxewBiPPp7Q84wG+ckEHn1z8eiKF/qEWxPfZHdvnMzm8R06wy/c8LqCc8238UfX5tRXAaYTvJiDN7jAw63fHA1P5pIN3+CN4we8q368kgOPcOPD3PTIH8DgW04BC5fijr4+sGjSn5yHJ3FvnsYeiq6Fv7n0B7Y5ntGW78CzBdzZGY1oZ2f4s7uc1Fxz4DUGD3pwDuzNp+O7xtNLNsFjOsk36c94C1xxVSyyD7mv/l0WdQouCCkZYo6BCUZBJKPbJSpMCo9iqVgrTHaXvdNWkNqdg1GoFGm7Wbt6hd/RrgKvKSSORxVHzxI0nJK0Qq+w9f7aIkFxBGeXr2Dqw0+FvQKqHy6LCgsBCR6/nsEbM98CQD94MijKfp9tF2jHZzePF0UYbgsHu3gLAicFFgSKu4KumNilw6fhFV46cDpAH+Yba5EBZycdrnjAKzhjTjgcPXmX7miQUzkyFADswkE4TvcVSw4pmIxJJiUfcAKMrTVOps/OmJ7NAc8hHYc75tYnaMFzaD4BL0fm/HzFHDQVT/gm+HYFbMw8OI1ZBccbnHiDH19wwu336vTsWNSYRQY8YOAWkO69rmFP+nLM6staOqdrzSsLCyOJocCXiMjN113RdC8hoY1PAeuKFrr6JUFyaGjrp/+KLL0UP2JI/Bh3r/CRdejsu1bjGtx0WJHUhy9x6d6YeYquZ3SKTzy7RwPPyVaf4mxeicNc95oxRbyj+PrxqsjWX+JpAZDfeGZHPOHVfHzgAR0NLF7IE3/kTTb8G6MnjS/AR7d4kPDZny3AauDon78Z84yPki/8wcCd/eCCH1/6POMJLvfo4hcuPmGMrfXDgzZ6cBgzh3+gZx5+xCffhB8/FqJ8Hk4w+HKFHx/G4IUnfugQT2CMR09fOPBlDl27B0fPGhr0pV8Dgwb7eMaLK1jyoGNO89AhczxnL3B4wwOcdGB+Pg8fuvzFnGIHLTizg2djiig89ER35EQjXdBHMWg3Ht/0K8+YC69ijZ75njV8yYVyjQ0R/aAHHzx4kbvAoJ8/oE8++MCWq/BMXjTgNjc6xuDEr6u5bOuen9O92KYfNqAfeuRTru3QxV2L6mcV9ucu6q3mC2jPmMMw5bmXHBU9RbxduR24JKqQK1YKqHtJVrJVoLz7djztXbqi6v2newXRjldTUOyCFTLF0rtkuyxfjCv8CqfCCLcPWeyW7eAtABRNCbxC6l4/2nbuaOJRc+9I3xWMwmshYgys4ox278IVfYWWLOiQS0HWZy5cFhl4tkhwlK+wz4794aNZEMw79YePRjaLCfMtEuCokHePDni82cXjybcGnImDOVZqxSmB5GQck7N57p7jsR2HzUHBcLaSC7tyMsXRKxDOD57DKoS+wPcBI4flfPwBjCuHhFcgFEwcV4DCiz8B7wq+K3jzBE8B7BlPf//nR/OKwdftXsXQrY9lBBRYR6jwCxqyWqmzFdt7PWER5hSJPfmoD+l8aOgEAA/w8G06FGzuBRzc9FLSbBz/Epx5dIlP8HitWNIHPALWFZx7sQRWYBe4xui7AGcj4wIcHXpEUx8Y/HguScBD757hcUVDH9uiW7EFqxXTJZSKs3449Cvwdg+af5KLe2No4JvMdOiKJ7qYsc+ezBz3+uGMR3LgzxhZtPwGfff4wbt78qNFp+7Bszf/c6UT/o0HNoGfHfVL0Oa54tPCt0TOH+Gi74oFGL5eDKHH7nDghT9UzMllnmfj7sEWTxad7uHCv6v58OcT5uEBr/lafOOFD9IVOLjMBUfP4MiLR3pwNVaTG8yhC1d46Ch/c4U/mHyanGDNQy974yccZEenK17AGocTPxMv6yP0jp5GXwow+1vg0D/7wW8O+4CnP8fqXqF5DefEzcJeM24eOmxLH5pn+ZC+4KMDvMkv5IQ7e7NX93zBPdmbYz6d4o1M2Q8efNtIuZInHdIJfcFBPvzQo3t88Gt6Fg/mnfkAD2KT//KPM66fVdCNXRb1AhlyQjJcRs6omLRS8n7X0bdkqQh51203rQj54r2P2iRVhVUB1m+H7rfe3n8q+o5XFWnF2kJB8fZBk2Kq2Cnw3psr3Hbk3sWbpxArqnbEdnHeg6Op2KKjIErwcNhd49O94miu3bXCGx4FEz4w+MWn4qzw4t24wq3PQsazRYeC4dkcdFvEGO8dPvrNt7jAIz2h5Yo3dNCHE+/weJWhGQcHh4LECTkbh+XYnjkh5+BMnLHE1T27TTA/vhlHKylzRvbWOC87+7kIG8ALj7l2yQq9MU4JlpPigdOWRNEAz7kFGL4ESUlJMhJUAtAYPvDsCi9+BIyfS/IBPuHon+390sAiDi/oo6WwF3yCmw/SGTiLx3yPzi0e+S0fM1ciwQP65IcnuQQhfPjFu7EaHgUfXRWsxjzDM4l7A1qgo0U++gIj2N2D0+iYDo3pN16RRhsf+iSCxtEJlzjV4gXP6NKnflfPaKHjHv7hc+0lkZivKeLdtxCQG9Ac+vslPdwKE9lcPbN9eJOJH/ATcPAaxzs+8eYeTXP5imf45CDJGF06ylb0yQb5lDFNH5r0VRGHg2+aayEJFxtLzPhCBx/6kscrFnPgFAN4N+aZv+ERHXywOz56NoYP9jIWX2SOZ/MUA/oA4x5v0TQXXXHi3tXc8LqSEc10AhfZ2Ak+/cbRT5/G5Q3y0gs+8E4PcOrDZzZmGzaBJxj2S0bx4x6P5uCfrtwr3nRrPrzk0w8nOPLpYwcLbXVgvo968/Pvo+R0r2L9Ft29+Fcj/G0Q31D5bsbC3RwbDX9/wC7czp3M+JWDxHY6IKvWzt6JpL9fgCc6oRv24At49Gy+Z/qkY1f6BYd/z+QCY5y8dGDcGN3rB6OxD53po2uNfvRnJ2P8ja6v/l0WdUlDE/QZD4EccIRdAf2WUIH1n7goTna1Cq8kKqnaXSpOmoKk8CtO/nKbZNuO1nG7PrtAx7ua99WOmhVDCwCKd/U+23t8xU2TqNGxi0NbYdQUTrQUf8/o48NO2C5O8ecoxuCBA4wC76pI22Er4tFywlABb9FiIWExAw5+eiAnHeDBzt08+PUZbzcOLzp0hSYcXYOBK73Rs5+WKYZsItA5HOfhkJxYkHnWL6lxHnCcOgdlS7ACDjxHKihdjdkhs4Nxz+bDp2AKHE4IrzFOzHlLbBKABGGO4owHPMOtn7Nyev05P1gJBk78482HiAq6/7HNDtzKXUJtcafom4cHsrl33C7g2cmJhoTBz/hCCzF29yqlYMWTAM636ZL/S5r0jC9X42DRwyM5NfIYN09ykDjNhcM9XdHRCadfgLvCZ0xjC3OLPX0lEWPo0aNmbvSjW7E2Rof40iem8aeQw60PPjtyfLhXVGsSTE2fwt7VvWYefHA1jib86JKbvthZIxc+9Rs3t+Lmnv3005Vn+OHyTF7z2cw9nXhmEzjYD25y8G9+BI7MaINnM318UjOXnvTzQ/4Lp2e+jh9FQQzATzZjYMiFjn704y8ceLYw8Bxd9NIFftgdf+aiUR+b8mdj5oBDjw3RxAe89EhP+CF7/pUOwRmjM2PmaHCgpZjgBx42hMMYOu7pH138uYeLrOCTF14w+uDS7xl+jSx0Qd/0Sc/4Ix98XiU6YRWj8rrcrNkM2awp5BbiirtXsr5p8gdo5CdF3FyxLa/Kw+AUeq93fVVfrsIT2q74wJNfPsBp8+L7GzWGfOTAGx6bQx/sSD90KA/Bxf5kzC9dPbMZX4QLPbBosok++qR/MYaWK13y98aMe776d1nUBbkGWSsIzHCwDEJwjFilUKIdpWb3Q7GMoqDZ0boqVK52oRKrfl+ZW2HZSduNOSa1g7K7+t3v/zAfPSn0DO2nJJzez7ccwzgatlpzTK4w2vEzfMlcwVYgFUb08NPVHIVboVXwjSkAFg85Eli8wtNO3O7eXAUYbjIo2I7OkwueFjFgyGzRgB5aHbPTh0KNd/ft7vGr8KOJBzBwVNT1c2S6EOycrETQqt4YB7STdWwVrJWp+xzMvBIbBxRoAlOTEB21W7A56vZsHD32tqpmewmxwJ3EtclVYOMhp5/rLgSNoceX0AdHFoEQrxxfMfY6xu+D+Z9gMgcvvsjnL2zOh/wUxl/Uc3rk1Q2foT+rcPJ6vcNuAp8t+BvcLXoEL5/Gl4BFBz+CC38lwoJVH/+nE/wIXrEiwSZ3ugQjWEuaPZtDd65g0ScnmvroCSye6IMc8IDT6NS88IpP8GIXvH48wolvidoVn2iUOOA0Jt6L/Yp5z67+9ewefElIsUcTTryhjR8Nj3RCJryg7x6vrnxIkjOmDy9g4KZP+DzTM/7pjD0qkO7J6dl8tkOPvvioMX7Gf1z5qabfle3xzvfAKMT6JWct/MYVeHygBX/+yEbmwklmc8DlT3i2e8QXHOQFQ2Z48Q3WXLBsy/4Khj600mO+YI57cODpHg/RxwuYfAws/cFlTv2e8dE4OnDkH/CAZSf4jOOdTeBhJ33slDzJkG1dK5DkxAfbim35Tc5rk2VjaDdejDrBld+9drWBUsQt3MnKDoq7PAVOvbARkyflcjlenNsIyps+7MazXOh436tR4+qOjYJvxNhIXiAD2Io0+TyzH79iN3akH35AZ+TP9u6NZQf6SsdoVMTpT7z4p0+MudKPGNOu/l0WdcQ1iMdw++cmGYKhT+ehVEW8d5a++pY07ZoVPUpV7BlOsVPEXH1hLhlbiTniVuB9LW73xECM4JhXoWUsydmRs9WXlZ0dnOboH0540JPMJW7H6gokWgotp1Fce9faDh6vijVn4DTGFW6FFu0WDXhUuBVXzoIuB0NLszAwbg4eFHsnCMbwQQd4UFjgDBf+FHT6U4TA47fFiHtzav4Izp8++OskDM7DYRxNSiCcitO5L9j1cX4BJVFxPvcclj09s6Gk4B6MuQLPvaLpi3NBqw9+vxEVDH7eZ5FlPjrG0ZIkOLt7zuteQxOsPjTwqQ//duIKtZ/N+SmdBYpvM/zCQIAlJzySo2dF306cTyjwjugkAicJPmz0tTtfwY+VvW8a6FXAm+Pdur8ohhe8wklmiVRA8nNjJTJ4FCF60kdeepOwwNONq6Jkrmd6M04/YsmYAC6W3IOxywUngM2FJ9ul1+LSePclhAofHPrg1/CAV3jRkSg8xwu6eCIXvMbvFvDzWXIBo4ibFzya8KLpCp9GDnTpEW/GyaOPvvXzB/14BO8ebnjogM3TIduwA9/Xb7457KafPcyz6/IzSKd9ErVEzNfQgsM9HzNHETeuH29wS+T4pz9+6hmNgbv5dIoCHGTgO8bCDSeejBUXZMKbYoCGZ/B8CT1xUfyhCZaOyAiuBTtabK2PnOagAV6RYVf0NXjMJxf+4pFc5sAp9tCH1xyw/EBDn+zxQp5sx95w0AEaGn7wpf/kjV3xYr6Gf1dxLY/KwWqI4urvkMj/Ng5i2KmkjaJf+8j//viPDZ2fEzulYzsngOqH13Pg5QH1RZ4V8zZ6Yl6dkLfUFvmGTeUA8L3+ZV/5TW2RZ+iATugHvIUAW9EDfbmnAzqiV3KZwy7G6YP89GNOcehKh2CLZ7GoX0y5r/7Ce/XvsqhDqmXcWaHs7kAwF6gYtYtToEqWDNN7j46cjYFRKN27Kl4Kr1WVnbng807EooBB+0MCjKNYW0XpV2Q8mwMGXrtfKzmwCjdjekYDLcXSlVGNM7A+zmS+Z0Udv3gCqymoJywnmw/eXn/j9lgeLTtwixZz0MQHniwQ9CncijrZLSYU8Po9WyiAUfTxaNFgl99iSEFX+I1zSs1KVVHTOBLnEqACVyAKcE6ksZMdikTC0SZ41xkFIMcTdPo5Y/eCXQBZxXJcCbTk7NWJYLOA8X7dXP4iAAQGevhA3zN+jFlQuOLZ1amLgmwRyGZsTD5+5DjO1/29L8ePQBNccJKZvK6CzcmEYISPXf0/ABaOkocTC4s2uqZXfwJYwW8nT2Z4yVCy1kc//B3fEhUe6EAy0Q9eARL0ApJc5uinVzDih+4FMJz6Ct7pO/5Gu2ewGtiShTnFpYWAhOAZXLTwhxf0JAVzwEoKiiI4DRzc8eNKJjyZL8b9a1d+94o2fBrc4PFhPlxsTgfujbs37gqGvSanrH7pG68KEr7N0dDRDx/b4FlRBM+3NPrGO7+A019ZtDGQzO3MFAHxyTf4IJvAIVbs8LzO4wt8xjGsAiDJ67MQ5H/o8Tfz0MQLGcSVMTETD3jlC8bFAL8xztf5jn568Uw+/JMVXnZxhRdcDU446AKsfnaED/3GzYMzn9EPhp/oQ0sfO4CF045VP/3RDznA4luxpC98RYcd4TAfHjYzRxzSv3lg0MUjXcABvznhMderNJsf9UJRFvPyqWev/eR3u3LFul9CWej7OyBO43xAxz74cfVzVrBe2bKjDYGaYuFgY6iGyFdyOpj+vgd86PoFlr//oQYo9mRgJzZhf/y7krX8xhb0SC795tAnmeVEz5pYYT9XY+zkKh7okF3FnnF6M168g7n6d1nUIdQ4H0KYwQBj6SPABNn+lTFJUrMzVZS982AQyVlhVLAUU/cVMAVVErfDNsc7dbsn9wp3qzXFUTK2AnM8o2AqvgKXgeyQ+9BN0VT8GEhQo6kQoqmI48+YgqmowqeIKsgKqWd00ACnMBiDB40Z+873pqDjy04QDHxoK+juyWYOPOiTGz24wCnSYNCINzDmwqHBC04/HhV/AaDIcnhObkXJoay4NcEosNjHcwHKqTg++xmveLGp4DLOgTgWx/Vc0PrfzXykKPjZXuCjIyCtqgWHwhl9wYsu3BwevOQAn0Io6CVnV99PWKELQMf5FipgBKjVtKRbsnGsLqDME2Tklpj1uVe0jXn/zifokO75kt+uwiNZ80XfJQh4R/aShIUp+SUgjXwCS7ESmPhFQx953IMRI/RJb4pn89yLG/pqEQzGON3op3c6co92Oyw4zRfI5sCvnUmh4DfHfSt8yRcu8WqVD48xVziKY/PAwole9NuRSyD41u4WdGPRMB8ujRxojU72FwQdIerje3wADFjP5tGtJJiM5oCnH3D5tnv0+GYLWfPpVLElj6NcMSr2nOD4OSO/shBXAMSFkxm7ePnGqZr4Emf3Xnpp4vmVl1/+n2bhLR7hA88v2Z39+BIe+J4Fo12fRWWFDc98ky+hKfb0iQdye4aHbsnpmR7IyN8UEjoha76WD5KTX4AlOz+hO3PgwQMaxj3zsWDcj32On7zhj13Igh764pW87tHg83zfPX7h95w9+BdZzYcPHbYxTubm4B0OeM2x0JJX5WobIEfu3m3bNXv2DZJc7yfMFv3qg6Lr72T4Oa8FnOKKd/HvFZu8oUgr4OqGhYINowYX34CbbeV7+ZQvuFfIwVvQWezjQ45gbzmHTeiFrelbTmJXeYfsZKVzNktmMWcefekjPz2wGTsWZ8UD+9CbOHEVD2dcflFxvyzqnEALsXsEMMi5GJBhMGsVpFhSlmNsxyICiGIYTHJVuBQpMAoUeKtn8JKupnAwimKloCvajpoZ1tG35M9Iiql7HzrBLWAlccVc4VY00UNL0Wynja5nSR2cOXb8ghpveEHLKpEDma/wmq/gGwOPnqbAwsU50HNvYVOxNg+9FhfG0CK7Ag0e/3jxrOCD1QcWXrJ0xT++OKyPQAoADsaxORKHE9SCin1KJJyNzQRngSeo9OeAAptDCkoJBxzHk7AstCTDcHNiSQs/duxOTVoxw1Hw4wsv+LCQMF8y9DEKW7Oz3bKA9DOVc0UMzjMcfA6vmmf4NDt4SdWCwxhe+Qb7sGk254949vt0iys6thpX7MnguJ7u+DceFUqy410gkkmSFMj66EczJjYELHhNnBiT1OBzneK8hQ4sXI0X5J7hg4Ot4EHLXPTx5D7cPbv6J/jjQYKINjsrwsPDvps2VnGo8AYj5v2TSJ5W1PW3CDAXDD71oVUBDy954SQfmTQ8g3XPtiUyOOiA/GSRX4zzSXpmG7LxTTrh49lCEWd3p2leFykOFoXyEZ/gc5rTHzlEjFmUa4r63SamnfS8+rVXJv84/uVrPrryfwcoBvzGxkJesLA1xkfwi1f8FSvkaiMk5uifD4s7/eRyXyN3OiCrZk7xSgf0p89ctMCgoy8fAkNHrnyNLeiVzdA1p9MPvKdzdNiuPKA/3thCbKKJT/bEK1nZcnDsT57xFu/4wp9YhRc/3p9bOHmVR6c2eXIzm9Gp3bfNi6N3p3BOB52qaL2aawFiU2BcDpazfXNlgylfytdqhriX69Gw6bKxlPP5hIIOb6cGfIXP4Dc9ZVMLCblIP/rlt3yXLsQcmelGv3ut2Kc3+qJPvs824sI8Y/o9g7/6d1nUBb2GkOaeY3AEQkhKjK5IUJAVL8NYCTnyUmismCjRbkki1STZdswSK0VTpGC0w2JEideRi6LuD9RQPjirNSssyreqMr+iB7dgBlPRBKdQetbAKJCCGU/6WmRwAnQYGC+O4smkHy18KxIWF3hwr8ijDx5O+EoMijOHAMO5Op4Hg07fH9AFXPhwVegtTs4rGulMAvGekDNbTAkIx9cCjC04GufhUJyMM2anAhiscf2crQCTYNhXH1wCswTrZMCKVaLiB2DREoiOrLzH9h7c7l1i4CNgrcQlW8H4xz9/MAsBizZ6ZG9/Txsf/Mlq2MIg3uHRhx6e8Sl4JAJJ024CD3glG5+zM6MX+NkknUrsApCuLLTomC/YgeHRDl6iLgFWaNGW2MgjDvRLbK5igq6NuZo7iXiLFN0JTkkADo2cghgucyQ8gas/fMboXlCjJaDhNZ9tzAnWPM9gXcEMH7vAgNuYxOBqTB/eJBB9ijI+4Qz+i4q5gq5Yw2MOePziUUMHj8YkL+MlqeQlP/rG8WxcQ1/fySd54FIA0KFLtucb+vkEuyvgc3r3o7dmh2YzYaEpF9lciFl/OIrNndLwDfnAVcxaVLsq8O4VdDFqYS6HuBfLioQ8Ix4VfPDw3b93b+Yo/GRS/H0b4kNT/PK9+CYjOfg9nejn356N8Sf+NcV0F7P0dcam53Tnah4fEQfih9/qh5+e6DbfpNOe0y04c8fX9m8mFJeuFXM8eaZ3DZ/moDVz99SFfOxsHjj8mMev4UDXXLwo1k775HN5Uy6x0FegbRjUAjXCsbpiK58o9P6jJrnHvTxAh3KCzaENj4WdjYNjd98+yVXwqClyEDu26GdvducT7GxhIc/yHTj8H+/4ZwO0LIL4IDnpm83kITKRUb97sWCM/PTPbmRmLzYQv2LJPf8GV2EXB8bp9UvZqSOiIQg5IyCAMOY4ojErK0Wq3bXi62M3CV3CpEAJlNIEh+Dy7Cq5mqtQUbwgVNAVEMFj9US5CrUGzjwF0lzF1qJBYUNT0XDkIuA4SLtiCR68Z2OCV3ArnIo2wyq28DkGtjhxr+hYsKBhPofT7x4fAh4ejsAh4IZPQuEwHAluiUOBpxt6sFjQD16DQ7Myhb+FinkWHxYFEpYVJhj46YKDalaSnIhT0bsdtGcOUrHTz7kUSc7JuQQcx8zZOCNH1AQ5B4aLH3i3yCaSk3nwC07HnY7QOb9ABOMIy//o5uiKPQSZI26By4549h9pCI6SCbwCEj1B0k9F9FXkCyoJ06LCHPKxu9U4PXh/akHGR+iUf9GhxRrZfflq4VhCtwBwIuDDQ7uuv3z4+W9V+Ted0QW/dy2x0aMi1Dj9CF68FIQVIzHinm4lPuPmetbgZKeScklVMRRzEqNxc8GjxS7GjekzHp2SK5qSA/xwGi+ezRfHnuGRMNCHR6zDkkCFAAAgAElEQVRrCrd+TYGvlVzAwAl3eNFDF368kdM4WPoBr6FFd/roFc9TcHYx4B5frnDx1WSBk2/wPb7rFzFe82ltChylyiX8zesh+UThVZjFvvjSxKymX05yr0iLO89yiDgTo42BVcw1ODzLI8blA4sLu0qLRL4nZvmcIsD/Kt5sy1/EQEW4okef7slIfnaxmPWs0XE+KH7oST+c+RTdsn0LhuD0g2MHffyRLehYw0v37IYP9PGBTgXKFW648OOKnnu8wB+sZ3aWM/SxN1j0FXwfx8obmkWRYu4Er3xn562Qi28Lb88KvGKr6Hu9YjNAx3h06kf/cre8LvbN7095+z6oXCvfK+JsqD5p7Mju7eqd5MlX5OVzGnnkn/InWTS6TDYxBk4MpGN6YYPg+TPfZgc6Nkd8uIpBNhAL4u/q3+VOvSDmYFpHae4ZELOMb+UkgOzKFWbH6JIjB/aeUhKXVAUGJSuGCpurnbTkqhCCc9TOqFZIlK4gUCw4cxUzhVVRVSBdFUEFVDA5ljbOkGiio3gq6go6w7UzN1fwwutIH/1ouFd4GVaBR1dRtiM3X+Nw8CrcHAEtsrRAwIOiYgw8HPQjUXAa/EkKxvElOShE9AIWjEQBJ34kLY6sCCmQFjzwe3bkLFg4tavgURwlDMWP4wlOAcS5BKnfe1f4OY5+wcemE8BbpEr2cLOHI3hwcHFeDupDIzwprgo2OAnVvVW4nRT8eDKm3wq7IzP8wYnXfmaC3ynoj29m14MWOElL4nEltwUEf4FX8PEF+HtdQkdsw3ZW2/yS7BaL9CvxSgLezdkh2NFLvPhBbwrSfv1MN4oVnQhCupbEwAv4Cpn48CxY9XkWvP6Z6xkuyU0coSVwXSuSghqMeRKVcbCSgbEzEbhXbMHgyzjbSiBwmENf6BljC3PAo+eqH6/uyfy0ol6RJwcYtMjTPM/xKn/oRx8ffIqu4IAbHD8MHh+e8VXhoQ/5hr3NhcsYOIWdLR2V2pXJQeJfkmd/McMnJXN5RVEXZxV1xVv8yQv65CexWIEXp+Kb/+iTK/hLV/fwwQOHRQB88oo56Hkvz7/4Pxn4M3n5MluykSsdapPwdzenn5+QsWJirrhwBWs+XPQCFg424DPpnr40+mUz/RoYPkHH5ohvVxsDuPm2Kz660js7uOpnG/YCiye44CYnPuHX8Mj38IdnTT+5LPzZTT6woVOo5V728MrPL2u8O/dtljwqbp1S+u25hbg5fMDPny2S4EWb/dUIizqv9eRe/uAYXhGXv21G2IqtNXaWl+UOdU3u8iEdn/IOnx7pGt9toORY8std5CMrW5AXL/RiHp7EgPgyRm/igF3cixfj+tBgn8bFZovpZxX2y6KOMQ1yRmVMjWNgikElSQJbOVkdM4wAY4B2U3bRlCVgFGdN4VNABQDjKYCKOEX78hkOKyiFVFEFy0gUzgiOVO1cC0ROgI65ijpjCjTwgpAzuJfcBZlnV88M7DTB7s5cPOARjgcPXptFioUFmRRdMH15L5FwPPD4gq+jdE6iIJNRQXH0x8E868dPRds1h4LHmMa54MMHmmR0FGVFSzf4QV8hlDQEGmcrCSg2+jX3HIzdOJiiXIBxJomfUwpYwcn2xt0LeM/+iptVrrl8oXFFwu7XmKCxYxdAPjTBExyOuBVxAWbhhm86savRhyfj/MbOGT8St4AxhgfFmHz68GI+uyjodEMf7Cjw2YKf0Sd9s7kFCT0IQInHIontHN+h59RJ8HvNQBdkFpgVJH10KXDFhSToXn9JEqxAFTMafRfI4MQPvGKomHIVuOzjCiZYSTJ4toHbc+M9m9Pc+tDQb56r5MIe5koYGlzg3Usuz1PU4cKXOWT0rCUTPuBMPrBohhsf4MGY71lDv6IkydEdW8PL1+iW78HHN+zMxYK4d1LEB/mVZ3Figee1j9hRuGvizU5bDpB7FGSLaLFpzDO/EHfiki/JI+IRnD4wcMDJv1wVckXePXhXsc+nyYF/cvI1dtAkcD7GL8kOzuJXzIgrMWGMn9kZgjfG38BqYoKO4NHojg305VMVI3jwQbfpFbx5+viKq3nxaIwt8c4OcOjLd8AZ0xcMG8GFN7TJDK/cBMZC2kbQIlq+8OsZNnSqJ/c7WrcDV/TldzEu5v2hGPnDT53VCUfqapBvZvCGB7lCQYYTrJjmF05z1Rk7dyePcr0NlE2ofM12agp72uiZY9Om3T3BYwtyW3SxAV1q5KMXjZ7oAZxnNitW2Ec8aGDoiF74gGZcPJijfSlFPYIICEiEM6xg1McIEiHjKOpWVVZRlGWXzjGswgSIYFGcHYFwdAFDkVa3Eq+AUTzt8BzlS86U6YtFYz5oAGd17Kpom6soW5kLZEaoCMIvSBlKgbSoAN/O2JjAk/gZWiEwFw926MbtmjmERYuEodBbTFhNkrsv9c1XUCQIvJpXg5eDKD4SEAclA77Rb/HBmfTDgXf9aOFPP/npzaKCXhwvwYGO4yqBb2fZytEzZ6tfMeKI+ji+ZmUrSUoiHLBiXWByRgmArTsmtJt1tA4XHALXosICh6x0osAKNMElAUlMfk9q12Q3z0/6+/GSL7spsmjh05z4V4AVdTTwjg+JQrLmGxJ3JynuJQT6ozN2F6DsbtdltS2xeK8ukeDJCY8je7rTZ4FnoUG2EpHCI1j5P5n0l/zgw7c+44LXswAvUOkPDjjda+LJMzhj5lQYFUsxJvbACOoSLdvoA1PwwyUJoO2e3YzB6SoO0XFPt/iEAw144Y8evPiQ6NuZ373KDeahiV440CGLq35Jlp7IiyYe0MKHxp54RtuckXGLO5vTH37xylfZCB47XzlHMtYkeMld7pBv5B8x4l5Sly8UYTlIoa3o2iiIO8VYnPEbcJrcxH/MEadymIW0+FbU9SnqCj4YPlY/3+N3fMlOj5y+kubbGn2Qjx/zG8WbnO71gU1+sos1sanPM12BpTvzzM8fsys9gaEz8PSdLfgHP9LwIvbZTZzSORye+TxYzxp88MAHl/nmuqLDjgpR8sGFZ3yCoQc2Fl9iVwGXC+RSR/B22/Ql18pv5VAngX6BI+blCvlYHvH/QPhuwW4djL9sSk+O4vmeoi+ny00WB3InWMf48g7f8T81Gpdv2ZId+YGFoFpmI2ajYtGAd3jJocmbyUo+tqA3OqF/vk72yQNrA/PoEJwYoWNxIebEFb26p8vikE7F49W/y506pBrmIHSPEYJhEnMU4gjEBwkCys5dICly+jKgYsjJJXvHxgqmIBFsgseKuSKq8CusCjWcAlSxUNAYSEAKQEYQTPoVSztD72HM1WdcgVTEBa4gZDSB2mraGPqMiB/w5ioSAtuKDh9+D6kYo6+QckLHvt7VkYfx7RocA3n9wGHx5NWAYsJp7CotPBQexVpywJdGHvK3yJEUNGOu+OSQFhjk4+z0Imng2weFdpeciWPNu7r9mYWgUhAVSQ7DnhVMVwlSwBpj15wWLvfwCVj3gtk7LXZxJAYvx5YMLOLoSNA51kLXbgpuhRCMnbYVND1IxILLX4CjRwFmp69oSySSW1+/o4+OHY+rJAaXd5UWEWxg0UPP7vkfe9OdnZWrIIZbgvSth4WjBGu3LlkILPjxYbGKTgWLDvgy3QliMokH10mQ++dawYHR4CsJClbwJUPB7p5O9SuaYksQC3jwYPQpnGiiz0bwKtYCXcLAo2e2A2O+OfDDAw5MsPGIprhGwxh64BR1/Vr3FXVJRb9nfIN3jz940ESbHBp+PKcrz5IfWho90aG59Og5ntmGD5ENjCsYizz2URgsLvkSfxSD4k982P1J8hZp4lRcKdxyh8LLH+QAfiLOFWf5SfwbBydPGAMrb4CR8PkVGLnHOFhzPeuvzyKDr90en++imk9I5OwlTulMH73wa33msLUcSw9gxED+S4/0oR8MXODAsAUf0Q8uP6Rb+PkHeM9osqF7sGiCwY8WD8GzI97R5rv6wfCffNd4MOEBj4Y58oR4VyjtxOUACy+7cLtzvyl34quosp0dstwqj9qt+/BRIVek2dxc8QuXKz2kRyeF7ea9ggFj985PvLIzl+/I830rxcZsiZ4jeLBqgLlsAzf7oCNHjt+v7chNZvpgm3IFHZmr3xxX+tbcizO2KI7YRHyIHfFQTL1wUYdIKwAZNONimLPYjUmQFEwJgoiiFDQ7JgFoXKEWGJK2JKqgKeSKpIJvl+te4bJDV+Qcu1sEMCRc4BR3YxSvCLqv0ErmTgvQEpAWDC0aPAs8hV6A40UwVjQVdfgc0cKpUBq3w7ZYwIdgBs8JJAy0FAr8WVlykjk6evOtKb7g8C0BKehktHvwDpwTWTyghxaaePWMP06FR0lCwz99cVCnBAo6PJISmhYhTgIUSEmb47kqUu45i4TIgVrxsw0YBVdAcrwclHN6NldC5cBwFax2t2zM1vrssvkCG1l4WEXrl2TgQUeBF9yKMV0ptmwsiK3WrdLpx4d3HN+CQ2GXCCweJHj8OEKnf4sC/gSHxRx+rO7pmQ7pzGKI3djIhy5khotP0r+fOzl5kAzwi54dAbta9eO7Ikp/kqo44P9kIVtJ0zg9lyg9ix3P9ArOc4kOHsErxlwr5MYLZPEGp3FX/fh0hW/s9dmTSQp4QUvSZmfFHI/u4QSLp3iRSNzjyRz4zcHXWfDRqqh3rbDDbS5c5odTn3nwhV9Sd68fXWN4lthOnaVvsvNV4+zGNvokfLt0P0W0u+P7kq4iYEGpoFvoySVyjQ8oiyUxLZ4qzvzEs3fffEUOqFjzHwVa3pBjPDf/5a98dRYJHbdbIGh8zRUufm0hK24UAcWLv1qIsosx8aHwk5nPs61+McfX87kKFVjF2jjf5IfFivhwzw50Rsd0zhbBiykwbFBBAc+/8k/x1jy00ND0gcUXPHDilw94Zkt9rmiQ2bM57AuH/CRWFXSLe7FuZ65gyqc2Cp6N+QDSAgC8HCnX+GWNGuP7IvoV04q8BYFFlDF6pnP6wYMFhE2Q+eJezpR/zbXBkjfkB/lAa2Gnnlk0yAfsxC7lw/JYCyc6lkfJykfFEBg6pWf60E+3nulLrNAVWDqk3/KB2KhlCza7+ne5UxeAGqKYRhBjrhzGVSKnfEFG0QxiFSVJKojem1AmRTGMd5d28pRql2l3JRhdHXl3lK646ZfkFSsGF7iUbkFQAMKrIM+OeHHZBcNjhV2RNAdcJwKKqOBVpDWFAG48Kjau5sAr6eNBcMcffsghwSiqdqZWk/otSvCg2CjoCgQcih15XK0aFeZ4R59MCnvySSCShASER3xZ1DgloHd4OZ4AsaIkqz5Jg9NIiJKBYOdIEgJH1zhZx8gCzj3blgjMEZCcFjx8AhhOydXuXmGXNCVW/FjROl53bxHj5IDtBQ/aaErOrt6hk0OwOQI1R8HkR4LTB3AcHi000cajRC7w6ZUe2UXyZi9NktacljhFQt8CwzwLD7jwYxycBOCDG0lBANIXWk5aHNMZowO6wTcY+ihRiQ0FU8KqOLunR3ql95KlPvEkgOlXfwtn8aUZg1vRFMzouoKjD4svyQIeCV+gw1NRRQ+seXjDO3yaMXTxAYfniqlY1ge/+7Oow1cxP69omxNf+MEH3tAwT2IqacHr3jw6dI8+GHjA45O8dM3/6FYidE+vTgXlCcmZP1ggOhLnAxb1/EGRF4P8E7xFsMKtsIt5MeUqP4g5hblCL84q6sYq/mhYKKBtHpgKvLlwWAAo/OYY80pHEfOTTcVB7tAPh48yLS7J6aiYnGKDDvkou/FDcisoigk9u+cn5rEl3ZgDPj/jQ3TlmV7zRb4NB9h8lA30oQMfeH7Bf/Sjo+GPXdA3Fyx7gWUz/HkGi//mGwunVwpypZMwxVetcLRtN233rGZYkNkgWuB7pShP2hw5kfEO3EkcHOyqz2mwU0pzbRSMm6+Yyx1yinokF1gglG9sChR7mzG5Wb52z2/kX7lerpbH5Fw5lh3ZSKOD9Ck3auxCXo1fp1tX+hVb9MY+bND42GdzhtigR7DiQjzBC/Z5/l0Wdcg1xkTAPeSCUx+DOi5x5K6w//LX740xJFG7HF8iu7caU+DtdimXMR199qEXQzgys2JyfJviXRVthm3FzcCUrRhaPRsHZ55VtoCWrAWk4JPo7c7t3hU9raItMMEyoGCEV9E3x1VBF4gKpe8AJAOF3+LCjpB86IHHu0IB1oJFU6wUa/IpEJxO0eKM5OeM9NKxD9xkkKDQx3cnCvgzhnc0LSLs2i0M8MO5FTqLCqtcRdTxMceWHBz9cEJBKUDPhCH4OaXkoLGtq4AQkOA1ASvQjeXIZOL0Xk/4oxvwmueIXlLDm8UP+fVJZnjwF6G8D+MbYMhMn54duSn4ZMA/OSRHH7nQn0TgKlnTObuZz58cxVr1C2C7cKtsyURRJ0OnAQoA3/FuLllcBSwZJQULFPgFO74l0BKgoCzZudKZpl98iA3BKLgFqFYsVVQlBnFlrKNuCaEEUGIwzg6e0ZAUyNICQSLQJABjaGvsCh6d6Be/eIETPbB4wjee4cGPhj/Xs5h3jz54881FBz68uEcLjYoNOPygDc69Ps/NJ6O5eDDPuERIXv7CHgqk/ELXFmX/J+1uVjY9ijCOH4sS8Ehc5WNhzEJwIbgTBZWIhAjKEJxMSIx4bsaFokcwb05BfmX/h+Jhxh7IQNP33R/V1VV1VVX3/byJmzSO3mmLfxAwnM4luuPof/PxqyAsqMJUV+T8hJO1dkX7xhzfoN+6AgdfYwzfUWBXC+zmwym/Y4wAIRiwz03bWBi1J1gRENkQ7MCWfdubwKidDBsDx+xD4CQ//caTG9tUzAu/9MMm2C65au+dDhTv1qMH/cZZA3/me0aXLozzbu10m0690zk62szHixrf/JObS9gXBxyI4Fzc4M/gGx7VEnvJN39gLJ3SpdrJXCDm67yzBwdKAVhAlySIR/YieeRH/IaGjzCP7PkaPrzDkJrt8PeCuvXxYhz+6JHM+VD7IQcytS8yJBM60Nfeveujn5IcbebBiLEwRF5kS+5qWCRHfWFb/Tb/rkEdYYViLUBpGYI2ztkJh/P0TAgELcMCNsIjdEFMgHOy8i5L4uQZu4Ao6MmU9AtUrkcAQr8TtQJUkgJK47wFN0HOPGMFUadWp3/AoxxOG5gESGATJAEQPeMEdFm1d3yYb7ygKdAKyAqn7lrPOAq3Zsr3LrlovBsHJ/RO9uYLvAzI3jkmcnESFNQlAfhH09W12wm1U6/924Nkwn4965MAoSsYkgn5yX4FVgbtV+YCocIhAmQGzjloY+wCpprB0asrK0YnuJVtAzxn88p5nO/A9K3NaQMI6U6y5odoTlCuqvyHaMhu/0LZidy3UFfo5MF21GQhOSAr+qVDtsWRcuDGWYdtOeW7AXLCcRIXxAGP7bneBEjXahI9cvOZQnLp1A28TgVOemRJdv2JHtnYv8AOiACLPmcicHAm5ERmYQEwARpQ1eYBNdyo4YYM1doAtnZjvQu4+rWjiwfg1kZvgqpxij4BsPXQRkdba5jLUWhXG2uuZ8HSO51br0AAz/gwznrGKQXw19Xxbbz5eIlOfHnHB1qcFvp4JQuOCk/4kDyQJbtL/uZqI3P65mDpFRbp0B78h4Yk1JJuySMb4Wvg20mMM4dFGFIE1B2QO1VrF4jrV3dK98w/sCdzSwI8o2meNu9O+oK6Odp8h49ma/Ej7Aqu7IF8YJHu4YodkYOAz9Y6dcIlG2WXzVPTJ9mSI/tQyJ/tTLA5V/T6C97JNb2hQS94YT/sIszjofH0Rh/o4tc6+gpIjVOzRzTo3A0tDNk3vHfNDrvwxW/5nOY2RA3LEnf+UgIuYKPBl8CwcfwIv8Hfom2MAtt8hB/BkhWZutFB1wlfAsD/WgNt8UgtxvA//AJfxuegSw/8mT2yTfsm24o9wgLZkp12e86fkKt3+iZvsqML4+gvjJCXZ7hAxxzPsBONW2C/BvUIUCRDsaCFMUSZNkmAgog2DpvAOHInJKciwtdOgBwohQIbhRGg7Ml1FOBRkGCPhiAheAmeTteCtlOt4OXULvALpOabB8iCMTALeCkIgARdQFMDluzcWH0SA+2cP/rGCSgCLechyDIiTsO+rCc5kCTgy7O62wHgl5jIHmV+eBV47cvJkgGTBbkYx2js3W2Ede3LGjJKAQqfHIUTg7UEPk7M3skNLad+8kJLwsCgAxnD4QwYScYEcAy9kwHjC8SMzNxxBudaPtA2hy0Aek6GoXOyZG+vfiUKTIzfCVeGLhOXhAATYKEvAShjJx97oxtJmGcyoQdycHonJ4kXOt2USHzoj2w4WHrhTD1zshyq/9IXXZMXPiUdArlESsAXGMiCs8JzcmLrfqHPwUpSJU0+bQAxkJEL+QpMBSPPHCMZoYOGtgKmeQVpfdpz7p7NVQI3nqLhGdBhDybpFOitg645dIevnK+x5tTu3TildjpX9OVEBNkKft8U1K3TftAzxz7wjL+evbMxvNpHPgSv3uNXwkkHbA1PJSBOdPTHvlyrS9CcmlytcuRqmIEftuZ7K2zALl/Q9fgOxBJ4/qBreX0CdMG9mg2xS7XCtsz1zNYUz8Zv+p7RNl7hWxTJucSTDdqDhIXs2JX9q2FLUu6Z7tiIIKU2hyzJiVxL0smeXNlPtWfyzUbouABBvsbp98xm9ZE5fhT6MVeb2hi6YifDy/nFO14k+AJgNmZt4yXf/Ddd0JsbMLiHebh2UKNfPlF86PSuX0JPlwIyfyrgSvbhUZIHk/r4BHHDLUD/SVj+BQ8COn+ED+Ocuv2GRyzp+p+/dsvn+712a5qLRnqBdThXPNu/QO6Z/OiMPL3DVzKFAfKpnT9Id7WjRfZkpz890SkZ5leKyW+qr0GdwSiYokTPFO2doSmU4kQGwDJlQcyJXaB3OpJdyco8y6IFHNmXQD/B+Cc/HUUBK0BSCGUJUk69grpAyXFz5IRuLAXL0ARdDpvRoNeJGR+CtAAPkIJuAAM2dAvwgAaUnLyxAofA4qoIDxIQAUYywih+eP4LdF3p+w6OhrUlF+RgnFM443A16MTpilwAxjcDF4AFGc6H4zHeFbz1PTutSxjsD6/4djPAueFPn9OD5IDcyEziQeaMTbClI04AKAViAZyxMUyGpI0BqhkvEDNMfYoTBKPSjoZn4O7EEB2nCVfe9mTv9mzv+KB/yYwAav9O1cah6eRt75Ogvfv+yJYuJTjoADwdkLHkhuPkIMlDoqP2XuLjPV2TG73oM4YjBmJAciWPvqRh/pztOEpyYN94A1JXgPbGAZOxJJa8yAHwyCoZcAJwoMAJkNo/HRhXQV/2jQ4Habwx5gztc13uWR8Hbo75xljbeIAHdu3qnDq+zFPTtXY00LMv7da3Nrr4RFMtQOtTzFPeFNStoZ9faC/4UNBSGyMhwC/5sCFt1rWXHKFnwYVu0KIHbeiQuSQPJgRuyZ3rVYHf1apA4HZHAgxnrnXZD3zyFQ4PEju2AEMKO2IPO6DXp11hM7VlZ7XXF53sq8DOnyjGa5NUKOigaV3+DL7sA/bgNGwKQoJAeCUPOsr5w2AyModcyYr8yFqbfjLPLr2jyy+QrTnGm0cn5rENtOmA/owxXyI8dneu+fHWXP340t+zmm7VTud8HpwJuoI63yCw862Ct+Csjf+iP75SvNDGR/LtaDjZo2cePysY8xf8ijaxQ4wwz7sTNrvCi8MGX+mw6YApTvFFaFjX4YOtSA6sQS9koc6fkqvkxX7hHl1t9GQdWIQxbWRKRtm1uj7YgxsyM4bczSX3cG68d7RgENZu/65BXSBXKLfgzhg8xwgQEToGfF/nuDliGZlvrAK42nWGZ87RdbzrFkpz6nQynT9Z+PCjAayATNhA6iRNaX1vFjSdzjhkQcwYQbYiIAoQgp9AwBl4RgeYBO2CsNMdx8/pCwScgDFoCRiMw3UfQxHgrce4ABLP5hhrPjp4EyTsX9CWCHBATtAMSSDzQxABTyB3NShjdNIQpCU1EhH746TwYg28cxp4EsiNkYBol/Xbn8DHgZGnoA8YBRSZPCNUM1CA9AzEHAmDlGFrZ3R0G+A5GwZH7/oYsbHmKcA+5fx/qAVA379l0+TXVWknXfK0N3LhrNmMQEuObksU+lHbo4SOIyRjOidXp3GySJf0wXGShbmyefIyj1M1zrvaGLzZh+THGoKFEwF52It9Apvveexb0mrPnBBH0GcN4FMETDW5kQlHBoyAyynkMHOK2hWYga2cqX7ANQcP4Y/80dBnLboxVmC0lrW9G4emZ+ME5nTHcVvHutrwp59ezYdpY/TvgG7NHdQ5lU7t6BSc1cahoR2/0daOL334zeFtuSQ/NVu1f/bI/jhsfoVDhkM3N65GjZUwwji9wBf7cKvmtE5f/AxMCLBsgJ1UF6ALxOoK7BnXGM/sTKk9Wsai7914pXd9tbNZ87V5ZtMwAIuCrf30CYz+7J0MtHtmX+RCjvoFFbZiDKzro0fyJWdBXLvx2tgN/RqfnaBrLNvQ3zrosD9rGouONmNhB0/Wwzef4t242tm1foXvE7j5fQHdLW7Y4g/pSGJGZ3QLc9rFBPMcALWLF/r8dsJ4eqV7z4I4vyI4exectTlpF4T5JocI/sGBib04nbMZMUcwl2jxozBvn/ZNjmQzPvP86ZpnciQfMrVf9kx+BWI49E5XZKPo866PXoqtcEa22hR4MlaNvj64vP1766COKIYDqzomOUZ/R8hoCEywI1iKEMxtnlAEcwbsCoTTpxzXLBTJwQOrYOUKFygFPdkbMDN+Tt7pWuATtNScsSyrq3CBQYYuIwcaAVZCwHF3Mu/UGyA5foETffMlBGgLDiUQPgMIPAr+0EbHKdk4c/COV4E858P4BDWykFU6rXJQ+gU3J3/Btyt2zkDgwT/HYV/o4guP1rWW2wkGLXO1L31ooI0m45fp+vMP1990M4H7/EdcAjunwMAKEtp7r8QybKYAACAASURBVGa45qrR4UQ4Xe8AS7/mo8WAG+uHacAOHK67yIJdkIc90KFkBojIopsHiQqZdqriHMmaXFxZOmGTpSTP7Y3x9ODmhhMgW23kQTbmkqs1zZG4SYL8aM9VOvsBZjIT0CVaMnr754Q4JIHD3jkfCZ5bJ6edV+A9/yEO8iCfgM7BcYSCG7xwnObkBHrmOMwxFsiBGuhLqLUBdY4TFjmBgqbxaKAvgBpvrjU9K5wDmrCLT/vRhg5+8NI8zqPyGNQL6Op4sBZa+GlP+qzR/tHDZ4HBWvZjHlnjNfnZBweMX/bLRiTrbBsGOWD+hM25EaQ7uufI6ZPtS8DpX2F7bAWmKvBfsGVjbKQ+tcDr/8zmm7g+p2ztns3r2l1/n3sK2Gpj0IhW761VcsB/wo8bB/shA/smOzr3zKbU8AR7CjmzGe3eszvzYJMM2Ym+fDDaApW5dKWYb5zx9KDOz+uj2/EP56ZFW9g3Fi3zrcuOhteTIGhDE24Fad/AnbR9huS7XbeLA27APIsFan5SO/8gkXcocrLm2x0UXLcLvIrDIn+gD47ZAX8C3+yAP/BDbsmHxJz/EMzFLCdzN838Ox/NfiSHAj4fYH/mkbPPcPZNR/ZMF/ZGVsmBnMnUvsmafZPJHsfu0eFrzWs8OjCihh0y1QcfdICO+vbvGtQRVAARgxgFPorLODhvwGM8BOCbqYAjKMvIjJ0r3JdP8wtkJzPjOUwKMY5QnYAFRU7XaYpyAFgWJbMS4JzaBHiBjpIlA4zDfMHZGAHQmIL6XKH/6McDbmNcx+sLxGp0C/aCskQADclFV/qMzJWMk7J1BAbr41fSIEuUDAgmjFjQwqPaODwzULLxowynefu3TzQ4LXQFMw4AjwIdQxPEBaUchP2iI3jhQ+G8BExXXP7EzNUT45VA0QHdlDUybEZJh4yFXvUxXgbn78nnhyHnf6O4QcwQM1oABxS6R4fBcsba0OQMCvr+HARwyIDM6dSNhEwb7wK5xMoeyYCuOEXBnBw4QbIEULxyhuSGHhm6/XA164aHPtiZPvpGl27og0PhACR8grqbEs6AzgCZQ8GnPQAw0Eu8yBCw6U6Q8Od69m+P+AF0cpHUACYAkgFgkgsMCbzGwZQxnLY+YCbjnChZkjNgA7i5+ryjq1ZgES7HGZ9rPGNzADl962lDa8au/ygNPuIR7fBe8NZmXqd1TkWfd3wbr0YXP/ErgJONd8/GqxX2Qhae8Zs9eSfnfAna9MxG6JV9kz1bmr29fBpbF7DpRUBQHCzgkf9wMGAL/AJcwTUb89xpumDMLitsrytzYwVudfMK6sYI7NGqX41WmG1ubdqta3+wSd9sx97ZHn3TDdkIAGShTzLJVsg62bEFtqQmF/pEj87JEwbdILEV9qePzSrGWoPs0fBOl2gXlPRrb4z3bAxvaLIBY7xbUxv+rS3I8p98ksQM7gVsyb5TNbw5idMV/Gmjb23G8ZV075DlZM0n8h+SbDT5ZAFecgDX5vN9fCp/4WbOp0G8sUe/YZAYGoeuRB0P/IN2SQSs2z+d2A8dwbOaLLO/9GOv5Gls8tFGpjBENoPx8ynOuHxHclWTO6zQAXrkrGz8/b/Afg3qmFEoiBExNAZhQcyq+7MjDBICQXOmnCxhOr2bZxOE6vqFo5RhAxvlCXqCKcfbFba5MnAKJWQBrOtTzlxgczJFA+gFZg684Oxq3alaUObEd+AQNDoJAhfAO+2ij5agoN9JWKLhJEjpDEzCIchwJJwHPhiPgNOJWSJirgBPFq4BnVIZI2cjESk42Js94xtNzkRAK+jhHSjwKOgLUGrX7YI9ngV836XRUspAGTZ9uC6mLzriTDkH74xGAFfTneTLWP0CmnaBf/R+rpIYLBvQzsGgycDplz1o9wzMAGAdToqdOAm7DqN/cgFGztF+7JtztHcnapm9JIqTlhBxnuQLiBIHAVkmzknQM/mQHzvS5hpTgqOP/OiKLcj0ZfacgHcnPjTZoIAvuDvt+e2HPbA/zscenCToj/Mwxt/Sk804ynNiIgPg10amBeAADqBk4p0jBGJjyAyozSHj5lWTsTnwqM27tYzPwaKVEzCGnowzJuwWeDk3PFrTHO8cj1rpHx7jUwLCueBBLdCUsKjRszc1GtaXAOTQ8KHoJyPr8g+SJv89b232jmd8eaZDJ3WYoTPX7nwGP+LWz00QffAD/IGg7yQHr8bRpz447bTdaVmALdiyv54f6wJ2Y9Q9G6ufHau1N55vaY3mqLUZw6fhH47oBXbIx761CR7bdxZgjA2zg8/zPwwxl+z0sw10zM8m4ZpO0hl78h52zfWefdIPWmxJm3H66R9dOkbLuGih4d14mLGmoMknwRGfzj860PBN/qKEfuhMgJbkGANfEgH4c9qeA9R7HwzG+Q6f85z6+V6+FA124hDn9xZu7ujfFTzMC+74d1hxHc+3uDnmG3w+5p/ZmFO6H2L6b1rwh2ROfvZtL3TCL8Aa2QjUfKox7JwN04P9k83I6sRMsikhM56NwwLa5oYzNWzpS77etd/+XYO6hRQKUzBhkQDrtEe5FufcFZtxXUlxFOKXzn4cYax+NYHKypx2/AcFKFMG5mRMYQRtvn5X9JytXyQKcEAh8AqiMj6GQRkCr8AtE1cECgGPEzYWgGoHNgUgBW9zO/WWPFhHO74EzIKQZEEAEfgFJYmIwCEwOzHbg+AtYMgCOSLXTm4kGJx2RogeQxWYtaEn8FhTtolGsuCoCvrWty9ZPj4EPHPQBAby4CRlnNZjoG5TOAnBkGEyrjkdnD9/YWiCON1wEgyXMWund2CgO8brmVHTO1o5IPO0q41BXxIHHOkdTUDRJ3mgX7wCL+A6aQuwPhtwCDkFztp+6YxtCAB4QQdIfeZhU+TphoOTt44bCY6EHCWC5ipsT/IjOfNsH0515MUWyZvOXeGxTwkUvbI/wWKuCD//Ym4IOFdytUdYsUdgJx9ABHIy9Kw2DoY4yvCUA9AGS8CLFto5BjS9o2c8WsZyIMbSlefejdeOpjnW0hcNfTkRfd7pkrPyT5+A7J8aH/ZQMNeveM8nmNsY/KGr1s8uvCt4y1FK9jhdGCJniahAn11x7k5Q/ID/ZLDEUFLo+pTNsmtzBG0YEOxhjs6d+tgX5w4PcFOQLeAKror2/EJ9OxAXjI2rNF4fGgX2koI9R1v0zOeL+DV2HN7oif2wezpmQ/bH6cOSNrZKV97pFtbMo1uy9tw7PBqTXaBD9gKNYnzvfALdmKONbRXUvcOaMeiRu7Zsi01ZA016o9vR7/nhnIA9n06evxhf7cBj77DpNO4AR4d0pU3STcewqU3A5SNhlq2YS798Jr/q5lfN1/N/xroxFqyNUePBDQ++2ZAgjyfrousgwdbEFr6EXvJlxnu2X/glc7L0TBbkmD7Ij5zsHybJoznJJl1Zw1xyh5tkhkeyhy2xllxhyLjbv2tQB1KFESn73QKYwwhDs6gNGueURJBAJThzshyk4NK1roxb0CdUzt2zwEghhOtU1A8rJAb6XTnLwARep/JOwoKgEx6wAA7HDnACtqAp8Hku0Ht24hYggRHYnfIYANpocPjW4mgUDgMt7eahaf0COd4FHkGDkTjhy/oYpO+0ZMBIGZLTg0CFJocl8AomjMlYhszw+z2AbNQ3wq7g8Wwv9okn+3dCFRTRcILkLIHNiZZ+GJZ3BsrwGBjj41A4C7rkTAR2AZHhKozVPOM5GW2Mld7REpy1zdyTDHjnBNBqPr3jybsgyBY4MGO0+y/UuTXgxGTS1mT0eAFaNxcSG7KXzbMx87MpDp/9uU0R3NEz3/7JWcInCeIUPLMftzv0KYjTlQRNuwDO1rRzHt3EqP3plKSCk+BIXN8DJpmQM0ACPBmEG8/kBaj6yFIpGJpPtmqBki7QAWY4E1SB23zOtj6OgKNRzDG2wFpQtoY5xppnDDrm4K/5xuBNn3Wth4Y656L2T62grW6cd3ygGx0BBm3r2h8Z0bFxHCX7czXqh1NwA2sw5XQnwaMXCT29sW1z2QsbZwPsQwImaEsO6QsdN4WSeTqEOSdCyT/sF5QLxN497yII508KzgXlx9rYruPRKKhHgy/ac9Bld36cCTewwpb7PxOyFe9wSn6wACfwSm5kWPAo+Kvp0hi2RIee2Z53NNDyrjbWGPTox1gFXXrRzh600RvbwZe5MEzH+unVfFizRgEfvzCBL/6ML6NbyRud+OQlCPd7FjHA71fyk75tix/8IqyJIwK+dgkc/y1GsBG+17tAHl7ZCvoSAAk7G+Bb+QP8syO3htbnV63NjyqCv72SBXnZg32TRbLTT647cNMZGaQHMlO06UMLLuCE/Mg1jHvWllzTm37YNU/f7d81qAO0UmDPIbQIZm3Mu43bKIFRMgMtA5ONUYYs2jjBQPFreBmZcfqdvAUvAY1T5bxlXhTkeoWCBEGnWMFXIJbxFtCBRWBVgEjQ0zen4HffH0Dr017WLki40na1q087EDr9cizmcvauj/AnIFi37+CchOxOkBdo8cWwGAfjw7OTne++Tnn+Qwf25cdWffOzZ8bFSJ1Y7ZERCkYM1gle6Qdk+Ocw8MkBWk9ANx4QyMo6/q6V06MjIMshAiOjYWgMVYABRmMYoT7zembc5jAq+qVnzrhaAOVg0WLkaHFW6ACBddkKZ6Qu4bCudTrNC/YCOr46GQAYOmRXguXkxX4kKjJu4z1zRsDpRA281sWnTz3kw1bok645Cle7goU2V/k+k3A4gohkUzIpMHiWpNIxJyL5oDuJpsST3JIH54YfMic/ALdv4ARmWIIjNSCTmWeghbUCYGAnc0Fd4DQODSX62jybxxF7h0e0zCno6kdTWwEWHTxY+zEwm4+O/tY0H71q66HlX3SsD+P2rXhnM+yHjoxjT3RDPj6zkCsdqOlO8uZP0GBJEIAfOvdJxG9E3KhIvHw6oXNYcpKHA0m0QwF9Cwh0SM8CvTEScT+A4ysK2j3vmv/Y742Fu4J/wdvYHcD3WH35o8ZoE0jYe7gkk4K1GyYYgR0yYlNkDVtq8lSTKb2SN9nCI6yos4fwrx1Nc9MNu2Ff1jAefbrVjx/49A7P7LS10i9dshtrm+sdvtGDT+PcotGLQ4cETWCGId+14Yrfpxc3L07oEmV+UA2HbkrpkV/jG/k48YK/hE1+uk+iknQFffi2Ln8guPOJrvzxQ578i2e+G31r89cOW/Y9GD5/tg0f9pg/Izfv9kcH5EMO+snAfHPIzFpkrF0bTJlPf+brhxHFGO1oeU7fsGiuMbd/bx3UEcQYcFswZihPAWyMYpgh5vhlQrJnQlZToqs1irdxRiyoOxG7OnaSlXE75RIuxZojqAvuaACtP3NwxdaPq7pWp1wBGog4bs5BoHX6EpgBSZ9va4JxRSDXJ3s2XjtjkVh0guPEOR10rct4BHjrOQEKut7NdS3vVCcg45Mh+n5jDwKMjJEhO6Gjy2Dt3S2Fkz6DZLQcF8MUzNBU2qvaXkoirCHIyIoFIOtxDvQjwRJ0BFogB24GSGccAAAr2rZzoCNOk57MZ7yM3RzGDBj6lYDCSXm2LjtgD2hqR18bOtrq144vTk6fORIF62g31mmdowZyshHsjbWW9dEy1jjglDBqx6MxPoHQhU8iTg3kDcxsg64lnmwNyJ30yZFDYDcSLD/6pA/vHJExntk2Pu0Xn+SSw8UfB0nOMKRwjAqeABd2OE7Ygh9jzNGnbLCbN07hrGGe9ehJn3mw6RkPO2h7lxyYY02OQs3x6EPXeru/hAAdfBijTUHLns1pb+Yagy4d4sVc4/A5sjj/cRyysa4/fYUBspZU0Q98ScYVNk8vYcbNlNsY+pW0smn+gYOnXwm/JJn9O0TQFf2yGf6IXtF3shZcJcYFarW2XXZg117AbszjfO/NEfxhVK3dmvyDufwN2xT8yIp8YAxO3GqxJZgMS2xIIUtyNIfTp2ty5lMLIuwh+RurnY0ao6BDb2iZrx+N5lsXntCPDzrGIzrmmCsWlBRkS/xDNO1FABbQnaIddCRX/Bt/H8boTxyAJd/A+TEB3UFIm4BLf9oEfP1igJsXB0A2wlfTPew7fKkFcvZkjk/CgroEkV+0L/z5vGacMXy9MWREFyOr88mCvBQyYbtkgQbfSN7kJ1El7y2LdER+ZKXo5/PICT7IER5hzDvainFhClbMvf27BnWLKha08GaMAdgM5ijYgjZpExkVoRAmB+r6C8j8MpsxCywAyZEL1gDpdCn77hu5wB7gKZ5jdo0vGAr4TrQCLYDknAHY6RV4nGgFaQFY8KP8nIV3fd71OyEAuwBvnrGSBAGAUUo0nBo4FeAXwBmOLND3GDw49aMh0Os3noExQoGbwXZ96+pN4LIfTsuenDC6pWBggjmaaAsgAo4bAmuUfLg1kAgJUIIO4xTYGCU5qwGRUTBAYKU7slc4DQbECeijM8GQ4dJlDkRfYz2jW5A2nnMSVOkeWKyFpj12QjC+ds/omWO8eQFmAHf4N9dJ3pqu5jgF9iEpMl/J+XmWNDltcxrtpZsCNuj2RaIkKRKs6UEwYT/0RtcChERTUuZk4YTAGXBK7JRNGO906Rfz1gl05AULcEOuZG8/AdU7+QOw4MjBmiNIchrmCoywph0dz8YrPQN7jjlnYGyBFJ0Cd/Sshya8ch6N0e+9gOzZXDwp9ecHao+XxuMDT3jjL6xHLgoa1tNPFp7xQedwLVn3iYVu2D4MwyL7hgOB2pW6H0hJBDhr/oTtOb1z/nAm2ZKgwaUiMPhBlTUEBX5DQEC3BF/ALRgLuDu4F6AL4juo9yxoC9jmNR69/txNf/P5G2P5jBJWNRtVwxF7Vnza4h/ZTCVbSndwZCy50i0cKWTOzvSzCeM9CxT0BJtKY9lhtmmMOQV/+sWffs9kjg/rWZcdwJ6Abh069cyvwauDCn84N5zvfTCHILp0OyZJh1cxAD7ZAZzTEV35VOmWhk7h3s0n7EsC+Uzz3OKhA5s+xVhLwiB5EHt8LkNHgich9EM6gZ2s7YuN5FfIG57tle8hK76HnOyXTBT+UeHP7JVMyI1cyID82TfdkLM++NFHZvAQftS7kDH8GBNWrY2X279rUEdYwRCHEbi9Ay4G1UCKkRxKBkgQNksJgg0HKrA5sdqswOAXrH4YxQAozlWZ601jAJnABXv9gCsDl6VTpmDGIARlReDjiCm1a3TOW4DmJJymAVnAByoJgABujHneBXInbwFZwmAuB+6bjtOw4G68JIDzF3AB1ZoCsHUFXEmDAIwvBod/RmwdWangIyDYJ2dkn5OJnv+qkcAhiAsurgw5tvZlPWspeCEDf4Lhu5TPBOTE2MifrhipwMiYtDNSgNdOD4xSYZDagdI4+jFWH6OiX+PpV5+xJQeu3wvgThr0biyajLpTCdra0bW+Ps8BzLrmx591rW++q27yB163GngALHTcRnAsQKoPgNklvjgzNAGNzCWIHIIAAsySIbrkEOiZ8xDA2QE69igZY8P2yInQo6SSXO0JPvCBV8/2rX0cwfl1MuDCCT3AjaDnXYEltXb9ZA3Q9OcdnXDnmdxg0zxOBjb1F0BzANpbx3j09cWHZ3yRFb7p1pgd1M1DR10R2I3RrqDj3Vqe8WEPeFLsBZ/aycWa9kBn/AOZcuowLbjDnCAgULqhgR+nKLqnK8mZA0DOl1/hO4wR8CVsklv/iVABApYFfGu4xnfyc5PHFxTQrbUDdIG44O398bmAzY+g491NYGPRVPTxPfDq2ckVDiS0bIYs6JkN0al39k1eZEVm9ppdeIcROjNGoUPz4MlY8jaXXtA1xnz06ZENbGyjZ44xdMoOtMGPOebzKXRJx8Zl7/hglz6f2ZeASm9qeCR7vgzGHHT4QDpSJM4SL37LqZm++DEBmV0o8CoO8JUCu0TcZ0wBXzt9ih/WgFNB3Tp+pC1Rd+hxmodnBzO2Ym+CuFs/iQT/Ym90Ys+eyc04fgam9XnXTl/Jg2zI3d610UW+j6zIx3gyRdf4sEFHYY6utj8Ie2H7Owd1CysI+4cwxVkUIxhlRJjczxjkhBkCJ6tQCkMe5/jZn+fkw+Fy4orsicIo1qnIt1KnfEYAxDI7AdDJVhLgmyklMBzfRTlgToAzEHCdorwLyq7VBVc1YAGVAC+wawNIAVNQVwuonjl2BqDgi/PXb67rdXWncusArGDuJK1Y0xqSDXuSiKAhkHA+MkFZJCNkdIxVu+JboOSF8WoHDiePPilYx6cAvKNvrMweADg836w4TG2MjRMQgJwG6JHhAeSA//yNrD76ziA5lZwJY6UnumbUvTN2z+YGBgG0IIoHARsIFDSsK+gXhDkC9qKQibnWtb7xaHt3BWuvZAiw1mueZ/TZJVmSlR+x2af94xldQGOP9kge1iMrP9Zim06BEkcylNVbh8PhECR1HAfdS978uAse0LQGutazt5wnXLQ+3HCW5qgFQM6DzAOzvpyx/sBuvL2FNeONM958jiPnYU069s+a8KsPPfMEZO/6KmgrMKvPep3I1Wgo5sc73hQ0rGcue1KMoV9tnBn94Zfc2QuZKXinQ2MkvfDkBkxirHiHRXiCPc7blanPeHRlLnty8mLr/qyJfXinHz5HUgy/7IhP4fjhCSZhtuBdUOcfJM7eO3kXpB+DOvzhU4Kdv0HT3BKGns31jBYbZffsOxsiD/40e7K3wePTtxN82BU7Zutwx9bIurr55B6uPbMx89gFLKJDb96trRhvPj0ZW1BLv+wOVvBHh8bRLf7UxQF0JMauwt2kOFHTAd8uCYZLvtk7X+6TCD25pqdX452qqx12FMHbyV0CIGDTp0TPWmILvEoC3PK4GZCwu/m0tnmtD9MObGzHQYAM3B5rJ1O4tX/JoJpPgQc2y75gxBzt9uqZXGojDzI3jl7YNfmiOzo5/z0J49A1L7zBK9nCU8kxXMEcPaBx+3c9qVtMSbG9YwSzFsYcA2AQGBjGT8aonfI5Z8bkSlRmloAFIJkS40ZHkHZNLUtj9P6725Qne6ck31YoG6BlV/5HHH5oY7wxjEWgk5U7mXvu5A14nrUBIGfRWH2uygRhwFQrDEWAF0h8BkAf2Dl1z67KAVhiwHEAuH4JhvnW4Iyc2DkqJwj7kyU6ndibZMaVoiTFrYUAIwg4hThRGu8bOeMUYCQSORH8W9Narhc5LSdJiYAMtWCoZrB0QB/eARsQGav1AmXAZrTaOUxtHAk91k//jBc9J1kAiBZHhZ45dGtthm19wEBb6ZSPjrXwpM08PAKdwMuOjGEfdAGAkhoJEWfD5rIxjkISJHFyQiBXfKHnmrZEgXzdbJCxJMoJgVNxgkBDUkWGEjsyFljowElRosY5sV3AxTs+yMpa9k4e2gHRGO/xGuDJhBy9s3/vBUgYMxf24KpxMJjsydAcOjBeIDXWPGM4A+PV2qPFCZtnvHn6GlsC4H0Hdc/azEEH9lsPDTS9WxdfdGJPZIA/7faWndCHZ31sQpDt+p184Ym9C4SSdHjxYyrOWGLFH0i24YXM0eHkJfkwIBETvN2S0aOETUCQGPAP8CIR9qM7+t1BG66UTuGCfMH9MajDOowXrGET3ksU1PU11wFAggoP7Jq9s324IRPB3J7YavYabsiUHbExdiUIkLUCJ+QseZLAKugq5GNO+jA3/NKXOXSIDvpsSDHPHHx5Z+PerWsOnvkE68I6/043TtGSJr6Z3+br+X813Uiu4Ixu1HyhImAbLyAL0uKAdn7QKVsAFz/0iwV07t2tJl3DKH3wzW5l8MIfuOFztU/3+OLPJRNsgD/hB+xtY9re7S+ckb192y9Z6KMf4/i4anIhLziBbVgrjsKKZ3Tog6wV4+Cjkl5hk15gj4xv/65BHUHFQsCOeEx5zhnZICbUGZ3apo33K0OGy4goMwUCKkUDKoECOkG7CpGdUa7xnK7TuNOSuU5S5ppnvmzNFYzADlQcPkdQYA2kgq/rcqfdsmdB3HiAK2svEMs2OQaBhJNBRzBnKIzDtQ7Aa+eQnN4UyQPgytT1uT0QjF2h+50Anp3OZbJ9fvAnOpIV++O0ODknexmqGwrGy/jQKVlA23regYOMGRwwcwwMjVy1qXMWjImh0gcj9kz2jEabdw6CMwByxqrNszGM0HNBCD3zrKGPwxCQc1ROsPrxU8A2Fl3Oy3h8aLMOZ8d2OGdzZMLGkhuH6URH3pIutz32y/YAk64AmP04GTjZkZ/PHZwRutbkVMkXLSDnDCQBbEwwoXu3RBI4evYpSE2XHDlHgg7w2j+e7QMfZEPmZEge+rUDuX3ASrIDcDRgzFhjYEuA1A5j2ozTTv6e4RIN+NKv3bNgqzTWfNhV48E8NSfhWbAuUKNjrNI/tIzxT7v3/qFhTWsp8YSO55z+thcysS/95pIhO3FakljBB/3BdLKGOe18ABxKrDh5Ns9GzGcjEkA4onufR2DJf9xF4KZHNNkIexBcYBvWJO6CryCu8A8F4AJ6tXbFO3/hgOC6vWt338vZh/a+s5cw8DkSCHzARBjAf/ZPHhJb72yFvSr2xq7CBptSyDA7Y1fsiO9lf7BkDXYPfwqd1I++uexJbT4bRkMfHaFjjrXQ86ygpc/63uHdFTu5C8zkKygrgrGbVqdxffy5fgFVQJcA8G/66NUcyYE4AGcOKYK7BAFO9Zco0Cc/YF12wT/CqtO+IO6Uzp7M43/xYW3P+OAf0CZzPpBs7J0cyM2e04MArp1Mu5Xjn+zfXH1bjskKDTJONwV5NVzCh37jjYEl72GUjBsX9t5UX4M6sCsWUizOeVCmZ0zlWChZH8Y8Z3AM1kmUA+WAjfG3xQKaK09ZGxB6N48AXZtSrqs0GRdl6hfUGA5ly7QF9jI9SmYAMnWgFFQ7ZQvSgOcULVMXdAGt7+tqfQrQmS94CPiciQACwNolC3hAm5PXJilgTGXtaAB1NN0acCraBGInDIbGoXA8gpV9MGpGR0HJfQAAIABJREFUythlmYyNUTJIe2aAAo1kwZ7Qx7s9OfEDP0NUGB3ZMyjtnAGHwTGQMePTLtDTFX0GUsaLBgNXB2i0zDMW4OkSPUYXGBi88QIHfZZocBjWHRs5War18KDGr98F4Mc66OMDWND0S2c3HeQt8QNYwJSd+xxjrn6O2g/b2JsCwD7fuHJjH5y832zgp/W948M65OT0JxGVcLFR9uqU77cL7IZt0ZE94pEMyIQMBCygVKNvL97hCDYKeORAbvoAVo0GWjP2JMkFbHPNIRfPZGxe/ebDKEeAj9rx6BlN4+3bXAHaWHMEbcEabWN24PZsnLqA79kcjse69oG3fAGa6KitzdmhbZw2PNkreyAjNoIWnMOck5XECk4lV7Am+XKTAvOKpBgOBXoBjx7c3km4YcZ3c/qHNbQEjfRpjJsWwQZu2JObNIEZntzKwBZdC96Kd7hT6stvCNZKQVw7zGuTAKi1OXD43QxbFQzoGka7nVKzQZgjFzZENsayT8/Jkqy1eafT7Fl7MmYH+o2DfWOy0z2GXuiJXdAn/Sj40LfX0I43+jYev9oESL7RwcopWGB1FU53kio6IW+646vdiLmxlGDxedoFYuPUDjVu22B2bmP9mdtJEsyHf3ZinvUk8P3IWJ/knh9gI3jRrwjqdOO7PV3wveKSvfBXZEYvcKsmcz7ITQl7JRO+ip9I5vQEG2RL/gr5FOCNI1fz4WAwfP6CJQxZixyNgy/6QUOdP9B3+3cN6jFgMQzbaIZiQe0Yp3gLYhBzNkXxhEQIxnKMMi4nJnMIQpbmJC6gCexOTAUU4yl4fmTxi19OsKYQbYDcVYugyzAEQIYi+BnHkARj1zICKoACpICrBjKBGmCddDkTfdoFXwFanyzQfIYwP446/+cxWaGgYo5A7RaAs+eIBHk1+toFYE4DPwxLcsKpMFJBnQHbh7UEbnszxnUhg2fk5CCguw52gmG0nAR+PfuP+ZA3AyRzDqITO8dRgAdQ/YyYjrxXGLCA0Vg6Ry/jpGfOmpFpE4DpW+E4jGcDaFvfacNa+oBfP8NG0zqcVU5sgHL+72/Gsxn8AQ++nMQEVQ5SwgfYTm1OceyB/n1LIyN2ZS08KBw6uRorWTPOSQCgyc0pwzj8kJka0PGe02JbHDTb4WhcNeKJ7MjFesYXcGGAjZON/vACP8YY7xnGyAyWolNgJmvzAJvThTFz0TUPDetUm2dcejKGrjgc47Sbb70Cs77WSbf6+id4166td2PQxJN+PHpvH9awP+vzG/ahTY1/hZ0U2M3zeQUe2D9MCQISVkkt7LkdE6Rhmi1I4CX37IzfkIgJ0GgYyz44boGbE5cgwAr6fIabPpjjL1zP+4EkP+E2r8Tf38vzA9odDArQcM9vwLzn+ozXbr4kgb2Yo7A/ySH7xy9bY3f5SsklTJEJ+Yw9nT8d1UZGBR/4I18yz6b0CSBkrNAte0BLO/9gDHvRlz9nE/RpXDbCdqxBZ9qtYV54lyQ031pkbn9uuvg2OJNgkylf6YDm0GIc/PB5fDUd0IXrdFfrAvlcjz9/MW38pQSOHumQrgRxc/kAz3RY8gfXEkCJGz2iNz78w48mCcDX0Dv/MRtYJxN7tU81zLMpz/a7/QA98E98pP70SA/a0QoD5EL+ZEiuyZ686cM/87ybw5ewBWPJ/3E+jN3+vXVQp0yLWhxhRZuCKcC2cYq3ARvHtII5V2SeZdScKAfJaZpLoZyr75scs+zar1bnGuqf/xoH7ocvlCoIyv4oX/ZGkd4p0RWObywSB0rspC8gc/RADmhl3GqOoxr4BEl1V/eALNOUAXIQAiqDEyCsK0i7/pYECPrqgrwTpaDuE4CgjleB3QldEGLoMkgORvC2dwDgdBirJEeWyaHZvznmc2gcnSSktQV8PywUGBkWx8DYGCejFRgZIQMlc7V+oKQ7xiSweTdeH+PKyAXVHAJDzrmY59k6bIJ9GIc+Whk/XRb8cmje9VvPeDyiY54+9mSsPeEFyOifzujD7wwAlAwlcOTm5oT+8Yte3/PRQ8ftB9vgdMhQgOB4FDbIbjkewUQigAYgOvVxVv6jJdbxVxzGkg/52TO792w8foEZKNu3ZxgwR6ADXMGQMzUXTgI9HJGrNThf/wRsc9Axx3j0rEOn5qBLDwKv8ejq126M9ejPGP2NQytHYjz6/SswREdtvnb4N7f94NlcYzxbEw/G0atn/CvmGcMG9Nk7um5G4K/bORiCdd/ZOX5BwQltAsDvfj+488yO2L1rfIk0naLlh1jGw4ubHP+hGoXNwDuc+uU8+/JZD74EcTTYGozxCXwBXmAZxgVpSZ6g3l/AeJdkdyAwRzHWKZ4vgFM/woIxPLMdwZx9hkvP4QBu2YFCjhIBejfGOxnSHR0Yg65+dNmafjTgaZL28/fw7EX/BJhzJU8vaNCbZzpGGy12Yw4ejbEGfaGBLv25dSU/+4QtyY2DD58338iffTaHF9fwdCIw052Di0AraPdDOP7OHJ8qtDvYeOd/jXEaF7Bhla7ZB1/pZq7bOWvDu0OW5ID++W5r0T+dw7j90QWZ81WeydGeYdpe7d0ejSGfAjGskwl5aScPcmHfntHzbD5fQB/Geg83MJMfQdd4bfWjq40ubv+uQR3wFc4AUDFjAxgAUMzrA8w2RQCBXR8D0G8zAocrMj944TQFb32M3Lsi0wJcV6qMhYCBUIDjzCmGwl27MCLfnGXsDMU1P4VSLiNwvT1Z43sfjDPmkAu8gAvUFC6wM0BgBFxtTsMCtcDhVCDz08/pO1ULuugBOQegD6DR9C6BUJsP+JIKwVeR1EhSJvv84svJXBks42WkghfeGSDjF/g7paPLEVm3xMHthYw/4DJUxkYP03YCJ0NlZAyK3D07bdInvWoTCBmvoo/+Mlo6ZnTe6VkZgJ8fzAAHGtrpzrtAzSithSaezNdeYbDa9BtrHkAAkIKWeX4YSQ/0Ihm0b6cDuuJEXP25YrV3tPFrPtpo2jcgSxbcGDmdSabYDBvjXJ32/LYBfQEBkCQQHBWbkXTaC8BbA328BehwYi+cqT58WN8YeLI3PNk3jARk42AKVjhUz3Dm2Tx1WFQDvZr+9OcEmoOeNePJXuiHzvYaaBRwyUiw7x/ngjZezMezd/+8W1OfNbynQ+O04dkYa+KFbXBu6ZcMtZlHDmRLL/jk8P3FAT/BacOSz1x8gERXzbH7pOJ61EGBXvkXtQAPTwKAAMJf0LWkwXynRXqHaSdJv8sRMJy66Vow5xf4BMFdLUg7gSs9Sxjgn2+BSWO7yvcDXEEdPf1ukQrm7Hr2f/5Xq+QyeDpBmW2Rk2Is+bAptgfj3umRjZE3+ZpPhuSnnT7RJWPtnvWhbY5242CGveQ3+Art7FSxljnsmJ7ZHN7Rw4+xPps6mPC5fDRMOszMZ9Pzn+t1TU/OBXXylohL4vg/fp3O6EsgFpQFdjh12FHDOT/gs4pPaz6XsAuneH6Z3TjU8bUFdO3mdEvKpuyVHPFPbvwdf2lP+jyHdXK0d+PInEzYbO9kQ5ZkYi6dhQd0jM/+Pes3Pvm3Lh3Ai3/qbICu4Oz27xrUEVUwQ4kYwJBN2SRFcgjeMy7tNhoz+s1nyIQHsH5Z7Jftrt5laQwWKDlTWbMgLagRvFO+QOO0REkMBtAFPEmAU/qc4p99NoCVEAAoBbvmYQQMA6AEA0FABi7bBjQAFIyBFyCd4PR55sgVDkVSwSjQYnD4cDJEA6DNk40DcwmBtTgQgdipHt/mc0R4dy3YNyH7ltAAg30yaPRdO7ohwIckQTCXOCh4lyz4fAGoDIOcGaoAxXDInKGV8Rujn7HqZ0TGKOlOHwcZsM2lf0Uf/bKFMdLjkNASGJyWrKHkdNgMHtgE/tAAEM+dStgSHuwDfbTZBYCYh55g7LcVZMop9Gt48iV/2bdkEA8z//wtvbUBtj3vq3b7Z19oW8Na1s2eydb3eA6dM0FbsX9j8Epu9t/85KKNDIDRsz0/YgVYydX+0QzUgmHBPAx5R2sHYI5DmzU9o2MtgRdfiuf0Fy3jrQ3fBf10+hjU9Vcar0YbHevbF94V72p6V+OJA9wBwVre6ZudZR9osgM6ghFJFDqSdg5aYu9kBhtuz3xKEaDhno7Zqv8WgTaYkYDzAwKA+U7VTmpuW9B0E8d2JM2u8gVdQRqOnbw7bVfDuAL3/IZ272rv5vT7HW2eowOvEgj2xc7sHb/kkO2UeGsr6JAJORpvnqBD3uFWDUvGk5V+8iVz49mgQg9o0CWa7MWcsb1zJWyu92k7/y8APFqPXs2BWe/WMs76PpcK4G5G1fxYp2g+yk0Xn8xf83l0K6mCY+P6pMa38v0COd2p9fGb3h14BHf0+WS1eOGGgH9G060bug52DmSCvtsC/sG7/zqkPeE/WyPvZE9u5LRtGM61zae6c6uSnJL7xiAZw1w+QG1N66ELP9Zk9/rIVaG3/Cb69cEq3N/+XYN6QM7xWDQHwigYACaNw4w2G7dJYzGVgenr+5ETl6DuT5J8U/GDCcFeIPELWEqhWAoCNFdODMn1vSBNeYwHcAFWJt63GxmfuRywzA+AZWfAzwkwMBm/wO2EDogyclerAr+AD4T6vQuiHDon4npOkGVMMj+BXT8nYIxAq1aio7+g72SPZwGboTIwgVywZ4SyWEYs6Avg9ii5wC+aaOHZOmjiUXLDSSiMRl3QZIj0I2EiPwX4AztdMSC6Mc48hdFp52iMpd+cBVtgvIyNfhma5wCibRzJ+RaITmBxSmbICgcsuYhf61sPTxxGAECPbaHBpsxxivYpgnyAmRNhE5IfmbtnztP1qzWtgQ+0BWn24HTAyUimBA5j9Tn1+e5J1+xSAuG0haarUzK1X3IR3NX4tWd2T3b2Yox1tQuktZNXvJhnXPIzhiOwTzIXjKvhzj+0yNpceqA7NOnFqdo4fWqOAz3jOjFbA010yNU479lKicR2Hs1FrxJNNRlYp9r+0dZn/9rJZsvIHuiDfvFkvHHG4N97tyr2xl7gBubYPIcteYd/N3MKXVqHfymhd5MH8/TnlC6g8BVuz3wCg2OBxMGA0xd0JA6d1vmCgrIgLdgL4toEdqU2/V216/esTzsbgl38+Bt6zpy/g0lymPe/fzPYYFfakiNMaiMbcrHH7MYY7dkl2ZHpthFjswfY826e4lkbXZnnWZ0+Wwt9z3TEPvl1RTKMJ/rht/ktvhIOndT5sxIv727X+HC+vT9HFrB9OiUbp2x+27dyt5d8IV9Jv0719C4RkySgLVlzk0mXfLOArw+mJQFsBX088dviTv6HXMkZhsQY7/Zk//ZoX/ZNlvnIZKA21xg+KV3BtvnojF2fhMo7nJFrOkxHdKY9vMImm0fH+nTjXfvt3zWoW1xBzMIMz0Y4G5vAqPZAa0MEps9GMUoYHLJ2DtMVjeAu0Pi+rpZZUxyn6iQGkF1HA6As3LUomgTP4QIpRXHqsmwKp1hOmFH0J26MgQEZ78StOAkLloK27FmwBD4ABWandkEZKAV8QVTgZowMRSLAEQC/7F+fAOtk4L1AbpxgrDZWRimwMzqZKkdiD04P9sBg8ek7seskJ1C0gQFdNwBoo4lvzoWhunLmAJ3OC4aMjtyBlvHQHeDRDb0AowCfvjgGQZUxayfr9EuvAhR6aDWHsRmvr/X0KWzC+AyTUbId69IhXhS2wGHhz3h91rCPvT7+SlrYpBsc9uI2Bx102RG5chYycyCXRM3NzZ+eje44ATLl1DkgMqZvdsRZ+K2E7J+d0Du9cvb+BM5eyM8+8CyYsn+82W9gVpNxbQVmbeQFT+jYB+B7V/ShCdxqfQV2fZ45Z5hCU7BFs+DpuXn03rrWMR9dc+lif08vqDYH3X1a96xtF2t6R9c+8Z/9oD/7e/p29Mse6JWNWENf72yLntVTDq/okyP5moe+pIr+6IQOJXWcvmSOznwuQYvtsg9Bwg2ZJF+y78bFu5O+b7NuCf1CGtb4AtgUVGCb7rs2F5SVx0DtXeE7lA4IjedP9AvmaLE5nwjth6w4bDbPltwWObSQCyzrJyfP9kOHSp/H0DCf7O0ZZsxli2TFFuiVfsxjN+RLrmzAWPONRas+/Y3RDpf5BjSNx5f1vIdd/DpcufXgcz0L4PAEiw4u5A6PkmmyVwRdvlswllA55Mz1+1dfj5922JHMSb74d8Gej5TI+/xiLYmexI0NGM//W8OpHn23d26HfZaB3WSOZ/uzd23kSCb5MG18jjH6yMN8NuxdIQPt5EEX2T3bJUf9MEkHzTOWDuhGv7H10xOc0138jA7Pp5bvHNQpUAFqi2EAM20QcxbPQClfn41rtwnPBGWurFRAFtj9WYfx3v15UP/5Tk7ZtbxMyylbIBS4KNOfNaHHgfffiOeIZYWMhQF1XW0uQxCEKRidnDUnAGCAK3gLkABZETj1Kfo4EIFXABYwGK6TIqPiEBpXAuAU7XQtceCAtAvKnAZHZB6D42hkm4KGQM9B2asAX7DBCzrxxklwFtbkiPDhs0XBMYMke3rJgMm+voyV/gK3Z+MZMSOnZ/oZoz8GiSbjGydwrp+NEdTNRZ8TYgPAjrYEwXr0Zq5x+tHnsM3ltCZpON/hjWfo6FnTeuYBDQO3BtpoRs+zfhk3upJAJzanbSCf3yl8+Zc5zUkG/GjONZwkkjPhVJwofDKh0/THMblaRBNg8RIQcwDkZW9kgWfv+ISZAqtAN+A8f94C8GiGMe/Abzz6ir5X89bfsOIhh0FfsEaezRe8zfOOhnW9k6kabW1Ka2lHR9v+J3C7AeADqj1HO/rWNx9f1rc3tOjJnvR7N49OjbU2mSnkZwweyRmdcXYn6NOvdkGRnugIViTafvPgh7KKgwL5uG3p26qTmoRbcPDreH8aJ8jwAYrkmj3wS+b4zQvcF8hhzjPcqTt9F7z3u2cHA7XxcKt2Umdb/Jb98mEONGwZxvCssH01O6pm4/ANw9mhOeiQCTtk++bka+mAfNkiOZK52nxjFDKfev1Ohg4Uc+kATeubSweKZ/aCpjFq+JU886cOH3yaIMw/88OSZD6arOGRjN2cOLDxqfy7Z4e7gjF/LcjTM//t2S2b5ID+3LwK6Pyxgw9bcBhU863opXN8ky0sq/HM58EPn0GWZMxfkUmytXeFLshYe3jXZixbVpMV2cCEZz7QGuScPMkNDrSjh5Y+ZfsDOiBbtGAmX7Kx+brn60kdswqCCGMAsC1IKJhVAigmMasQ4gYmgRGCTRMkpQIoYciwXZcKTrJxAd1VdFeklOqqWtAGVhkt+r5vUBwlC5QUqBa0AUhGJ1NDuyt6tBgXYwN0AVcBPBm1YArETm++wTPSrrwFZMHX7YGgyvHL/I0ReI2XADgBmi97dAIU5I0R4LuaN18bHswxXj8+PKMhoAvcnIdnc/FnbwzZfIbNMQA8WarpgcPI6DJGOhiDPDcqDI+RCrKcQwbLGAOsPvqkM8ZIpxx1wC8Ao6sfL4yz7BYgODDFeuYag9cApM06HIM2c63jBK7dPDaGB/TiWTs78I4Pc61jL8brQwuvxuozVpv9ecaH8dZ204GOGyXfXP3Yyt7ZrDlootWetNtrBS3jrRV44YZcgNNerKlPsARkfWjCmDEB3LNx1lRbCy3txhqnvTo+6cFY9PFljDUKtJ328apdf3OMQXv/g3fFvwK7d/TjEU17ELzbnzF0aA00PbND/FrbvszXTxdqY+gC3/kP9Mxh1+Rnb35fI8GWKPte6naOU4d3foWezXe9LSkTAPgW1978hUDA+buu99mFnp3knPrcqAnusO50zReolQL06wJ84wRvN2iCujnwrM+74Mb2yQHG2Jy9kgdsspveYSIM2gt50bG9mUdn5hlDLnRQG10YS5ZqsiVHtPMJ5ulPJ2q+PH2ghQ55w6FnBQ3zFDTiCw9w4ZDGD/bfkOBryVpiJTA7hbslEdDdprpFIXefRTrk8NluUPhzOuW7JQx8L98nYXALY4wkwM2mNYxHR4LgtsXNJ/p0jDf+gY2xpZH/+Y9h8SvwTTZhwY0IuZOLfavJRk3u5Gn/ZNY8NXmRkUI24QDOyIg+wqw2NOAu2fYOM/BmTc/Wxfvt3zWoW0zBKEYsXBDXhgGM2iBmbSIBYMDG9DEAzBEY4TJYgnEqF8A5UwYNkH6NSqC+tcu4/JjFSYqSnMgB1K9ajWFsFMQJywr1UTbwCHaMi1FICIDb6Z2iXb833gkcWAVUgVbwrMg4OY5O2gKwzF7S4NmtgAAsaHs33snZKaJv98bggSMxVjB2YpdUGIfPEhbfhpzcGTEQSFbsQTC3bkEenZIRACC/AhZ5MFAGnOFldHSj3XU93TEUY+iC/tSci2d6zkmwAWPpjr7RoVNzFXq3hoCIl+jRUWByfQ3ITkT+4y5osAPzZMr0byyA6aNbbRwzOm5prGkt9O0zu/QuifGfhLV38/CLvmKsPeHVHGuQA9Bas4zaGLcGbNU+7d+e0LcumZgXjwHV+GSEd/Pwai2B2HzrwENB3lowArAFPTUnoKCNVuMFTIEUH2g3r/U4deuhObwup4y/EgKBFC08ajNem/naFc8cSv/wo82a5ije+YQCe33hHl8VcrN34/FoDc+9q+0Xn8bFHx6VnF92aQ3Bke1LpiXOTnDwD2euWa3DZvgRtVsZ42BH4GHnvq8KMOZIkOHQSZ8Nw62/OReQFYF8PwvYBW7Pjam9U3y1xN1/7c66DiX2Yr9sk+2yV7bLRtkXG9auzX7ZEIyTZX6XbMjdOzuld7pBY4L/uVJGm61bz1j0yZSM0JUkmGstOjMWXf3wmb6tly+hMxhVjIUXtN2C8W+SI0XAdvPIp7mGd1Inf77ACd2nVkFY7aZS0kWXTuWCuDne+WGJHHrGC+I+q7qJM9fpXrwooHeNz5/6QS2Z9BsGe8BrcrJfMuAHyEb/4P98LzeWXOjEXsnTO1slN3IiD3qCTTLVp91Ycm8uP8G++SV9xmsbW3/59ApX6Cf39Kq+/bsGdYQVG8E0AOfQPGMcU/oUm7cRTDMa/RyRNnQIT80QBGLfOnwTFdgFcwbv9O5bi+t4gKR82ZfaOFkacDIIwvfncEDSf/ZTsHbdLmEQvJ14ZXdjDM9fzA/oGABDkeEJ0IK5Ijg7GQu8rt88A3tBX2DlRNT6faMzVkLg3SkabwxQsO5k77pQFsl5cBb2wPg4Ee/oGMNoZbhOH24A3ATkTPCBH6eATvQcBXlxDEp/a15dcBOIAFbA8swxMCpGzQAVY2sjV4HW2Iy7wEh/jadfxVyGa55nDoYtZLhshk7tzU2JPy1yOwNk9Oak5FqM88W7IG4982TjnIPbETbBEftBDqduLOdF/2o8+5NJNcdsDDroemaHxuGLU7U//AKjcUDEBu3ReLZNRvamGGdfAAhg6LBz4wAUJhT70gc3bJ4Mycn6avTRExi1GVfAtgaainY8Ga82N1yZZw9qvGhHUx0WBWNj0Ile9OPVHPz1jidj8dO/gjrnE0/GkQ3eOsGjA/vWxKu18GcentTmmGuMfnPQtId4UxtL1vjyrp+M0WMX5vmhrWAhUHDwnn2fdSqnTzywVT+shC9JsiAOM5y9Q4I2QcEPcp3k2a5Dg2+273zv+4N9+C9oq727YhfAK/UXxB9ryb5PQiWu1mE3vbMXbfjOnu1x8OT/ofDNP8bu2C/88qHkQ57kA9/GmqMNbTImP/ZK/uRGjvrREMjSP52TFQzrQwsvCplrN4ZMrVuygT4bFxDxRnYON+TNxzpgwa/PoLDMD/PPfLrbWPqgO/rg3wVy+jTG7YuDDH/oYES35ikOe072rvLp14FNv8Of0rMY4BYm/0AG9kme+CYLOiBPMUg/mdhzcjLOPu1ZX7Iga7IgW8/GkDt9mK8mexjRDkfaybCx5Azb6CZftOCPvXvWZ67+279rULe4EsAsjlHEc0IWVPQFXkLTZgOYt3HMAa93zMqIfdsS1J3cfOvqz5FcffrW6ZuoqzBKc4rXJpMTlBkBYzCXkJ0+XadRsoxPAGUgjEjgBl4BXzJA4WNkn3w6J+tO4wxI8BS4BXnALGADskDtdO1U7oSvX2DV55pNMU8i0a0CYwRo2aqThdOE9TkWp1a/9meQArzTvZO55EKSULLhdCGgO7Frw5O1fY7gCAQ3MmeQZC5AchLkrF0wL0gDqWCmpEtA5wAYMQNm5OYyRO+Mkh0wQLqcrPJc8wKzsfStLz7QyNFYBw9uH/Dsl64+k8i2yUZWLcGiM8+SHtk8/RvPNlzdkSUbME6Q5yx8A3WNR+fmSpYkdPo5DAlAf03h2yvAk7u92he+8GyfnBm5ALh9abc3+7YHNkwm9ip4adNvn+ayb3TIEtDhxLN2a2lj/7DSc9jRVp955sATMHsmf/K1rrmKOejnNIyjS3yqYRR9QRTt1lRrM14/Gt7jS71P6jkSbWjiSY0mHqvxgV5yyx9Yx5iCub0UPMzJnrRni/bJltXa0bJ/8k9f+JYATrL/q1/PNTxcCgZwZT58OBwIAH3Og2OnSX7EX91IFv15KTtxWyYBlWD/4J135tNbQV3g9ilOgT/vTuuK54o+RcCvFqQEUbaCJ1iFRe+wyg7tx97UbM5es0/j2SQc6/esHy1yyTa1sUF2ySbpmvzolMzV1jAfHTasH290hBe0jIURSa61jU3+9AXfanPzC9aFWT7OCZvPdTMKk/ywAC9Z8mM2GFXDI90Ivq7S+UjtbjLh3fU5vfH/an5BDBDU59fyf/3bJHF8ioMf/+C3FWjxC9blWyWAbM1+8Ms28I5nsiAvSR35ik39dZYDhwTA3uGSTO2bTXsnb3PRYfvsl81ao3H6rG18GDM2TMAFfshbu7H6zPduLfJH+/bvGtQtpmAaQUKwyHYoOaAYxgxD8Y4pG8qwtFXQc73E0QIRYwAs2ZJTkj7O11WaayvtFOmE75qFQgVHWR1QO7ELlGVyjINhcPwCiKDq+463PDrxAAAgAElEQVRvMwK67BwNv6Z1kheIXWkLnMAYeAVq7YKpWtAV1M3xLU9CIBkoAAvGEgOOQ3CyHsPyJ3b4sLY2hs+Q7cF+OBS1Tw14Y+gCGp45ICd6NwECPifDeZENxwCIjIKsvXMEDIQhAB/DM4YDyYD1MTw6pR/6QEOhN8ZrHn0NgB9+yKQN+NE0Fy165xy0czbjsE/WDxgcG1nQuRoQyQF4/Sim5EfQpme0JWbkIvFxCwKokjMOg/yN5YidAjgQskKL3OicDjgYY4yVPLARjjwZ4NU+yQbPHBq5WD85kC1gA2UBxn4Dnf3rr818c73DT3K2DvmSubXgC2bQ0UeWnq0heDZGEA3cxuMjLJqnzVjreEbH/tAxDh/4E5j1cTz60FTw413ZAb1Abn195in4thaa6KFvXQEjG1LrU+MxObARbWwULXLCYzxHN77RZr94REM7O5d8kTtabmgk9XDmpOhGyOFAss8XsBW3XzDEJ0gA2Ys+N2oSefPcvDkssEUBGeYF65L2grTarVnf0AvgxupTa1OMc9jg0+AAz/h3epREsjc1eShkyhbZH5wVVL2biwbdGmvvG59sINkaa4w2NOnHWPJUayN7tGCAjGHefBjGn2eBsPXwah48oO/dHOugabzTOpwVmOnCbaTv6fDID3Tzyv/BqnYydxiSUMG8w5yYULAWzGFXLci7XZEo0Ltg7qaG7sian3ATwK+yCdf0Ars449DDdsQV9mENSaDxns11AMGbYm8OTuwy+bHhbFsb+ZAZeyYT7+RsDhlrZ7ewRkba6AUuYAvO4D0cou09zKEF87d/16COEQUxRC2QM8FsQNeHWf0K5jkuDM8GjhNrrs171s84GIHA7EdyBC6z84t4hi8z4/wpQBAT2LU5cZtDib6Xc+qSgwyAkiiXgQiEgqKMzYkOkPUJnJICp2+nX4EyEAvqgrMiiCqe9RurRtc4gRzotQvuruc5D6d4V0d4xLP1GC3j5VAELAYnAeiK3unSHmWb9jRB6Wc/n8RBAsH5uJbXD4jkx4gAEsi0KRwBPTAuzsA4z/TBudCBZ3oM0Awq3XHOdM+J0q8x6gJSJwrroG8cehIyfSUSxgMFI6Vb/cYCBUfmT49clVdczZOJJI59AKHrc0mbrNmzOX268VcU/lqCk/YDKu1+YewGyCnMHEB1o+ObuytQ47xzTmSCV3Kwd3vEqzbyMIas9OvDu+fsvEBqLvkDK9tWomEMWZILeuiiYX/ocLbm9y5gGmOO2vzmhEc8mqeQOyyiUSlYhznzjTUPfWsZSz/xoN8zZ7L/cTjoJCP92tBER5994YN8yEGbvvjzTH74RycHaJx281vDO1rD30mM2K93c9m7Z21sj22SkbX5DDrnoOFn/urltx9P4IZJwV3Sxwdw3OzG9awbQYkkG2E/Ar1gDNcCs+t2gZoPgHm3Zw4Cakm9ZKAfzfIL+Y6u6QUX+mf3bFighAt7sQ/Pansxzr5gy/Pg2o/jzq/VBRFtZIoeeZmvpk+FfOf5BA/j+QgyZvP0QobswTpq48nduOSrD63oWRtvjYFhc+kvfozFj+RDICVf/pYP5g/dnDqxu1ER+CXbDjgOPXw5H8i/O80L1j7R8e0OA4K5oM6n8v+Cv9M+v+9Gz6cL8cJp3zwxwxjyd3vHHooXfYv3ly9ijpsbB4wOWg6V3eqNfM5f79AJObVvMsoPZNvhzTuZk63n8E9Wns2jixJr7doUWIFVz+pHXG6M9nwN6hEP7DaBQcQtwgHE/GbKM4bMt5FqoON8/EMzw/DMyVIYYHHarlo4ZRkrxXoHBgYiQMqmnGq1+SGEbI3y5kd1X309Wdxct3719ZzwgA/oKM3JjRIZA+ULIozMSVBg7pQOnF13dx2+T+6CrPFArXbKVwvqTvPWBG7Ow77wyWB9a+o7nl9mCvbzW4A/PZuM0pUyZ2OME62ThX4AkChICBgW+QmUOTVXR5yaoC2gFLC62vMOhEA3DuA4CUYJhJxGtBgX3UXHmLJTdDggjoLugBzYrU3v9EzngdtYtNGKnlobmzKek2sM/jk7tNFVsze2hmaOpCDgClbQR5MzwhfQ4QVw7M0a9uRZn7WcRBT09QOeNRT8o6fPOvrNIzdtaJlLRtazR/OsmezwophnXH3WIUPv9o+ecebBjmcYs5a11drizxxtZAJP3qNvPDqb3samPuPVxirGGiNQK2j2nCPRZkzOJT7tQUFHnWyMtwae0cCfMWRBTuZ7Nt5a6BpPP3RmfPL2jmcyNs4Y89iqMXQJC/TAX9iPsRJIxa2MIOBUJ1gIAIoEko8QHLrilSBKquG4E7qkn3/wuxgOX3BwGOCvHBL4EreEaEjCBSCnRkEMftUCFHwUrMMTHMMVjOofLJw/P7VP8lPrs8/swBzP7MgcYzxX62O/cAQzZEsm6YQ89ZOtMY3Dn3Vak1zJ2FinW3zQn3Hpz3jPaCrwSb/mwJG9KhJ0J+Zu5dy2CewSKIGdXyMvwVWglWjRD7/JF/LXfKkiBviv//ltDr/nU67A7XQv6NOpg4/bWLpXm0eHdE+PPuG6NegTHhpokS152CuZkhl7IxPPbJPt8U2906M905c9q41Tkw0deSc7uiEneBFDPec7YEU/up7DN+yExQL46+prUE9JmMEwA7C4Alwp0oLabNyzPgzbEBqBWRtazUOTwSmeKZ4CBSqBHegEdsB0vcYgGKZrNQoHHqd8wmZY2l3PAC+FUh7joEAG5CQusLv+FiBd+7gO991GEBXUBW/BWTDetZO679pq7Z5l/bL1TupO7xICfQK+AOxZcgD4TgB+HcoB4LE/tWNskgtOwv4ZmuREluiKSQLDgGWyvrubK/CRkb3TCxkCHeNijIp3oARAQdMY74ymwMcwAzTZKmjQEYM21ny6M47+zKFvtMhdOz2bGy1z8WUd4G4doEGb0RrD2I1RzLcWwKBvHBsKZPrN4TSsG01r40VBT8AjF/3ooTH1CeQ5MnuzBrrmoY0v47NfvJObNQAMYNHFr70KItkfgHo3x3rwYC6aeELDep6NhZOw017hAC/Wapw2c+1ZwYPxZKQYZ0000bNu46yBlnH48GyuGl1zyAMN8jCO81DMNcbYgjxH4tl488I82uaiQXZ49IxvtNRomUcmeCC/+ELXeiP/E7zQMC8ZRj/dpgvy4juM9WzvEi46Sv8TPM//yc1J3o/p/E+kCgJ8hdMk3MGjpJzPcKIXLAQXCYGTPEzCq7kCgwAP366ZBSdJugBlvoOGG0KHCetJPmGXjQvkr2z+3/+ZZ/tg32TDDj3bAxl4Z3vkbp8KOZpTuz77NpZN0I8xZOKdTvSRnTbPbIbt0xua3skLTWPw0Frme9Ye/r1nc7PW+ZW89ezPfDX9mOMZTiRbkqg+rZIlGfLhfLt3clb4fn7aydttm9s3gZ5u+Ey6kQyYK/jz8eaZw69KsiRr6LrFE1PEmeSPV7yxP7ZjH2QOH2yWbNiffZOdNsWzOXSkJkf7NN5c2FHzm+Z6Ny865sCT8drUCiz4Bzv0gTe6vf27BvUWwHjMY9iGLYQ5dWCLGZvALAMItDZlbkblmTEYhwbh2hRjIiDj1a5UBEIgkO0Co7GyPt85/LhBwFKMEcgESxmzH0tQukxNBgisrn4E9q7hBXfXdDI7412DO407ocvQBWUBXi2g+16mD+hdpbtOEshd0Zknu+/Ubp6A7nrdutbhPIBbYLc3BsZgre+7L/A7yXcN75aCQ5Gk2IPExM0AJ8IpkBFQ2zuZCuacHoPUF6DGSRyAegZCumEo9KlGI4BywHRen34gp5echtra6ACJudro1LqAQp/qcUrnv05ofW1oWwMQ9OPbM76Nsd6sdf4kyhw2YgwbQNt+2RSjZ0fmatePvj48o2cNffZi/9HQr03h5IxRk6e9qOMxh4hvvDTPWmiaSw7azQ38aOgH6uj2Tn7GWQPdMAJP6NGFth2g8dw4tTHoaUejWhs+vOfAyQF/5uR0yC59aPPPemHcs8IB5WjMjzd7iA/93q2bE7OXZIYntKyHL2Otb4xncjDGO1mZR7/e2YM+tmEcm2mONvwYT2760qk+eNHOFgpU7EUfO86eHQQk0K7wnfr4BcHZjZlTusDttziwygf4nY3fcvRDV8/63dRpE9Td3rkh5F98W3ZDJynHBzlkX3CEb3xlR3BJZ2RFH+yWLOAB72pjs1n7s2/6QMu+zPVOzmpy5afRJT+2TG50pjZGMQ/t/R4v+EBPMd9YcsSbxMWeFPujv/bo3f7MsZ6k3bM5/J7DlYOYw4zf0gjePqfSA9nRjwCuze2IuGCs07jgLVEQyPna+szlP+nFGIkX3bquJ197sB98hEUyyudoi9/kRS76yXrs7MjQOGPIsWfvxrBdsiRDtqqd3KzlWaEXhRzhRG2O+vbvGtQxoFjApi1gUUAF3NoxZ9MZg3ExYb4+72ioKVd7mzFP3wjh6dtRbgZirIAd+ACTITNcxhFQKYfxyrL0+QUjg6BA31hcsVCk7ykCue/SfrzhtC7gygpleBIA7wK179eCuUDtNO5d8Pau37URGgKtBMB3Ne1d1UsCgFng94MwSYX1nAj8IlfWKFiXfeJZEiLAO6UzXieHyVr/8MdxHE7/XfMbQ04MCzDIhdMihwIWWWhjgLJjMtbmnZGRYXpOT2iiwdDUnIU56migb75260eXvjgqY63LeOmIjRjrHfCNA2h8aGP86sDfWE7OOvrwVRZtfW0DxHOdjW408OMZXY7NemhaM7Dq96zdusbimUzU+rS1T+uzf/O0sWW0FfYbveaqjSFXmEHXPPgwR3sgDuDs3HNrNb6x1rEHdRiMBpnbN/qwaZw2tCr4oW97DoOchb2iY23vgjeezbOWdnM9h//mm4s/+zM3h+TZPH1q/ETDHHTwax79oOddn3WNN0a7efqsn22Zg3YBkB2yVzKztv2gAxtqtuZZv5rOBRLffv2ex4lREi25dtL2Q0uBmL8QyAVnwcSBQODhTwQTP2gVQODUswRAMHHNLPmGcf9FNXPNkRg4xQs0TqswhVf8syE82RPbZu9q+7dvY+yDXdqTPehT6iNPWLBP9Iw1RyE/siHbCnmbb02yZptotJ46fWm3Ljr0TCf6vZtrTXZvzaFx/nTOM/7wax1r44e+1OY4sPHTZE2GAjiZ8YF8uVM430m2JVzkLhEgZ4mYWxO3K/Tgr2tKBOgTTUkAH8/f61MkA67eyZkPxTu50Uk1+SRL+7Dn5AtLMJccko859pb9sld93tFiu57JkZ2Pbb98mvfwhq5nxdjbv2tQR1CxOCV43oC1CKWqKS0lY5xT0KcwIgwrNmpsAmmTHJRnSlcTgGcFDYavzTzvGR4Bu9KljEDutA60TvICNcV1zeaaxvU1sDqxy5xd1QAwA6J4maFrdSduP67xgxmnY5m3U7rA7ardydxpXFCXkfs+JLC7ehd4JQGCviKjl+nPif2T//29pushhtgtgR95+eTAaBm3/2CGqya1H9VJIvAhabC+3xcAA2MkFzUjkgSRj3e6IyPjFO1Ot2RMHxkd+RvrnQEBsbECNHmTbacKc40jc+vqo1frqTkUc9UMnQ7RM848bWyA3eDJO3Cj610f4FtXm3dz1ewQ7drNtY53/KA/ScU5BVhbu7lAil+8AK5irLZ4LCjYh3XaE16tgQZe2LS1zMUD2zeeDMkVn+FGrZ9crQlHHIF2vGjXb5510A934QXojfeuNIeMzDVPu7pAiMd4xfvs+TgjPJsbfbTtjR2YhyY6/uFF8d6z/eHBevbgHS3zPNuLsdoa65kuzLGO+Zxb8sITPo0zhi0kZ+32ggd1AYK+7CtbVFvPeHwZZwx7Qs+e6doVPLwJCgIFJ+8X25JueIVnPsKNnzH8iE91Pvd5N1agETz6vQ5fwm8ogrhkXu22jp/gbwR6gUVQ8q1dAHKdjycJLP7wyoexPTalhFk2R1ds3nM2at/e7VGNDnmyTzbO3siCzI3RroaLZGWMdvLSR4760bIOvRTYyLZiLH74HbTow7h+6W8/1kbLnhTrpBt745/5QUFZEuUTpARLwOWP+Tr9/fhRP78tASNHv4uaP4v7/ItJnARuvtSJnf+nMz7VoUmSIEFwHa/PzS5f7N0+7NMe7IttsjfYoCN82482MlHTh/FslszV9mauEm7RQFshO33wAidhOOyEb+3Gejfu9u8a1GMAQZvxjnDMaMdoYLS4fkZgY97NwZhic/q0EwIjQssc4xgCgbkOYYgEk6GZhwc0CFsN8AxQwM8JeGck5lNCP6STUbvm9oM6wds39H6BySC0uZ6R8fnlPaX7szVg7Ju5ZwAuoDu1O8kL4q7gBF4OgZEJ6CUCTvHAbT1ZPkMEbpkow5xfY37y6Ri20zkjcy3fr3jdNnAYTv3WK2HwLYksyYg87Rmg6YOMyIFMyUqfNqCjM7LVTqYZGwOlU/O16d9Ogzz1kbH51jYfSNHWZw5+0hse8KSwAe14Qh/Izce7eXS8wYKmNnPp2liFzZiLD87MfPOMwy9a+rxvG8KffvP1GdNYdkc2CtqKseag7R0v7NRzMvPcvgESL/rI0X6NJyd9YUJ/ARLN3j0bZz1tnqPR/vGnHd+K9a2FtrW0qY1DzzxjyI3ctTn9oYuvdCjIoqGYox+PknPPijHaPIdbY9uXdu/G4FHBS2PDOV70GZtsjCM7NX6149Uz3WQL9mUMvaLDnvQrZKYfHeOjwz7p2/79qNK1Lcz78alvuLAF+4KHYO1d8m+c/hJ9wRmWYb3k3q2dv1OX4Ps/PToAKHyDP3fTp9bvWZ+EQZCRvPNDTpQCiut4+8Irn6a2D4cWtkgm9ksuSnZn7/bmIGN+NqsNPrSRC3psCx1zjNfPZtTk11jro0O36YBc0eEHzPesH4/Go2MNvBqDV2vwPfFKF/qMswefISQ5/C5/KIj7/MgHuuEgewFcn79k4kPpRDLk5oTsXKOTn1sQ39AlXuZpl7AJ5BIwfZIzNyoK+buqV/vEKdhLttz6koN9wJZnMsAvOdmv4M/+9OWP2DR5sE9zzSEj7+iwd2PooLFq85vXu/HwsjEFi7d/16BuMYWyLaJgMqaA3D8bwwylGstozMNQzNqYdkpV2yDhmGMsg6F4AZ3BeGcQBEl4BFQmaw1CMw4N66PLiPDHYFxhedcu63XNJQgK7mVngCu7c5UmOxRoZeOydj9ocUIWoAFSYBdMC6hO8YK7Gsj919Kc9gX1EgYOghMQiPuVp5O6b3ECuQSDI2GAslLZqP+2vR/FMXQnBQbMeCUOHAkn4rs+QxcwBSYGZo9klBwCF2CTk9JzzpS8yY586YdctU19ki595tERHRtPN9qtRUf0SQ/a6YV9aAdec9hAdNAGDHpCl47wrd/cAMEu0DfOmJyPZzzqQ9e7ecY11nvteMGzNYzHI1nYjzXxjrYaXTyZ450MjWGD2vQr3hVyNB6v1lTrh5PGGSPI4c3erGucNqBVG289NGHKM7lpV/duD+SHFjqKdfSjYy17NAb27Ht4OqcIe7B3srE38/GPL+ugj4a58caRFNjRNkcfPlsv29Hm2fwKvjyj356sg4b56cde0ccP/qM9+l4/8mJneLC3scXz4zH70gcPaoUvUZOBwAj7sO1TmKAOe/7kCtY5cj7C1big7nrcb2Hg/vE/LuO9Nj7An63BZL+54S+8G6P2Lsi74audT+B/BBenVCdL/gAvbBR22KXnbM8e6DuZwT3ZlsDqIz82a9/q7I4c2Uk2iL7x2mGJzLNz9MnMu/XRpx/BOZ60ka+59GpdbdEyjn7YmRO89bwbg7Y1JFj2L6GS5PhTU/P5Pnrw52duMucE/vzFyIvvdvARzM0RhMmP7Hw+8ezH1W4/HOLQd8J3YlfrF8D9NRL/7vdN2n369Bsnz5I5P2omL3yTjX2QBXmx6eRs7/9t7+5SZDmOMAyvTmgtNroVvjH4ykhICIy3YrwZG6QVSNqCeUL5iqCZoQQemJscyJN/EV/8ZmZVdXWf4mGen1pD5vDhQaNvLclzvoWr3XpSy20Fjtga8/dHDnR0j4c6oxSLkEK1KULxFp7EyZASQuA2DQXHMef76+gkJd4cxFCyHFDmjKPjWElqroVsHD4ahUMVMtC0sTv4JBgHWviC7WrQVZwrN1dnHuk4aC1iV+++9iBxfHdagN0hW7Ad4A5uB2x37Gp38X0tzYErGd2FO7C1XWHi8Tjf3b7P9B30ktfduwsKFwMe0feYHq3P0Hvs78kBHBcndGOrhWYhzCZ2/v9ui5X9fKjmD8UiFxd+VPBY5MWR/8VYUsHAg16M+E6f382hNVeikwMPloWLnjyFnuKvXaJri4nDX9KTSQ5bzNFPnY5kwpEL8KPBQ4cOBHza5MElQ8k2+sMpb+DwAXw85RBcWPS1sLTR0EcbTwsYLXwFrRqWNv4WKTq64VObJz8amB3yan1z9M9OvPrmFP5WG8ejkCeOxvMF3Y2xm258gMfYxsQPE00X7ebDpzPM5tTZio9sBU5+sCHp4w0LjzasbGBXvMbQ05sdYsnv5Mk7uW0OHR9OLp6Lrmjh4fHEy2NdH4E5zF08u+h3KPWfSVmjvs3iALaeXTw7iBUHsbXvkDZvLzDfBbY5Y+7U0RuPVj/6sPa8PcPh4iCyJzl8fL7LJrkq17OHH6wPRRzZPuvxPO4WSz6RK2j5v1zna3082misWTzWFHpFPPDAtd7JVqPjS31tvpWbxbB1agw2/emIh77oxciY/di+3Mu/XopzwDtg+1qbO2xPS92xO4TVDnsXQi7O7Kv6DnLfehJLfnNh5sD2NMrX3uC6YPMxpqcCfmzGExF9OnjC4GbRRwX0klfojfMX2/mEXWxiD/vkqTZ/85c+WjRs5Uu+xsvu7XdjchsNWmujgxuOwq+tK3PaytPf46FOGYVQgihDEcYklLLmU9SmKOjmLUC1Pj6Owct4dJSEry/YEkOiSRw1R3MSB0juDg48cIxxKCcLqoOEkwQDjYsDctVe1iIThh8lcJXna3GuzBzuDlKPbzwacyXvYHYVaMFZ8A5Xj9S99e7u3d25x+sWqMPalbcr8Tmkv/7LXElKQJ/RuduWwJ4GuAPoO+zobQg2Ef95hEXvsHeB4YkAme4UYHsS4MrT9/klIXvYwgcSi/38yF4J6bDkO75Hh2aS8Fxtlpj8hM68WFqAMPmR30tmCY+WD+Foi1n4xtCoyRN3uPSSO/TCS674JB+/uLcg8I4+56AWX7rBppdcm7HztAAuPHMw2WAMBrn0UfSN01meZKPNi0wbG53ZTU+Y2nTDSy5foIWXXPrD5Ctt6yBaeuOBY5zP9BX2GKOvdZCeaOFYO/jNtYboat5c9ObgwYaHXh1Gm7C+wifswcNGNVz2aIcBhxwHspqeeNXsa5zdxtPTHJ300eKNHzba9DNPphKeGNIlWnPiQQ69+Vr82WJcLUb8wV+zzs/Bpu+g8HGXu28HgR+xsmlrexJmTTuoe2Su3RMxh7HSQW2tW7No1dZtc+i6GHARoGxec/r4zJGTXE/vHDL2JXp5XOxgEhc28Kc1LUfFjM3m+Eg+8o1xfpAHfKGt8CW/5Wu0eNGVa/zIp2LG//YAcvHAJx++2LVX46cHWXTT7uLAGLliJX7kqWEZ43/7rv3WvujgdUFjr/SY3JwnFw5sNzAO7fZrNzNiah+EA89X08hU2NreR+fGyLYWHOS12WAMT4Xe5vMjH8OQw2hgdpawma/M82V+hIFfTvMpDIUfxASt/UcfrcLX1k68fC1WxhR9NE9/j4d6AgWVAKAMaUMWKMpSEi3BxhjUotanFOczgmPgcI5xNWeYZ3ALNicbw6e4+pJs5siczf28KIUfDgc7SOiJl9MFWV0bv4MRlqt4d+8WkxcpPJ5zqLp79vmLq0SPw3tRrQPWHbMDuat04w55h687fVeWrjZh6bsLt7l4lGTMQvbim+KFGr8y52LBZ+/uGGwA7tDNe7LQleVcoPznv2MfO9mRHySKNl+xXXJahPyiFhfjYmNMHPlfjPDxHTrjCp8Wq+KAPho8MPlTW57IA7kiPvKBj+HDMY/eGB2Tj1a80MMXJ/oN7bkQQ2MMPlnp0Ri86OHQSV9+ks2WbNr+QZvdcOlKl8bIwY8OX77jW7T0ohM90JGHlq366GEo2uYq8t9mke1wstPcxoeFjl34mzMGQ5+9ZChsNZeP6cc++GIpRmyEKx7pTE94HbKw6KL/XkkmOnbjj8+YtnEy+Ed7z+cbtPQxT5Y8oy+72GGcj2BY0+xId/E1L0Z8gdejdXfnPgZzKHhE64UoF84OVIf0vmt2QPv825ha6RfhHOQd/OiMN9+j+O7U0Tm40cSvjl8bDxy135h3M+GpgSeDHjG7sfC1XTFkvzUhXuxkI1+WL8byExq5yV/G+Mq8cWP4+N6ctjH45MBTi8HOY7xyx5y8CZtOYmffQeNQV8NRo4WjTwZaNG6mfPTh4sXdtHeGPLGwz/ls3YHukPeRpAsd+z6bXIy7GNa3DhzIcoA+bJTjnlyyj4/IK0foj0bewKKPMfrBRQ+bjcbgt7eoYZFjHq8xhZ365Mo7svlVLsrn4mJcka/kK/QJl6/Mw4IpBtYRXbT5EN7T3+OhDiQgAihKcYK01QpFFW1GcxZl61PUIlNTjnMYoDamFBi8kiVnFCyGCiI5MDjUoxJJQic8xvXN+fzJvEAJbF+Lg6vvQFTj9SjOlZ8nA75q5nGQz7Hddbtq9BKG5HPH7eB29+xOXXFH7cre43eHsSt/h7Ovr1mcPheSvF7scKFgzgWCz/Ed5h79exJgQbvA8LUOG5DH8Wp6uxLmPwe4ZGOXq0U+1lfYwlfsl2AWmsQpmZtjL1+3efIrGn1t/il2eGAXd31zxV5umA+zfDBfrM2hg1tM8RQHMsVNPmibI8O8OBYjcbfw9C0abXwKPrLZpeBH12Yjb9Dt3MGjr/AtueyTv3xBBkxyjB3Do+EAACAASURBVLVBGcNrvlxnI3kw8DqQ2MMP7FAr2YnXPL9YVy1eODDNkatmD1/SUZzSjw7G0cCFTzd9OqCzJmDmH/zsTR+02UNPesGkvz845Bt/PdDp3EZkHj97woSbvdknLjDN0QstXYznE5jojbFByX7+ld/sgF2Bh0f88pM5P1Bi7fnhKp+l9rW0eVflz1/N0zkfkVmb7hJdfFubLgK8lIXOezJ9pU3tiZ4DF48bAO/gWKseG3vE7/NhF/zozOH3dA4+Wb7D7mM+35eGp4/eW/T+ExGPhn084ILE57psLtetazaKK5vNsbfcY7NcR4OH3/bhIUb8iY6/y2M1ej43px9NvhcnNNakOeP67bvGYcuX8k2M0ZGlbd+y7/oqro8Z+Itv+Nw3kuYlt3/9ez5b926Bw5tcNtijYcERf8X6Jr+45wd6KfhguDtHq43POH2thS4MnBN050/jfMXHDnx+xkeOdnbBMa7f/lDespk/Wo+w5H5rhC3kKHhhKOisNXbzs1ppLf7fhzrFFIApSRBF9RnOEWoKaVOWEgxqnOEFPeNhciA8huDPIR3eDDZvvIAlg0PhS3T4eMwJHvmCgUdAS3IHpHZYEgK2QJFFZ0nnsY6rSYeypHPX7W5eMlqcvTDnbtoVeY/IfWXFfwqhuCCw0C1Un+NJYnfoDnubixfo0LtCtah9V13S0UlCsoON7GMbe8y5U+d/vkNTMvIhG/I1f7NTbY5P2KbmU/62QerzG0x0eMgX3xYLuWTxDz6xM4d35J6FDteYHChONlulOKotenTkwNGH20JMZzrAEiN8dOQT/V34h25kqsOlcz6BPwv2XF23UM3DJccYORYeemPwyv3wjaPBS3f+MMYWWPKSX4yjk/Nw2QVXGy4e/dZE9qn5p1obLx5t+NlJDhyy+Fmdb80Vp+whGw1+820yeLSNw4dlc8mG10O9Ob6Bgx9t+hhPFlx9MaMHum2befzo2aKd3vThd75ODp/DEudo66NXrIPWBro+roJjTcl9PNaE/FbkkYPHAeJC2npE56uxbhI8JraHyCuY5vF7JIyfzvjI9X8SoPeEzdpVzOGlS3381rQ7SPL5hwx5DocM+xF75C8a49lbjrOL/8zzj8Jf9NQuZ+DQ05i1Tp5Yy0GY+JsXM3TttXgVtGIiB8JrD4VnDK+cpRNb1Wjo6wfD5snoP/45F1suuDxC5+do6RFtvqWXeTaxTZtP2MZ+ez3Z+OhNHh4+RgcHLd35kH5sbgymtjFFLsJgE3x+YBdMeMblH5nqydPz7Rd8xtmNp9yFLz/RK9pw8FoXaNXkw0Bf/Iw9/T3eqVNIIdwiJFBbTZFqSigUUARdwNUShhMoDcMCNsbIsNEag80RsOHpC6DCQBgWZMkCwxx8upR8HEWOQJgTHI6xMAXYGDkwJbZFYyFLJIsYrTFJ4yB3Ne1xkAXmZyK9KOezMYe7z8rcpffddHVX9q7aLVCPlObN27/+bQ773oD3GNBje48IPWpimwVvYyFb0Wfn3J2f/y1JchqnD1v5gO38gpZ97GC/Pl+i4z99vpYg5vnGWLR8j7bYo6OHRUAOWnPVYpy/YZHBr2KHV2yLLz3ESY6YhwEzWWSnh/iwAy1cNTl41IqFRT454qiGARM9Xcol87DJMsaHsMoz8tDTNdvoSF95Ww6ZYx8MWOQng/+zCx9svIrxMMjIZjT44SjJlr9sbF3AU+Cwjy3yVMkOCz6djaOHYQx9+WGOTurWIxqy6KIY33/FUe1Pzd+De+7+8cFR0yk6sozRRTuZ2QbLPP8o0cJId3xiJG4K/5nbvoDrcGQXWjmgxotO25oRZxitN3kEz5gDQS33HLb6iv0BtnWAHy9MPoBpzpqL3zxc69a+I2fgOXj6/rY1a39w+JOpT0d2t0f1lA6/+MGTM3zJT2Ro06lYmEcv5/kIJj5j6MZn5yJRzokDH5HLD+gU/mMfHoV/5ZQxdObbd8hhhzny6IAHjnigpSt6/vKVXTa2h4k736LBy2fsVYyNj8/eDzd6tsPnd/sU29hh3hx9+IHcaNMLLnvUxswrbOMXOtMlv2a7c0K88LF19DwfM8Lhi/DU9BMr4zDKb3zmFHNi0BrER3d2ZIv5p7/HQ51zFGAtam1GCzDDU1JNeIprcwp6GMZ3vTfhFrd5DiyxOJjhaCW3BEFTgpZ4AilB1JxhHp95Ti+pzTkMjXdFKhnQ4nfgFyQ0yfWyhrfh5+dqf/zp95fnvvjiy3npzeHsUXqP4r0I5ysXHr15dO9lO4/SXZ16/O6O3YWBz9Hc1XsL3uMnMiUKHW0Q2sY64PnGuA2Db7LDYjDeWBuLpMCTfyQTO8Uk35LBp2IFDy06bTj6xXUnoXjjMyfxyYIhL7T5mhyxFU+0atjJg4E2XlgSnG7k0g0NLLxsVMs7OMVNzGDMAjwbgXyDYzHD4Af4fKXO3jDxo6EbXvN0wdtmRg+82cJH2vIk3+m3LqLDQ99wWgv0ta7QmWMPOrL3pmIeT2uPrvyDjk76aOAp2c6e4oGejuyhr7jQC6Yxvsqv5pTWfHXjMI2RDTO94RhHl84w6WSMrPHzWW/42KDg1f9d93PowMEjTjZSNOKCx5z4qvWNs1OO2C/Yxwdso2e+kS/G4OHzsZZ1gT+MDgGHtYPXgQzDgeyAoRNaenXQy9duGoxbp+S3H9lz4ODTtr74kB7tPWIDW588a19NH3hqhR/YyQ5tfsZnDCZ/yqXWCZnGy19t/tg5oI8eJh/hMS/e/GOODD4m01h5iZZ+yU9HWHjMwWJPey8etit7redPNbzZo8/LsmTzLfnhwhMTePQWU3Ta/EkHNPxoHB5sOSJ3jONV4BpjMx+xmd70ULT5yRwsfT7AKwZkGYODF1Y1fusDNjp8sPDmR7T0V6M1X1zE9Onv8VC3CCsUpow+gyhIGW3OTSk1J+0NEi8l44+Xkng5Hw0HSBS8sHM2eoYKPlo85tFxHhwORsdZ+CxGiSWonBwuOjRwBBY/XPqh1Rd0yWcxozfuM29vY1rU6F25+/12b8l7RO9xugPao3iHvRfcHOIOa5+99ca9O36P270w51D3hrtfpPOI3mMpdpWg9OdfCdmClvzptJOXLebYZpzOYoF/FsU57PiBn9HxY/4yxm/8IBYSKb/ylXG60cU43OSHQ16xMtcCwBuPNpkTv7MxwSeP/OLYwlAr4aU/mRP/8/kXPDqRT5b4w3KYZEfxNYeWzeUBPHLg0BEOGj4lxxi/GIepj54/6IQPhgIXD3vMoWWftZNv+cpYa0IdZmsOPt2zHU9l62Q+umKgT5diCpteZBrXR2Ns82izrz8bS38d2HTNr3AUuGyDSf/s0WYHXLLygbXkpTXrii1ywrx48GUHRDFhh68r+Ywcj5fefETm5119VclLZdYAOnEjzxrGr8AWO/hownVAeETuLtMjc+vU3bTvN/vNCL61fhzMamvTRbdcorPafiAPtK3ZbkDwOMTlm8fLfuEMrpdvfSznJoEsPrOfeKvbuzt+EMXHcX4Eyzs93v6mO3w60F8MyeR3ec5naOikLo7010eDx7g4qs0pfIFProoPffiwHMOPRl/bnBoef1oj2uIvF2DwA+z8ZN47AmzxeTlZczj/8uvse/D4CQ/edKInXrH0zQV+chfv/SO1uKHXpwt+PrGPw+QXF0hsohsbxKdcgeGpgTjJIXrxBRvhqPXh4C13ojFGVzpaE8YVetCBL8jNHpj5Xi0vWxfigt7aMUZnPkVnnD1Pf4+HegCUBbrBGaPPAAowXt2ibA5vfAyHQ1G1gKc8PPPwKK9IRLjGkyeBOIyj0JC3k1obDVwB4BjOxSNpjFmUOR+uxWGx0BOvANJN0rVgybGgBV2SwELrcyAJ4W7eyzXu1n2v3c/FKv2Ckc/nbUhexPPCjJdEvJDjrt3FgBdrLGh6kK1IZHLYaZxeNgq20J8tkpNO7ESnTS8+ozP7+IS/YOCFk/92POApeNFYLHTgF/TGK+TAbbHAkbBqMsnhd3HAry5Oo9e5khVf43jlRYsRhr/iDyM9yNQ2x1b88BV9vPzDN+wwTy81+8gwnq3ZwDZzeM2zga76+I2Ra9Hh0VfzO15tdOgtYvpkFx5z+vmyBbtpjEUDHzYc43DxKvDiCwcdGebxKmxAS2/00cgFfT4kQ5vOrfV9mLcP7Np8fgsTBnnGs0PNz9nBn3R0aMl9v9ttTbjYVVzcegmt323wNjhd6elCwMWwF6p8k8SLbJ6g9c0SL8RZh74q5eukPvZykKoVsrwf06+G0cH69DTNr4p5I1vxGbn/L8IhTye/ZWFtqsmOzrdb/NKZi3HxdyhY23iNK37URBxceLjQdyHv47d+ywKu/cgB710btnjBjlzfw/aUr98l52c5QFY+5RextVeZt5cVa76XC+JKB/kvF8RInNX4Wx/2uvJ7Y6CDpbY+pj43VPoKDHqRZ9/QtnegNUe+jyDd0NgLxYr//VSvH+LyFT7Fwc/vXhh2kcOncsc+KJZePBZzb8p7+slPXmz2zhJ5YsuX/O6jUzji40KqH6PxIzf2bWMuslwg+lzfW/j8yo/0pzvfyevsynbjfKcfD9+yU/6bN843+Y5PjYthvHDZpzbfmoKFji6KOeXp7/FQt3ArFGvRUsimTkHGKw4hBlJQaZPQRk9ZyvUnqcwZMxevPmfYnOHDlRTGGFWCoEMjiTlSX50+aOlINufAd5UHE48xBY85GwfH2nT0HQxo8aOX8O7cjTks3EkYc8jaBOhlgfZ1GV9N81m5r7jZDNy122wkkQUtOW1qflsancWOzo8jkEkPxZUkHenKXjaxUbLQg3+MKxYTWsmtjb9Fxx40LXQYxUSs+IsPycHDTv5Q24TRi4F5tXFtePpotOHgV0tMmOQo6NMLv9xS00suwKAnWvLoxR5YxtgrNvqwWhBo4OQzbXQw4NIPP7+aw2+cLHTkoIWn5Cs0+NDkG7S7r53tan1YZHTw4TEH27y57NM2bl5B64998o58NIox89r0SQ9+pqsxMq0teaLvL/70QC9vzPOJeIkdfDpow9l/b/Xplk35CjY5dKNH6xymcf7H47B2ADogvXXumyXWg68zza8o/um3t9Mduu7QrM++7mUdeVvcGsKv7bC3vt1pw9P3Loza2+ZeULX5k+li2gW6Q9lFhEOlg9/3pD2O9xTAenYI+XaKiwiHLlne1oar7VssDg487vh8a8YTCC/UssPB4S7SQdVb8PRGp+8QZw87yTDnwHJB4Ekge9ytO4T41OEmnnK0faF4i4E9SY1WjompPh70fC/e5vUVeSCW2mp/YqXAFntxE0Ny7XXyxJj8IQMGefhdYKitR7RdQIojX4qDg9e3gVx8udnxdWIvDbugc+HlJWP+EHO6wnDxZe/0JIOP0IqbjzrF0j6MVwzlkYsjcedfueXQtt92oeTioo9FXax5B8qTE/awm23yWc0+43xnbdGJT9nMb3zMX9ro7Dn6aPkKzvj+xA1fcYKPjz/xwMZDpr62sWKz1+Vr+/FQBxgopRgK2BiBBBlnhDbl1JSjCCMEtWDj1cYDg1H68cHBo8BgKH59zrHJTUKfq0OHV7SwwqEb58OweaHBq83Z5GjDtggkDCxzOTjZ9JOcxqttCOYlLxw1ebAc2haruwibie+f+y1jiejRk7sNG4YElWi+0ibZ0NkoXGGSA4+e7HaYke/woyNd6Z4+5tlgjF7aFh+7szM89licfCRG6IudmOijwavmb+PadClmYmgMvUI/eCUqPv346WYOrRq+fGAjnPjIog8dzaerMTbBE1f08Omhzz7z+GHqZ0+89Vtw8PlQSbdsKlfJp6t5PivftclhNxobX7rlW+sFH35jMKvxGsdLpnH0dGSXmt5quGiNp0+8bCEjOnqgSQcy40Vn3pxCrnlyzJFjHE1/2mxW6NecOt7iEW41HjqHyWY86P32g7ssj8+1HWrWgzt04+7ebbh+nMRGLUZeJrWR29AdDnjalB181rivg+F3V+cAdzE9PN//MHdx7v4ctC7KHSSw0KOzyVuXLt7h0suh4cDwMZpD3DhZdHF31+9a+L1xj+u9K+OgcmBZz3AdGA529nkiRx+Hjqd1MNxJ2jdcCDjUyXXnqbDDEwZfz7OWyyd+FHv+VfNxa5ev9PlbMY4+ntbL1GefMGf9oJc/FfjiKEfIsa6sZX0FPVnFWY6Ea54ueOxJfOTAZatD3QHN9+LA9/M14G+/++0g/vs3c/jzt4srNzuegIgHevHAK5bGXRjQnz9d6Ln7FjfxUcQMjgs4F0sukuQWPn4252LML/vRle58wja1NcT31nt2s10/36FlOzo1n+Brb2xdNsevjaGDg8c61N77gXm0T3+PhzrgBCUgcIozimKUUBgrgOYkElq1ZLDp6ONBxzCl5BN8c8bwMyB6SYSOc+DlNEF00JhTjAsInclAj5dseqG3MNDi89lKB6U5hzMM+tIHjbbD2h2mAsfdubHw6OQRPB4Hvkdtrh49JrKx+F6r5LOJ4vf43mdsaHz1rTsPPwPr8ZGrcTbA4g86VudftvEXTDrrm0OrTW88HcR8aUyNR5ve/FyBpw0PXT6tplNzzcMf2eelrPKlnEieeOA1Dk/e0APvxjUusTs02JAs/PodYGpj4gADLkx2wTFmbuK/fj4zjHzJBnz6MPCRiS8c+qcbG7Sz0drQjxaGMTbAgJdNaIob3eCaw0MmHfCwIR302YkuWrJbI+bgokuePhr07E1OdPk3TLTG9OH2h17JHjQVtPxG9+Tmk/wIq72jfOMPawkvvaw768d3s2241myHgQtYn5vihZ1frBFttsl5mNoumD3S5Vv/mZP8st74vKdEfEyuNeBCwHpW4yGLLg5tOB6N21O0Hc4OYJh0pIM5j3nd4bljd3jgcVC4wCDXRbf9wt08evaS58KitZMedKAPW+htP2CTcYVfFT6dnF2f6Zpnl/HWsbb8oId4obEHwm8/wGOeTfzIr+WBvjxEQ1d47SlkKOJCBtp8Gz57xQcff/WEk72erHhHyYEtzj5rd7dtb1SLhb3UhR+9+cNhXE6wI9/SSQz4y2+O6MMmrxchxZV+7FTnZ/bRkX7k8At9+YAd5vXlJD+wVQyMqeHVtw7QKMZbD3xDJ75FAxsPfLFE1xifWnPJh0UH6+7p7/FQJ0wBKugEtbAyiAJoGGouBdAyhIMkAzo1Rc1RkgPhoGOcZFfnqO5A0UoC4y1QQeEgMkvadNTHi0a7RU83xRw9HJocLUkETBDIoTOeasmiD1+SzOF+LigkFn56ucJHS4bPjNxJeLymdmXpaptcycRuV5UeMbmL97jJZ+vu6iUz2ZN8J8n4xgKxOdBDYvDL0JwLFrqX3PRlPzn8zk/m8NKZ7/Cbg1FstPkCjVJ88KMXH20xY4uYsNeYeNKLDLTkoUMjR9DHpy028NAah4HfGCx1C4At5PCLmr74YCcDnrY5/Nryjt/0Wyj4FX38+NiZLWRqw0cHwxj96M2WDkAYaNiMR781gU57Fzhw+T+ZcBW8bK7gazwb85vx8I1FC18bFh4FLRvpSabauDG8Cno2qfXbQPSz19gu5mBnO/v5nv4wikf6GENPRzRbB7RKPiwn9NOP7tYuPvPayTRX3NlHjpyRz/mT7uknH+QnmexDK09gW0eKdY5em43o2QKv9WOOHmo6WDNd8JOhDwcvXcgrl2Gbxw/TPmLeuDyfvD02zEXOOtjNpQO58PmE3cb5hZ/VxvlQn07k8JH4sSsfkUk+eiU/o4NDV3qUa8bg4IFDroIOPzwYxRofHczRWdGGwebk0TU55vjLfoY224oB3fM9PdDxP9nw6djeTQb7jePXFht85KUzX6LxtWZ0bv7IJYsu4sXP9uT0pDuZaNhIb2PFg4za2U834/mQf9iuzsf8SgcxgPv093ioE6YQ4G8rQ2FzjKdswimFzhylSybGZ5jFZSFllLlZCOegFgSByrmMkSj6nKqQISAFh9Hw9Y3TB43C2XQ0L7AWhHlyYeFxdS0ggkcenpIAnsCSr21OYB3wEkMNQ02eKz68DnlXmq7yPZrzEggZfMYeFwIe+7hCdcB7LOWFHfbDr6arBILJL20+dGcTvdAoaLpooKc40M04e9HCgp2NYtRCZA9M2Ba/OJv3lwz6w+Or4s1nfCNXyOTv5KLTRwsvGvFHS574GU9ei0+fLuULLLTGtdXN8T//6hsnH46Y0J39LQ682WFM/tHHONr0oTe9YGYDX9Q3Vl6p85V5GHI9ejqxl6/oRh6a7KcP/or4oGu95Fd86cI29DCVdA0bDxlks6t8J1MfD3585GS3dn221N914+mJN/vQ0ZEedEw3chszz9/6+NDRQxu22OHDwzdiaww2O+SbPh46sFExJ5/jpRde8tiszWZ/ZFpP8tl6JMv6gWGdoIWdfOvGmHWkljdwZy84OqFvvdIBD8zR93ysRk/5mO149Mmx9tHzQwcwWbDQ4aEzWjRsYg8b+ENb4UM1G/kAPV211a1PctGxHX4xIA+vMYUsssnDqw9HiZdMvkkuO9HRX9z00Ys7ffXRwjfOn3zHV/SChS790BgXH36CSyf6iDnd8HTDhg6PcTLRwzKuzb/2ZvTm3Xj5loXP3T2Od7B7zO+jA7ieLngiQ1/+LMfIZ3v5TB4/oiHLPL+r+ZTdSm3+Ywce+sE1b5z/jLHj6e/xUAekEEY4UG1C9AmmhNp4SRMtem3FPKMpiacFlTF40XFKDjOn5CBBw8u5HIWHfoKDhgxJDYfzHIC14cIqOSUEO9DD9YgGjQSyYJQWMB40MNFLOjpICEk4m8DBMS8h0dDJRoEfL33nEc/Pv8xFAlnpiIc+ZKJNNjzBRZed2jAltzm09IEfDrvx5l/24iMTLZ216RgtX6LPZ/D5lM8tSG1zaOioLaaSVQ6QL+Zw8JQ7xpRk4aN38+zGr28cbXrri4sx+GjJY1v6l1fZC98c2mTES4ew+YEdHtPxrRjzJVo0fEkvOuQHsv1lMzo07KUjmXyVX9T6innFGMz8WpsMWGKrhk0/vOTlNzKU5MKDVdE3jwf2lsl+Y3jhqfkoXcJSV9J/1/mAjGKBPllqc3C1yaqwy5ha4W+82ZsP1fj5RSFHDhdTtlinaLTRhCH+Yqkmy34hj8KiC7nibm1oy3cxN9d6t8bxwYeHBqZxccJvD6CbPll40enLMZgwFH01eer2sXyhr5CHlhyY8ODiU/gADV3kCB8YE0/0SjE2rhjjU/bhqU22P/Mw4acPHcnGUzz5UB+muBnXp3dxohf89iz+gS/30KPTr40WFnl46Md/+ZVeZKAxRxYd6WpOX5uuMOUJLDRqWGSTI170U9xUeWdBDtgTfc7v5TwfA/lc3rcpfAvBC5X9OqB3PBzu9MmOfJIccscnZ/8mm7+MKWKDhu5swq9dHPXDxsc2PE9/j4c6pyuUoJRCEMfkxGg4UhIap4TAmEMvMGEICFp99NoKB0dXcHIQY2HBpUOy9fHBtODIKiE4jJ5t0uQJbiW9yMIDiz4Wjo2CbOPG1ORYnI27soOtwJQQaOeAPxsILItSgqGTTOSpk8NmBz9siUVv83Qni9740eE1Rhcy2Y22pJbQdN/9NhTy6Qd/bD93IvxqbMcDLlklnhqd5EMHnw4SUF9M4OvTFS394NYWY230bNFHX07BpJcxbfFAY4x8bTV+NPxDR1jG6QxLTTeyjMOiGxyftbmoguV7wv5rRy/G+JEgbxl7wcbTEp+b+gjE0xMXZ3DKaz6gG3xtWPqVdDTuEKQT2v1nPBy2+ENDR3z5wRg70cMPK3ub67CFCQ+Gmv/VjeHDAwsNPGP6aNLLXCW9twxtf3j4Fw568sUdpjb5sNGjZZfCLvRih0YNo7Z5BU4+EVf98r51iA4vDGNw2UivdLPW0os+Ch50csX6liNkiHP7i1yznqxLss23N+DDA2t4zlvhdLAGrDVrDz18GPXhtKdYs/Rgp3F6GoNh70BnjZNBHrn6cj/78LFHvXXPNj5BSwYdyOM3/jYmNgrM7XuYxtnIfsUYPr4xLs4w+N8Yu43zebGJj21okgsLL1u1zUWrz5do+UCd39jT/lRs2cRveOhCVvL06SQG+RedviejPr+H7ddCveTs5Txfv/NVQnfpaHyTwdfr6OIdKDza2cpP2QUrv9E136HVzxZ9MeKD4mBdoecLY9roGms9vlc/HuoCpuwFXb+5+mgorO9PQDPmrXbJk8LR1BdUY/qMg22Mw4xxGnxjajQCqx0Pxwh+gZbY5jmVnnjIwFeQBQoPGrVEQReGvoXqILaAoldLGIsGDV5jEgd9i7FF3oKDoQ0fv7Y6velhzGKhvz7aFrgxtAo6RRK3yMzXDxu+MjadX97Dzw/V+PiPf5OLv03BOF0UPq0UR/Vum8dDhtiJJ78q4mVOm8xiqw8DLT6FvF3DRd8iSCZMczDQi5fF6CuCLsi8Zez9BW8he1PZb/t7odEbyA5/MbSYHfpyjg/gwd2FbkrrQXvTaRtrDVXTl150xxudtQM/vZt/S05y0aPrL6xXHj4Wc3LRqP2RTy9/6bfrmXjjH3LhKG/p2dx79WusNh6e+mq685lcdgjIX7lQzrClfFTLVXHTLn+jgQUzfH1r1VqEi8864Ct1c9porD3rES35cgVNOPr0RD/r8bzzYgyPMTrRRxuddvjsgzF7zPrBF2uPbDY5zNDwiX4y0x8uWjawB342k41PMVYc6J/OzRkT24q+2JSzYZVr+NDAJJN/0ODPX2jMbbnw0NBVoXdrAC3M+NirXR9u/kTLBvx42AcPzY4jbH3fTvBVO/x43IW7mPfDP16WtP69/Og79fnce1AuAOjPz/Z0ssiFCVubfsbJN5aP1PRkr3XG9tagfuN0b1yN5+nv8VAPYC/wpzaeaOKvNt78e/Urrz4nqBnLOQyMf2O+xYuH85X4JKU/tXl/5nKiMcW8BDInOGrj6NTkNa42UYmETgAAAiRJREFURr9k4RcIwcW723iNZdsOuDlY4cSbfXDNxRsWOm36ockuuhnbMtDCUMybaywMPMlUoykZtcMkZ9Ptfu10yW/hwemP/OaN51Pz+ubIrGxe7ewPT43WohIDC7ULHIvUOw4Wp+8Qe//BYu5NZn7xvWP/axZftjHRgawKmclu7LVOr+0jebJzGY/5bCWT/XiTkZzXPhvzG368+vFW42cHemNs3Dq91x6l3vknndXJqX6HZYbjQ/vqr/p7Lny2iee2b8ckunwCS7u+Onx1vNEYSy5Z2up8ZV4uiZ22P200ZLee8OmjMRau8fDJxpdO2oo9B49c3XKtvXICjba/5MJJvrZ5NXn+0om+6LKBTPrRhwxz2ujjJyM54embR5seZMIzll9aO2pz6aiNnz/RK61VhyJ8Y3TLf9HpZwNfhEt/GA7xaKuTBxcdfVzM+/okvY150kq2izcX/3RTu9AiU0y8+KwPL73YzxaHPLvhkctX+ZPcfFds8pu5Cj5/6sbIocvT3x8+1J+A7vz1wPXA9cD1wPXA9cDneuAe6p/r/yv9euB64HrgeuB64MM8cA/1D3PlBboeuB64HrgeuB74XA/cQ/1z/X+lXw9cD1wPXA9cD3yYB+6h/mGuvEDXA9cD1wPXA9cDn+uBe6h/rv+v9OuB64HrgeuB64EP88A91D/MlRfoeuB64HrgeuB64HM9cA/1z/X/lX49cD1wPXA9cD3wYR74H5vhNUZ41UELAAAAAElFTkSuQmCC" /></div><div><p style="text-align: left;">Morton Amerika ve Mısır’dan topladığı kafataslarında yaptığı bu ölçümlere göre her seferinde Kafkasoid Beyazların kafatası hacmi ortalamasını diğerlerine (Siyahlara ve Kızılderililere) göre yüksek bulur, bu da büyük beyinli Beyazların daha üstün, yaratıcı ve zeki olduğu şeklinde yorumlanır. Stephen Jay Gould, Morton’un hesaplamalarında kullandığı yöntemler nedeniyle sonuçların farklı çıktığı ve her seferinde belli standartları yakalamak için yeniden ölçümler yaptığını belirtir. Morton “Teutonik Aile” olarak isimlendirdiği ve kafatası kapasitesi tablosunda en üstte sınıflandırdığı grupta en büyükten küçüğe doğru Almanlar, İngilizler, Anglo-Amerikanlar, Hellenik, Keltler, Hindiler, Yahudiler ve Nilotik yani kuzey-doğu Afrikalıları yerleştirir. Kafatası kapasitesi en düşük olanlar ise Amerikan yerlileri ve Siyahlardır. HattaAborjinler en sonda kalmışlardır. Ancak yazının başında belirttiğim, Morton gibi ilk antropologların çalışmalarında etkisi altında kaldığı politik ve kültürel faktörlerin etkisine dikkat çekmek istiyorum. Morton Crania Americana (1839) kitabında Grönland adası yerlilerini (Eskimolar) betimlerken şöyle yazar: “Onlar kurnaz, duygusal, nankör, inatçı, benciller. Çiğ ve kirli besinlerle besleniyorlar ve sadece şimdi için yaşıyorlar. Bebeklikten yetişkinliğe süren bir çocukluk…” Morton’un kafatası kapasitesi hesaplarının, farklı toplumların kültürleri ve gündelik yaşam biçimleri hakkındaki düşünceleri ve bu yaklaşımın kafatası kapasitesi sonuçları ile birleşmesi üstün ve aşağı ırklar kategorisindeki kaçınılmaz sınıflandırma ile sona ermektedir.</p><div>Morton, Hotanto yerlilerini hayvanlara en yakın olan grup olarak nitelerken ve Çinliler ile maymunları karşılaştırmaya kalkarken tamamen ırkçı bir yaklaşım benimsemiştir. Morton’un çalışmalarında tehlikeli olan kısım matematiksel kafatası kapasitesi ölçümleri değil, bu ölçüm sonuçlarından yola çıkarak yaptığı mental kapasite ve uygarlık seviyesi yorumlarıdır. Morton’un çalışmaları zaman olarak tam da Amerikan İç Savaşı dönemine denk gelmiştir. Bu savaş köleliği savunan güney eyaletleri ile köleliğe karşı olan kuzey eyaletleri arasında geçer. Morton’un bulguları yani kafatası hacimlerine bağlı “ırk” ayrımları ve bundan yola çıkarak yaptığı üstün ve aşağı ırklar kategorisi bu savaşta ideolojik üstünlük için kullanılmıştır. Hatta Morton öldüğünde, Güney bölgesinin önemli tıp dergisi (Charleston Tıp Dergisi) onu “Bizler, Güneyliler olarak, onu velinimetimiz bilmeliyiz, zira o, yaptığı somut çalışmalar ile siyahları ait oldukları gerçek pozisyona, aşağı ırka atfetmiştir.” şeklinde onurlandırır. 1860’lı yılların sonlarına doğru Amerikan İç Savaşı’nın ardından fiziksel antropoloji bilimi varoluşsal anlamını yitirir. Ancak Amerikan antropolojisinin kurucu figürleri olan Franz Boas, Ales Hrdlicka ve Earnest Hooton’un antropolojinin odağını ırk çalışmalarından “insan çeşitliliğinin çalışılması” olarak yeniden yapılandırması ile antropoloji yeni bir sürece girer. Boas insan çeşitliliğinin farklı coğrafik ortamlara uyumsal bir sürecin sonucu olduğunu vurgulamaya çalışır. Ancak dönemin kalıtım ve evrim bilgisinin henüz yeterli düzeyde gelişmemiş olması uyumsal açıklamaların zayıf kalmasına neden olmuştur.</div></div><div><br /></div><div><div><b>Nazi dönemi Alman fiziksel antropolojisinin etkisi</b></div><div>Irk çalışmaları, farklı biçimlerde, 20. yüzyılın yarısına kadar fiziksel antropoloji alışmalarında baskın olmaya devam etti. Irk çalışmalarının antropolojinin odağından çıkmasını tetikleyen önemli politik ve sosyal olaylar 2. Dünya Savaşı’nın hemen öncesi ve sonrasında meydana geldi. Alman Nazi hareketinin üstün Alman ırkı inşası bir devlet projesi olarak fiziksel antropolojinin ve öjeni çalışmalarının üstün ve aşağı ırk çalışmalarını temel alıyordu. Almanya’da ırk ideolojileri Ernest Haeckel’in ilknesil Darwinist çalışmaları ile birlikte daha popüler oldu. Haeckel birçok sosyal davranışın biyo-sosyal evrimin sonucu olduğunu ileri süren sosyal-Darwinist görüşler ileri sürüyordu. Onun bu görüşlerine ilk karşı çıkan, modern toplumun hümanist ve pasifist bir yapıya sahip olması gerektiğini savunan, antropolog ve hastalık bilimci Rudloph Virchow oldu. Haeckel’in Darwnizmi kendi politiksosyal görüşlerini desteklemek için kullanmasına karşı Virchow onun bu görüşlerine aynı sertlikle karşı çıkıyordu. Sosyal ve kültürel örüntülerin fiziksel antropologlar ve biyologlar tarafından Darwinist doktrinler ile açıklanmaya çalışılması Virchow’ın Darwin’in evrim kuramına karşı şüpheli yaklaşmasına neden olmuştu. </div><div><br /></div><div><img alt="" src="data:image/png;base64,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" /></div><div><br /></div><div>Virchow’un ırk konusundaki özgürlükçü yaklaşımından Franz Boas etkilenmişti. Boas Avrupa’da Virchow’dan antropoloji, ilerde Durkheim’ın esinleneceği düşüncenin -kolektif bilinç fenomeninin- babası olan Adolf Bastian’dan da etnografi eğitimi aldı. Böylece Boas’ın antropoloji formasyonu sadece fiziksel antropoloji ile kısıtlanmadı, kültür, dil ve folklor alanlarında da zenginleşmiş oldu. Buna rağmen Boas, Alman Nazi ideolojisinin destekçisi ve politik fırsatçısı fiziksel antropolog Eugene Fischer ile hiç çatışmadı. Almanya’da dönemin birçok antropoloğu Alman devlet politikalarını kabul ederek dıştaki “ötekileri” çalışmak yerine içteki “ötekileri (Yahudiler gibi)” ve içteki “bizi (Avrupa’nın yerli üstün ırkı)” çalışmayı politik olarak benimsediler. Nazi Almanya’sının Germenik ırkını “içteki” ve “dıştaki” düşmanlardan koruma ve ıslah etme amaçlı devlet politikasının da bir parçası olarak fiziksel antropoloji çalışmaları biçimlendi. Fischer’in kontrolünde gelişen insan genetiği çalışmaları Nazi partisine bir emniyet kemeri oluşturmuş ve Alman fiziksel antropoloji bilimi Nazilerin ırkçı politikalarını uygulayabilmeleri için teorik ve pratik kaynak sağlamıştır. 2. Dünya Savaşı sonlandığında Eugene Fischer Nazi politikalarını destekleyen çalışmalarından dolayı sürgünde olan anatomist Franz Weidenreich ve genetikçi Richard Goldschmit tarafından savaş suçlusu ilan edilmiştir. Bu dönemin ırkçı Alman fiziksel antropolojisi Amerika’da karşılık bulmuştur. O dönem Harvard’da antropolog olan Earnest Hooton kötü Alman fiziksel antropolojisi ile iyi Amerikan fiziksel antropolojisi arasındaki farkın kesinleştirilmesi gerektiğini belirtir. Franz Boas, Nazi fiziksel antropolojisini ayıplayan bir imza metni hazırlayıp Amerika’da dönemin ileri gelen antropologlarına imza için sunduğunda sadece Hooton ve Hrdlicka imzalar.</div></div><div><br /></div><div><img alt="" src="data:image/png;base64,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" /></div><div><br /></div><div><div><b>Türkiye’de antropolojinin başlangıcı ve ‘Türk ırkı’ tanımları</b></div><div>Dünyada bu tür gelişmeler yaşanırken ülkemizde ilk fiziksel antropoloji çalışmaları cumhuriyet</div><div>devriminin ardından Atatürk’ün girişimleri ile Türk ırkının fiziksel özelliklerinin tespiti gayesiyle başlar. Osmanlı İmparatorluğu’nun çöküşü ile birlikte cumhuriyet devriminin ardından Türkiye’nin ulusal kimlik arayışında olduğu ve fiziksel antropolojinin de bu süreçte Türk ırkının özelliklerini belirleyecek çalışmaları başlatarak ulusun inşasında rol aldığı bir dönem başlar ve fiziksel antropoloji -Avrupa’dan ithal edilen bir bilim olarak- bu çalışmalar ile kurumsal bir kimlik kazanır. Antropolojinin kurumsal olarak kuruluş gerekçesi 1925 yılında kurulan Türkiye Antropoloji Tetkikat Merkezi üyeleri tarafından “... Eger bir millet sureti mahsusada tetkike şayan olmuş ise o da bu zafer ve inkisaf günlerinde bulunan bizim milletimizdir. O halde Türklerde birçok evsaf olmak lazim gelmez mi? Siyaset itibarile milletler arasindaki mevkiimizi tamamile istemek nasıl hakkimiz ise, akvam ve cemaati beşeriye arasında ırkımıza raci olan mevkii tesis etmek te öylece vazifemizdir. Işte antropolojiye ilk safhada düşen iş budur.” şeklinde belirlenmiştir (Kansu, 1940).</div></div><div><div><br /></div><div><img alt="" src="data:image/png;base64,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" /></div><div><br /></div><div>Tıp doktoru Şevket Aziz Kansu antropoloji bölümüne Atatürk tarafından bölüm başkanı olarak atanır. Kansu 1927 yılında Paris Antropoloji Okulu’na antropoloji ihtisası için gönderilmiştir. 1935 yılında Atatürk’ün emirleri ile antropoloji İstanbul’dan, Dil ve Tarih Coğrafya Fakültesi’nin kurulması ile Ankara’ya taşınmıştır. Kansu, 1932 yılında Türk Antropoloji Mecmuası’nda yazdığı “Türk Irkı ve Türk Dili” başlıklı makalede linguistik çalışmaların antropolojik içeriğini tartışır iken aynı zamanda Türk’ün ırksal konumunu belirtir. Buna göre “Türk ırkı beyaz ırka dahildir, daha detaylıca belirtir ve Türk ırkı brakisefal (yuvarlak kafalı) Alp ırkına mensuptur, Türkler hakikatte Alp ırkının yüksek derecede hususiyet kazanmış bir dalıdır” der. Kansu, Türk’ün antropolojik tasniflerdeki “bu hakiki mevkii, bugün tamamı ile kat’i olarak kabul edilmiştir” diyerek Türkiye halklarını Alp ırkına tasnif eder. Hatta Türkler ile Moğolların karıştırıldığını ve Türklerin Orta Asya kökenli Alp ırkına mensup olduğunu yüz şekli, kaş ve göz rengi gibi özelliklere dayanarak vurgular. Üstüne üstlük Orta Asya’dan Avrupa’ya göç eden Alp ırkının orijinal dilinin de Türkçe olduğunu iddia eder. </div><div><br /></div><div><img alt="" src="data:image/png;base64,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" /></div><div><br /></div><div>1943 yılında antropolog Seniha Tunakan, Nazi antropoloğu Eugene Fischer’ın görüşlerinden hayli esinlenerek yazdığı ve Ankara Üniversitesi DTCF dergisinde yayınlanan “Irkların Doğuşu” başlıklı makalesinde dört temel ırk grubunun (Australid, Europid, Negrid ve Mongoloid) kökenini sahip oldukları fiziksel ve “ruhi” özelliklerin kalıtsal mutasyonlar ile gerçekleştiğini yazar. Bu süreçte Atatürk’ün manevi kızı antropolog Afet İnan İsviçre’de ırkçı çalışmaları ile bilinen Eugene Pittard’ın danışmanlığında (1935 yılında gider) Geneva Üniversitesi’nde yaptığı doktora çalışması (1936-1939) kapsamında Türkiye’nin çeşitli bölgelerinde yaşayan 64.000 vatandaşın (Kürt, Laz, Çerkez, Roman, Arap, Gürcü, Abhaz, Boşnak, Ermeni, Rum, Yahudi….v.d. etnik grupları ayırmadan) kafatası ve diğer vücut uzuvlarını Türk ırkının ait olduğu ırkı bulmak için ölçer (veri hatalarından dolayı yaklaşık 60.000 kişiye ait veriler kullanılmıştır). Bu kadar kişiyi tek başına ölçmesi mümkün değildir, Atatürk’ün emirleri ile bu doktora çalışması bir devlet projesi olur ve devletin askeri-memuru kısa bir antropometrik ölçme eğitiminin ardından yaşadıkları bölgelerde ölçüm çalışması yaparlar. Sonuçlar Afet İnan’a ulaştırılır, o da bu sonuçları yaptığı analizler ile değerlendirir ve Türk ırkını -daha önce Şevket Aziz Kansu’nun 1932 tarihli makalesinde iddia ettiği gibi- Alp ırkına tasnif eder. Böylece Türk ırkı Moğol ırkına ait olmayıp Avrupalılar ile aynı ırk grubuna, Homo alpinus’a dahil olur. Türk’ün ırkına raci olan yüksek mevkii artık tesis edilmiştir. </div><div><br /></div><div><img alt="" src="data:image/png;base64,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" /></div><div><br /></div><div><b>Türkiye’de bilimsel ırkçılık </b></div><div>Antropoloji bilimi Türkiye’ye bir ırk bilimi olarak girer ve Türkiye ulus-devlet inşa sürecinde Türk ırkını yaratarak görevini yapar. Hatta “Türk ırkının bu fiziksel özellikleri” brakisefal arkeolojik iskelet kalıntıları ile de benzeyince Anadolu’ya Türk’ün gelişi Hititlere kadar iner ve coğrafik yayılışı Orta Asya’dan Orta Doğu ve Avrupa’ya kadar genişler. Afet İnan’ın doktora hocası olan İsviçreli Eugene Pittard brakisefal ırkın Türk ırkı olduğunu iddia eder, buna göre bütün brakisefal toplumlar hangi dili konuşursa konuşsun, hangi kültürü yaşarsa yaşasın artık Türk’tür ve Türk ırkından türemiştir. Kimi antropologlar, sosyologlar, hatta tarihçiler Türkiye’de Atatürk’ün emirleri ile gerçekleşen bu köken ve ırk çalışmalarının “ırkçı” olmadığını, antropolojik olduğunu iddia etseler de -muassır medeniyetlerin yüksek ırklarına karşı aşağı ırklarda yer almak istemeyen ve kendi üstün ırkını arayan yeni Türkiye’nin farklı dil konuşan etnik grupları tek bir anatomik ve fiziksel “ırka” atfederek dönemin uluslararası ruhuna uygun bir biçimde “bilimsel ırkçılık” yapılmıştır. <b>Bugün bizlere bir ulus kimliği olarak sunulan Türklük, bir millet ya da ulus olarak değil, öncelikli olarak “fiziksel bir ırk” kategorisi olarak tanımlanmıştır.</b></div><div><b><br /></b></div><div>Pittard, dönemin ırk kategorileri olan Almanya’da Nazi döneminde kurulan Ahnenerbe (atasal köken) kurumu Alman yani Germen ırkının kökeni, dağılımı ve ıslahını araştırmak için Hitler’in emirleri ile kurulmuştur. Buna benzer olarak Türkiye’de de Türk Tarih Kurumu “Türk’ün” ırksal ve tarihsel kökeni ve dağılımını araştırmak için devlet tarafından kurulur ve çalışmalarını sürdürür. Yeni Türkiye’nin resmi tarihi işte bu kuruma emanettir ve ulus-devletin resmi ideolojisi ırkçı bir tarih yazmaya başlar. Avrupa kültürü, gelişmiş Batı kapitalizminin bir ürünü olarak ilerlemiş uygarlığı temsil ediyor ve Avrupalı beyaz ırk da bu bayrağı taşıyordu. Bu durum karşısında “ötekiler” bu geri kalmışlıktan kurtulmak ve gelişmiş ırklar ve kültürler kategorisine katılma çabasında idiler. Bir noktada, Avrupa’nın, Türkiye’yi de dahil ettikleri aşağı ırklar ve medeniyetler kategorisine Türkiye kendi ırkını oluşturmaya çalışarak karşı çıkıyor hatta Avrupalıların atasının da Türkler olduğunu ileri sürüyordu. Bu durum kendi çinde resmi bir ırk ve ırkçı bir tarih kurgusunun da kapısını açmıştı. </div></div><div><br /></div><div><div><b>Farklı bölgelerin ‘kafatası karinesi’ </b></div><div>Cumhuriyetin kuruluşu ile birlikte uzun bir savaş döneminden çıkan yeni Türkiye bu dönemde Amerika başkanı Woodrow Wilson’ın ulus-devlet yapılaşması kapsamındaki 14 maddesi ile tanışır. Vladimir Ilych Lenin’in 1914’de yazdığı Ulusların Kendi Kaderlerini Tayin Hakkı bir biçimde Wilson’un 14 maddesinde yer bulur ve buna göre her ulus kendi yaşadığı coğrafyada kendi geleceğini belirleme hakkına sahip olacaktır. Ancak belirli coğrafyada yaşayan politik ve ekonomik olarak egemen olan halkların “azınlık” olarak nitelendirdiği “öteki” halklara böyle bir hakkı verme niyeti yoktu. Mustafa Kemal fiziksel antropolojiyi bir araç olarak kullanıp Türk ırkı eksenli ulus modelini hayata geçirmeye çalışıyordu. Şevket Aziz Kansu, Pittard’ın görüşlerinden de esinlenerek, Anadolu uygarlıklarına ait arkeolojik iskelet kalıntılarını modern kafatasları ile karşılaştırıyor ve brakisefal ırkın sürekliliğini kurgulayarak Türk ırkının Anadolu’da Hititlerden bu yana var olduğu (Proto-Türkler), hatta Avrupalı Alpin ırkının da atası olduğunu ileri sürerek Türk Tarih Tezi’nin ideolojik altyapısını oluşturuyordu.</div><div><br /></div><div>Avrupa’nın aşağı ırk olarak gördüğü Türkler yüksek ırklar arasında yer aldığını kanıtlama çabası verdiği sırada Afet İnan’ın doktora tez verisine dayalı yaptıkları “Türkiye’nin bölgelerinin entelektüel yetiştirme” analizi ve haritasına göre kafa karinesi yüksek olan Kuzey-Batı Anadolu’nun (1. tefekkür mıntıkası ve 7.antropolojik bölge, İstanbul, Sinop, Bolu, Amasya ve Kocaeli) deha insanları Homo alpinus’a ait iken güney bölgesinin (9. tefekkür mıntıkası ve 8. antropolojik bölge, Adana, Maraş, Gaziantep, Urfa ve Mardin) “gerzek” insanları brakisefal kafa karinesine yaklaşmakta, ancak muhtemelen aşağı bir ırka aittir. Bu arada doğu vilayetlerinin (Tokat, Sivas, Trabzon, Erzurum, Van, Siirt, Diyarbakır, Malatya ve Elazığ) ikinci sırayı alması Kansu’nun dikkatinden kaçmaz. Kansu, bölgeler arası entelektüellik farkının sadece tarihi, ekonomik ve sosyal etmenlerden kaynaklanmadığını, biyolojik ve antropolojik faktörlerin de önemli olduğunu düşünüyordu. Bu antropolojik faktörler makalesinde belirttiği kafatası karineleridir. Buna göre, kafatası karinesi yüksek olan Homo alpinus yani Anadolu’nun kuzeyli ve batılı insanları, kafatası karinesi düşük olan güneyli insanlarından entelektüellik bağlamında daha ileridedir, yani daha üstündür. Amerika’da Samuel Morton’un neredeyse yüz yıl önce yaptığı ırkçı çalışmaların benzer sonuçlarına Türkiye’de Şevket Aziz Kansu 1942 yılında ulaşıyordu. </div></div><div><br /></div><div><div><b>Etnik milliyetçilik ve asimilasyon</b></div><div>Avrupa’nın aşağı ırk gördüğü Türk bu sefer Anadolu’da kendi üstün ve aşağı ırk kategorilerini Şevket Aziz Kansu’nun önderliğinde oluşturdu. “Entelektüel” olarak geri durumda olan “azınlık” grupların uygarlaştırılması için girilen cumhuriyetin “yeni uygar insanı” yaratma mücadelesine Mustafa Kemal ve kabinesi, iç tehdit olarak gördüğü Dersim’den başlamıştır. Mustafa Kemal ve Kansu, Türk ırkının ulusunu oluşturma çabasında iken Nuri Dersimi de Kürt ulusunu yapılandırmaya çalışıyor ve kendi yaşadıkları Kürdistan coğrafyasında kendi kaderlerini belirleme mücadelesine girişiyordu. İlerleyen süreçte Şeyh Said İsyanına karşı Dersim vilayeti artık Tunceli olmuş ve “dağ Türkleri” için medeniyete açılmıştı. Üniter ulus devlet oluşturma projesi kapsamında Anadolu’nun farklı etnik kültürlerini cumhuriyetin yeni “uygar ve tek tip” insanına dönüştüren toplum mühendisliği fiziksel antropoloji ile kol kola ilerliyordu. Cumhuriyetin ilk kuruluş yıllarında bir kurucu kimlik olarak yer alan Kürtler artık yok sayılmaya başlanmıştı. Dersim isyanın ardından Kürtler de brakisefal kafa karinesine sahip oldu, “sahipsiz ve sürekli el değiştiren, asıllarını unutmuş bu ilkel insanlar” “Horasan kökenli dağ Türkü” olarak Turani menşeili Türk ırkına mensup oldular. Uygarlaştırılan çapulcu Dersim halkına antropolojik olarak brakisefal ırkı uygun görülmüş ve ardından kültürel asimilasyon ve entegrasyon projesi olarak Dersim Harekatı başlatılmıştı. Bu uygarlaştırma ve asimilasyon harekâtı yaklaşık 16.000 Dersimli Kürt’ün katledilmesi ve yine 10.000’nin üzerinde kişinin sürgün edilmesiyle başarıya ulaştı. Başbakan İsmet İnönü “sadece Türk ırkının etnik ve ırksal haklar talep etmeye hakkı olduğunu, başka kimliklerin böyle bir hakkı olmadığını” vurgulayarak dönemin antropoloji eksenli egemen-kimlik imtiyazını yansıtır. Fuat Dündar, Anadolu’da yaşayan farklı etnik ve dini kimliklerin araştırılması ve belgelenmesinin Türkleştirme projesinin politik bir stratejisi olduğunu yazar (Dündar, 2001). Genç Türklerden ve Türk milliyetçiliğinin ideolojik kurucularından Habil Adem bu politik asimilasyon stratejisinin koloniyal-antropolojik temel taşlarını Cumhuriyet kurulmadan önce belirler. Ona göre özellikle Anadolu’da hatırı sayılır çoğunlukta olan Kürtlerin dili parazitiktir, aşiretlerden oluşur, tarihsel bir başarıları yoktur, halk destanları bulunmaz, tarih boyunca da bir devletleri olmamıştır (Habil Adem Dr. Fritz takma adı ile Kürtlerin Kökeni kitabını yayımlamıştır). Kürtler tarihsiz ve kimliksiz bir aşiretler topluluğudur o nedenle asimile edilmelerinde hiçbir sakınca yoktur. Kürtler ile başlanan Türkleştirme projesi, Anadolu’nun etnik ve dinsel çeşitliliğinin homojenleştirilebilmesine yoğunlaşmıştı ve bunun için önce kim nerde yaşıyor ve nüfus büyüklükleri nedir bilinmesi gerekiyordu. Fiziksel antropolojiye göre Anadolu’da yaşayan hemen hemen herkes brakisefal Türk ırkına dahil edilebilirdi, ancak kültürel olarak da asimile edilip “uygarlaştırılması” ulus-devlet entegrasyonu için kaçınılmazdı. Bu nedenle etnografi ve folklor çalışmaları başlamış ve bu belgelere göre Türkleştirme çalışmaları biçimlenmiştir. Türkiye ulus-devlet kurulum süreci ırksal kimlik arayışları ile başlamış, etnik milliyetçilik ile güçlenmiş ve ardından asimilasyon ve entegrasyon çalışmaları ile homojenik- kapsayıcı bir ulus kurulumu hedeflenmiştir. Ziya Gökalp, Yusuf Akçura ve ardından Şemsettin Günaltay bu uğurda görevlerini yapmışlardır.</div></div><div><br /></div><div><div><b>2. Dünya Savaşı sonrası fiziksel antropoloji ırkçılıktan kurtulmaya çalışıyor</b></div><div>2. Dünya Savaşı’ndan sonra özellikle Nazilerin ırksal hijyen çalışmalarına ve faşist katliamlarına artan tepkiden dolayı önemini yitiren fiziksel antropoloji bilimi Türkiye’de de kan kaybeder. Afet İnan’ın çalışması 1947 yılında Türkçeye bir kitap olarak kazandırılır ancak beklediği ilgiyi bulmaz. Bu kitap çalışmasının içeriği hakkında Ankara Üniversitesi Dil ve Tarih, Coğrafya Fakültesi Tarih bölümünde çalışan Dr. Halil Demircioğlu DTCF dergisinin 1948 sayısında sert bir eleştiri yazar. Afet İnan, Demircioğlu’nun eleştirisine yanıt yazsa da doktora çalışması hakkında yaşamının geri kalan kısmında pek fikir belirtmez. </div></div><div><br /></div><div><div>2. Dünya Savaşı sonrası fiziksel antropolojide yapısal ve devrimsel değişimler olur. Darwin’in evrim kuramı, Mendel genetiği ve takibinde Modern Sentez gelişen yeni metotlar ile biyoloji ve antropoloji bilimine uygulanır. Genetikçi Theodosius Dobzhansky (ve dönemin diğer ünlü biyologları), antropolog Sherwood Washburn (Hooton’un öğrencisi) insanın evrimi üzerine düzenledikleri 1951 yılı Cold Spring Harbor toplantısında rastgele bölgelerden insanların tipolojik yöntemler ile kafataslarının ya da diğer vücut uzuvlarının ölçülüp ırksal kategorileştirilmesine karşı yeni evrimsel dinamikleri ve popülasyon genetiği yöntemlerini perçinleyerek “yeni fiziksel antropolojiyi” kurmuşlardır. Bu dönem, antropolojinin ırkçı ve karanlık tarafını sürdürmek isteyenler ile antropolojinin yöntem ve metotlarında devrim olması gerektiğine inanan biliminsanları arasında bir cephe mücadelesidir. Karl Marx’ın <i>"Insanlar kendi tarihlerini kendileri yapar, ancak bunu serbestçe, kendi belirledikleri koşullar altında değil, ama daha önce var olan, verili ve geçmişten aktarılan koşullar altında yaparlar. Geçmiş nesillerin gelenekleri yaşayanların beyninde bir kâbus gibi oturmaktadır.” </i> sözü bu duruma birebir uygundur. İşte o dönem antropoloji bu kâbusu sürdürmek isteyenler ve bu kâbustan kurtulmak isteyenlerin mücadelesine şahit olmaktadır. Nazi Almanya’sının yenilgiye uğratılmasından sonra Amerika kendine yeni bir düşman yaratır. Bu düşman Nazi Almanya’sına, ırkçılığa ve eşitsizliğe karşı en büyük mücadeleyi veren komünistlerdir. Amerika’da ırkçılık karşıtı olan birçok antropolog komünist diye etiketlenir ve görevinden uzaklaştırılır.</div></div><div><br /></div><div><div><b>Türkiye’de bilimsel ırkçılığa eleştiri ve Muzaffer Şenyürek</b></div><div>1950’li ve 1960’lı yıllar fiziksel antropoloji için büyük değişimlerin görüldüğü bir dönemdir. Fiziksel</div><div>antropolojide meydana gelen bu devrimlerin etkisi ülkemizde pek hissedilmez. Dönemin aktif antropologlarından biri Muzaffer Süleyman Şenyürek’tir. Doktora çalışmasını Afet İnan ile aynı yılda, 1939 yılında bitirir. Doktora çalışmasında insan ve primat dişlerinin evrimine odaklanır. Diğer antropologlardan farklı olarak Şenyürek bilimsel ırkçılığa ve antropolojik ırk kategorilerine şiddetle karşı çıkar. Özellikle 1941 yılında yazdığı “Kan Grupları ve Irk” makalesinde ırk hakkındaki düşüncelerini net olarak belirtir ve ırk/ırkçılığın siyasal zeminde ilerlediğini vurgular. Ona göre insan tek bir türdür ve insanın farklı coğrafik alanlara uyum sağlamış farklı fiziksel özellikleri olan toplumları vardır. Şenyürek aynı zamanda Washburn ile birlikte Harvard’da Earnest Hooton’un doktora öğrencisi olmuştur. Washburn ve Şenyürek, her ikisi de antropolojide evrimsel çalışmalara yönelmişlerdir. Hatta Şenyürek, 1951 yılında Washburn’un yeni fiziksel antropolojiyi önerdiği Cold Spring Harbor toplantısına katılır ve bütün tartışmalara tanık olur. Yer yer, özellikle dişlerin evrimi konularındaki tartışmalara da katılır. Ayrıca antropolojinin dışında paleontolojik (fosiller ile ilgili) birçok çalışma da üretir. 1941 yılından itibaren 4 yıl askerlik yapan Şenyürek, bu sürede de çalışmalarını sürdürmeye çalışır. Şenyürek, Washburn’ün “Yeni Fiziksel Antropoloji” manifestosunu Türkiye’ye direk tanıtmasa da ürettiği uluslararası kalitedeki bilimsel çalışmalar ile aslında fiziksel antropoloji ve paleontoloji alanlarında bu devrimi bireysel olarak yapar. Şenyürek 1961 yılında bir uçak kazası sonucu henüz Türkiye’de antropoloji bilimine yeterince katkı yapamadan, henüz çok erken bir yaşta hayatını kaybeder.</div></div><div><br /></div><div><img alt="" src="data:image/png;base64,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" /></div><div><br /></div><div><div>Şenyürek’in ardından Türkiye’de antropoloji bilimi Atatürk’ün kurduğu bir devlet bilimi olarak mirasını sürdürse de maalesef dünyada meydana gelen yöntemsel yenilikleri ve interdisipliner yaklaşımı tam anlamıyla geliştiremediği için gittikçe küçülür. Örneğin, 1998 ve 2005 yılları arasında Türkiye’de aldığım 4 yıl lisans ve 2 yıl yüksek lisans eğitimim boyunca ne yazık ki Sherwood Washburn’ün “Yeni Fiziksel Antropoloji” devrimini öğrenme şansı bulamadım. Üstüne üstlük fiziksel antropologlar tarafından üretilen birçok yüksek lisans ve doktora tez çalışmaları halen eski tip tipolojik-antropometrik ölçümlere dayalı çalışmalardan oluşuyordu. Dünyada 1950’lerde meydana gelen antropolojideki yöntemsel devrim henüz memlekette tamamı ile hissedilmiyordu. Armağan Saatçioğlu Türk’ün kökenini halen kafatası karinesine göre ırksal kategorilerde arıyor, öncüllerinin aksine Türkün brakisefal değil dolikosefal kafkasoidler ile brakisefal Moğolların genetik karışımı olabileceğini ileri sürüyordu (Saatçioğlu, 1982). Neredeyse 90’lı yıllara kadar ırksal kategoriler Türkiye fiziksel antropoloji literatüründe yer aldı.</div></div><div><br /></div><div><div><b>Modern antropoloji ırk kavramını terk etti</b></div><div>Modern antropoloji bilimine göre ırksal kategorizasyonlar insanın biyolojik çeşitliliğini yansıtmaz. Geçmişte de yansıtmıyordu. İnsanlar biyolojik olarak ayrı kıtasal ya da bölgesel genetik gruplara sınıflandırılamaz, tek bir türdür. Antropoloji tarihinde ırk fenomeni bir Batı ürünü olarak Avrupa kolonyalizmi, baskısı ve ayrımcılığı sonucu sosyal ve politik olarak kurgulanmıştır. Bundan dolayı yaklaşık olarak son beş asırdır ırk sosyal bir kurgu ve kâbus olarak sürekli var olagelmiştir. Bu nedenle insanlığın bir ayıbı olarak ırk ve ırkçılık vardır, ancak antropolojik ve biyolojik olarak yoktur. Günümüz insanı yüzde 99,9 ortak genlere sahiptir, hatta şempanze ve goril ile yüzde 99 genetik benzerlik paylaşmaktadır. Dünyada genetik olarak diğer toplumlardan farklı saf ya da homojenik bir toplum yoktur. Buna karşın inanılmaz güzellikte fenotipik çeşitliliğe sahibiz, kimimiz esmer, kimimiz sarışın, kimimiz uzun, kimimiz kısa, kimimiz kıvırcık saçlı, kimimiz düz… aynı güzellikte kültürel çeşitliliğe de sahibiz. Bu çeşitliliğin tadını çıkartacak canlı olgunluğuna umarım bir gün insanlık erişir.</div></div><div><br /></div><div><div><b>Kapitalizm ırkçılık ilişkisi</b></div><div>Anlaşıldığı üzere, politik olarak kurgusal bir kategori olan “ırk” tarihte fiziksel antropoloji gibi bilim dalları tarafından desteklenip yasal olarak anlam kazandığı zaman bir ideoloji olarak gelişmiş ve biyolojik bir hiyerarşi olarak, üstün olan ırksal grupların aşağı olanları hem ekonomik hem de sosyal olarak sömürebilmesinin kapısını sonuna kadar açmıştır. Amerika’da güney bölgelerinde büyüyen tarım ekonomisinin sürdürülebilmesi çalışan işçi sayısında artışı gerekli kılmış ve kölelik bu ihtiyacı karşılamak üzere yapılandırılmıştır. Köleler olmadan pamuk üretilemez, pamuk yoksa da modern endüstri gelişemez. Kölelerin işgücü ekonomik sömürünün bir formuna dönüşmüş ve plantasyon sahipleri için tarımsal üretim masrafını düşürmüştür. Irkçılık, erken Amerikan ekonomisinin/kapitalizminin özel bir sonucu olarak biçimlenmiştir. Kapitalistler, ırksal kategorileri ve aşağı ırk konumunu işgücü masrafını düşürmek için kullanmıştır. Ayrıca, ucuz siyah köleliği aynı zamanda beyaz işçilerin de çalışma ücretini düşürmüş, kapitalistlerin ırkçı taktiği her bakımdan ise yaramıştır. Üstüne üstlük, işçilerin ırksal olarak ayrıştırılması aynı zamanda onların işverenlere karşı haklarını arayabilmesi için güçlerini birleştirmesi ve örgütlenmesini de engellemiştir. Irkçılığın kapitalistler için ekonomik getirisi sadece siyahların köleleştirilmesi değil, beyaz işçilerin de daha düşük çalışma ücretlerine mecbur bırakılması ve örgütlenmelerinin önünün kapatılması ile sonuçlanmıştır. Beyaz işçi örgütleri, kendi çalışma ücretlerini düşürdüğü halde üstün beyaz ırkçılığının gelişmesini sağlamışlardır. Amerikan işçi hareketleri tarihi, maalesef üstün beyaz ırkçılığının ve ayrımcılığının bir tarihine dönüşmüştür. Kapitalistler ırkçılığı işçi sınıfının politik ve kültürel kontrolünde önemli bir araç olarak kullanmıştır.</div></div><div><br /></div><div><img alt="" src="data:image/png;base64,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" /></div><div><br /></div><div><div>Amerika’daki beyaz/siyah işgücü arasındaki ırksal çelişki aynı zamanda Türkiye’deki Sünni-Türk ile Kürt ya da diğer ezilen etnik gruplar arasındaki işgücüne bir analoji oluşturabilir. Türkiye’de özellikle mevsimsel tarım ekonomisinde çoğunlukla Güneydoğu ve Doğu Anadolu’dan batı ve kuzey bölgelerine (fındık toplama gibi) giden Kürt işçiler çok düşük ücretlere ve insanlık dışı baskılara mecbur kalarak çalışmaktadır. Bu durum gittikleri bölgelerdeki Türk çiftlik sahiplerinin hayli işine gelirken zaman zaman çalıştıkları bölgelerdeki Türk işçilerin ırkçı şiddeti ile karşılaşmalarına neden olmaktadır. Bir noktada kendi coğrafyalarında ekonomik olarak hayatta kalma koşulları yetersizleşen Kürtler gibi ezilen etnik kimlikler onlara sunulan kölelik koşullarını dahi kabul etmeye mecbur edilerek çalışmak zorunda kalmaktadırlar. Yaşar Kemal (Höyükteki Nar Ağacı) ve Orhan Kemal (Cemile, Eskici ve Oğulları) romanlarında Türkiye’de tarım ekonomisini ve neredeyse kölelik koşullarında çalışan işçilerin hikâyesini çok güzel anlatır.</div></div><div><br /></div><div><div><b>Irkçılık hâlâ ciddi bir sorun</b></div><div>Amerika ve Türkiye örneklerinde görüldüğü gibi, ırk çalışmaları ve ırkçılık özellikle fiziksel antropoloji bilimi aracılığı ile gerek ekonomik sömürü ve köleliğin meşrulaştırılması gerekse etnik ve ulus kimliği oluşturma gerekçeleri ile uygulanmıştır. Amerika’da siyahlar Amerikan İç Savaşı’ndan günümüze beyaz üstünlüğüne karşı mücadelelerini veriyorlar. Hatta Obama gibi siyah bir başkan seçilse bile Trump hükümeti ile birlikte aslında neredeyse son 400 yıldır ırkçılığın halen yaşadığına tanık oluyoruz. Irkçılığın özellikle deri rengi ve fiziksel karakterlere karşı biçimlenen formunun maalesef salt kapitalizm ya da ekonomik sömürü ile açıklanamayacağı da bir gerçek. Bu anlamda ırkçılık artık çok farklı ekonomik sistemlerde var olabilecek bir hal almıştır. Bu nedenle özellikle çok-kültürlü ve çoğulcu yaşam biçimleri ve eğitimi, özellikle erken yaşlarda uygulanması gereken pedagojik eğitim çalışmaları bunun önüne geçmede bir adım olabilir.</div><div><br /></div><div>Türkiye’de ise cumhuriyetin kuruluşundan günümüze “Türk” olmayan etnik gruplar "ırkçılığa" karşı kendi demokratik haklarının kazanımı için mücadelelerini sürdürüyorlar. Son dönemlerde özellikle mülteci göçleri ile Türkiye, Amerika, Çin ve Avrupa ülkelerinde ırkçılığın daha da alevlendiğini ve korkunç bir kâbus olarak halen aktif olduğuna şahit oluyoruz. Türkiye’de, değişen hükümetlerin politik yaklaşımlarına bağlı olarak etnik tanınma, eşit yurttaşlık, cinsiyet özgürlüğü, din ve laiklik gibi alanlarda halen hukuksal ve adil bir zemin olmadığını, çoğunlukla milliyetçilik ve ırkçılık arasındaki ilişkinin keyfiyete kalmış olduğunu üzülerek gözlemliyoruz. Bu konuda Amerika ve Türkiye arasındaki ortak nokta, Amerika’da George Floyd gibi birçok siyahı öldürenler ile Türkiye’de Berkin Elvan’ı, Ali İsmail Korkmaz’ı, Uğur Kaymaz’ı, Ceylan Önkol’u, Cemile Çağırga gibi nicelerini öldürenlerin öfkesinin ırkçılık ile aynı nefret kaynağından beslenmesi ve aynı imtiyazlı-sömüren sınıfı korumasıdır. </div><div><br /></div><div>KAYNAKLAR</div><div>- Dr Fritz 1992 (1918), Kürtlerin tarihi, Istanbul: Hasat Yayınları.</div><div>- Dündar, F. 2001, İttihat ve Terakki’nin Etnisite Araştırmaları, Toplumsal Tarih 16, 43-50.</div><div>- Saatçioğlu, A. 1982, A Survey on the Racial Types of Anatolian Skeletal Remains, AÜ DTCF Dergisi, Cilt:30 Sayı:01.02 (1982).</div><div>- Tunakan, S. 1943, Irkların Doğuşu, AÜ DTCF Dergisi. Cil:1 Sayı:3.</div><div>- Kansu, Ş. 1940, Türk Antropoloji Enstitüsü Tarihçesi, İstanbul Maarif Matbaası.</div></div></div>Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-19997428054169853302020-03-11T01:39:00.001+03:002020-03-16T13:27:08.666+03:00TÜBİTAK'TAN ÇEVİRİ YANILTMACASI<div dir="ltr" style="text-align: left;" trbidi="on">
Uzun bir aradan sonra merhaba değerli okuyucular. İlginç ancak bir çoğumuzu -maalesef- artık şaşırtmayacak bir konu hakkında yazıyorum. Geçenlerde değerli arkadaşım biyolog Dr. Hakan Gür banaTÜBİTAK tarafından basılmış bir kitaptan bahsetti. "<a href="https://esatis.tubitak.gov.tr/books/20271;jsessionid=2B1494B689BF46FDBCAEAB9D14C3DF8C">Doğru Bildiğimiz Bilimsel Yanılgılar</a>" adlı popüler bilim yazarları tarafından düzenlenmiş bu kitap çoğunlukla doğru bilinen ancak bilimsel olarak yanlışlanmış kimi önemli skandalları özetliyor. Ancak kitabı daha ilginç kılan ise insan evrimi hakkındaki bölümü. "İnsan kuyruksuz maymundan evrimleşmiştir" adlı bölümde anlatılan ise bizim doğru olarak bildiğimiz "<b>insanlar ve şempanzelerin ortak bir atadan evrimleşmiş" </b>gerçeğinin bilim insanları tarafından reddedilmiş olması. Kitabın TÜBİTAK baskısı Türkçe çevirisinde aynen şu şekilde yazıyor: "<i>Parçalar eksik olsa da bilim insanları şempanzelerle insanların ortak bir atadan geldiği görüşünü reddeder. Fosillerden anladığımız şey açık: Hayvanat bahçesindeki şempanze ile bir akrabalığımız yok</i>." (Sayfa 79). Bu satırları okuyunca haliyle hangi bilginin skandal olduğu hakkında şaşırdım. Kitabın orjinaline ulaştım ve Türkçe çevirisi ile karşılatırdım.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-UmknLB9bwrE/XmgWtbFLICI/AAAAAAAACrs/WOzZPFTqwN4TXQeyA5T2kcYV7Q7FsfrFQCNcBGAsYHQ/s1600/book.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="301" data-original-width="493" height="195" src="https://1.bp.blogspot.com/-UmknLB9bwrE/XmgWtbFLICI/AAAAAAAACrs/WOzZPFTqwN4TXQeyA5T2kcYV7Q7FsfrFQCNcBGAsYHQ/s320/book.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Orjinal ve Türkçe çevrisine ait kapaklar</td></tr>
</tbody></table>
Hızlı bir karşılaştırma:<br />
<br />
Orjinal metin: “While it is true we share a common animal
ancestor, scientist now believe humans and apes took very different paths”<br />
<div class="MsoNormal">
<o:p></o:p></div>
<div class="MsoNormal">
Türkçe çevirisi: "Ancak bugün bilim insanları insanlar ile kuyruksuz maymunların çok farklı yollar izlediğine inanır." (<i>İnsan ve kuyruksuz maymunların ortak hayvan bir atadan evrimleştiği kısmı sansürlenmiş.)</i><o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Başka bir sansür, orijinal metin: A chimp’s brain and skull size, “while
similar to that of our more recent extinct relatives”, is still quarter of the
size of today’s human head. <o:p></o:p></div>
<div class="MsoNormal">
Türkçe çeviri: Bir şempanzenin beyni ve kafatasının büyüklüğü, insanın kafatasının çeyreği kadardır. <i>(orijinal metindeki tırnak içinde bulunan "yokolmuş yakın akrabalarımıza benzese de" kısmı sansürlenmiş.)</i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Başka bir sansür, orijinal metin: Our larger brain size gave us a
distinct “evolutionary” advantage, allowing for more complex language skills
and complicated cultural systems. <o:p></o:p></div>
<div class="MsoNormal">
<i>Türkçe çevirisinde tırnak içindeki "evrimsel" kelimesi sansürlenmiş. </i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Başka bir sansür: Meanwhile, chimpanzees "evolved" to
survive in the African Congo…<i>(yine Türkçe çevirisinde "evrimleşmiş" kısmı sansürlenmiş)</i><o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Son olarak ve sansürün de ötesinde artık çeviri sahtekarlığı olarak sınıflandırabileciğimiz örnek:<o:p></o:p></div>
<div class="MsoNormal">
Orijinal metin: "The puzzle is incomplete, but scientists
agree that our direct evolutionary line does not lead back to chimpanzees. Instead, humans and chimps share a common ancestor tracing back 5 million to 8 million years ago. One lineage developed directly into ape like chimpanzees and gorillas, while the other lineage evolved into early human ancestors called hominids. Our direct human ancestors, <i>Homo habilis </i>and <i>Homo erectus</i>, first hit the scene 2 million years ago. From that point, humans spread throughout the world, migrating to Europe and later Australia and the Americas. We don't know the number of hominid species that existed, or our relationship with them, but the fossils speak loudly: The chimp at the zoo is not your great-great-great grandad."<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Türkçe çeviri: "<o:p></o:p>Parçalar eksik olsa da bilim insanları şempanzelerle insanların ortak bir atadan geldiği görüşünü reddeder. Fosillerden anladığımız şey açık: Hayvanat bahçesindeki şempanze ile bir akrabalığımız yok." <i>(Geri kalan kısımlar tümden sansürlenmiş).</i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Yukardaki son orjinal metinin Türkçe sansürsüz çevirisi: "Bulmacanın parçaları eksik, ancak bilim insanları evrimsel olarak şempanzelerden evrimleşmediğimizi kabul ediyorlar. Buna karşın, insanlar ve şempanzeler 5 ile 8 milyon yılları arasında yaşamış ortak bir atayı paylaşıyorlar. Soyun biri kuyruksuz maymun benzeri şempanze ve gorillere dönüşürken diğer soy hominid olarak bilinen erken insan atalarına evrimleşmiştir. Bizim direk atalarımız, Homo habilis ve Homo erectus, ilk kez 2 milyon yıl önce sahneye çıkmışlardır. O günden itibaren insanlar bütün dünyaya yayılmışlardır, Avrupa'ya ve ardından Avusturalya ve Amerika'ya göç etmişlerdir. Geçmişte kaç hominid türü yaşadığını bimiyoruz, ya da onlarla olan akrabalığımızı, ancak fosiller gerçeği gösteriyor: Hayvanat bahçesindeki şempanze senin büyük-büyük-büyük deden değil!"</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Okuduğunuz ve anladığınız gibi kitabın orjinali ile Türkçe çevirisi çok farklı. Orjinalinde insanların şempanzeden evrimleştiği bilgisinin bilimsel çalışmalar sonucu keşfedilen fosil buluntular sayesinde yanlışlandığı, ve bu fosil buluntuların insanlar ve şempanzelerin 5 ile 8 milyon yıllar arasında yaşamış ortak bir atadan iki ayrı soya ayrılarak evrimleştiği bilgisini doğruladığı belirtiliyor. Oysa TÜBİTAK tarafından basılan ve İlhami Gümüş tarafından çevrilen kitabın bu bölümü bilinçli akademik yanıltma, intihal ve çarpıtma kapsamına girmektedir. Beğenmiyorsanız kitabı hiç çevirmeyin, gerçeği sansürlemek ya da kendi isteğinize göre biçimlendirmek bir çeşit intihaldir. Türkiye'nin ulusal bilim ve teknoloji kurumunun böyle bir probleme ev sahipliği yapması da etik sorunların artık kurumsal boyuta vardığı ve meşrulaştığını göstermektedir. Gerisini artık siz düşünün. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<a href="https://www.amazon.com/dp/B01NA93QZ9/ref=dp-kindle-redirect?_encoding=UTF8&btkr=1">Kitabın orjinaline burdan ulaşabilirsiniz, Kindle versiyonu var. </a><br />
<br />
Bu kitabın yaptıgı çeviri sahtekarlığı ve evrım karşıtlığı hakkında benzer içerikli bir yazı daha önce Pedral Türkoğlu tarafından Evrim Agacı sayfasında yayınlanmış. Ben görmemiştim, Evrim Agacı benım yazıyı da o yazıya ekledi. <a href="https://evrimagaci.org/tubitak-sahte-ceviriler-ve-uydurma-bilgiler-iceren-evrim-karsiti-bir-kitap-yayinladi-8192">Burdan ulaşabilirsiniz. </a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Selamlar sevgiler,</div>
<div class="MsoNormal">
Ferhat</div>
</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-37822605314176859912018-07-29T13:27:00.003+03:002018-08-26T20:33:56.042+03:00Paleoantropolog Dr. Tim White ile Middle Awash İnsan Evrimi Projesi hakkında söyleşi!<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="MsoNormal" style="text-indent: 36.0pt;">
Not: Bu yazı Bilim ve Gelecek dergisinin 168. (Şubat 2018) sayısında yayınlanmıştır. Kaçıran ya da ulaşamayan okuyucular için buraya ekliyorum.<br />
<br />
Merhaba değerli Bilim ve Gelecek
okurları. Bu yazıda sizlerle çok özel bir söyleşiyi paylaşıyorum. Geçen yıl Kasım
ve Aralık ayları arasında Etiyopya’da Afar bölgesinde gerçekleşen Middle Awash
Projesi’ne Türkiye’den paleontolog Cesur Pehlevan ile birlikte katıldık. Bu
proje hakkındaki detayları zaten Tim’in kendi ağzından ilerleyen kısımda
okuyacaksınız. Ancak söyleşiye başlamadan önce ben kısaca söyleşi hakk<span lang="TR" style="mso-ansi-language: TR;">ı</span>nda biraz bilgi vermenin değerli
olacağını düşünüyorum. Tim White ile Middle Awash projesi ve insan evrimi
hakkında Türkiyeli okurlar için genel bir söyleşi yapmaya arazi çalışması
sürecinde karar verdik. Ancak bu söyleşiyi gerçekleştirebilmemiz Etiyopya’dan
ayrılışımızın en son günü ve hatta Etiyopya Bole havaalanına bizi götüren
dolmuş seyehatine kaldı. Arazi çalışmasının yoğunluğu ve arazi çalışmasından
döndükten sonra Addis Ababa’da bulduğumuz fosilleri düzenleyerek
yerleştirdiğimiz Doğa Tarihi müzesindeki çalışmalarımızdan dolayı söyleşiyi hep
ertelemek durumunda kaldık. Son gün bavullarımızı toplayıp kaldığımız otelin
dolmuşuna binip havaalanına doğru yola çıktığımızda yaklaşık olarak 40 dk zamanımız
vardı ve fırsat bu fırsat deyip Tim White ile sizler için bu söyleşiyi dolmuşta
gerçekleştirdik. Tim White California Üniversitesi Berkeley kampüsünde
bütünleşik biyoloji bölümünde kendi alanında otorite sayabileceğimiz dünyaca
ünlü bir paleoantropoloji profesörü. 1980’li yıllardan beridir Etiyopya’da Dr.
Berhane Asfaw ve Dr. Yonas Beyene ile ortak sürdürdüğü Middle Awash projesinin insan
evrimi çalışmalarına katkısı çok önemli. Bu katkının önemini söyleşiyi okurken
farkedeceksiniz. <o:p></o:p></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
Türkiye’nin bu proje ile
tanışması antropolog Prof. Dr. Erksin Güleç’in 90’lı yıllarda Türkiye’de
sürdürdüğü paleontolojik kazı ve yüzey araştırmaları sırasında Tim White ile
geliştirdiği akademik ortaklıkla başlıyor. Türkiye’de süren omurgalı fosil
yatakları araştırmaları sırasında Tim White, Erksin Güleç ve dönemin Maden
Tetkik ve Arama Enstitüsü Doğa Tarihi Müzesi’nde paleontolog olan Gerçek
Saraç’ı Middle Awash projesine katılmaları için davet eder. Türkiye’den ilk
katılımlar böylece başlar. Ardından o dönem Erksin Güleç’in ekibinde yer alan araştırmacılardan
da kısa süreli katılımlar gerçekleşir. Ancak Türkiye’den gerçekleşen bu
katılımlar çoğunlukla Middle Awash projesinin nasıl gerçekleştiği ve işlediği
konusunda deneyim ve bilgi kazanma amaçlı kısa süreli ziyaretlerdir. Bunlardan
farklı olarak Türkiye’den katılan ve Middle Awash projesinin en deneyimli
üyelerinden biri olan Prof. Dr. Cesur Pehlevan (Yüzüncüyıl Üniversitesi
Antropoloji Bölümü) aynı zamanda Middle Awash projesi kapsamında bulunan
Rhinocerotidae (Gergedangiller) ailesine ait fosil buluntuların bilimsel
çalışmalarını da sürdürmektedir. Benim Tim White ile tanışmam ve Middle Awash
projesine 2003 yılından itibaren katılmaya başlamam ise burda yazamayacağım
kadar ilginç bir hikaye. Middle Awash projesi kapsamında bulunan kemirgen ve
diğer küçük boyutlu memeli gruplarına ait fosillerin bilimsel çalışmalarını da
vakit buldukça sürdürmekteyim.<o:p></o:p></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
Middle Awash projesi fiziksel
olarak Dünya’nın en zor arazi çalışmalarından biri. Hergün kendinizi motive
edip bugünü de başaracağım diye cesaretlendirmeniz gerekmekte. Kamp yaşamının
ve arazi çalışmalarının zorlukları ve bütün bunların 55 gün sürmesi zaman zaman
direncinizi kırabiliyor. Ancak harika bir ekip ile birlikte çalışmanız ve Dünya’nın
en önemli keşiflerine ortak ve tanık olmanız motivasyon ve direncinizi yüksek
tutmanıza fazlasıyla yetiyor. Bu sezonki çalışmamızda yine çok önemli keşifler
gerçekleştirdik, bilimsel çalışmalar tamamlandıktan sonra bu keşifler bütün
Dünya’ya duyrulacak. <o:p></o:p></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
Havaalanı yolculuğu sırasında söyleşiyi
profesyonel<span style="mso-spacerun: yes;"> </span>bir ruhla yapma ciddiyetimize
rağmen her tarafından ayrı bir ses gelen dolmuşun çılgın sürücüsü ve tehlikeli
Addis Ababa trafiği ile yüksek sesli Amhara müziği eşliğinde elimizden geleni
yapmaya çalıştık. <o:p></o:p></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Kaya:</b> Tim White
kimdir ve insan evrimine olan ilgisi ve <span lang="TR" style="mso-ansi-language: TR;">çalışmaları nasıl başlamıştır?<o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">White:</span></b><span lang="TR" style="mso-ansi-language: TR;"> California Üniversitesi Berkeley kampüsünde bütünleşik biyoloji bölümünde
profesör ve insan evrimi araştırma merkezinin de yöneticisiyim. İnsanın
kökenine olan ilgim ben henüz bir çocuk iken başladı. Arkeoloji, dinozorlar ve
hemen hemen prehistorik olan her seyle çok ilgiliydim. Koleje gidene kadar<span style="mso-spacerun: yes;"> </span>bu konuları çalışma şansım olmadı, sadece bir
çocuğun hobisi düzeyinde kaldı. California Üniversitesi Riverside kampüsünde
antropoloji ve biyoloji bölümlerinde okudum, iki farklı anabilim dalını
bitirdim. Ayrıca paleontoloji ve jeoloji alanlarında birçok ders de aldım.
Ardından Michigan Üniversitesinde Doğu Afrika üzerine çalışmaya başladım. İlk
önce Kenya’da Richard Leakey ile ve daha sonra Tanzanya’nın kuzeyinde
Richard’in annesi Mary Leakey ile çalıştım. 1981 yılında Etiyopya’da Afar
çöküntüsünde Desmond Clark ile çalışmaya başladım. <o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Kaya:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Bu konu aslında ikinci sorum ile direk alakalı. Middle Awash projesi nasıl
doğdu ve siz bu çalışmaya nasıl dahil oldunuz. <o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">White:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Middle Awash’da, yani Afar bölgesinde Awash ırmağının orta kısımlarını
kapsayan coğrafik alan, ilk çalışmalar 1920’li yıllarda Avrupalı araştırmacılar
tarafından başlıyor. 1930’lu yıllarda İtalyan jeologlar bölgede çalışıyor ancak
fosil bulduklarına dair herhangi bir kanıt yok. Neden fosil bulamadıklarını ben
de bilmiyorum, muhtemelen çalıştıkları tabakalar sadece Afar taşkın yataklarını
kapsıyordu. Fosiller çoğunlukla coğrafik olarak kompleks vadi ve yamaçlarda
bulunabiliyor. Ayrıca İkinci Dünya Savaşı sırasında herşey karışmıştı. Savaş
dönemine denk gelen bu çalışmalar uzunca bir süre yayınlanamadı. Middle Awash
paleontolojik bir alan olarak ilk defa 1960’lı yıllarda Fransız jeolog Maurice
Taieb tarafından keşfedilmişti. Maalesef Taieb bu keşiflerine rağmen yeterince
itibar görmemiştir, özellikle yeni çalışmalarda. Taieb sadece Middle Awash’ı
değil bugün Afar bölgesinde ismi farklı sunulan birçok lokaliteyi de
keşfetmiştir. Bütün Afar bölgesini gezmişti, bölgenin jeolojisini yazan ve fosillerini
toplayan ilk araştırmacıdır. 1970’li yıllarda Taieb’e genç iki Amerikan Donald
Johanson ve Jon Kalb, ve Fransız Yves Coppens katıldı. Bu ekip Taieb’in
keşfettiği ünlü A’hadar lokalitesinde çalışmaya başladılar, bu lokalitenin ismi
günümüzde kolay ancak yanlış teleffuz edilen ismi ile Hadar olarak
bilinmektedir.<span style="mso-spacerun: yes;"> </span>1973 yılında ilk hominid
fosilini keşfettiler. Bu sıralar ben Kenya’da Richard Leakey ile birlikte
çalışıyordum. 1974 yılında bu ekip A’hadar lokalitesinde çalışmak için geri
döndü ve bugün dünyaca bilinen ve Johanson tarafından Lucy (<i style="mso-bidi-font-style: normal;">Australopithecus afarensis</i>) olarak
isimlendirilen fosili keşfettiler. Bu fosil, Güney Afrika’da bulunan ve 1940’lı
yıllardan beridir bilinen fosile çok benziyordu, ancak ondan biraz daha yaşlı
idi, yaklaşık olarak 3 milyon yıl yaşında. O dönem, Lucy’nin jeolojik olarak
gerçek yaşını bilmiyorlardı, fakat bugün bu tarihin 3.2 milyon yıl öncesine
tarihlendirildiğini biliyoruz. Aynı yıllarda Etiyopya’yı yöneten HaileSelassie
yıkıldı ve hükümet değişmişti. Desmond Clark, California Üniversitesi Berkeley
kampüsünde arkeoloji profesörü, Etiyopya dağlık bölgelerine yakın bir yerde
çalışıyordu. Çalışmalar biribinden habersiz ve karışık biçimde yürüyordu.
A’hadar lokalitesinde Johansson, Coppens ve Taieb çalışılırken Middle Awash Jon
Kalb tarafından az da olsa çalışıldı. Kalb’ın grubunda çalışan arkeolog Fred
Wendorf aynı zamanda Desmond Clark’ın da iyi bir arkadaşıydı ve Desmond gibi
Afrika’nın prehistoryasını yazmış bir arkeoloğun Middle Awash’a gelip araştırma
grubuna katılmasının iyi olacağını düşündü.<span style="mso-spacerun: yes;">
</span>Desmond Clark 60’lı yıllarda dünyanın en ileri gelen arkeologlarından
biriydi. Desmond 1981 yılında beni Middle Awash’a bu bölgenin paleontolojisini
çalışmam için davet etti. Donald Johansson ile Nairobi’den tanışıyordum, ve
onların A’hadar’dan buldukları fosiller ile bizim Tanzanya’da bulduklarımızın
çok benzer olduklarını düşünüp A’hadar hominid buluntularını 1978-79-80 ve 81
yıllarında bir seri makale ile yeni bir türe yani <i style="mso-bidi-font-style: normal;">Australopithecus afarensis</i>’e atfettik. Daha önce Etiyopya’da hiç
bulunmamıştım, bu davet benim Etiyopya’da araştırma yapmam için bir ilkti.
Desmond Clark ile Middle Awash’a arazi çalışması yapmak üzere gittik, birkaç ay
çalıştık ve yeni hominid fosilleri ile birçok arkeolojik materyal keşfettik. O
günden bugüne Awash nehrinin iki yakasında yaklaşık olarak 35 yıldır süren
çalışmaya dönüştü Middle Awash projesi. <o:p></o:p></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-HdC2q6X57Ds/W12F6phIZ4I/AAAAAAAACaM/YCKQn_PolXUgq12tYN33gAcPsgn1gNKXgCLcBGAs/s1600/Middle%2BAwash%2Bharita.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1219" data-original-width="1181" height="320" src="https://4.bp.blogspot.com/-HdC2q6X57Ds/W12F6phIZ4I/AAAAAAAACaM/YCKQn_PolXUgq12tYN33gAcPsgn1gNKXgCLcBGAs/s320/Middle%2BAwash%2Bharita.jpg" width="310" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
Figür 1. Middle (Orta) Awash çalışma alanı.<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Kaya:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Bu 35 yıllık süreçte Middle Awash projesinin insan evrimine çok önemli
katkıları oldu. İnsan evrimindeki önemli sorular bağlamında Middle Awash
keşiflerinin katkısından biraz bahsedebilir misiniz?<o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">White:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Benim Doğu Afrika’da çalışmalara başladığım 70’li yıllarda zaten önemli
sorular çalışmaların tarihsel olarak daha önce başladığı Güney Afrika fosillerinin
keşfi ile zaten gündemdeydi. O dönemin en önemli soruları insan evriminde dik
yürüme ve beynin evrimi ile ilgiliydi. <i style="mso-bidi-font-style: normal;">Australopithecus
afarensis</i> keşfi bu soruları cevapladı. Tanzanya’daki <i style="mso-bidi-font-style: normal;">Australopithecus afarensis</i> buluntuları 3.7 milyon yıl öncesine,
Etiyopya’da bulunan aynı türün buluntuları 3.4 milyon yıl öncesine tarihlendi. <i style="mso-bidi-font-style: normal;">A. afarensis</i> fosillerine ek olarak
Tanzanya’da eşi benzeri bulunmayan ayak izleri fosillerini Laetoli
lokalitesinde keşfettik. Bu keşifler dik yürümenin beynin büyümesinden daha
önce evrimleştiğini kanıtladı, ancak <i style="mso-bidi-font-style: normal;">A. afarensis</i>’ten
daha önce, daha doğrusu şempanze ve insanın ortak atasından evrimsel olarak
bize yönelen çizginin erken üyeleri hakkındaki soruyu cevaplamıyordu. 1990’lı
yıllarda biz bu soruya odaklandık ve bu soruyu cevaplamak istedik. Maalesef o
dönem bilimsel metodların ve tekniklerin sınırlı oluşu ve Afar bölgesinin
jeolojisinin çok karışık olmasından dolayı çalıştığımız tabakaların jeolojik
yaşları konusunda çok emin değildik. Ancak radyometrik yaşlandırma
tekniklerinin gelişmesi ile birlikte bu sorunda nispeten çözüldü. Bununla
birlikte Afar çüküntüsü gibi tektonik olarak çok karışık olan bir yerin
jeolojisini iyi çalışmak ve doğru okumak gereklidir. 90’lı yıllarda Middle
Awash’ta sürdürdüğümüz çalışmanın insan evrmine özellikle <i style="mso-bidi-font-style: normal;">A. afarensis</i>’ten önce hangi türün varolduğu sorusuna cevabı <i style="mso-bidi-font-style: normal;">Ardipithecus ramidus</i> olmuştur. Bu tür
yaklaşık olarak 4.4 milyon yıl öncesine tarihlendirilmiş özellikle şu an benzer
zaman dilimine ait erken hominid türleri arasında ortak atadan evrimsel olarak
bize yönelen çizginin en erken üyelerinden biridir. 1994 yılında bu türe ait
ilk duyurumuzu bir makale ile yapmıştık, ancak bu türe ait keşifleri artırarak
hipotezimizi daha güçlü hale geitirip bilimsel çalışmamızı sunmamız yaklaşık 15
yıl sürdü. 90’lı yılların sonunda evrimsel olarak <i style="mso-bidi-font-style: normal;">Ardipithecus ramidus</i> ve <i style="mso-bidi-font-style: normal;">Australopithecus
afarensis</i> arasında yer alan <i style="mso-bidi-font-style: normal;">Australopithecus
anamensis</i>’e ait fosiller keşfettik. Bu tür <i style="mso-bidi-font-style: normal;">Australopithecus afarensis</i>’in atasıydı. 2000’li yılların başlarında
bu keşfin duyurusunu da bilimsel bir makale ile yaptık. Bu dönemlerde insan
evirimi ile yükselen diğer bir soru ise anatomik olarak modern insan ilk ne
zaman ve nerde ortaya çıktığı özellikle bazı önemli hipotezler (Afrika’dan
Çıkış hipotezine karşı Çok Merkezli Evrim hipotezi gibi) bağlamında
tartışılıyordu. 2003 yılında duyurusunu yaptığımız, Middle Awash’ta Herto köyü
yakınlarında keşfettiğimiz ve yaklaşık olarak 165 bin yıl öncesine ait olan <i style="mso-bidi-font-style: normal;">Homo sapiens idaltu</i> anatomik olarak
modern insanın ilk temsilcileriydi. Bu keşif aynı zamanda anatomik olarak
modern insanın evrimsel kökenine dair başka soruları doğurdu, o zaman anatomik
olarak modern insan nerden geliyordu, ona atalık eden türler nerdeydi? Aynı
bolgede Herto köyü yakınlarındaki Bouri bölgesinde yaklaşık 1 milyon yıl
öncesine tarihlendirilen <i style="mso-bidi-font-style: normal;">Homo erectus</i>
fosillerini keşfettik. Bu keşif ise 1 milyon yıl ile yaklaşık olarak 200 bin
yıl arasında hangi türler yer aldığı ve ne tür bir evrimsel değişim
gerçekleştiği sorularına odaklandırdı bizi. Maalesef bu soru bugün insan
evriminin en problemli ve tartışılan konularından biridir. Aslında son 600 bin
yıllık bir zaman dilimi Avrupa buluntuları sayesinde Afrika’dan daha iyi
biliniyor. Bunun nedeni Avrupa’da çalışmaların daha yoğun ve çoğunlukla mağara
yerleşimlerinin var olmasından kaynaklı. Buluntuların ve keşiflerin çoğu neandertallere
ait. Çünkü uzun bir zamana kadar modern insanlar Avrasya’ya gitmedi. Avrupa’da
Neandertaller ve proto-Neandertaller yani Neandertal öncüleri yaşıyordu. Modern
insanın ik ortaya çıkışı ilgili önemli soruları Afrika buluntuları
cevaplıyordu, bu nedenle son 10-15 yılımızı bu soruları paleontolojik,
arkeolojik ve jeolojik açılardan cevaplamaya harcadık. Bütün çalışmalarımızı
tamamlayıp yayınladığımızda Middle Awash tek bir vadide insan evriminin
birbirini evrimsel olarak takip eden kayıtlarını içeren eşsiz bir yer olarak
kabul edileceğini düşünüyorum. <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-7CuVF-LXcYE/W12IgbEOG5I/AAAAAAAACas/zxSwpf5OITEEARLvBncB4lFDCUqygfH2ACEwYBhgL/s1600/Arastirma%2Bekbinin%2BMiddle%2BAwash%2527a%2Byolculugu.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="929" data-original-width="1600" height="185" src="https://2.bp.blogspot.com/-7CuVF-LXcYE/W12IgbEOG5I/AAAAAAAACas/zxSwpf5OITEEARLvBncB4lFDCUqygfH2ACEwYBhgL/s320/Arastirma%2Bekbinin%2BMiddle%2BAwash%2527a%2Byolculugu.JPG" width="320" /></a></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Figüre 2. Middle Awash ekibi çalışma alanına doğru yolda (Foto: Ferhat Kaya)</span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Dünyada birçok
insanın halen evrimsel bir geçmişe sahip olduğumuza şüphe ile yaklaştığını
maalesef biliyorum. Bilim kanıt temellidir ve eğer gerekli kanıt yoksa insanlar
spekülasyon yapabilirler. Bu adli bir olaya benzer, eğer kanıta sahip
değilseniz suçu ya da herhangi bir olayı kimin gerçekleştirdiği hakkında ancak
spekülasyon yapabilirsiniz, ancak o kanıta sahipseniz, örneğin bu bir DNA
olabilir, spekülasyona yer kalmaz. Paleontoloji de böyledir, o fosile
sahipseniz herhangi bir spekülasyona ya da şüpheye yer kalmaz. Biz Middle Awash
projesi kapsamında bu kanıtları keşfediyor ve eksik parçaları bir araya
getiriyoruz. Bu kanıtlar sayesinde herkes kendi gözleri ile evrimleştiğimizi
görebilir ve kendi atalarının fosillerini avuçlarının arasına alabilirler. <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-obvglJ6vtM0/W12Id_jZshI/AAAAAAAACao/rFybIDTsWqMnd4C_EDvpNgI1dTV43F5YQCEwYBhgL/s1600/%2528soldan%2529%2BFerhat%2BKaya%252C%2BTim%2BWhite%252C%2BBerhane%2BAsfaw%252C%2BYonas%2BBeyene%252C%2BCesur%2BPehlevan.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://3.bp.blogspot.com/-obvglJ6vtM0/W12Id_jZshI/AAAAAAAACao/rFybIDTsWqMnd4C_EDvpNgI1dTV43F5YQCEwYBhgL/s320/%2528soldan%2529%2BFerhat%2BKaya%252C%2BTim%2BWhite%252C%2BBerhane%2BAsfaw%252C%2BYonas%2BBeyene%252C%2BCesur%2BPehlevan.JPG" width="320" /></a></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Figüre 3. Soldan sağa; Ferhat Kaya, Tim White, Berhane Asfaw, Yonas Bayene, Cesur Pehlevan.</span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-Byw0VgoBbIo/W12JJ51a5GI/AAAAAAAACa0/uoH55BxFwHUC4dXx42cagJdo0mja-NmgACEwYBhgL/s1600/Ferhat%2BKaya%2B%2528sol%2529%252C%2BTim%2BWhite%2B%2528orta%2529%252C%2BCesur%2BPehlevan%2B%2528sag%2529.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1433" height="320" src="https://1.bp.blogspot.com/-Byw0VgoBbIo/W12JJ51a5GI/AAAAAAAACa0/uoH55BxFwHUC4dXx42cagJdo0mja-NmgACEwYBhgL/s320/Ferhat%2BKaya%2B%2528sol%2529%252C%2BTim%2BWhite%2B%2528orta%2529%252C%2BCesur%2BPehlevan%2B%2528sag%2529.JPG" width="286" /></a></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Figüre 4. Soldan sağa; Ferhat Kaya, Tim White, Cesur Pehlevan. </span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Kaya:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Somut kanıt, ona dokunabilir ve tutabilirler. <o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">White:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Evet, gözleri ile görebilir ve elleri ile tutabilirler ve hissedebilirler.
Günümüz teknolojisi bu fosillerin jeolojik olarak hangi döneme, kaç yüzyıl,
binyıl ya da milyon yıl öncesine ait olduğu hakkında bilgiler verebiliyor.
Bunun için sahip olmanız gereken sadece uygun volkanik kayaçlar. Middle Awash
bu anlamda çok şanslı, levha tektoniğinden dolayı volkanik kayaçlar her yerde.
Fosilleri keşfettiğimiz havzanın tabakaları arasında, yani fosil ve arkeolojik
materyalin çökeldiği tabakalar arasında, çevrede bulunan yanardağların periyodik
püskürmelerine bağlı olarak tüf tabakaları da bulunmaktadır. Jeologlar bu
tüflerden örnek alıp jeolojik yaşlandırma yapabilirler. Middle Awash’ın
özelliği başka bir yerde tekrar edilemeyen benzersiz fosillere sahip olmasının
yanısıra benzersiz bir jeolojiye de sahip olmasıdır. Halen yayınlanmayı
bekleyen birçok fosil sırada bekliyor, ve daha fazlasının bizi tabakalar
arasında beklediğini umut ediyoruz. <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-TrJSbjSskJ8/W12IO-tx3QI/AAAAAAAACag/5KXgr4H8rrgQitQC1wVQzZEtwk3RzXNsgCEwYBhgL/s1600/Bir%2BHominid%2Blokalitesi.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="925" data-original-width="1600" height="184" src="https://4.bp.blogspot.com/-TrJSbjSskJ8/W12IO-tx3QI/AAAAAAAACag/5KXgr4H8rrgQitQC1wVQzZEtwk3RzXNsgCEwYBhgL/s320/Bir%2BHominid%2Blokalitesi.JPG" width="320" /></a></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Figüre 5. Bir hominid keşif alanı (Foto: Ferhat Kaya)</span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-ELjOQaVztHs/W12KFQcvlQI/AAAAAAAACbA/V2vHH1QD_Rw3yHqlq4uLCtlALV900ghwwCEwYBhgL/s1600/Hominid%2Bkesfi%2Bgerceklesen%2Bbir%2Blokaliteden%2Bc.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="656" data-original-width="1600" height="131" src="https://4.bp.blogspot.com/-ELjOQaVztHs/W12KFQcvlQI/AAAAAAAACbA/V2vHH1QD_Rw3yHqlq4uLCtlALV900ghwwCEwYBhgL/s320/Hominid%2Bkesfi%2Bgerceklesen%2Bbir%2Blokaliteden%2Bc.JPG" width="320" /></a></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Figüre 6. Hominid keşif alanında çalışmadan bir görüntü (Foto: Ferhat Kaya). </span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Kaya:</span></b><span lang="TR" style="mso-ansi-language: TR;"> İnsan evrimi konusunda sürekli yeni türler ve bu türler hakkında yeni
jeolojik yaşlar duyuyoruz. Bunlar çoğunlukla Homo cinsi için muhtemel ata ya da
anatomik olarak modern insanın atasına yönelik haberler. Yakınlarda Kuzey
Afrika’da 300 bin yıl öncesine tarihlendirilen ve anatomik olarak modern
insanın atası olabileceği ileri sürülen Jebel Irhoud (Fas) fosilleri gibi. Bu
haberler bazen genel okuyucunun da insan evrimi konusunda kafasını
karıştırıyor. Bu tür iddialı paleoantropoloji haberleri hakkında neler
düşünüyorsunuz?<o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">White:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Yüzyıllar boyunca insanlar kendi kökenleri ve evrimlerini merak ettiler.
Darwin’in zamanında bile insan evrimi hakkında karikatürler vardı, ancak bu
konudaki fosil kanıtlar çok azdı. Darwin’in bile bazı yorumları ve tahminleri
hatalıydı. Yeni kanıtlar ve veriler geçmişte yapılan çalışmaların ya da saptamaların
hatalarını ve eksikliklerini ortaya çıkarmakta ve bunları düzeltmemiz için yeni
fırsatlar yaratmaktadır. Bu bilim ve bilim bu şekilde işler. Bugün yeni olan
nedir, araştırmaların ve fosil kanıtların artması. Ancak beraberinde yeni
iletişim ve sosyal medya teknolojilerinden dolayı her bilimsel bilginin henüz
bilim ortamlarında yeterince tartışma ve eleştirme şansı olmadan dijital
ortamda yayılım ve dolaşım hızının çok yüksek olması. Bilginin hızlı bir
biçimde bireylere ulaşması önemli ancak o bilginin hangi kanallar aracılığı dolaşımda
olduğu ve ne kadar içerik erozyonuna uğradığı da ciddi bir sorun. <span style="mso-spacerun: yes;"> </span>Bu sorun özellikle dijital ortamda “sahte
haberlerin” hzılı bir şekilde artmasına neden olmaktadır. Sahte haberlerin
çoğaltılarak yayılması aynı zamanda bir online kültüre dönüşmüş durumda. Ek
olarak özellikle birçok bilimsel çalışma “bizim keşfimiz önemli, hatta diğer
keşiflerden daha önemli” gibi gereksiz ve bilimsel olmayan yaklaşımlar bilimin
medyatikleşmesi ve sosyal medya gibi iletişim alanlarında manipülasyona açık
hale gelmesiyle sonuçlanmaktadır. Diğer bir sorun ise özellikle bilimsel
çalışmaların daha fazla finansal kaynak elde edilebilmesi için medya değeri
taşıması bir zorunluluk haline gelmiş durumda.<span style="mso-spacerun: yes;">
</span>Bu nedenle bilim insanları çoğunlukla kendi keşiflerini “bugüne kadar
bulunmuş diğerlerinden çok farklı bir yeni tür keşfettik” iddiası ile medyaya
seslenmektedirler. Elbette her keşif diğerinden farklı, her fosil diğerinden
farklıdır. Farklı bireylere ait fosiller birbirinden elbette farklıdır, çünkü
bir toplumda bireyler tür içi çeşitlilikten dolayı birbirlerinden farklıdırlar.
Eğer Addis Ababa’da caddeden iki insanı alsan ve iskeletlerini incelesen birçok
farklılıklar bulursun. Bu farklılıklar onların farklı türler olduğu anlamına
gelmez, her ikisi de <i style="mso-bidi-font-style: normal;">Homo sapiens</i>
bireyi. Anladığım kadarı ile birçok bilim insanı normal olan morfolojik
çeşitliliği yaptıkları çalışmanın etki değerini artırmak için bilimsel
kriterlerin yanı sıra medya kriterlerini de dikkate alıyorlar. Böylece birçok
türden oluşan ve karmaşık bir çalıya benzeyen soy ağacına sahip oluyoruz. Ben
insan evriminin ve soy agacının çok karmaşık bir çalıya benzediğini
düşünmüyorum. Eğer çalı gibi görünen bir soy ağacı görmek istiyorsan farelerin,
kuşların ve balıkların soy ağacına bak. Ancak araştırmacılar, özellikle de her
buldukları fosile yeni tür ismi vermeye çalışanlar insanın soy ağacının
karmaşık bir çalı gibi göründüğü imajını yaratarak yani insan evriminde aynı
anda birçok farklı tür yer aldığı algısını oluşturarak toplumu yanlış
yönlendirmekteler. Muhtemelen bu araştırmacılar tür içi morfolojik çeşitliliğin
ne olduğu ve bu çeşitliliğin genişliğinin ne kadar olabileceği hakkında pek bir
fikirleri yok. Birçok araştırmacı insan evriminde 20-30 ya da 40 farklı tür
olduğuna inanıyorlar. Böyle olduğunu düşünmüyorum. Türler arası ve tür içi
morfolojik çeşitlilikleri farkında olarak ya da farkında olmaksızın yanlış
yorumladıkları kanaatindeyim. Yaşayan şempanzeler, orangutanlar ya da goriller
ve hatta günümüz insanlarında tür içi morfolojik çeşitliliğin genişliğini
bilmiyorlar. Bunu bilmek çok yoğun ve kapsamlı karşılaştırmalı anatomi ve
morfoloji çalışması gereketiriyor. Günümüz araştırmacıları kendi çalışmalarını
bir an önce yayınlayarak gündemde bir etki yaratmak istiyorlar. Belki de
biliyorlar, ancak yeni tür duyurmanın medyatik cazibesi daha fazla etki ediyor
olabilir. Örneğin, eğer şu şekilde bi sonuç elde etseler: “Araştırmalarımız
sonucunda Lucy’nin (<i style="mso-bidi-font-style: normal;">Australopithecus
afarensis</i>) bir başka üyesini bulduk”. Bunun medyatik bir haber değeri yok,
CNN ya da BBC’de haber olmayacak. <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-GbFoOyqI004/W12LLQtVmkI/AAAAAAAACbU/LXbvzonoincXtQEszcmnht564YbLOrcBQCEwYBhgL/s1600/Tim%2BWhite%2Bhominid%2Bfosili%2Bcikartiyor.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://4.bp.blogspot.com/-GbFoOyqI004/W12LLQtVmkI/AAAAAAAACbU/LXbvzonoincXtQEszcmnht564YbLOrcBQCEwYBhgL/s320/Tim%2BWhite%2Bhominid%2Bfosili%2Bcikartiyor.JPG" width="320" /></a></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Figüre 7. Bir hominid keşif alanında Dr. Tim White hominid fosilini çıkarıyor (Foto: ferhat Kaya).</span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Kaya:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Peki bilimsel methodoloji yani araştırmacıların bilimsel problemlerini
çözmek için kullandıkları yöntem ve metotlar bu tür hataların yapılmasını
sınırlandırmıyor mu?<o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">White:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Bu tür taksonomik yani yeni tür isimlendirme problemlerinin oluşmasına
zemin hazırlayan metot kladistiktir. Bu metot araştırmacının tanımlamaya
çalıştığı fosili soy ağacında uygun bir yere koyabilmesi için türün evrimsel
olarak öncülleri ve ardılları temelinde türemiş ve ilkin karakterlerini
kendince belirleyip, buna göre yeni soy ağacı önermesi ve türün istatiksel
olarak yeni ve ya da mevcut bir türe ait olmasını ileri sürmesi ile sonuçlanır.
Genel olarak birçok evrimsel biyoloji araştırmacısı kaldistik analizi kullanır.
Bu analiz temel olarak iki aşamaya dayanır. İlki, bir türün evrimini çalışırken
dikkat etmeniz gereken yeni evrimleşmiş karakterleri tanımlamaktır, örneğin
eğer insanları ve kertenkeleleri karşılaştırıyorsanız her ikisi de her
uzuvda<span style="mso-spacerun: yes;"> </span>5 parmağa sahiptir, bu karakter
yani 5 parmaklı olma durumu ilkin bir karakterdir, yeni değil. Yeni olan
karakter aslında atlarda, atlar tek parmakları üzerinde çevremizde
dolaşıyorlar. Bu inanılmaz. Diğer parmaklar nereye gitti. Bununla birlikte
Türkiye’nin Geç Miyosen döneme (11.2<span style="mso-spacerun: yes;"> </span>ile
5.3 milyon yıllar arasında kalan jeolojik dönem) ait Hipparion adıyla
bildiğimiz atlar ise 3 parmağı üzerinde yürüyordu. Bu atlar iki dış
parmaklarını yitirdiler. Bu parmaklar nereye gitti? Eğer bu evrimsel değişimi
anlayabiliyorsan biyolojiyi anlayabiliyorsun demektir. Kladistik analizin bu
kısmı evrimsel değişimin hangi karakterler üzerinden bir türden diğerine
evrimleştiğini ya da iki tür arasındaki evrimsel ilişkiyi anlamak için faydalı.
İkinci kısım ise tanımlanan türü isimlendirme ile ilgili. Bu kısımda
tanımladığınız karakterlerin tür-içi ve iki yakın tür arası morfolojik
çeşitlilikteki yeri ve evrimsel durumu önemli. O karakterlerin sahip olduğunuz
fosil koleksiyonda kaç birey tarafından paylaşıldığı ya da paylaşılmadığı<span style="mso-spacerun: yes;"> </span>da önemli. Aksi takdirde erkek ve dişi
bireyler arasındaki morfolojik farklar bile yanlış tanımlamalara neden
olabilir. Genelde araştırmacıların çok küçük bir koleksiyon üzerinden
yaptıkları isimlendirmeler problemler yaratıyor. Biz bulduğumuz hominid
fosillerinin sayısını artırmak ve birkaç bireyden ziyade bir topluma ulaşmak
için uzun yıllarımızı harcıyoruz. <i style="mso-bidi-font-style: normal;">Ardipithecus</i>
bunun en güzel örneğidir. <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-G7_PkarzgS8/W12LNyXNzII/AAAAAAAACbY/2uT9kTqgZ1kUlQPdbg8IxcOuBkfdYZXJQCEwYBhgL/s1600/Tim%2BWhite%2Byuzey%2Barastirmasinda.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="788" data-original-width="1600" height="157" src="https://4.bp.blogspot.com/-G7_PkarzgS8/W12LNyXNzII/AAAAAAAACbY/2uT9kTqgZ1kUlQPdbg8IxcOuBkfdYZXJQCEwYBhgL/s320/Tim%2BWhite%2Byuzey%2Barastirmasinda.JPG" width="320" /></a></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Figüre 8. Tim White yüzey araştırması yapıyor (Foto: Ferhat Kaya).</span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Biz insan
evrimini anlamaya çalışıyoruz, hangi türler birbirlileri ile ne tip bir
evrimsel ilişkiye sahip. Eğer fosilleri farklı isimler ile birçok yeni türe
ayrıştırırsak alacağımız sinyal bizi yanıltacaktır. Ben öğrencilerime isimler
ile ilgili karışıklıkları ihmal etmeleri ve falza düşünmemelerini, isimlerden
ziyade evrimi anlamaya çalışmalarını öneriyorum. Bir türün evrimi o türün
isminden daha önemlidir, örneğin günümüzde tek bir hominid türü hayatta
kalmıştır, o da bizleriz: <i style="mso-bidi-font-style: normal;">Homo sapiens</i>.
Ancak ben “hominid” terimini taksonomik olarak insan ve onun dik yürüyen
atalarını kapsadığı biçiminde kullanıyorum. Günümüzde birçok araştırmacı insan,
şempanze, goril ve orangutanı ortak bir taksonomik grupta “hominin” altında
sınıflandırmaktadır. Kladistik analiz ve aşırı yeni tür isimlendirme çabaları
sınıflandırma ve taksonomide karışıklıklara yol açmaktadır. <o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Kaya:</span></b><span lang="TR" style="mso-ansi-language: TR;"> O zaman bilimsel çalışmaların güvenilirlik problemi mi var? Özellikle
evrim kuramı gibi toplumun gerek dini gerekse politik manipülasyonlar nedeniyle
“inanıp-inanmamak” gibi ikilemde kaldığı bir konuda bilim insanları da medyanin
ve popülarizmin kurbanı oluyorlarsa işimiz zor!<o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">White:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Bu daha çok günümüzde bilimin finansal kaynaklarının söz sahipleri ve bu
finansal kaynaklara ihtiyacı olan bilim insanlarının duruşları ile ilgili. Bu
durumun önüne geçmek için Middle Awash’ta biz büyük medya kuruluşlarından gelen
finansal kaynakları asgariye indirdik. Çoğunlukla üniversite, devlet organları
ve bilimsel vakıflardan aldığımız kaynaklar ile araştırmalarımızı yürütmeye
çalışıyoruz. Bu kaynaklar yeterli oluyor mu, elbette hayır ancak böylece hiçbir
medya kuruluşunun dergi ya da gazete kapaklarını süslemek ve onların istediği
medya etkisini oluşturmak için bilimi kurban etmek zorunda değiliz. Bilimin
problemlerini yine ve ancak bilim insanları çözebilir. Öncelikle şunu güçlü bir
biçimde vurgulamak isterim, yeni türler var ve yeni tür fosilleri keşfediliyor,
bu konuda şüphe yok. <span style="mso-spacerun: yes;"> </span>Ek olarak, insan
soy ağacının tek bir çizgiden oluştuğunu öneren eski hipotez 1950’lerden
itibaren yanlışlanmıştır. Bununla birlikte yeni ata türler keşfetsek de insanın
soy ağacında çok farklı evrimsel çizgilerin bu yeni insan atası türlerine nasıl
evrimleştiği konusunu da pek bilmiyoruz. Halen bu sorular üzerine çalışıyoruz
ve çalışılması gereken konulardır. <o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Kaya:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Bu bilgiler için teşekkürler. Şimdi konuyu biraz değiştirip Afrika’dan
Türkiye’ye getirmek istiyorum. Türkiye’de daha önce çalıştınız ve halen süren
ortak çalışmalarınız var. İnsan evrimi bakımından Türkiye’nin paleontolojik
önemi nedir?<o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">White:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Fosil kayıtlarda zamana bağlı kronolojik devamsızlıklar olduğu gibi
coğrafik devamsızlıklar ve eksiklikler de vardır. Örneğin, insanın evrimine
dair Java’dan (Endonezya) birçok kanıta sahip iken çeşitli nedenlerden dolayı
Hindistan’ta çok kanıtlara sahip değiliz. <o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Kaya:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Araya girdiğim için özür dilerim, Türkiye’ye coğrafik yakınlığı bakımından
Gürcistan da iyi bir örnek olabilir. <o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">White:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Evet, Gürcistan’da yakın tarihe kadar insan evrimine dair herhangi bir
kanıt yoktu, ancak bulunan bir lokalite bizlere birden Afrika dışında erken hominidlerin
1.8 milyon yıl öncesine tarihlendirilen en eski kayıtlarını verdi. Takip eden
yıllarda Gürcistan’da daha çok hominid fosillerinin bulunduğunu hepimiz duyduk.
Bütün bunlar 1980 ve 90’lı yıllarda oldu ve halen devam ediyor. Bütünüyle doğru
insanların doğru bir yaklaşımla doğru zamanda doğru yerde olması ile ilgili.
Türkiye’de durum biraz farklı, Turkiye’nin jeolojisi ve tektonizması Afrika’dan
hatta Gürcistan’dan farklı. Anadolu kıtalar arasında farklı levhaların tektonik
hareketleri sonucu oluşan havzaları içeriyor ve bu havzalar farklı jeolojik
zamanlara ait çökeller ve o dönemin yaşam formlarına ait fosiller içeriyor.
Türkiye aktif tektonizmanın olduğu bir bölge, Türkiye’nin jeolojik tabakaları
bir baştan diğerine uzanan büyüklü küçüklü birçok fay sistemi ile sürekli
kırılıyor. Trans-Anatolia fayı Californiya’daki San Andreas fay sistemine çok
benziyor. Turkiye’de muthiş bir Miyosen (23.5 ile 5 milyon yıllar arasını
kapsayan jeolojik dönem) fosil kaydı var. Özellikle 15-7 milyon yılar arasında
kalan döneme ait fosil memeli faunaları Dünya’daki en iyi kayıtları temsil
etmektedir. Bu bulunan bütün fosil hayvan kalıntılarını çalışmak için çok güzel
fırsatlar sunmaktadır. Bunların arasında primat buluntuları da yer almaktadır.
Bu fosiller Çandır, Paşalar, Çorakyerler ve Sinap gibi lokalitelerden
bilinmektedir. Özellikle İç Anadolu havzası Miyosen fosilleri bakımından zengin
ve iyi temsil edilmektedir, ancak Pliyosen ve Pleyistosen dönemlere ait
çökellerin ve sistematik çalışmaların azlığı bu dönemler için aynı şeyi
söylemeyi zorlaştırmaktadır. Bu hem jeolojik bir şansızlık hem de Türkiyeli
araştırmacıların özellikle fosil memeliler konusunda süregelen
alışkanlıklarının devam ediyor olmasından kaynaklanmaktadır. Bu durum
Türkiye’de hominidlerin bulunamayacağı anlamına gelmiyor, sadece fosilleşme ve
korunma şanslarının düşüklüğü düşünülebilir. Türkiye’de Miyosen dönemde <i style="mso-bidi-font-style: normal;">Griphopithecus, Kenyapithecus,
Ankarapithecus</i> ve <i style="mso-bidi-font-style: normal;">Ouranopithecus</i>
gibi kuyruksuz büyük maymunlar bilinmektedir. Örneğin, yıllar önce Prof. Dr.
Erksin Güleç ve ekibi ile birlikte çalıştığımız yaklaşık olarak 1 milyon yıla
yakın bir yaşa tarihlendirilen Konya-Dursunlu lokalitesindeki çalışmalar çok
önemli arkeolojik kanıtlar sağlamıştır. Bu kanıtlar bu dönemde hominidlerin
Anadolu’da yaşadığının kanıtıdır. Ayrıca yakın bir dönemde Batı Anadolu’da
Yunanistan’da bulunan Petrolana kafatasına benzeyen bir hominid duyuruldu, <i style="mso-bidi-font-style: normal;">Homo erectus</i> benzeri bu kanıt da
hominidlerin Anadolu’da yaşadığının önemli kanıtlarıdır. Ayrıca Turkiye’de
birçok bölgeden de bu dönemlere ait arkeolojik kanıtlar vardır. Dursunlu
lokalitesinde bulduğumuz kanıtlar bu insanların ürettikleri taş aletleri
kullanarak büyük boyutlu kuşları yediklerini göstermektedir. Maalesef
Dursunlu’da bu aletleri üreten insanlara ait fosilleri bulamadık. Ancak bu
hiçbir zaman bulunamayacağı anlamına gelmez. Middle Awash’ta biz daha önce
araştırdığımız lokaliteleri tekrar ve tekrar ziyaret eder, dış etmenler ile
yeniden aşınan bölgeleri kontrol eder ve yeni bir bakış açısı ile araştırırız.
Bu nedenle Türkiye’de de daha önce kazılmış ve araştırılmış alanlar yeniden
farklı bakış açıları ve stratejiler ile araştırılabilir. 1.8 milyon yıl
öncesine tarihlendirilen Gürcistan keşifleri de Anadolu’da hominidlerin var
olduğunu zaten düşündürmektedir. Tesadüf eseri mermer ocağı ve şantiye
işçilerinin bulduğu fosilleri bir kenara bırakırsak hedefe yönelik sistematik
çalışmar ile hangi araştırma ekibi nerde bu fosilleri bulacak bence önemli bir
soru. Bu tür keşifler ancak bölgenin jeolojisini iyi bilen arazi çalışmasında
kalifiye ve deneyimli ekipler ile gerçekleşebilir. Etiyopya’da yıllardır
yapmaya çalıştığımız ve izlediğimiz strateji de budur. Ayrıca Etiyopya’da
bulduğumuz fosillerin küratorlüğü için altyapı geliştirdik, en önemlisi de
jeolojik, paleontolojik, ve arkeolojik kaynakların fonksiyonel kullanımı
açısında<span style="mso-spacerun: yes;"> </span>kalifiye kadın/erkek gücü
geliştirmektir. Böylece özellikle yerelde bilim insanları araştırmalarını
sürdürebilir ki bunun da lokal etkisi çok önemlidir. Middle Awash projesi kendi
tarihi sürecinde önemli Etiyopyalı bilim insanlarının yetişmesinde ciddi rol oynamıştır.
Selashi Semaw, Yonas Beyene, ve Yohannes HaileSelassie gibi Middle Awash
projesi ile kendi akademik kariyerlerine başlamış ve nihayetinde kendi
araştırma projelerini oluşturup birçok önemli keşife imza atmıştır. Temelleri
sağlam olan, katılımcılara uygun koşulları sunabilen ve ayrıca doğru
yönetilebilen projeler büyük keşiflere daha rahat ulaşmaktadır. Ben Türkiye’nin
böyle bir süreç içerisinde olduğuna inanıyorum ve büyük keşiflerin yapılabileceğine
düşünüyorum. Arazi çalışmaları zordur, çok miktarda finansal kaynak ve devlet
izni gerektirir. Anadolu’nun uygarlıklar tarihi inanılmaz, müthiş, aynı
zenginliği paleoantropoloji alanında da görmek büyüleyici olur. <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-NdyhmOwIf6Q/W12LIo8IpII/AAAAAAAACbQ/zDhsFygq91QtyHttIBFSOaXBXw7LFqQlgCEwYBhgL/s1600/Tim%2BWhite%2B%2528sol%2529%2Bve%2BYonas%2BBeyene%2B%2528sag%2529.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="947" data-original-width="1600" height="189" src="https://3.bp.blogspot.com/-NdyhmOwIf6Q/W12LIo8IpII/AAAAAAAACbQ/zDhsFygq91QtyHttIBFSOaXBXw7LFqQlgCEwYBhgL/s320/Tim%2BWhite%2B%2528sol%2529%2Bve%2BYonas%2BBeyene%2B%2528sag%2529.JPG" width="320" /></a></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Figüre 9. Tim White ve Yonas Bayene bir taş aleti inceliyor. </span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Kaya:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Tim zamanımız daralıyor, birazdan dolmuştan inmek zorundayız. Son olarak
Türkiye’deki paleoantropoloji ve paleontoloji öğrencilerine önereceğin
birşeyler var mı? <o:p></o:p></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">White:</span></b><span lang="TR" style="mso-ansi-language: TR;"> Kendi öğrencilerime her zaman önce kendimiz olabilmeyi öneririm. Önce
kendileri olmayı, ne isteyip ne istemediklerini bilmeleri gerekiyor. Eğer
paleontolog olmaya gerçekten karar verdilerse jeoloji, paleontoloji, biyoloji
ve arkeoloji alanlarında kendilerini yetiştirmeleri gerekiyor. Bu alanlardan
birini diğerine tercih etme şansları yok. Bu bilimleri anlamadan ve öğrenmeden
paleoantropolog/paleontolog olamazsınız. Bu çok uzun zaman ve yoğun çalışmayla
birlikte çok önemli arazi eğitimi ve deneyimi gerektiriyor. Bu nedenle
okuyabildikeri kadar okuyup, hocalarından ve diğer arkadaşlarından
öğrenebildikleri kadar öğrenip ve yapabilecekleri kadar deneyim kazanmaları
şart. Günümüz iletişim çağında artık kaynaklara ulaşmak çok zor değil. <o:p></o:p></span></div>
<br />
<br />
<br />
Ferhat Kaya<br />
Helsinki Üniversitesi, Yer Bilimleri ve<br />
Coğrafya Bölümü</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-34255907710918512612017-09-03T23:45:00.004+03:002017-09-03T23:52:22.299+03:00Modern insanın bilinen en eski atası, hâlâ Afrikalı!<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="false"
DefSemiHidden="false" DefQFormat="false" DefPriority="99"
LatentStyleCount="375">
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 9"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hashtag"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Unresolved Mention"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-size: 14.0pt; mso-ansi-language: TR;"></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-ansi-language: TR;"><span lang="TR"></span></span></b></div>
<div class="MsoNormal" style="text-indent: .5in;">
<i style="mso-bidi-font-style: normal;"><span lang="TR" style="mso-ansi-language: TR;">Merhaba değerli takipçiler, Bilim ve Gelecek dergisinin Ağustos 2017 sayısında yayınlanan Fas-Jebel Irhoud fosil buluntuları hakkındaki değerlendirmemi daha fazla okuyuca ulaşabilmesi için blog sayfama ekliyorum. Yazının ful versiyonuna <a href="https://bilimvegelecek.com.tr/fas-jebel-irhouddaki-yeni-kesifler-neyi-gosteriyor-modern-insanin-bilinen-en-eski-atasi-hala-afrikali/">dergiden</a> ulaşabilirsiniz. İyi okumalar, sorunuz olursa lutfen yazın. </span></i></div>
<div class="MsoNormal" style="text-indent: .5in;">
<i style="mso-bidi-font-style: normal;"><span lang="TR" style="mso-ansi-language: TR;"><br /></span></i></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span lang="TR" style="mso-ansi-language: TR;">Anatomik olarak modern insanın kökeni paleoantropoloji biliminde her zaman
tartışmalı bir konu olagelmiştir. Neredeyse her yeni keşif ile birlikte bu
tartışmalar özellikle modern insanın kökeni ve dağılımı hakkında yeni boyutlar
kazanır. <span style="mso-spacerun: yes;"> </span>Modern insana ait ve en eski
olduğu iddia edilen yeni bir fosil keşfin bilimsel önemi salt ait olduğu
jeolojik yaş değil aynı zamanda mevcut insan evrim modellerinde meydana
getirdiği etkiler ile anlaşılabilir. Bu nedenle modern insanın kökenine dair
ileri sürülen modeller ile ortalama 300 bin yıl öncesine tarihlendirilen Jebel
Irhoud (Fas, Afrika) buluntusunu anlamaya çalışmak sanırım daha yerinde bir
yaklaşım olacak.</span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span lang="TR" style="mso-ansi-language: TR;"><span style="mso-spacerun: yes;"> </span>20. yüzyılın başlarında henüz insan
atası fosillerinin sadece bazı neandertal ve <i style="mso-bidi-font-style: normal;">Pithecanthropus </i>(<i style="mso-bidi-font-style: normal;">Homo erectus</i>)
buluntularından ibaret olduğu zamanlarda modern insanın kökenine dair ileri
sürülmüş bazı hipotezler vardı. Bu hipotezler çoğunlukla mevcut fosil
buluntuların morfolojik özelliklerinin kıyaslanması ile oluşturulan benzerlik
ve farklılık hesaplamalarına göre kurgulanmıştı. Buna göre kayıtlara giren ilk
öneri 1906 yılında Schwalbe tarafından üretilmiştir. Schwalbe’ye göre
neandertal türü <i style="mso-bidi-font-style: normal;">Pithecanthropus</i> (<i style="mso-bidi-font-style: normal;">Homo erectus</i>) ve modern insan arasında yer
alan bir ara türdür. Bununla birlikte 1913 yılında Boule neandertallerin modern
insanlarla paralel yaşamış bir tür öncül-sapiens olduğunu düşünmüştür. Bu
görüşler belli bir süre kabul edilse de 1943 yılında Weidenreich, Çin ve Java
adasında bulunan fosilleri inceledikten sonra Çokmerkezli Evrim Teorisini ileri
sürerek modern insanın kökenini kuzey Asya, güneydoğu Asya ve Avusturalya, Avrupa
ve Yakın Doğu, ve son olarak güney ve doğu Afrika’da farklı coğrafik
potansiyellerden evrimleştiğini önermiştir. Weidenreich bölgesel serileri
birbirleri ile bağlantılı ve ortak bir yönelime sahip olan evrim ağı olarak
yorumlamıştır. Ancak 1950’li yıllardan itibaren biyolojide yeni sentetik
(modern) evrim kuramının geliştirilmesi ile farklı bölgelerde yine farklı çevresel
baskılar altında ortak yönelimli bir evrimsel değişimin gerçekleşmesinin zorluğundan
dolayı Weidenreich’in bu yaklaşımı çok kabul görmemiştir. Weidenreich’e benzer
olarak Carleton Coon’un 1962’de ileri sürdüğü dünyanın farklı bölgelerinde ve
biribirlerinden izole durumda bağımsız-paralel evrim yoluyla modern insanın
evrimi hipotezi de çoğunlukla reddedilmiştir. Ancak özellikle Swanscombe ve
Steinheim gibi Güney Afrika buluntuları<span style="mso-spacerun: yes;">
</span>ile Fransa’da Fontechevade mağarası buluntuları arasındaki morfolojik
benzerlikler nenadertallerin öncül-sapiens olduğu hakkındaki hipotezi
destekleyen kanıtlar sunmuştur. Daha sonra özellikle Trinkaus ve Hublin’in 1980
başlarında yaptığı çalışmalar Avrupa’lı neandertalleri öncül-sapiens olarak
sınıflandıran görüşü çürütmüş, bu fosillerin neandertal ve öncül-neandertaller
ile benzerlik gösterdiklerini ve bu şekilde sınıflandırılması gerektiğini ileri
sürmüştür. Devam eden zaman diliminde Avrupa’da neandertallerden başka evrimsel
bir çiziginin olmadığı düşünülmeye başlamıştır. 1950’li yıllarda Howell
tarafından ileri sürülen neandertal ve modern sapiense giden evrim çizgisinin
Eem buzularası dönemde gerçekleştiğini önerilmiştir. 20.yy ortalarına kadar bu
ilk tartışmalar neandertallerin modern insanın kökeninde rol almış, Avrasya ve
Afrika’ya yayılmış bir tür olarak yorumlanmasına neden olmuştur. 1970’li
yıllarda modern insanık ilk nerde ve nasıl evrimleştiği sorusu yeniden
paleoantropoloji gündemini işgal etmiş ve yeni hipotezlerin üretilmesini
sağlamıştır. 1980’ler ile gittikçe derinleşen bu tartışmalar çoğunlukla iki ana
hatta toplanabilir; Çok-bölgeli Evrim modeli ve Afrika’dan Çıkış hipotezi.
Wolpoff ve diğerleri 1984 yılında –çoğunlukla Weidenreich’in<span style="mso-spacerun: yes;"> </span>Çokmerkezli Evrim teorisini temel alan-
Çok-bölgeli Evrim modelini önermiştir. Ancak Weidenreich’ten farklı olarak
Wolpoff ve diğerleri (1984) Çok-bölgeli Evrim modelini modern popülasyon genetiğinin
süreçleri ile güçlendirmişlerdir. Buna göre Wolpoff Weindreich’in bölgesel
morfolojik farklılıkların devamı hakkındaki gözlemlerini alarak bu morfolojik
farklılıkların genetik sürekliliğini modern genetik ile açıklamaya çalışmıştır.
Çok-bölgeli Evrim modeline göre<span style="mso-spacerun: yes;"> </span>modern
sapiens farklı coğrafik bölgelerde yine o bölgede yaşamış olan atasal
potansiyelden herhangi bir Afrikalı insan atasının evrimsel etkisinin dışında
evrimleşmiştir. Çok-bölgeli Evrim modeli ve Afrika’dan Çıkış hipotezinin
dışında önerilen diğer bir model ise Asimilasyon modelidir. 1989 yılında Smith
ve diğerleri tarafından önerilen bu model ilk iki modelin arasında bir yerde
durmaktadır. Ancak son zamanlarda Asimilasyon modeli görüş olarak Afrika’dan
Çıkış hipotezine doğru gittikçe yaklaşmıştır.</span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><span style="mso-tab-count: 1;"> </span>Çok-bölgeli Evrim modelinin
aksine modern sapiens’in Afrikalı bir atadan evrimleşerek Afrika dışına göç
edip dünyaya yayıldığını iddia eden model ise Afrika’dan Çıkış hipotezidir.
1970’li yıllarda Zambiya’da Kabwe mağarasında bulunan kafatası modern
sapiens’in kökenini 30-40 bin yıl öncesine tarihlendirirken Etiyopya’da
(Omo-Kibish) ve Günel Afrika’da (Güney Afrika Sınır Mağarası) bulunan fosiller
bu tarihi daha eskiye 100 bin yıl öncesine taşır. Modern sapiens’in günümüze
daha yakın bir zamanda evrimleştiği düşüncesine karşı 100 bin yıl öncesi evrimleşmiş
olması ve arkaik türler ile birlikte yaşamış olduğu düşüncesi çok kolay kabul
edilemiyordu. Ayrıca jeolojide tabakaların tarihlendirilmesindeki yeni metotlar
bilinen fosil lokalitelerin daha eski olduğunu gösteriyordu. Afrika’dan Çıkış
hipotezi modern sapiens’in ilk Afrika’da evrimleştiği ve ardından Asya ve
Avrupa’ya göç ederek bu bölgelerde yaşayan insan türleri ile melezleşerek ya da
melezleşmeden onların yerini aldığını vurguluyordu. Son yıllarda
gerçekleştirilen atasal genetik çalışmalar modern sapiensler ile neandertal ve
Denisovan gibi diğer fosil türler arasında melezleşmenin gerçekleştiği ve Afrika’dan
çıkan modern insanın gittiği bölgelerdeki türler ile genetik olarak
melezleştiğini gösterdi. Çok-bölgeli Evrim modelinin savunduğu genetik yapının
uzun zaman sürecinde melezleşerek bölgesel devamından ziyade yeni çalışmalar
Afrika’dan gelen genetik yapı ile Avrasyalı türler arasında zaman olarak görece
daha günümüze yakın bir genetik melezleşmenin varlığını gösteriyor. Özellikle
mitokondriyal Havva olarak bildiğimiz, hücrelerimizin mitokondri aygıtında yer
alan ve sürekli anneden aktarılan genetik yapının geçmişe yönelik kaydı yine
Afrkalı bir modern sapiens atayı işaret ediyor. Bu verilen Çok-bölgeli Evrim
modeline karşı Afrika’dan Çıkış hipotezinin elini güçlendirir nitelikte. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span lang="TR" style="mso-ansi-language: TR;">Belki kısaca paleontologların bir fosili nasıl tanımladığı
hakkında da bilgi vermek faydalı olabilir. İnsan atasına ait bir fosilin hangi
türe ait olduğunu anlayabilmek için kullandığımız basitçe iki temel yöntem
vardır. Fosilin anatomik morfolojisini diğer fosil insanlar ve modern insanla
karşılaştırıp detaylı metotlar kullanarak inceler ve o fosili bir türe
atfedeecek yeterli kanıta ulaşınca soyağacında bir yere koyarız. İkinci olarak
da eğer fosilde genetik materyal (DNA) korunabilmiş ise genetik yapısını
kontrol eder ve günümüz en yakın akrabasına ya da mevcut fosil türlere ait
genetik yapı ile karşılaştırıp yakınlık derecesini belirleyerek yeni tür olup
olmadığına karar veririz. Bununla birlikte paleoantropoloji ve paleontoloji
çalışmalarında örnek sayısı fazla olan iyi bir fosil koleksiyon<span style="mso-spacerun: yes;"> </span>canlının genetik yapısından daha fazla
bilgiler sunar; canlının hangi türe ait olduğunun dışında ekolojik
davranışlarını da içeren değerli bilgiler verir. İnsan evriminde Homo cinsinin
ve türlerinin evrimi için Bilim ve Gelecek dergisinin 2013 Aralık sayısında
“Dmanisi fosil keşifleri” hakkında yazdığımız yazıya bir göz atmanız bu yazıyı
daha iyi anlamak için gerekli olabilir. </span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span lang="TR" style="mso-ansi-language: TR;">Modern insanın kökenine dair üretilen evrim modelleri hakkında bu kısa ve
basit girişten sonra Fas’ta Jabel Irhoud lokalitesinde bulunan fosil hakkında
tartışmaya başlayabilir ve böylece bu keşfin hangi evrim modelini desteklediği ya
da karşı kanıt oluşturduğu konusunda yorum yapabiliriz. <span style="mso-spacerun: yes;"> </span>Jebel Irhoud lokalitesinde çalışmalar ve fosil
keşifler 1960 yıllarda başlamıştır. Bu fosiller ile birlilkte keşefedilen taş
aletler neandertallerin ürettiği Mousteriyen teknolojisine dahil edilmiş ve
fosiller de Afrikalı neandertaller olarak isimlendirilmişti. Bunun önemli
nedenlerinden biri yukarıdaki bahsettiğim 20. yüzyıl ortalarında modern insanın
neandertallerden türediğine inanılmasıydı. Bu fosiller 40 bin yıl öncesine
tarihlendirilmişti. Ancak daha sonraki (1970’li yıllarda) çalışmalar bu
fosillerin neandertalden daha çok <i style="mso-bidi-font-style: normal;">Homo
sapiens</i> yani modern insana yakın olduğunu gösterdi. Bununla birlikte
fosillerin 40 bin yıl gibi günümüze yakın bir tarihe atfedilmiş olması bu
fosillerin modern insanın atası olamayacağını düşündürmüştü. Jebel Irhoud
lokalitesinde 1968 yılında bulunan ve 160 bin yıl öncesine tarihlendirilen
çocuk çenesi fosilindeki dişler modern insana benzer bir büyüme gelişme süreci
gösteriyordu. Bu durum çocukluk büyüme-gelişme sürecinin daha kısa olduğu <i style="mso-bidi-font-style: normal;">Homo erectus</i> ve neandertal insanları
gibi arkaik türlerden farklılık gösteriyordu. Bir çocuğa ait olan bu çene
fosilinin 160 bin yıl öncesine tarihlendirilmesinin en önemli nedenlerinden
biri de yine benzer tarihlerde Afrika’da en eski modern insan fosilinin 160 bin
yıla tarihlendirilmesiydi. Etiyopya’da Herto lokalitesinde Tim White ve
ekibinin bulduğu <i style="mso-bidi-font-style: normal;">Homo sapiens idaltu</i>
yakşaşık olarak 160 bin yıl öncesine tarihlendirilimişti. Yine Etiyopya’da
Omo-Kibish lokalitesinde bulunan fosiller de yaklaşık 195 bin yıl öncesine
tarihlendirilmişti. Doğu Afrika’dan keşfedilen bu fosil türler modern insanın
yani türümüzün bugüne kadar bildiğimiz en eski bireyleriydi. </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-xvhEO_BABlk/Waxpvm2jtkI/AAAAAAAACPo/YaFCPG4cVTkxQtGvLupYUzSKazv9q8tzACLcBGAs/s1600/Sekil%2B1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1136" data-original-width="673" height="320" src="https://1.bp.blogspot.com/-xvhEO_BABlk/Waxpvm2jtkI/AAAAAAAACPo/YaFCPG4cVTkxQtGvLupYUzSKazv9q8tzACLcBGAs/s320/Sekil%2B1.jpg" width="189" /></a></div>
<div class="MsoNormal" style="text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span lang="TR" style="mso-ansi-language: TR;">Şekil 1: Jebel Irhoud kafatası buluntularından hareketle tasarlanmış tüm
bir kafatası rekonstrüksiyonu. a)- Yüzün önden görünüşü ve b)- alttan görünüşü.
Bulunan fosil kalıntıların sarı renkle canlandırmalar ise mavi renkle
gösterilmiştir.</span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span lang="TR" style="mso-ansi-language: TR;"><span style="mso-spacerun: yes;"> </span>Jebel Irhoud lokalitesinde
keşfedilen yeni buluntular ve tarihlendirme bu lokalitenin jeolojik yaşı
hakkındaki geçmiş bilgilerimizi değiştirdi. Hublin ve diğ. ile Richter ve diğ.
8 Haziran 2017 Nature dergisindeki makalelerinde lokalitenin yaşının bilinenden
neredeyse iki kat daha öncesine yani 350 000 ile 280 000 arasında bir tarihe
ait olduğunu belirtttiler. Yeni taş aletler ile beş farklı bireye ait kafatası
ve çene parçaları içeren fosil koleksiyona ulaştılar. İnsan fosillerin yanısıra
kömür ve çeşitli hayvanlara ait kalıntılar da elde ettiler. Bu veriler ateşin
kontrollü kullanıldığı ve diyetlerinde etin olduğunu gösteriyor. Hublin ve diğ.
çalışmalarında 1.8 milyon yıl ile 150 bin yıl arasında yaşamış fosil insan
buluntularının yüz anatomisini karşılaştırmışlar ve Jebel Irhoud buluntularının
yüz anatomisinin neandertaller ve arkaik insan türlerinden belirgin biçimde
farklı olmakla birlikte en çok modern insana benzediğini orataya koymuştur. Birçok
araştırmacı Jebel Irhoud fosillerinin en iyi tarihlendirilmiş ve bilinen en
eski modern insan buluntuları olduğu konusunda hemfikir görünmektedir. Jebel
Irhoud buluntuları Güney Afrika’da 260 bin yıl öncesine tarihlendirilen
Florisbad fosilleri ile karşılaştırılmış ve Afrika’nın en kuzeyi ve güneyinde
bulunan bu türlerin evrimsel bir akrabalıktan ziyade bağımsız paralel ilkin
karkaterler gösterdiği kanaatine varılmıştır. Bununla birlikte İsrail’de
Zuttiyeh ve Tabun’da bulunan fosiller Afrika’nın kuzeyi ve batı Asya arasında
bir koridor olabileceğini öneriyor. Zira kuzey Afrika ile doğu ve güney Afrika
arasında Sahara çölünün coğrafik bir bariyer oluşturması (ki bazı dönemlerde
çölün insan ataları ve bazı hayvanlar için geçiş sağlayacak iklimsel rahatlığa
kavuştuğu önerilse de) batı Asya ile faunal ve kültürel bir koridorun daha
mümkün olduğu alternatifini güçlendirmektedir. </span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-4HZ1g7ob-tk/Waxp1rRiiWI/AAAAAAAACPs/r9BwT-JRqu4As6lWMVM5TG4rIbDqOaNRQCLcBGAs/s1600/Sekil%2B2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="962" data-original-width="661" height="320" src="https://1.bp.blogspot.com/-4HZ1g7ob-tk/Waxp1rRiiWI/AAAAAAAACPs/r9BwT-JRqu4As6lWMVM5TG4rIbDqOaNRQCLcBGAs/s320/Sekil%2B2.jpg" width="219" /></a></div>
<div class="MsoNormal" style="text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span lang="TR" style="mso-ansi-language: TR;">Şekil 2: Jebel Irhoud lokalitesinde bulunan alt çene fosili. </span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span lang="TR" style="mso-ansi-language: TR;">Ülkemizde de modern isanın kökenine
dair çalışmalar ve araştırmalar sürmektedir. Mevcut verilere göre Anadolu’da
modern insana ait en eski izler yaklaşık 40 bin yıl öncesine tarihlendirilen
Hatay-Üçağızlı mağarasından bilinmektedir. Neandertallere ve modern insana ait
kalıntılar ise Antalya’da ünlü Karain mağarasından elde edilmiştir. Bu
mağaranın jeolojik yaşı yaklaşık olarak 200 bin yıl öncesine kadar inmektedir. </span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span lang="TR" style="mso-ansi-language: TR;">Jebel Irhoud öncesine kadar modern insanın<span style="mso-spacerun: yes;">
</span>yaklaşık 200 bin yıl önce Doğu ve Güney Afrika’da varolduğunu
biliyorduk. Bununla birlikte fosil ve yaşan insan türlerinin DNA analizleri
modern insan, Denisovan ve neandertal türlerinin 500 bin yıldan daha önce bir
zaman diliminde evrimsel olarak ayrıldığını önderiyor. Bu durumda genetik
verilere göre anatomik olarak modern insanın minimum 500 bin yıl önce ortaya
çıktığını düşünebiliriz. Ancak anatomik morfolojinin ortaya çıkması kültürel
olarak da modern insanın ortaya çıkışını elbette nitelemiyor. Nature dergisinde
yayınlanan makalede Hublin ve diğ.<span style="mso-spacerun: yes;">
</span>modern insan anatomisi olarak bildiğimiz yüksek alınlı ve daha yuvarlak
beyin kutusu, daha küçük yüz, küçük ve ayrı kaç kemerleri gibi anatomik
karkaterlere bağlı olarak anatomik olarak modern insan ve arkaik yani modern
insan öncülleri arasında tam bir ayrım yapmanın zor olduğunu belirtiyor.
Bununla birlikte Stringer, 300 bin yıl önceisne tarihlendirilen ve Güney
Afrika’da bulunan <i style="mso-bidi-font-style: normal;">Homo naledi</i>’nin
daha ilkin özellikleri ile aslında bu ayrımı daha keskinleştirdiği belirtiyor. Stringer,
genetik verilerin Denisovan, nenadertal ve modern insanın 500 bin yıldan daha
önceki bir tarihte ortaya çıkmış olabileceğini önerse de yaklaşık 300 bin yıl
önce bilişsel ve kültürel olarak modern insanın Jebel Irhoud’da yaşadığını
bilmemizin modern insanın evriminde çok önemli bir adım olduğunu ekliyor. Jebel
Irhoud fosilleri ile birlikte önce çıkan diğer önemli bir konu ise insan
evriminde yüz anatomisinin önemi. Modern insanın anatomik olarak evriminde
yüksek ve dik alın, ayrılmış kaş kemerleri (önceki türlerden kaş kemerleri
bütündü), daha yuvarlak beyin kutusu ve kafaya göre küçülmüş yüz önemli
karkaterler. Araştırmacılar küçülmüş yüzün evrimsel anlamda önemli rol oynamış
olabileceğini öneriyorlar. Zira yüz anatomisinin seksüel ve kültürel seçilimde
ne kadar önemli rol oynadığından bahsetmeye çok gerek yok. Ayrıca küçülen yüz
aynı zamanda daha büyük beyin ve günümüz modern insanın büyüme-gelişme
süreçleri ile hayli benzer bir neotenik sürecin varlığını da göstermektedir. Jebel
Irhoud buluntusunun yeni jeolojik yaşı ve morfolojik özellikleri yukarıda
bahsettiğimiz modern insanın kökenine dair evrim modelleri kapsamında anlamaya
çalışırsak bu verilerin Afrika’dan Çıkış hipotezini destekleyen kanıtlar
sunuduğu sonucuna varabiliriz. Modern insana ait en eski kalıntıların Afrika’da
bulunuyor olması bu kıtadan bir ata potansiyelin Avrasya’ya coğrafik alanını
genişletmesi ihtimalini güçlendirmektedir. </span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Kaynakça:</span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Hublin ve diğ.
2017. New fossils frim Jebel Irhoud, Morocco and the pan-African origin of Homo
sapiens. Natureö 546:289-291</span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Richter ve diğ.
2017. The age of the hominin fossils frim Jebel Irhoud, Morocco, and the
origins of the Middle Stone Age. Nature, 546:293-296</span></div>
</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-80803667797146628062017-01-17T22:00:00.000+03:002017-02-11T00:54:31.699+03:00Evrim Konusunun Ortaöğretim Müfredatından Çıkarılması Hakkında Açıklama<div dir="ltr" style="text-align: left;" trbidi="on">
Merhabalar,<br />
<br />
Bildiginiz gibi Milli Egitim Bakanligi <a data-saferedirecturl="https://www.google.com/url?hl=en&q=http://mufredat.meb.gov.tr/&source=gmail&ust=1484765489754000&usg=AFQjCNHMLQk04Lttc5JtU6WaRGQHoK0M5g" href="http://mufredat.meb.gov.tr/" target="_blank">2017-2018 ilk, Orta ve Lise programlarinin taslak egitim mufredatlarini</a> komuya sundu. Milli Egitim Bakani bir aciklamasinda Finlandiya egitim mufredatini temel aldiklarini da
aciklamislar. Finlandiya'da yasayan ve daha once ozellikle evrim (insan
evrimi-paleontoloji) egitimi baglaminda Turkiye ve Finlandiya'yi cok
basitce (eksikliklerle dolu) karsilastiran <a data-saferedirecturl="https://www.google.com/url?hl=en&q=http://insanevrimi.blogspot.fi/2015/02/censorship-of-teaching-evolution-and.html&source=gmail&ust=1484765489754000&usg=AFQjCNGU2ZwrP893NuuOvRbPpejDal4NOA" href="http://insanevrimi.blogspot.fi/2015/02/censorship-of-teaching-evolution-and.html" target="_blank">kucuk bir calisma da</a>
yaptiktan sonra mevzuya hemen bir goz atayim dedim. Sizlerin de dikkatinden -benimkine benzer olarak- kacmayacagi gibi ozellikle biyoloji egitiminde (evrim kurami
ve ozellikle insan evrimi egitimi mevzusunda) reform degil, uluslararasi
standartlara ragmen tam bir "karsi reform" yapilmis durumda.<br />
<br />
Asagida, <a href="https://ekoevo.org/2017/01/17/evrim-konusunun-ortaogretim-mufredatindan-cikarilmasi-hakkinda-aciklama/">Ekoloji ve Evrimsel Biyoloji Dernegi</a> uyeleri olarak bu konuya dair hassasiyetimizi bir bildiri ile dile getirdik. Sizlerin de gerek kendi egitiminiz gerekse cocuklarinizin ve yakinlarinizin egitimi ve gelecegi icin bu konuya hassasiyet gosterip Milli Egitim Bakanliginin <a href="http://mufredat.meb.gov.tr/">ilgili sayfasindan </a>bu egitim taslagina karsi elestirilerinizi ve onerilerinizi yapmaniz buyuk onem tasimaktadir. <br />
<br />
<b>Evrim konusunun ortaöğretim müfredatından çıkarılması hakkında açıklama</b>
<br />
Milli Eğitim Bakanlığı tarafından hazırlanan ve ders kitaplarının
müfredatı konusunda belirleyici olacak 2017-2018 taslak öğretim
programında, daha önceki öğretim programında yer alan “Hayatın
Başlangıcı ve Evrim” başlıklı ünitenin kaldırılmış olduğunu üzülerek
öğrenmiş bulunmaktayız. Eskiden beri yetersiz bir içerikle öğretilmekte
olan biyolojik evrim kuramının, daha kapsamlı bir şekilde verilmesi
yerine, müfredattan çıkarılmasını vahim bir hata olarak görmekteyiz.
Yurtiçi ve yurtdışında ekoloji ve evrimsel biyoloji konularında
çalışmalar yürüten ve çoğunlukla Türkiye Cumhuriyeti vatandaşı bilim
insanlarının oluşturduğu akademik bir dernek olarak, bu konudaki
hassasiyetimizi Türkiye Cumhuriyeti kamuoyu ve Milli Eğitim Bakanlığı
yetkilileri ile paylaşmak istiyoruz.<br />
Canlılığın tarihi ve değişim mekanizmalarını inceleyen evrimsel
biyoloji, canlı sistemlerin işleyişini anlamak için bilim insanlarının
elindeki temel araçlardan birisidir. Bu konu gelişmiş ülkelerin eğitim
müfredatlarında ilköğretim sınıflarından itibaren kapsamlı bir içerik
ile yer almaktadır. Ayrıca yeni taslak programın hazırlanmasında
benimsendiği belirtilen Finlandiya öğretim modeli ile
karşılaştırıldığında evrim öğretimi konusunda gerekli içerik ve kapsamın
ihmal edildiği göze çarpmaktadır. Eğer önerildiği gibi lise son sınıf
biyoloji dersinin müfredatından “Hayatın Başlangıcı ve Evrim” başlıklı
ünite kaldırılır ve bu konuda yetersiz içeriği ve eğitim kazanımları
olan “Canlılar ve Çevre” ünitesi ile yetinilir ise Türkiye’de
öğrencilerin yaşamın tarihi ve evrimsel biyolojiyi öğrenemeden liseden
mezun olmaları söz konusu olacaktır. Bu durum yeni nesillerin yaşam
bilimlerini eksik ve yanlış kavramasına, toplumda bilimsel
okur-yazarlığın iyice zayıflamasına yol açacaktır. Günümüzde tarımdan
nanoteknolojiye, tıp ve eczacılıktan doğanın korunmasına kadar birçok
alanda katma değeri yüksek buluşlar, evrimsel biyolojinin bulgularına
dayanmaktadır. Ayrıca, Türkiye’nin yaşam ve sağlık bilimleri alanlarında
ilerlemesi de ancak kuvvetli bir evrim eğitimi ile mümkündür.<br />
Ekoloji ve Evrimsel Biyoloji Derneği olarak, söz konusu müfredat
taslağındaki bu vahim hatadan geri dönülmesi, aksine yeni müfredatta
evrimsel biyoloji ünitesinin uluslararası biyoloji eğitimi
standartlarına uygun biçimde geliştirilerek yer alması konusunda Milli
Eğitim Bakanlığı’nı ve ilgili alt birimlerini göreve çağırıyoruz. Dernek
üyesi olan evrimsel biyolog ve ekolog uzmanlarımızın Bakanlık ve Talim
Terbiye Kurulu’nun ilgili personeline bu konuda her türlü desteği
vermeye hazır olduğunu da bildiririz.<br />
Kamuoyuna saygıyla duyurulur.</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-61729378423388466262016-07-25T23:53:00.001+03:002017-02-11T01:11:44.239+03:00Çevresel ve Paleoiklimsel Faktörlerin Etkisinde Doğu Afrika’da İnsanın Evrimi<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoListParagraph" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -.5in;">
<br /></div>
<div class="MsoListParagraph" style="margin-left: 0.75in; text-align: right; text-indent: -0.5in;">
<span style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"> <i>Merhabalar! Kebikec dergisinin 41. sayisi icin yazdigim makalenin ful versiyonunu bloga ekleme karari aldim. Bunun en onemli nedenlerinden biri Kebikec dergisinde makalenin sekil numaralari ve basliklarinin teknik bir hatadan dolayi yazilmayisidir. Makalenin orjinal baskisina <a href="http://kebikecdergi.org/kebikec-dergisi-sayi-41.shtml">burdan </a>ulasabilirsiniz. Makaleyi eksiksiz ve bir butun olarak okumak isteyen okuyucular burdan ulasabilirler. Ayrica bu makalenin kisa bir versiyonu da Bilim ve Gelecek dergisinin 148. sayisinda yayinlandi. Iyi okumalar!</i></span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"> </span></span></b></div>
<div class="MsoListParagraph" style="margin-left: 0.75in; text-align: right; text-indent: -0.5in;">
<br /></div>
<div class="MsoListParagraph" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -.5in;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
</span></span></span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Öz</span></b></b></div>
<b style="mso-bidi-font-weight: normal;">
</b><br />
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> Fosil kayıtlar
insan evriminde türleşme, dik yürüme, beyin büyüklüğünde artış, göç olayları ve
alet kullanımı gibi önemli evrimsel değişimlerin büyük olasılıkla Doğu
Afrika’da ortaya çıktığını göstermektedir. İnsan evrimi çalışmalarında
disiplinler arası yaklaşım, farklı alanlarda üretilen yeni ve çeşitli proksi
veriler, doğruluk derecesi yüksek tarihlendirme metotları insan evrimi ve
çevresel değişimler arasında daha net bağlantıların kurulmasını sağlamaktadır.
Güncel çalışmalar insan evriminde son 10 milyon yılda meydana gelen önemli
değişimlerin, dünyanın yörüngesel hareketleri ve Büyük Rift Vadisi’ndeki
tektonik aktivitelerinin etkilediği çevresel ve atmosferik faktörler tarafından
kontrol edildiğini önermektedir. Bu değerlendirme çalışması, Doğu Afrika’da
insan evrimini biçimlendiren olası çevresel ve iklimsel faktörleri belirlerken
bu faktörleri insan evrimine entegre eden, süre ve coğrafik alan bakımından
farklı ölçeklere dayanan evrimsel modelleri tartışmaktadır. Jeoloji,
paleoekoloji, paleoiklim, paleontoloji ve paleoantropoloji bilimlerinin ortak
çalışmaları çevre/iklim değişimleri ve insan evrimi arasındaki ilişkileri
anlamak için gerekli olan platformu sağlamaya devam edecektir. </span></b></div>
<b style="mso-bidi-font-weight: normal;">
</b><b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b>
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"><br /></span></span></span></b></div>
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span></b>
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"><b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Anahtar sözcükler, </span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">İnsan evrimi, Doğu Afrika, İklim Değişimleri</span></span></span></span></b></div>
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b>
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"><br /></span></span></span></b></div>
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><br />
<div class="MsoListParagraph" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -.5in;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Giriş</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Çevresel ve iklimsel değişimlerin insan evriminde
oynadığı rolün etkisi son çeyrek asırdır önemi gittikçe artan interdisipliner
bir çalışma alanıdır. Kendi türümüzün evrimi mercek altına alındığı zaman yeni
türler ve fosil keşifler çoğunlukla popüler bilim alanında dikkatleri çekse de
profesyonel alanda insan evrimindeki önemli değişimlerin hangi tür çevresel ya
da biyotik faktörler tarafından kontrol edildiğinin aydınlatılması önemlidir. Bu
alandaki çalışmalar insan atalarını, morfoloji ve davranış bakımından
karakterize eden karasal yaşam, dik yürüme, beslenme alışkanlıkları, alet
kullanımı, büyük beyin ve kıtalar arası göçler gibi değişimleri kontrol eden
seçilim baskılarının bölgesel ve küresel ölçekte anlaşılmasını içerir. İnsan
evriminde gerçekleşen önemli değişimler farklı sürelerde ve coğrafik ölçeklerde,
çoğunlukla dünyanın yörünge<span style="mso-spacerun: yes;">
</span>hareketlerine ve tektonik<span style="mso-spacerun: yes;"> </span>aktivitelere
bağlı olarak değişkenliği artan küresel/bölgesel iklim değişimleri ve çevre
şartları ile bağlantılandırılmıştır (Şekil 1) (deMenocal,<span style="mso-spacerun: yes;"> </span>1995; 2004; Trauth ve diğ., 2005; MacLatchy
ve diğ., 2010; Maslin ve diğ., 2015; Levin, 2015). Bu değişimlerin bir çoğu
farklı bitki örtüsü, hidrolojik denge, sıcaklık, iklim değişkenliği,
tektonizma, habitat parçalanması, göl suları seviyesi değişimleri gibi lokal ya
da bölgesel değişiklikler ile açıklanmıştır (Cerling ve diğ., 2011; deMenocal,
2004; Sepulchre ve diğ., 2006; Trauth ve diğ., 2007; White ve diğ., 2009). Bununla
birlikte hangi çevresel faktörlerin insan evriminde ne tür önemli evrimsel
değişimleri ve karakterleri tetiklediğinin aydınlatılması, bu değişimlerin
zamanlama ve yöneliminin belirlenmesi açısından halen tartışmalıdır. Ayrıca
insan evriminde rolü önemli olan ancak çoğunlukla ihmal edilen memeli-komünite
etkileşimleri, türler arası biyotik ilişkiler, bitki-otçul memeli etkileşimleri
ve yıllık mevsimselliğin değişimi gibi faktörler de dikkate alınması gereken
parametrelerdir (Levin, 2015). </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Çevresel değişimler ve insan atalarının bu değişimlere
verdiği evrimsel cevaplar birçok teori ve sentez ile açıklanmaya çalışılmıştır
(Maslin ve diğ., 2014; 2015). Filetik gradualizm/ çizgisel evrim ve <i>panctuated
equilibrium</i>/ kesintili denge (Eldredge ve Gould, 1972) modelleri, kaldı ki bu
modeller insan evriminde birbirlerinden çok ayrışan evrim mekanizmaları olarak algılanmasa
da, biyotik ilişkilerin ve çevresel faktörlerin evrimsel değişime katkısının
değerlendirilmesi bakımından birçok önemli hipoteze teorik altyapı
oluşturmustur. <span style="mso-spacerun: yes;"> </span>Bununla birlikte Doğu
Afrika’nın paleo-çevre, paleo-iklim ve tektonik değişimleri (özellikle son 10
milyon yıl) yeni insan türlerinin ya da yeni karakterlerin evriminin salt
belirli evrim mekanizmalar tarafından değil birçok farklı mekanizmanın
kombinasyonu tarafından kontrol edildiğini önermektedir (Maslin ve diğ., 2015). </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -.5in;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">II.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">İnsan Evriminin Kısa Değerlendirmesi</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Darwin, Türlerin Kökeni eserinde insanın –doğanın bir
parçası olarak– diğer canlılarla ortak bir kökenden evrimleştiğini belirtse de
özel olarak insan evriminden bahsetmez. Darwin’in yaşadığı dönemde keşfedilen
insan atası fosilleri sadece Neandertaller ile sınırlıydı. 1840’lı yılların
sonlarında Almanya’da Neander vadisinde ve Gibraltar’da <i style="mso-bidi-font-style: normal;">Homo neanderthalensis</i> türüne ait iki kafatası keşfedildi. Darwin’in
Türlerin Kökeni’nde bu fosillerden bahsetmeyişi ya fosilleri görmediği ya da
bilinen açıklama ile spekülasyondan uzak durmayı tercih ettiği şeklinde
açıklandı. Ancak Michael Balter (2009)<span style="mso-spacerun: yes;">
</span>bir raporunda, Darwin'in 1864 yılında Gibraltar’a neandertal kafatasını görmek
için gitmek istediğini fakat rahatsızlandığı için gidemediğini, buna karşın
Charles Lyell ve Hugh Falconer’in Darwin’e bu kafatasını görmesi için
getrdiklerini belirtir. 1871 yılında yayımlanan İnsanın Türeyişi çalışmasında
bu kafatasından insanın ilkin bir formu olabileceği şeklinde çok kısa bahseder.
Darwin’in neandertal kafatasını gördüğü ileri sürülen 1864 yılında başka bir
ilginç olay daha gerçekleşir; Alfred Wallace Darwin’e Anthropological Review
dergisinde yayımlanan insanın kökeni ile ilgili çalışmasını okuması için
gönderir. Darwin bu çalışmada bazı noktaları kabul etmese de çalışmayı bir
bütün olarak dahice bulur. Wallace’ın neandertal kafatası hakkındaki yorumu ise
dikkat çekicidir: “Neandertal kafatası yaşayan insanların aşağı bir ırkı
olabilir, tıpkı modern zamanın en aşağı formu olan Avustralya aborjinleri
gibi.” (Wallace, 1864). Bu yorumdaki önemli nokta, Wallace neandertal
kafatasını, daha önce yorumlandığı şekilde modern insanın patolojik bir örneği
olarak değerlendirmemiş, farklı ve ilkin morfolojiye sahip bir akrabası olarak
tanımlamıştır. Darwin İnsanın Türeyişi eserinde Afrikalı kuyruksuz büyük
maymunlar (şempanze ve goril) ile insanın ortak bir atayı paylaştığını ve
insanın dik yürüme yeteneğinin çevresel şartlarla olan bağlantısını vurgulasa
da daha çok modern insanın sosyal davranışlarının kökeni ve seksüel seçilimin
önemi gibi konular üzerinde durur.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Darwin’in 145 yıl önce yazdığı İnsanın Türeyişi eserini
bugün yazsaydı elbette daha farklı olurdu. O günden günümüze sayısı oldukça
artmış fosil buluntular, farklı disiplinlerin geliştirdiği verilerin
çeşitliliği, neredeyse her hafta yayımlanan yüzlerce bilimsel makale, kitaplar ve
organize edilen bilimsel toplantıların katkısı ile bilimsel bilginin bu denli
ilerlemiş olmasından mutlaka etkilenirdi. Bu kadar hızlı ve çeşitli bilimsel üretime
ve gelişime rağmen Darwin’i peşinden sürükleyen büyük sorular ile güncel olarak
bizlerin aydınlatmaya çalıştığı soruların aşağı yukarı halen benzer olması da
şaşırtıcı olabilir.<span style="mso-spacerun: yes;"> </span>Elbette bugün
sorulara karşı çözüm metodolojilerindeki yüksek çözünürlük kesinlikle Darwin’in
hayal bile edemeyeceği düzeyde. Darwin’in öngördüğü insan, şempanze ve gorilin
ortak atasının hangi zaman aralığında yaşamış olabileceğini ve ne tür bir
morfolojiye sahip olduğunu tahmin ediyor olsak da bu türe ait olduğuna emin
olduğumuz herhangi bir fosil henüz bulamadık. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Bilinen en eski insanımsı (=hominin) fosili yaklaşık olarak
7-6 milyon yıl öncesine tarihlendirilmektedir (Lebatard ve diğ., 2008; Simpson
ve diğ., 2015). Genetik çalışmalar insan ve şempanze ayrımını yine fosil
kayıtların önerdiği tarihe uyumlu bir zaman aralığında önermektedir; 8-5 milyon
yıllar arası (Langergraber ve diğ., 2012). Son 30 yıldır yeni 11 tür ve 4 cins
soy ağacımıza eklendi ve neredeyse her geçen yıl yeni bir tür ismi öneriliyor. Yeni
tür isimlendirilmesinin birey düzeyinde az sayıda fosil buluntu tanımlanarak
yapılması birçok taksonomik problemi de beraberinde getiriyor. Bununla birlikte
Dmanisi (Gürcistan), Atapuerca (İspanya) ve Hadar (Etiyopya) gibi bazı
lokalitelerde fosil buluntuların çoğalması özellikle popülasyon düzeyinde tür
içi morfolojik varyasyon aralığının daha iyi analaşılabilmesini sağladı. Aynı
zamanda jeolojik tarihlendirme metotlarının ve teknolojilerinin gelişmesi de
kronolojik olarak lokalitelerin zaman skalasında yerleşimini ve bu
lokalitelerde bulunan fosillerin fenotiplerinin zamana göre dağılımının
kurgulanabilmesinin de yolunu açtı. Bu başlık altında –özellikle diğer
bölümlerin daha rahat anlaşılabilmesi için– insan evriminde taksonomik olarak
en çok kabul gören ve bilinen türler hakkında özet olarak bahsedeceğim. Şekil
1’de insan evriminde rol almış önemli türlerin yer aldığı soy ağacını ve yine önemli
çevresel ve evrimsel değişimleri, ayrıca Şekil 2’de ise Doğu Afrika’da önemli
fosil buluntu alanlarının coğrafik pozisyonlarını görebilirsiniz. </span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-nYo9OUs-ZzE/V5Z27DIZI6I/AAAAAAAAB8I/_XeXDuL68TEr_U0-dz8ZNk_O5HLI9u1GgCLcB/s1600/Sekil%2B1.tif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="338" src="https://4.bp.blogspot.com/-nYo9OUs-ZzE/V5Z27DIZI6I/AAAAAAAAB8I/_XeXDuL68TEr_U0-dz8ZNk_O5HLI9u1GgCLcB/s640/Sekil%2B1.tif" width="640" /></a></td></tr>
<tr align="left"><td class="tr-caption"><span style="font-size: x-small;"><b><span lang="TR" style="font-family: "times new roman" , "serif"; line-height: 150%;">Şekil
1.</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; line-height: 150%;"> Son 10 milyon yıl içerisinde meydana
gelmiş atmosferik, tektonik, çevre, iklim, floral ve faunal olaylar ile insan
evriminde gözlemlenen önemli evrimsel ve davranışsal değişimler (A ve B) insanın
soy agacında yer almış temel türlerin
kronolojik dağılımı ile birlikte verilmiştir. Kısaltmalar: MTK; Mesiniyen Tuz
Krizi, KYB; Kuzey Yarımküre Buzullaşması, WS; Walker Sirkülasyonu, OPD; Orta Pleyistosen
Devrimi. Mesiniyen Tuz Krizi yaklaşık olarak 6myö Akdeniz’in Atlantik
okyanusuna açılan ağzı Gibraltar köprüsünün tektonik hareketler ile
kapanmasıyla birlikte Akdeniz’in su kaynağının kesilmesi ve takibinde yüksek
evporasyondan dolayı buharlaşarak Akdeniz’in neredeyse tamamen yok olması
olayıdır (Krjgsman ve diğ., 1999). Geç Miyosen dönemde Akdeniz’in kuruması özellikle Avrupa ve Kuzey
Afrika arasında birçok memeli hayvanın karşılıklı göçüne olanak sağlamıştır.
MTK’nın Afrika paleoiklimi üzerine etkisi henüz keisn olarak bilinmemektedir. Kuzey Yarımküre’deki ilk buzullaşma 10-6
milyon yıllar arasında görülür. Yaklaşık olarak 2.5 myö ciddi derecede buzul
kütleleri oluşur ve buzullaşma yoğunlaşır. KYB’nın yoğunlaşması muhtemelen
Kuzey Yarımküre’deki küresel serinleme eğiliminin bir sonucu ancak hangi
kontrol mekanizmaları tarafından tetiklendiği konusunda bir fikir birliği
yoktur. Bununla birlikte küresel serinlemenin ana tetikleyici etmenlerinden
biri olan Tibet Platosunun tektonik hakretler ile yükselmesi ve Panama Isthmus
(köprüsü) kapanmasının atmosferik döngülerde önemli değişimlere neden olduğu ve
3 milyon yıl önce dünyanın iklimini belli bir eşiğe ulaştırmasıyla Kuzey
Yarımküre çok kısa denilebilecek bir sürede buzulların oluşmasına neden olduğu
düşünülüyor (Maslin ve diğ., 2007). 1.9 ile 1.6 myö özellikle Pasifik
okyanusunun yüzey sıcaklığının değiştiği ve kuvvetlli bir doğu-batı sıcaklık
geçişinin geliştiği ileri sürülmüştür. Deniz yüzeyi sıcaklığında bu değişim
daha güçlü Walker sürkülasyonunun gelişmesine neden olduğu ve hemen hemen
günümüzdeki modern biçimini aldığı önerilir. Günümüzde Walker sürkülasyonundaki
değişimlerin Afrika’nın bazı bölgelerinde kuraklık koşullarını kontrol ettiği bilinir.
OPD, KYB’nın ardından buzul ve buzul-arası dönemlerin döngüselliği değişimiş ve
özellikle son 800 bin yıldan itibaren bu döngü ortalam 100 bin yıla çıkmıştır. Bu
değişimin özellikle dünyanın yörüngesinde hem güneşin etrafında hem de kendi
etrafında dönerken meydana gelen ritmik değişimlerden kaynaklandığı ileri
sürülmüştür (Maslin ve diğ., 2007). Doğu Afrika’da C4 otlarının çoğalması aynı
zamanda açık-otlak alanlara uyum sağlamış hypsodont (B) memeli topluluklarının artması ile
paraleldir. Bu aynı zamanda ilk d<span style="font-family: "times new roman" , "serif";">i</span>k yürüyen atalarımızın da ortaya çıkışı ile
kronolojik olarak benzer zamana denk gelir. Ancak dik yürüme hareket biçiminin
ne tür bir habitatta evrimleştiğini konusunda henüz kesin bir konsensüs
oluşmamıştır. Buna rağmen ilk dik yürüyen ata formların ortaya çıkışı ile Doğu
Afrika’da hypsodonty eğrisindeki artış ve kuraklığın artışı senkronize
olaylardır. İnsanın soy ağacında tür zenginliği yaklaşık olarak 2-1.7 milyon
yıllar arasında görülür (C). Bu dönem iklimsel olayların yoğunlaştığı ve
özellikle kurak-sulak fazlar ile çeşitlendiği, beyin büyüklüğünde artışın ciddi
derecelere ulaştığı, taş aletlerin üretildiği ve Afrika dışına ilk göçün
gerçekleştiği bir zaman aralığıdır. Bütün bu değişimler insan cinsinin yani <i>Homo</i>’nun evrimleştiğini gösteren
kanıtlardır. İnsanın soy ağacını taksonomik ve evrimsel olarak 5 farklı gruba
ayırmayı tercih ettim. İlk grupta Geç Miyosen ve Erken Pliyosen dönemde yaşamış
olan erken insanımsılar, ikinci grupta <i>Australopithecus</i>lar
ile taksonomik olarak pozisyonu tartışmalı ancak daha çok <i>Australopithecus</i>lara benzeyen <i>Homo
habilis</i> ve <i>Homo rudolfensis</i> yer
almaktadır. Bu türler morfolojik olarak mozayik özelliklere sahip oldukları
için her iki grup içinde de sınıflandırılabilirler. Üçüncü grupta ise daha
farklı ekolojik adaptasyonlar geliştiren iri yapılı <i>Paranthropus</i> ile bu cinse diş morfolojisi çok benzeyen <i>Australopithecus garhi</i> türü yer
almaktadır. Birinci, ikinci, üçüncü ve dördüncü grubun üyeleri sadece Afrika’da
yaşamışlardır. Son olarak beşinci grupta ise Afrika’dan Avrasya’ya göç etmiş
olan <i>Homo erectus</i> ve günümüz modern
insana evrimleşen ardılları yer alır. </span></span></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> Fosil kayıtlar insan evriminde 5 farklı aşamanın
varlığını gösteriyor (Şekil 1). Bunlar, (1) 4 ile 7 milyon yıllar arasında
yaşamış ve erken insanımsılar olarak tanımlanan <i style="mso-bidi-font-style: normal;">Sahelanthropus</i>, <i style="mso-bidi-font-style: normal;">Orrorin </i>ve
<i style="mso-bidi-font-style: normal;">Ardipithecus</i><span style="mso-spacerun: yes;"> </span>cinslerinin üyeleridir, (2) 4 milyon ile
yaklaşık 1 milyon yılları arasında yaşayan <i style="mso-bidi-font-style: normal;">Australopithecus</i>
cinsinin üyeleri, (3) 2.5 ile yaklaşık 1 milyon yıl arasında yaşamış olaniri
yapılı olan <i style="mso-bidi-font-style: normal;">Paranthropus</i> türlerinin
ortaya çıkışı, (4) <i style="mso-bidi-font-style: normal;">Australopithecus </i>ve
<i style="mso-bidi-font-style: normal;">Homo</i> arasındaki morfolojik
özelliklere sahip olan ancak taksonomik olarak <i style="mso-bidi-font-style: normal;">Homo</i> cinsi altında sınıflandırılan <span style="mso-spacerun: yes;"> </span>türler, ve son olarak (5) <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin ortaya çıkışı, takibinde yaklaşık 800 bin yıl önce
(burdan itibaren byö kısaltmasını kullanacağım) <i style="mso-bidi-font-style: normal;">Homo antecessor </i><span style="mso-spacerun: yes;"> </span>600byö <i style="mso-bidi-font-style: normal;">Homo</i> <i style="mso-bidi-font-style: normal;">heidelbergensis</i>
türü ile 200 byö anatomik olarak modern insanın yani <i style="mso-bidi-font-style: normal;">Homo sapiens</i>’in ortaya çıkışı şeklinde sıralanabilir (Şekil 1C). <i style="mso-bidi-font-style: normal;">Sahelanthropus</i> dışında bu dört grubun
öncül üyelerinin hepsi günümüz Doğu Afrika’sında keşfedilmiştir (Şekil 2). </span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-14Bx1MfzsA0/V5Z29szYD_I/AAAAAAAAB8M/2h1K5I9VIZEAbQUTCNPhy_ZkWNVDux0JgCEw/s1600/Sekil%2B2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://4.bp.blogspot.com/-14Bx1MfzsA0/V5Z29szYD_I/AAAAAAAAB8M/2h1K5I9VIZEAbQUTCNPhy_ZkWNVDux0JgCEw/s640/Sekil%2B2.jpg" width="357" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]-->
<br />
<div class="MsoNormal" style="line-height: 150%; text-align: left;">
<span style="font-size: x-small;"><b><span lang="TR" style="font-family: "times new roman" , "serif"; line-height: 150%;">Şekil 2.</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; line-height: 150%;"> Doğu Afrika’da Rift Vadisi boyunca bugüne kadar
keşfedilmiş olan önemli fosil türlerin buluntu yerleri. Kısaltmalar: Au; <i>Australopithecus</i>, Ar; <i>Ardipithecus</i>, Kenya; <i>Kenyanthropus</i>, Pa; <i>Paranthropus</i>, Or; <i>Orrorin</i>,
ve H; <i>Homo</i>. </span></span></div>
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> </span><i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Sahelanthropus
tchadensis </span></i><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Çad bölgesinde Djurab çölünde bulunan ve
yaklaşık 7 milyon yıl öncesine (burdan itibaren myö kısaltmasını kullanacağım)
tarihlendirilen, bilinen ilk bipedal insan atası (Wood, 2002). Bu türe ait sadece
kafatası buluntuları mevcut, kafatası hacmi yaklaşık şempanzeninki ile eş değer
ve şempanze ile insanımsı arası mozayik özellikler gösteriyor. Kafatası altında
foramen magnum deliğinin pozisyonu dik yürüyebildiğini önerse de buluntuların
sadece kafatası ile sınırlı olması bu türün hareket biçiminin anlaşılmasını
güçleştiriyor. <i style="mso-bidi-font-style: normal;">Orrorin tugenensis</i>
(Tugen Tepeleri, Batı Kenya) yaklaşık 6 myö’sine tarihlendirilen diğer bir
erken insanımsı (Senut ve diğ., 2001). Bu türe ait fosil kalıntıların çok
parçalı oluşu özellikle taksonomik pozisyonu ve davranışları hakkında
tartışmalı bir durum yaratmaktadır. Diğer bir erken insanımsı ise <i style="mso-bidi-font-style: normal;">Ardipithecus </i>cinsinin en erken üyesi
olan <i style="mso-bidi-font-style: normal;">Ardipithecus kadabba</i>
(HaileSelassie ve diğ., 2004). Bu türe ait buluntular da çok parçalı, sadece
birkaç diş parçası ve iskelet kalıntılarından oluşuyor. Fosilin jeolojik yaşı
yaklaşık 5.5 myö’sine tarihlendirildi. Yine bu cinsin en iyi bilinen türü olan <i style="mso-bidi-font-style: normal;">Ardipithecus ramidus</i> daha erken bir döneme
(4.4 myö) tarihlendirildi ve çok sayıda fosil kalıntısına ulaşıldı. <i style="mso-bidi-font-style: normal;">Ardipithecus</i> şempanze ile benzer bir
beyin hacmine sahip ve dişlerinden yapılan analizler onun hepçil bir diyeti
benimsediğini gösteriyor. Bu fosil tür dik yürüyebilmesine rağmen bu konuda çok
başarılı değildi, zamanının uzun bir kısmını muhtemelen ağaçta geçiriyordu
(White ve diğ., 2009). <i style="mso-bidi-font-style: normal;">Ar. ramidus</i>’a
eşlik eden fauna nemli ve ağaçlık-orman bitki örtüsünün olduğu bir habitatı
işaret etmektedir. </span></div>
<br />
<br />
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Australopithecus</span></i><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> cinsine ait ilk üye yaklaşık olarak 4 myö ortaya çıkan
ve Kanapoi lokalitesinde keşfedilmiş (Kenya) <i style="mso-bidi-font-style: normal;">Australopithecus anamensis</i> türüdür. Bu cinsi karkaterize eden
özellik dik yürümede daha yetkin olmasına rağmen ilkin kafatası özelliklerine
sahip olmasıdır. En iyi bilinen türü Lucy kod adı ile bildiğimiz Hadar
(Etiyopya) lokalitesinden bulunan <i style="mso-bidi-font-style: normal;">Australopithecus
afarensis</i>’tir. Bu türe ait neredeyse tam bir iskelet bulunmuştur. İlk
olarak 3.9<span style="mso-spacerun: yes;"> </span>myö ortaya çıkmış olan bu
türün neredeyse bir milyon yıl kadar soyu devam etmiştir. <i style="mso-bidi-font-style: normal;">Australopithecus</i> cinsi Güney Afrika’da ilk olarak <i style="mso-bidi-font-style: normal;">Australopithecus africanus</i> türü ile
temsil edilir ve <i style="mso-bidi-font-style: normal;">Au. afarensis</i>’e göre
daha türemiş özelliklere sahiptir. <i style="mso-bidi-font-style: normal;">Australopithecus
</i>cinsinin son üyeleri arasında Doğu Afrika’da <i style="mso-bidi-font-style: normal;">Australopithecus garhi</i> (2.5 myö) ve Güney Afrika’da <i style="mso-bidi-font-style: normal;">Australopithecus sediba</i> (2 myö) türleri
bilinir. Bu son iki tür daha sonra gelen <i style="mso-bidi-font-style: normal;">Homo</i>
cinsine evrimsel yakınlık bakımından en türemiş özelliklere sahip olanlardır. <i style="mso-bidi-font-style: normal;">Australopithecus</i>’lar ile aynı dönemde ve
habitatlarda yaşamış farklı bir cins ise <i style="mso-bidi-font-style: normal;">Paranthropus’</i>lardır.
Bu cinsin üyeleri robust morfolojiye sahiptir ve çoğunlukla otçul bir diyeti
benimsemişlerdir. Doğu Afrika’da <i style="mso-bidi-font-style: normal;">Paranthropus
aethiopicus </i>(2.5 myö) ve <i style="mso-bidi-font-style: normal;">Paranthropus
boiesi</i> (2.3-1.2 myö), Güney Afrika’da ise <i style="mso-bidi-font-style: normal;">Paranthropus robustus</i> (1.8-1.2 myö) türleri ile temsil edilir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Homo</span></i><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> cinsine ait türlerin ilk ortaya çıkışı bulunan taş
aletlerden dolayı yaklaşık 2.5 myö’sine atfedilse de önemli fosil kanıtlar
1.8-1.9 myö’sine tarihlendirilen çökellerde bulunmuştur. <i style="mso-bidi-font-style: normal;">Homo habilis</i> cinsin ilk üyesi olarak bilinir ve <i style="mso-bidi-font-style: normal;">Australopithecus</i> benzeri bir vücuda
ancak görece biraz daha büyük kafatası hacmine sahiptir. Bu türün <i style="mso-bidi-font-style: normal;">Australopithecus </i>ya da <i style="mso-bidi-font-style: normal;">Homo</i> cinsinden birine dahil edilmesi
konusunda halen kesin bir konsensus oluşmamıştır. Buna rağmen alet üretimini <i style="mso-bidi-font-style: normal;">Homo</i> cinsine atfeden tarihsel gelenek bu
türü taksonomik olarak halen <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinin sınırları içerisinde tutmaktadır. <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinde büyük morfolojik değişiklik <i style="mso-bidi-font-style: normal;">Homo
erectus</i> türü ile karşımıza çıkar. Bu türün vücut iskeleti,<span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">Homo
habilis</i>’ten ya da <i style="mso-bidi-font-style: normal;">Australopithecus</i>’tan
daha çok bize yani modern insana (<i style="mso-bidi-font-style: normal;">Homo
sapiens</i>) benzer. Fosil verilere dayalı demografik çalışmalar <i style="mso-bidi-font-style: normal;">Homo erectus</i> topluluklarında gelişmenin
yavaşladığı ve doğum aralıklarının azaldığını göstermektedir. 600 byö <i style="mso-bidi-font-style: normal;">Homo heidelbergensis</i>’in ortaya çıkışı ve
200 byö’sinde anatomik olarak modern vücut biçiminin kazanılması yani <i style="mso-bidi-font-style: normal;">Homo sapiens</i>’in evrimleşmesi ile
birlikte insanın evrim süreci biyolojik olarak bugün sahip olduğumuz mevcut
durumunu kazanmıştır diyebiliriz. İnsanın kültürel evrimi bu yazının direk
konusu olmadığı için gerekli ağırlık verilmedi, ancak özellikle <i style="mso-bidi-font-style: normal;">Homo erectus</i>’tan günümüze beyin hacminin
evrimi ve kafatası morfolojisindeki küçük değişiklikler dışında büyük bir
biyolojik evrimsel değişiklik görülmez iken kültürel alanda insanın devrimsel
değişimler yarattığı aşikardır. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">İnsan evriminde iki farklı cinsin türlerinin bir arada
bulunduğu ve çeşitliliğin en yüksek noktasına ulaştığı dönem 1.8 ve 1.9 milyon
yıllar arasıdır (Şekil1). İri yapılı <i style="mso-bidi-font-style: normal;">Paranthropus</i>
türlerinin yanı sıra <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin
ilk üyeleri bu dönemde görülür. <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinde beyin büyüklüğünde önemli artış ve aynı zamanda <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin Afrika (Rift Vadisi) dışına göçü de bu dönemde
gerçekleşir. Beyin büyüklüğünün artması aynı zaman yaşam biçiminde ve ritminde
de değişiliklere neden olur. Büyüklüğü artmış olan beyin aynı zamanda vücudun
en çok enerji tüketen organı olarak da beslenme alışkanlığında değişimi zorlar
ve özellikle hayvansal proteinlerin daha çok diyete katıldığı bir dönemin
başlangıcını önerir. Kalça kemiklerinin morfolojisinde büyük beyinli bebeklerin
sağlıklı doğabilmelerini avantajlı kılan önemli değişimler görülür. Bütün bu evrimsel
değişimler aynı zamanda üretilen farklı alet teknolojileri sosyal organizasyon ve
davranışlarda da önemli değişimleri beraberinde getirir. Bu yetenekler yeni
habitatlara göçü ve uyum esnekliğini de geliştirir. Diğer taraftan iri yapılı <i style="mso-bidi-font-style: normal;">Paranthropus</i>’lar daha özel bir yaşam
biçimine uyum sağlamıştır. Kafatası, çene ve diş morfolojileri ve özellikle dişler
üzerinde yapılan mikro-aşınma analizleri <i style="mso-bidi-font-style: normal;">Paranthropus</i>’ların
sınrılı bir besin repertuarını içeren çok özel bir diyete uyum sağladıklarını
işaret etmektedir. İki farklı insan atası cinsi ve iki farklı evrimsel strateji
karşımıza çıkar. <i style="mso-bidi-font-style: normal;">Homo</i> cinsi daha esnek
ve genel yaşam stratejisine sahipken <i style="mso-bidi-font-style: normal;">Paranthropus
</i>daha özel bir strateji benimsemiştir. Yaklaşık 1.2 myö <i style="mso-bidi-font-style: normal;">Paranthropus</i>’ların soyları tükenirken <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin üyelerinde beyin büyüklüğü ve<span style="mso-spacerun: yes;"> </span>genel vücut anatomisi 800 byö <i style="mso-bidi-font-style: normal;">Homo antecessor</i>, yaklaşık 600 byö <i style="mso-bidi-font-style: normal;">Homo heidelbergensis </i><span style="mso-spacerun: yes;"> </span>ve 300 byö <i style="mso-bidi-font-style: normal;">Homo
neanderthalensis</i> ile modern insana gittikçe benzeyen bir eğilim ile devam
etmiş ve nihayetinde 200 byö anatomik olarak modern insanın ortaya çıkmasıyla
günümüz morfolojisini kazanmıştır.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -.5in;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">III.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Evrimin itici gücü olarak çevre ve iklim koşulları</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Son 10 milyon yıl içerisinde Afrika’da gerçekleşen iklim
değişimleri ve çevresel şartlar insan evriminin anlışabilmesinde önemli
araçlardır. Özellikle Geç Miyosen (11-5.3 myö), Pliyosen (5.3-2.5 myö) ve
Pleyistosen (2.5-0.01 myö) dönemler boyunca Afrika’nın paleoiklimi tektonik ve
volkanik aktiviteler, küresel/atmosferik değişimler ve dünyanın yörüngesindeki
hareketlerinden kaynaklı meydana gelen bölgesel iklim değişimleri tarafından
kontrol edilmiştir. Özellikle Afrika’nın gerek atmosferik gerekse nehir ya da
göl sistemlerindeki su döngüsünü kontrol eden hidro-iklimi,<span style="mso-spacerun: yes;"> </span>bitki örtüsünü ve özellikle otlakların
evrimini, memeli faunlarındaki çevrimleri ve nihayetinde insan evrimini biçimlendiren
abiyotik faktörlerdir. Bu konudaki güncel anlayış, Afrika’nın paleoikliminde
Geç Miyosen dönemle başlayan genel serinleme eğiliminin ardışık olarak farklı
periyotlarda gerçekleşen kurak-sulak fazlar ile kesildiği şeklindedir. Bu
kurak-sulak evrelerin ise yörüngesel hareketlerin değişimine bağlı olan Walker
Sirkülasyonu’nun yoğunlaşması, Kuzey Yarımküre Buzullaşması’nın başlaması ve
Orta Pleyistosen Devrimi ile kontrol edildiği önerilmektedir (Şekil 1). Bunun
nedeni ise küresel serinleme eğiliminin Kuzey ve Güney Yarımküre’de üst enlemlerde
buzullaşmayı yoğunlaştırması ile yüksek basıncı artırması ve muson yağış
sistemini kontrol eden ITCZ (Intertropical Convergence Zone) rüzgarlarını
baskılamasıyla birlikte Doğu Afrika’nın iklimi, dünyanın kendi etrafında
dönüşlerindeki rotasyonundan dolayı meydana gelen yalpalama hareketlerinin
meydana getirdiği döngüsel değişimlerin atmosferdeki etkilerine hassas duruma
gelir ve böylece kurak-sulak fazlar görülür. Doğu Afrika’nın gerek bu
atmosferik ve tektonik değişimlerin ortak baskısı ile hassas ve çok değişken
bir paleoiklime sahip olduğu, bu durumun da birçok memeli türün ve insanın
evrimini önemli derecede etkilediği düşünülmektedir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">III-a)-
Afrika’da Hidro-iklim Dinamikleri</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Son 10 milyon yıl içerisinde küresel iklim değişimlerinin
Afrika kıtasına olan etkileri çoğunlukla kuraklık ve su kaynaklarındaki
değişimler çerçevesinde tartışılmıştır (Levin, 2015; deMenocal, 2004; Dupont ve
diğ., 2013; Sepulchre ve diğ., 2006; Zhang ve diğ., 2014). Modern Afrika’da
özellikle memeli türlerin dağılımı çoğunlukla yıllık yağış rejimi ve mevsimsel
değişimler tarafından kontrol edilir. Topoğrafya, enlem aralığı, muson
dinamikleri, okyanus sıcaklığı, ve özellikle ITCZ (Intertropical Convergence
Zone) rüzgarlarının pozisyonundaki değişimler Afrika’nın hidro-iklimini
etkileyen başlıca etmenlerdir. Bu iklimsel kontrol mekanizmaları Afrika’da
bölgesel olarak değişim gösterir. Özellikle Doğu Afrika ikliminde son 10 milyon
yılda görülen kuraklaşma eğilimi memeli topluluklarının faunal değişimi ve
insan evriminde tür çeşitliliğinin artışı ile bağlantılandırılan en önemli uzun
süreli iklimsel değişimdir (deMenocal, 2004; Vrba, 1985). Ancak kısa ölçekli
periyotlarda meydana gelen kurak-sulak fazlar arasındaki değişim ve bu
değişimin bitki örtüsü ve coğrafya üzerindeki etkisi son zamanlarda gündeme
oturan bir tartışmadır. Bu etkinin özellikle insan ve memeli evrimindeki ikincil
etkisi salt uzun süreli kuraklaşma eğiliminin değil bunun yanı sıra özellikle kısa
zaman ölçekli kurak-sulak döngülerin iklimsel değişkenlik bağlamında türleşme
olaylarının itici gücü olarak değerlendirilmesi gerektiğini göstermiştir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Afrika’nın hidro-iklimini etkileyen önemli iklimsel
değişimler arasında Mesiniyen Tuz Krizi (6-5.3 myö), 2.75 myö Kuzey Yarımküre
buzullaşmasının başlaması, 2.0-1.5 milyon yılları arasında Walker
Sirkülasyonu’nun gerçekleşmesi, buzul ve buzul arası dönemlerin periyodik
değişiminin 41 bin yıldan 100 bin yıla değişmesi ile 1.0 myö Orta Pleyistosen
Devrimi’nin başlaması sayılabilir. Dünyanın rotasyonundaki değişimler güneşe
göre olan uzaklığını ve pozisyonunu etkilediği için aynı zamanda aldığı güneş
ışınlarının miktarında ve derecesinde de değişikliklere neden olamaktadır.
Dünyanın bu yörüngesel çalkalanmaları farklı periyotlara göre değişmektedir,
bunlar; dünyanın güneş etrafında dönerken takip ettiği yörüngenin geometrik şeklinden
dolayı gerçekleşen 100 bin yıllık döngüler (eksantirisite), dünyanın eksen
eğikliğinden dolayı 41 bin yıllık döngüler (eksen eğikliği, obliquity), ve
dünyanın kendi etrafında dönerken rotasyonunda meydana gelen 20 bin yıllık
yalpalama döngüleri şeklinde sıralanabilir. Bu faktörlerde meydana gelen
değişiklikler dünyanın üst enlemlerinde buzullaşmaları etkilemektedir, ancak
dünyanın güneşe en yakın olduğu anda tropik bölgelerde yalpalama döngüleri (precession)
mevsimselliği etkilediği için en büyük etkiye sahiptir ve hidrolojik döngüyü artırabilir.
Sulak dönemler güneş ışınlarının dünyaya en yoğun geldiği zamanlarda beklenir,
ancak bu durum topoğrafyaya, bitki örtüsüne ve muson yağış sistemine göre
bölgesel değişiklik gösterir. Son 11 bin ile 5 bin yıl arasındaki Afrika Nemli
Dönemi bunun en tipik örneğidir. Eğer uniformitaryanist bir açıdan yaklaşırsak
bu aynı zamanda Miyosen’den günümüze son 20 milyon yıldır benzeri sulak dönemlerin
gerçekleştiğinin bir örneğini oluşturabilir. Bu sulak dönemler insan atalarının
ve diğer memeli türlerinin biyocoğrafyalarını önemli derecede etkilemiştir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Afrika’nın hidro-iklim kayıtları çoğunlukla Afrika
kıyıları denizel karotlarından çıkarılan toz, polen serileri ve yaprak
epikütikulası hidrojen izotoplarından, Akdeniz’den alınan denizel organik
çökeller (sapropeller), ve son olarak gölsel çökellerden elde edilir. deMenocal
(2004) çalışmasına göre Okyanus Sondaj Programı projesi kapsamında bazı
noktalardan alınan denizel karotlar Miyosen boyunca yukarıda bahsettiğimiz
yörüngesel değişikliklerden etkilenmiş kurak-sulak döngüyü göstermektedir,
özellikle son 2.8 milyon yıl içerisinde ki bu da Kuzey Yarımküre’de
buzullaşmanın ve Doğu Afrika’da uzun ölçekli kuraklaşmanın yoğunlaştığı sürece
denk gelir. Genel olarak Afrika’da iklimsel değişimlerin zamanlama ve eğilimi
bölgesel farklılıklar gösterse de farklı proksi veriler Geç Miyosen’den
itibaren son 10 milyon yıldır kurak-sulak döngülerin varlığını işaret etmektedir
(Bonnefılle, 2010; deMenocal, 2004; Feakins, 2013). </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">III-b)-
Göller ve İklim Değişimleri</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Afrika’nın paleoikliminde meydana gelen değişimler,
özellikle kurak-sulak salınımlar Rift Vadisinde bulunan göllerin su seviyesi
değişimleri ve göl çökellerinden elde edilen farklı verilerle de
desteklenmektedir. Gölsel çökellerin litolojik ve izotopik analizleri özellikle
Pliyosen ve Pleyistosen boyunca gerçekleşen karasal hidro-iklimsel değişimler
ve göl kenarlarında yaşayan atalarımızın habitatları hakkında direk bilgiler
sağlamaktadır. Denizel veriler ise atalarımızın yaşadıkları habitatlara çok
uzak noktalardan sağlandığı için ile daha geniş bir bölge hakkında bilgi
vermektedır, fakat göl verileri atalarımızın habitatlarına çok yakın karasal
provinslerin iklimsel değişimleri hakkında direk bilgi verir. Kenya’da Turkana<span style="mso-spacerun: yes;"> </span>gölünde yapılan çalışmalar özellikle
Pleyistosen dönemde göl seviyesinde yükselme ve çekilmeler olduğunu işaret
etmektedir. Bu hareketlenmelerin zamanlaması yörüngesel değişimlerin Doğu Afrika’da
muson sistemi üzerindeki etkisiyle gerçekleşen kurak-sulak preiyodik salınımların
zamanlaması ile uyumludur. Turkana gölü su seviyesi Etiyopya’nın yüksek dağlarından
gelen ve Omo ırmağında toplanan su tarafından beslenir. Bu nedenle Omo
ırmağındaki değişimler direk Turkana gölündeki su seviyesini belirler. Yağışın
bol olduğu nemli dönemlerde Omo ırmağı güçlenir ve Turkana gölünü besleyerek su
seviyesinin artmasını sağlarken aksi durumda kuraklığın arttığı dönemlerde
ırmak zayıflar ve gölün su seviyesi düşer. Son 5 milyon yıl içerisinde Turkana
havzasında büyüklüğü ve derinliği farklı olmakla birlikte Lonyumun (4 myö), Lokochot
(3myö), Lorenyang (2 myö), Nachukui (1.2 myö) ve son olarak yaklaşık 800 bin
yıl önce Turkana gibi farklı göller oluşmuştur (Feibel, 2011). Etiyopya’nın
dağlık bölgesinden toplanan sular kuzeyde Nil nehrini güneyde ise Omo nehri ile
Turkana gölünü ve diğer birçok küçük göl sistemlerini besler. Ayrıca Malawi
gölünden elde edilen veriler yaklaşık 175-145 myö ciddi seviyelerde bir
mega-kuraklığın gerçekleştiğini göstermektedir, aynı zamanda bu dönem anatomik
olarak modern insanın ortaya çıktığı döneme denk gelir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Rift Vadisinde çok sayıda göl bulunmasının nedeni yine
kurak-sulak periyodik salınımlara bağlanmıştır. Trauth ve diğ.’lerinin (2007)
çalışması Doğu Afrika’da sulak fazların dönemlerini sedimentolojik verileri
kullanarak tanımlar ve 2.7 milyon yıldan önceki zaman diliminde sulak
dönemlerin 400 bin yıl aralıklı periyotlar ile görülürken 2.7 milyon yıl
sonrasında kalan zaman diliminde ise 800 bin yıl aralıklı periyotlarda
gerçekleştiğini ileri sürer.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">III-c)-
Açık Alanlar ve Otlaklar</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">İnsan evrimi ve çevresel faktörleri tartışırken
otlakların ve açık alanların etkisinden bahsetmemek mümkün değil. Otların
evrimini ve otlak alanların ekosistemini küresel ölçeklerde tartışan kapsamlı
bir değerlendirme Strömberg (2011) tarafından yayınlandı. Ayrıca özellikle
Afrika’da bitki örtüsünün evrimi Bonnefille<span style="mso-spacerun: yes;">
</span>(2010), Barboni (2014) ve Jacobs ve diğ. (2010) tarafından detaylı bir
biçimde değerlendirildi. Ormanlık ve açık alanların insan evrimine olan etkisi
Raymond Dart’an (1925) günümüze tartışılmaktadır. Bitki örtüsü besin kaynağı ve
barınak olarak, av-avcı ilişkileri, kamuflaj, vücut biçimi, hareket
davranışları ve sosyal organizasyona kadar primatların yaşamlarını önemli
derecede etkiler. Ayrıca insan evriminde dik yürümenin evrimi, beslenme biçimi
ve taş aletlerin kullanımı gibi önemli biyolojik ve kültürel değişimler
otlaklar ve açık alanların evrimi ile bağlantılandırılmıştır. Genel bir değişim
olarak son 10 milyon yıldır Doğu Afrika’da ormanlık alanlar azalmış, otlaklar
ve açık alanlar artmıştır. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Geç Miyosen (11.6-5.3 myö) dönemde Afrika’nın bitki
örtüsü heterojenik bir yapıya sahipti. Fosil kanıtlar yapraklarını döken ve
dökmeyen ağaçlık alanlardan mevsimselliğe bağlı ağaçlık alanlar, ağaçlık savana
ve otlaklık alanlar gibi bitki örtüsü çeşitliliğinin varlığını gösteriyor.
Ancak Afrika’da otların evriminde meydana gelen en önemli değişim C<sub>3</sub>’den
C<sub>4</sub> otlaklarına olan çevrim olmuştur (Cerling ve diğ., 1997). C<sub>4</sub>
otlarının çoğalması son 10 milyon yıl içerisinde meydana gelmiş küresel
ekolojik değişimlerin en önemlilerinden biridir. Toprak karbonatları, fosil
dişler ve yaprakların epikütikula katmanından elde edilen izotop verileri
Afrika ekosisteminde C<sub>4</sub> otlarının yaklaşık olarak son 9 milyon
yıldan itibaren tedrici olarak artmaya başladığını ve 5 myö ise özellikle
coğrafik olarak alt enlemlerde çoğaldığını göstermektedir (Uno ve diğ., 2011;
Dupont ve diğ., 2013; Feakins ve diğ., 2013). Bununla birlikte C<sub>4</sub>
otlarının çoğalması Afrika’da bölgesel farklılık göstermektedir, Doğu Afrika’da
çoğalırken Güney Afrika’da bu artış gözlenmez. Geç Miyosen dönemde C<sub>4</sub>
otlarının artışı özellikle muson-sisteminin etkili olduğu iklimlerde mevsimsel
sıcaklığın artması, atmosferde CO<sub>2</sub> miktarının azalması, kuraklığın
artması ve artan yangın sıklığı ile ilişkilendirilmiştir (Cerling ve diğ.,
1997; Edwards ve diğ., 2010; Hoetzel ve diğ., 2013). C<sub>4</sub> otlarının
artışı C<sub>3</sub> otlarının tamamen yok olduğu anlamına gelmemektedir.
Özellikle ağaçlık alanların gölgeliklerinde, sıcaklığın görece daha düşük
olduğu ve su kaynağının sürekli olduğu nehir kenarlarında C<sub>3</sub> otları
C<sub>4</sub> otlara göre daha avantajlı olarak hayatta kalmıştır. 4 ile 1
milyon yıl arası dönemde Doğu Afrika’da C<sub>4</sub> otlaklık alanlarının artışı
dikkat çekicidir. Bu artışı gösteren verilerin önemli bir bölümü Etiyopya’nın
güneyinde Omo ve Kenya’nın kuzeyinde Turkana bölgesinde alınan örneklerden
gelmektedir. Özellikle Turkana Havza’sında neredeyse son 8 milyon yıllık
stratigrafik kesitin<span style="mso-spacerun: yes;"> </span>ardışık olarak
mevcut olması ve ayrıca hemen hemen her tabakada insan fosillerinin de
keşfedilmiş olması bitki örtüsünin değişimi ve insan evriminde meydana gelen
değişimler arasında bağlantı kurulmasını sağlamıştır. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Otlak alanlardaki değişimler sadece insan evrimini değil,
daha çok eşlik eden faunada özellikle otlayan otçulların evrimini önemli
derecede etkilemiştir. Özellikle sıcak-kurak fazların artmasıyla otlaklık
alanların artması beraberinde ot gibi aşındırıcı ve yıpratıcı gücü yüksek olan
besinleri tüketmede daha avantajlı olan yüksek taçlı dişlere sahip (hypsodont)
türlerin faunada artmasına neden olmuştur (Şekil 1B). Hypsodont dişler aşınmaya
ve yıpranmaya karşı daha dayanıklı ve uzun ümürlü olduklarından dolayı daha
sert ve çiğnenmesi zor olan besinleri tüketmede avantajlı bir karakterdir.
Düşük taçlı dişlere sahip olan brachydont ve mesodont türler çoğunlukla aşındırıcı
gücü otlara göre zayıf olan çalılık ve ağaçlık alanlarda yeni süren yaprak
filizlerinden oluşan bir besin repertuarına sahiptirler. Doğu Afrika’da son 8
milyon yıllık süreçte özellikle 5 milyon yıldan itibaren otçul memeli
topluluklarında büyük bir değişim görülür. <i style="mso-bidi-font-style: normal;">Alcelaphini,
<span style="mso-spacerun: yes;"> </span>Antilopini, Reduncini</i> ve <i style="mso-bidi-font-style: normal;">Hippotragini</i> gibi hypsodont dişlere
sahip bir çok yeni endemik Bovidae türünün Doğu Afrika’da evrimleştiği fosil
kayıtlara yansır. Özellikle Omo ve Turkana bölgesinde otlayan yeni türlerin
ortaya çıkması ve çoğalması aynı zamanda ormanlık ve ağaçlık alandan mevsimselliğin
ve kuraklığın arttığı otlak ve açık alanlara doğru çevresel koşulların
değişimini karakterize eder. Memeli faunalarındaki bu değişim C<sub>4</sub>
otlarının artışını gösteren çoğunlukla izotop analizlerine dayalı proksi
veriler ile uyumludur. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">III-d)-
Ekometrik Veriler</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Organizmaların içinde yaşadığı fiziksel çevre ile bağlantısını
kuran fonksiyonel morfolojik karakterleri, onun yaşadığı çevre ve ekolojik
davranışlarını anlamada kullanılabilecek veriler sunar. Bir yaprağın şekli ya
da bir memeli türünün dişlerinin yapısı canlının çevre ile kurduğu etkileşime
aracılık eder. Organizma ve doğa arasında ekomorfolojik karkaterler operatör
görevi görür. Organizma bu aracı karakterlerin fonksiyonuna göre çevresel
faktörlerin seçilimine uğrar. Organizmanın ya da bir topluluğun sahip olduğu
fonksiyonel karkaterlerin bütünü o organizmanın biyocoğrafik dağılımı, biyotik
etkileşimleri ve iklimle olan ilişkileri hakkında belirleyici rol oynar. Bu tür
karakterler ölçülebilir olmalı ki ilgili çevresel faktörler ile istatiksel
ilişki kurulabilsin.<span style="mso-spacerun: yes;"> </span>Bu ölçülebilir
fonksiyonel karakterler proksi veriler olarak çevresel koşulların
kurgulanmasında kullanılabilir, ve bu analize yeni bir metod olarak ekometri
ismi verilmiştir (Polly ve diğ., 2011). Karakter ve çevre arasındaki ilişki
bağlamında çevresel parametreleri zaman ve coğrafik alanda kurgulamak için
geliştirilen ilk ekometrik yaklaşım otçul memelilerin ortalama diş taç
yüksekliği (hypsodonty) analizidir (Fortelius ve diğ., 2002). Hypsodonty
analizi kıtasal ölçekte kuraklık, nemlilik ve paleo-yağış gibi iklim
dinamiklerinin haritalandırılmasında kullanılmıştır. Hypsodonty analizinin yanı
sıra yine memeli dişlerinin çiğneme yüzeylerindeki kesici tüberküllerin sayısı
küresel ölçekte paleo-yağışın, sıcaklığın ve karasal ekosistemlerde bitkilerin primer
üretkenliğinin tahminini de olanaklı kılmaktadır. Sıcaklık, su ve ışıma (güneş
ışığı) karasal sistemlerin net primer üretkenliği yani bitkilerin tür
zenginliği ve bolluğunu kontrol eden temel üç parametre olarak düşünülebilir. Otçul
dişleri üzerindeki yukarda bahsettiğim bu karakterler sıcaklık ve yağış
hakkında veri sunduğu için temel iki parametre hakkında bilgi sağlamaktadır. Otçul
diş yapısındaki morfolojik çeşitlilik aynı zamanda robust bir proksi veri
olarak bitkilerin çeşitliliği hakkında bilgi verir. Otçul memelilerin
dişlerindeki ekomorfolojik karkaterlerin sıcaklık, yağış ve net primer
üretkenlikte proksi veri olarak kullanılması aynı zamanda Helsinki ekolü olarak
da bilinir. Bu anlamda Kenya’da Turkana havzasında 7 ile 1 milyon yıllar
arasında kalan lokalitelerin otçul büyük memeli faunalarının dişleri üzerinde yaptığımız
(Fortelius ve diğ., baskıda) bir çalışmada 7 ile 4 milyon yıllar arasında
Turkana havzasının nemli ve ılıman bir iklime sahip olduğunu, 3 milyon yıldan
itibaren kuraklığın artmaya başladığı, ve özellikle 2 milyon yıl ile birlikte
kuraklığın ciddi değerlere ulaştığını gözlemledik. Ayrıca Turkana havzasının
doğu ve batı taraflarında farklı sonuçlar çıkmıştır. Doğu tarafı batıya göre
daha nemlidir. İnsan atalarının fosilleri çoğunlukla batı kısımda yani
kuraklığın yüksek olduğu bölgede keşfedilmiştir. Ekometrik analizin önemli
sonuçlarından biri de 4-2 milyon yıllar arasında kuraklığın Turkana havzasında
Doğu Afrika’nın geri kalan kısmından daha yüksek olmasıdır.<span style="mso-spacerun: yes;"> </span>Bu durum Turkana havzasını bu zaman diliminde
bir sığınak bölge ve aynı zamanda bir “Tür Fabrikası”, yani lokal iklimsel
koşullara uyum sağlayan yeni türlerin daha sonra bu lokal iklimsel koşulların
daha geniş-bölgesel alanları kaplaması ile –sahip oldukları öncül uyumsal
donanımlar sayesinde– farklı zaman aralıklarında daha geniş alanlara yayılabilmesini
açıklayan model. Bu evrimsel mekanizma büyük olasılıkla 4-2 milyon yıllar
arasında insan atalarının türleşmelerine ve benzer çevresel koşulların daha
geniş alanları kaplaması ile bu türlerin biyocoğrafik alanlarını
genişlettiklerini düşünebiliriz. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">III-e)-
Doğu Afrika’da Tektonik Hareketler ve Etkileri</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Tektonik hareketler yerkabuğundaki jeomorfolojik,
topoğrafik, sedimentasyon ve erozyon gibi fiziksel deformasyonları tetikleyen
birincil aktör olduğu için insan ve diğer memeli türlerinin evrimini yönlendiren
abiyotik faktörlerin en başında gelir. Afrika’da son 10 milyon yılda meydana
gelen tektonik hareketlerin büyük bir bölümü Doğu Afrika<span style="mso-spacerun: yes;"> </span>Rift Sistemi’nde (DARS) gerçekleşmiştir. DARS
birçok fay hattı ile birbirine bağlanan vadiler ve yine farklı fay hareketleri
ile yükselmiş platolar Etiyopya’nın kuzeyinde Afar çöküntüsünden Güney
Afrika’da Zambezi vadisine kadar uzanır. DARS tektonizmasının insan evrimini
etkileyen süreci son 10 milyon yıl içerisinde gerçekleşmiş olsa da ilk tektonik
hareketler yaklaşık 40 milyon yıl önce Oligosen dönem ile başlar. Ancak DARS’ın
modern topoğrafyası, Etiyopya <span style="mso-spacerun: yes;"> </span>yüksek dağ
sistemlerini oluşturan Semien, Ras Dashan ve Bale dağları yaklaşık olarak 15
milyon yıl önce dikkate değer yüksekliğe ulaşırken, Kenya rifti ve Etiyopya
platosu 10 ile 5 milyon yıllar arasında oluşmuştur. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Sepulchre ve diğ.’lerinin (2007) çalışmasına göre DARS’nin
etkisi ile değişen Doğu Afrika topoğrafyası atmosferik nem hareketinde
değişikliklere neden olmuş ve bölgesel olarak iklimsel değişkenliği
artırmıştır. Bu tektonik ve volkanik olaylar sedimentasyon hızı ve
lokasyonlarında ve ayrıca hayvanların, bitkilerin ve su kaynaklarının
dağılımında birincil kontrol mekanizması görevi görmüştür. DARS birçok göl
sistemine fiziksel koşulları sağlamış ve atmosferik nemin birikimini sağlayarak
Doğu Afrika’nın hidro-iklimini kontrol etmiştir. Doğu Afrika’daki Afar, Omo-Turkana
ve Baringo-Bogoria havzalarındaki göller sürekli aktif tektonik hareketler ve
volkanizma ile tekrar ve tekrar biçimlenmiştir. Sürekli bir su kaynağı olarak bu
göllerin varlığı özellikle kuraklık dönemlerinde insan atalarının hayatta
kalmasında çok önemli rol oynamıştır. Plio-pleyistosen dönemde gerçekleşen C<sub>3</sub>’den
C<sub>4</sub> otlarına olan floral çevrim aktif tektonik ve volkanik hareketler
ile senkronize gelişmiştir. Otlaklardaki bu değişim Doğu Afrika’nın DARS
hareketleriyle yükselerek kuraklığa neden olması sonucu oluştuğu büyük oranda
kabul görmektedir. Doğu Afrika’da göl ekosistemi ve açık alan habitatlar baskın
iken, Güney Arika’da çoğunlukla karstik jeomorfolojiye bağlı olarak mağara
depozitleri insan atalarının yaşam alanlarını oluşturmuştur.<span style="mso-spacerun: yes;"> </span>Çoğunlukla bu mağara sistemlerinin jeolojik
tairhlendirmeleri de depolanma koşullarına bağlı olarak problemlidir. Bu
durumda birçok çevresel değişimin ve bunun iklimsel sonuçlarının insan evrimi
ile senkronizasyonunda çelişkiler yaratmaktadır. <span style="mso-spacerun: yes;"> </span>Güncel olarak <i style="mso-bidi-font-style: normal;">Astralopithecus sediba</i> ve <i style="mso-bidi-font-style: normal;">Homo
naledi</i> gibi birçok sansasyönel Güney Afrika bulunutları buna örnek
gösterilebilir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Bununla birlikte artan yüksek çözünürlüklü çalışmalara
rağmen DARS etkisiyle özellikle Doğu Afrika’da yükselen bölgelerin ne zaman ve
ne kadar yükseldiği hakkında kesin bir bilgiye sahip değiliz. Yükselmelerin
derecesini bilmek DARS’ın atmosferik nem hareketleri ve dolayısı ile yağış
rejimlerindeki kontrolünü anlamak açısından kritik öneme sahip. DARS’ın
özellikle son 10 milyon yıldır aktif olduğunu ve bölgenin sürekli yükseldiğini,
bu nedenle kuraklığın da orantılı bir biçimde arttığını biliyoruz, ancak bunun
jeolojik olarak derecelendirmede henüz doğruluk payı yüksek bir modele de sahip
değiliz. Üstteki bölümlerde bahsettiğimiz ve farklı alanlardan özellikle göl
karotları, iklim-bitki örtüsü modelleri, fonksiyonel memeli morfolojisine
dayalı ekometrik çalışmalar ve izotop analizleri bu soru işaretlerine kısmen
cevaplar üretmektedir. Bununla birlikte Tibet Platosu’nun yükselerek Avrasya ve
hatta Afrika’nın paleoikliminde yaptığı etkiye benzer olarak DARS Doğu Afrika
paleoikliminde önemli çevresel ve iklimsel değişimlere neden olmuştur.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -.5in;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">IV.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Doğu Afrika’da İnsanın evrimi ve Evrimsel Modeller</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Charles Darwin Türlerin Kökeni eserinde evrimin ana
sürücü etmeninin biyotik etkileşimler olduğunu vurgular; “Bu konu ile yeterince
ilgilendikten sonra yargılayabildiğim kadarıyla şunu belirtebilirim, yaşamın
koşulları iki farklı değişkene bağlıdır: organizmanın doğası ve koşulların
doğası. İlk değişken daha önemli ” (Darwin, 1859). Bununla birlikte 1871
yılında yayımlanan İnsanın Türeyişi eserinde Darwin, çevresel faktörlere
evrimsel değişimin seçilim baskısı görevini atfederek önemini belirtir:
“Hayatta kalmak için çevresel şartların değişimine karşı uyumun gereği olarak
primatların bazı atasal formlarının ağaç yaşamına bağlılığı zaman içerisinde
azaldı” (Darwin, 1871). Darwin’in evrimsel değişimleri yaşayan türler ve
onların ekolojik davranışları, av/avcı ilişkisi gibi etkileşimleri
gözlemleyerek çalışmış olması –biraz da o dönemin bilimsel verilerinin
yetersizliği ile bağlantılı olarak– onun daha çok kısa ölçekli ve biyotik
ilişkilere dayanan evrim mekanizmalarına önem vermesiyle sonuçlanır. Böylece
çevresel güçlerin rolünü evrimin itici gücü olarak değil, en avantajlı/uyumlu
değişimleri avantajlı kılan ve seçen faktör biçiminde değerlendirmesine neden
olur. Biyotik etkileşimlerin önemine olan atıf sadece Darwin’in değil yaklaşık
olarak benzer dönemde evrim kuramı hakkında çalışan Lamarck, Wallace ve Cope
gibi araştırmacıların çalışmalarında da görülen bir durumdur. Evrimsel
değişimde biyotik ilişkilerin ve çevresel faktörlerin rol ağırlıkları daha çok
20. yy’nın ikinci yarısından itibaren tartışılmaya başlanır. Bu dönem biyolojik
alanda Modern Sentez’e geçiş ve yeni evrim mekanizmalarının paleontolojiye ve
paleoantropolojiye entegrasyonu ile farklı bir boyut kazanır. Fosil
buluntuların artması, birey ve popülasyon düzeyinde yeni evrim mekanizmaları ve
türleşme teorilerinin üretilmesi, biyologlar ve paleontologlar arasında kısa ve
uzun süreli zaman ölçeklerine bağlı olarak farklı evrim modellerini takip
etmelerine neden olur. Kısa süreli zaman ölçeklerinde ve mikro düzeyde
çoğunlukla yaşayan türlerin evrimini çalışanlar Darwin’in ileri sürdüğü
tedrici/filetik evrim modelini benimser iken, fosil kayıtlarda uzun süreli ve
makro düzeyde evrimsel değişimleri çalışanlar Gould ve Eldredge’in kesintili
denge modelini benimserler (Barnosky, 2001; Benton, 2009). Bu tamamen iki
farklı alanın ve verinin doğasına bağlı birbiri ile karşıt olmayan bir
durumdur, tam aksine her iki alanda da yine her iki evrimsel mekanizma ile
açıklanan durumlara sıkça rastlanır. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Evrimsel değişimde biyotik etkileşimlerin önemi ironik
olarak çağımızın Darwin’ine benzetebileceğimiz Leigh Van Valen’in (1973) Red
Queen hipotezi ile karşımıza çıkar. Biyoloji ve paleontoloji alanrının iki ayrı
devi olan Dobzhanky ve Simpson’ın öğrencisi olma şansını yakalamış olan Van
Valen, Darwin’in çoğunlukla biyotik ilişkiler temelli adaptasyon ve doğal
seçilim yorumlarına yoğunlaşır ve organizmalar sürekli değişen koşullara nasıl
daha iyi uyum sağlayabilir veya sağlamışlardır sorusunun irdeler. 1973 yılı
çalışmasında Darwin’in özellikle üzerinde durduğu av-avcı ilişkisi gibi
rekabete endeksli etkileşim içerisinde olan canlıların birlikte evrim
geçirdiklerini vurgular. Herhangi birinin değişen durumu diğerinin de yok
olmasına neden olabilir. Eğer bu canlılar yaşadıkları ortama tamamen uyum
sağladılar ise doğal seçilimin görevi<span style="mso-spacerun: yes;"> </span>ne
olabilir? Van Valen’e göre canlılar yaşadıkları ortama iyi adapte olmuşlardır
ve doğa koşulları sürekli değiştiği için beraberinde sürekli değişen seçilimin
baskısına paralel olarak devam eden yine sürekli bir uyum sürecindedirler. Bu
durumda organizmalar hiçbir zaman mükemmel bir biçimde yaşadıkları ortama
adapte olamazlar. Van Valen’in özellikle “Yokoluş Yasaları” olarak
savlaştırdığı kuramda çevresel faktörlerin önemini vurgulasa da, türlerin
birlikte evriminin salt rekabete dayalı olduğunun vurgulanması evrimsel
değişimde biyotik ilişkilerin rolünü keskinleştirir. Oysa Van Valen (1973)
birlikte evrimleşen türlerin öncelikle besin kaynakları, habitat ve iklim
değişimleri tarafından kontrol edildiğini belirterek çevresel faktörlerin öneminin
altını çizmiştir. Paleobiyoloji alanında güncel birçok çalışma Red Queen<span style="mso-spacerun: yes;"> </span>hipotezinin yani biyotik sistemlerin tür
dağılımları, kronofaunaların coğrafik ve zaman ölçeklerine bağlı tanımları,
faunal benzerlikler gibi daha çok biyocoğrafya temelli farklı örüntülerin<span style="mso-spacerun: yes;"> </span>artış ve azalış eğilimlerini irdelemekte ve
Red Queen hipotezinin paleontolojik olarak uzun süreli fosil kayıtlara da
uygulanabilirliğini göstermektedir (Quental ve Marshall, 2013; Eronen ve diğ.,
2009; Mirzaie Ataabadi ve diğ. 2013; Kaya ve diğ., 2016). </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Barnosky (2001) ve Barnosky ve diğ., (2003) coğrafik ve
zamana bağlı ölçeklerin, karasal memeli komünitelerin evrimlerinin temel
bellirleyicilerinin neler olduğunun anlaşılması bakımından önemli olduğunu<span style="mso-spacerun: yes;"> </span>vurgular. Buna göre eğer coğrafik ölçek küçük
ve zaman bir Milankovitch döngüsünden daha kısa ise biyotik etkileşimler (tür
içi rekabet ve av-avcı etkileşimi) –Red Queen hipotezi ile uyumlu olarak– komünitenin
evrimini kontrol eder.<span style="mso-spacerun: yes;"> </span>Coğrafik olarak
büyük ve zaman bakımından daha uzun ölçeklerde ise komünitenin evrimsel
değişimleri çevresel/iklimsel faktörler tarafından kontrol edilir. Son hipotez
Barnosky (2001) tarafından Red Queen hipotezine alternatif olarak
kuramsallaştırılan ve büyük ölçeklerde çevresel faktörlerin belirleyiciğini
savunan Court Jester hipotezidir. Court Jester hipotezi daha önce ileri
sürülmüş ve çevresel faktörlerin memeli komünitelerinin evriminde temel sürücü
etmen olduğunu savunan bütün hipotezleri kapsar. Court Jester hipotezinin
çatısı altında yer alan temel bazı hipotezler: (1) evrimsel değişimin sadece
fiziksel çevrede meydana gelen değişimlere bir tepki olarak ortaya çıktığını
öneren Durağan Model (Stationary Model) (Stenseth ve Maynard Smith, 1984); (2) türlerin
habitatında meydana gelen çevresel değişimlerin evrimsel değişime neden
olduğunu ileri süren Habitat teorisi (Habitat theory) (Vrba, 1992); (3) evrimsel
değişimin –türleşme, yok oluş, göçmenlik ve göç etme gibi–<span style="mso-spacerun: yes;"> </span>fiziksel herhangi itici güç olmadığı takdirde
gerçekleşmediğini ileri süren Faunal Çevrim Frekansı hipotezi (Turnover-pulse
hypothesis) (Vrba, 1985); (4) iklimsel değişimlerin habitat koridorlarını –bir
trafik ışığının yola geçiş izni vermesine benzer biçimde– memeli geçişlerine
açıp kapatması, ancak bir yöne diğerinden daha fazla süre geçiş izni tanıması
ile karakterize olan Trafik Işığı modeli (Traffic light model) (Vrba, 1995); (5)
iklim değişimine tepki olarak, birbirine zıt habitat kategorilerinde
türleşmeler ile yeni türlerin farklı zaman aralıklarında ortaya çıkması ve eski
türün yine farklı zamanlarda yok olması ile formule edilmiş Bayrak Yarışı
modeli (Relay model) (Vrba, 1995); (6) fosil kayıtlarda gözlemlenen örüntülere
bağlı olarak, evrimsel süreç üç farklı aşamada gerçekleşir, ilk aşama ekolojik
ölçektir –kabaca onlarca yada binlerce yıl zaman içerisinde – mikroevrimsel
(mutasyon, rekombinasyon, seçilim ve genetik göç) süreçler ve biyotik
etkileşimler, ikinci aşama ise jeolojik ölçek (milyon yıllar), makroevrimsel
süreçler ile tür ayrışımı gerçekleşir, bu aşamda evrimsel değişim çevresel faktörlere
bağlı olabilir ya da olmayabilir, son olarak üçüncü aşama ise göktaşı düşmesi
gibi ender gerçekleşen jeolojik katastrofların fiziksel çevrede yarattığı
dramatik değişimlerle yeryüzünde yaşam kanunlarını yeniden belirlemesi, bu
aşama onlarca ve yüzlerce milyon yıllar ile ölçülür, Gould’un (1985) ileri
sürdüğü bu aşamalara Bennet (1997) Milankovitch döngülerinden dolayı
oluşan<span style="mso-spacerun: yes;"> </span>döngüsel iklim değişimlerini
ekledi, bu dünyanın yürüngesel hareketlerine bağlı olarak on bin yıl ile yüz
bin yıllar arasında zaman ölçeklerini kapsayan bir aşamadır, Gould ve Bennet
tarafından ileri sürülen bu model Zamanın Aşamaları (Tiers of time model)
olarak bilinir. Benton (2009) Red Queen ve Court Jester modellerinin farklı
coğrafik ve zaman ölçeklerinde etkin olduğunu öneriyor. Rekabet, av-avcı ve
diğer biyotik faktörlerin kısa zaman ölçeklerinde ve lokal olarak ekosistemleri
kontrol ederken iklim, denizel ve tektonik değişimlerin bölgesel ve küresel
coğrafik ölçeklerde, milyon yılları içeren zaman aralıklarında gerçekleştiğini
belirtir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Evrimsel değişimi kontrol eden farklı modeller hakkında
giriş niteliğindeki bu çok kısa tartışmadan sonra insan evriminin hangi
modeller ile açıklanabileceği sorusu ile devam edelim. Fosil kayıtların
önerdiğine göre insan evrimi zaman ölçeği olarak yaklaşık 7 milyon yıllık bir
süreci kapsar. Bununla birlikte coğrafik olarak insan evriminde rol almış fosil
türler son 1.8 milyon yıl öncesine kadar Afrika’da ve özellikle de Doğu ve
Güney Afrika’da yaşamışlardır. Bu durum coğrafik olarak bölgesel ve lokal
düzeyde kısıtlı bir alanı gösterir. Görece uzun zaman aralığı fakat coğrafik
olarak Afrika ile kısıtlı alan insan evrminde her iki model ile açıklanabilecek
örüntülerin<span style="mso-spacerun: yes;"> </span>olabileceğini düşündürür.
Ayrıca alet üretimi ile birlikte insanın çevresel koşullara karşı kendi
insyatifinde farklı çözümler üretmeye başlamış olduğunu da bir biyotik faktör
olarak hesaba katmamız gerekmektedir. Özellikle <i style="mso-bidi-font-style: normal;">Homo erectus</i>’un ortaya çıkışı ve sahip olduğu bilişsel, sosyal ve
anatomik avantajlar ile Afrika’dan Avrasya’ya olan göçü insan evriminde farklı
bir dönemin başlangıcı olarak yorumlanmalıdır. <i style="mso-bidi-font-style: normal;">Homo erectus</i> ve ardılları ürettiği materyal kültür ve sosyal
organizasyon ile kısmen çevresel faktörler ile başetmenin yolunu bulmuş ve
biyotik ilişkilerde başrole geçen bir aktör olarak özellikle trofik kategoride
en tepeye oturmuştur. Bu nedenle insan evriminde çevresel faktörler mi yoksa
biyotik etkileşimlerin mi daha önemli rol oynadığının tartışılması
açısından<span style="mso-spacerun: yes;"> </span>7 ile 1.8 milyon yıllar
arasında kalan dönemin dikkate alınması daha anlamlı olacaktır diye
düşünüyorum. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">İnsan evriminde meydana gelen önemli morfolojik değişimler
ve iklim değişimleri arasındaki senkronizasyon henüz kesin sağlanamasa da
çevresel faktörlerin insan evriminin sürücü gücü olduğu konusunda geniş bir
konsensüs oluşmuş gibi görünmektedir (Kingston ve diğ., 2007). Yale
Üniveristesi’nden<span style="mso-spacerun: yes;"> </span>paleontolog Elizabeth
Vrba’nın yukarıda kısaca açıkladığım ünlü fakat güncel kanıtlar ile hayli
eleştirilmiş olan hipotezi “Faunal Çevrim Frekansı (Turnover-pulse Hypothesis)”
(FÇF) ile Afrika’da özellikle 2.5 myö Bovidae türlerinde meydana gelen faunal
çevrimin Kuzey Yarımküre Buzullaşması’nın (KYB) yoğunlaşması ile örtüştüğünü
bağlantılandırarak iklim değişimlerinin önemli etkisini göstermiştir (Vrba,
1985). Bununla birlikte Vrba’nın çalışmasını yaptığı 1985 yılından günümüze
veri çeşitleri çoğaldı ve KYB’nin 2.5 milyon yıldan daha önce başlayan tedrici
bir birikimin sonucu olduğu ve ayrıca üst, orta ve alt enlemler arası
tele-bağlantıların doğrudan olmadığı, bu anlamda memeli türlerinin farklı
bölgelerde heterojenik çeveresel koşulların etkisinde olduğu da kabul edilen
başka bir parametre oldu. Günümüzde KYB’den çok, yaklaşık olarak 2 milyon yıl
önce aktif olan Walker Sirkülasyonları’nın memeli evrimine olan etkisinin önemi
daha fazla taraftar topladı (Ravelo ve diğ., 2004).<span style="mso-spacerun: yes;"> </span>Stony Broke Üniversitesi’nden Richard
Potts’un ileri sürdüğü “Değişken Seçilim Hipotezi (Variability Selection
Hypothesis)” (DSH) dünyanın güneş ile arasında yörüngesel hareketlerine bağlı görece
kısa ölçekli döngülerin özellikle Doğu Afrika’da neden olduğu çok çeşitli ve
yüksek frekanslı iklim değişimlerinin memeli türlerinde daha çeşitli uyumsal
morfolojiler evrimleştirmelerine neden olduğunu vurgular (Potts, 1998).
Günümüzde özellikle Plio-pleyistosen dönemde kurak-sulak dönemlerin ardışık olarak
gerçekleştiği hakkında pek bir kuşku kalmadı. Göl ve denizel karotlardan elde
edilen toz kayıtları ardışık gerçekleşen kurak ve sulak periyotların dünyanın güneş
etrafında dönerken aynı zamanda kendi etrafında dönüş rotasyonunun merkezinde
meydana gelen yalpalamalardan (precession) kaynaklandığı genel olarak kabul
görüyor. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">İnsan evrimi ve çevresel faktörlerin etkisini ilişkilendiren
ilk hipotez özellikle dik-yürümenin neden ve nasıl sorularını açıklamaya
çalışan “savana hipotezi”dir. Kabaca bu hipotez iklim değişimlerinin açık
alanların ve otlakların artmasına neden olduğu ve insan atalarını ağaç
yaşamından karasal yaşama zorladığı ve dik yürümenin de avantajlı bir hareket
biçimi olarak evrimleştiğini ileri sürer. Bu aynı zamanda özellikle Pliyosen
dönemle birlikte başlayan ve sürekli artan kuraklık eğilimi ile oluşan savana
habitatların insan evrimini etkileyen önemli bir doğal seçilim baskısı
oluşturması anlamına gelir. Yukarda bahsettiğimiz FÇF hipotezi belirgin iklim
değişimlerinin özellikle otçul türlerde <span style="mso-spacerun: yes;"> </span>maydana getirdiği adaptasyon ve türleşme
olaylarına atıf yapar. Bu çevresel baskılar besin yelpazesi geniş olan “genelci
(generalist)” ve tam aksine dar bir yelpazede az sayıda besine özelleşmiş olan
“özelci (specialist)” türlere farklı düzeylerde etki yapar. Genelci türler
kuraklık gibi artan çevresel baskılar altında genellikle özelci türlerin yok
olmasıyla boşalan habitatlara yerleşip farklı besinleri tüketme<span style="mso-spacerun: yes;"> </span>avantajını kullanırlar. Bu durumda özelci
türler genelcilere göre daha fazla yok olma tehditi ile karşı karşıya iken daha
fazla türleşme oranlarına sahiptirler. İzole alanlarda yaşadıkları için
genelcilere göre çevresel faktörlerin baskısına karşı daha hassas ve evrimsel
değişim hızları daha yüksektir. Genelciler bir strateji olarak farklı
habitatları takip eder ve daha geniş alanlara yayılır. DSH hipotezi ise türlerin
ekolojik uyumlarında çevresel faktörlerin beklenmedikliğine atıf yapar. FÇF ile
arasındaki önemli fark daha değişken ve beklenmedik bir biçimde gerçekleşen çevresel
faktörlerin baskısı altında türlerin kendi evrimsel uyum kapasitelerine göre çeşitlenmesidir.
DSH uzun zaman ölçekli ve tedrici bir biçimde kuraklaşan ve değişkenlik aralığı
artan bir iklimsel değişimi benimser. DSH’ne göre iklimin beklenmedik
çeşitliliğine ve değişimine karşı memeliler kısa denilebilecek ölçeklerde
evrimsel cevaplar verirler. FÇF savına göre ise büyük faunal çevrimler kısa zaman
dilimlerinde görülür ve önemli çevresel değişimler ile senkronizedir. Bu
hipotezlerin önerdiği evrimsel değişimler Eldredge ve Gould’un (1972) panctuated<span style="mso-spacerun: yes;"> </span>equilibrium/kesintili denge modeli ile
açıklanabilir. Çünkü görece durağan dönemlerin ardından kısa zaman ölçeklerinde
türler görece büyük evrimsel tepkiler vermektedirler. Buna karşın, bazı yeni
çalışmalar iklimsel değişimlerin durağan olduğu periyotların da insan evriminde
önemli değişimlere neden olabileceğini önermiştir (Trauth ve diğ., 2015).<span style="mso-spacerun: yes;"> </span>Bu insan evriminde salt çevresel faktörlerin
değil biyotik ilişkilerin de evrimin itici gücü olabileceğini, yani Red Queen
hipotezinin işlevsellik kazanabileceğini gösterir. Bu durumda iklim
değişimlerinin durağan ve kararlı olduğu periyotlarda av-avcı ilişkileri ve
seksüel etkileşimler, kaderleri biyotik olarak biribirine bağlı olan türlerin
kendi uyum kapasitelerini evrimsel olarak sürekli geliştirebilmeleri birlikte hayatta
kalabilmelerini sağlar. Buna örnek olarak Turkana havzasının Koobi Fora lokalitelerinde,
KBS tabakasında yani 1.8-1.9 milyon yıllar arasında kalan dönemde birden fazla
insan atası birlikte bulunur, bunlar; <i style="mso-bidi-font-style: normal;">Paranthropus
boiesi, Homo habilis, Homo erectus</i> ve <i style="mso-bidi-font-style: normal;">Homo
rudolfensis</i>. Bu dönem Turkana gölünün su seviyesinin yüksek ve besin
kaynaklarının bol olduğu kısa zaman ölçeğinde olsa da iklim değişimi bakımından
durağan bir periyot olarak yorumlanabilir. 4 farklı insanımsının bir arada bulunması
bu türler arasında rekabeti ve ayrıca özellikle diğer etçil türler ile de süren
bir biyotik etkleşimi düşüdnürebilir. Farklı fosil insan türlerinin arttığı bu
dönem özellikle büyük etçil türlerin ekosistemde azalması ile senkronize
gerçekleşmiştir. Bununla birlikte taksonomik olarak özellikle <i style="mso-bidi-font-style: normal;">H. habilis, H. rudolfensis </i>ve <i style="mso-bidi-font-style: normal;">Australopithecus</i> arasındaki problemler
bu durumu biraz çelişkili kılmaktadır. Zira son buluntular ile 2 ile 1.7 milyon
yıllar arasında özellikle <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinin erken üyeleri arasında türleşme değil tür içi yüksek morfolojik
çeşitlilik olduğu yönündeki görüşler kuvvet kazanmıştır. Gürcistan’da 1.8 myö
tarihlendirilen Dmanisi lokalitesinden ele geçen buluntular bu morfolojik
çeşitliliği kanıtlar niteliktedir. <span style="mso-spacerun: yes;"> </span>Diğer
bir hipotez ise çevresel faktörlerden ziyade seksüel seçilimi desteklemektedir.
Beyin büyüklüğünün artması ile birlikte bu karakterin seksüel seçilimde
avantajlı bir durum oluşturduğu ve simpatrik türleşmeye yol açabileceği öne
sürüldü (Dunbar, 1998; Isler ve Schaik, 2014). Sosyal Beyin Hipotezi (SBH) ile
çerçevelenen bu görüşe göre artan bilişsel yetenek grup içerisinde sosyal
organizasyonun ve kaynakların kullanımını etkileyebilir ve yapısallaştırabilir.
Sosyal organizasyonun daha kompleksleşmesi aynı zamanda sosyal bağların ve
hayatta kalma mücadelesinde sosyal dayanışmanın artmasını sağlayabilir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Doğu Afrika’nın son paleoiklim verilerini dikkate alarak
değerlendirdiğimizde çevresel faktörler ve insan evrimi arasındaki ilişkiyi
yansıtan bir bütünsel çerçeve olarak FÇF, savana hipotezi ve DSH’nin bir kombinasyonu
“Atımlı İklim Değişkenliği (pulsed climate variability)”<span style="mso-spacerun: yes;"> </span>hipotezi önerilmiştir (Maslin ve diğ., 2015).
Buna göre farklı türler ya da bir türde ortaya çıkan farklı karakterler yukarıda
belirtilen farklı hipotezlerin ileri sürdüğü farklı evrim mekanizmaları ile
gerçekleşebilir. <i style="mso-bidi-font-style: normal;">Homo erectus</i>’un
sahip olduğu tür içi morfolojik çeşitliliğin tek bir hipotez değil farklı
hipotezleri kapsayan bir çerçeve/şemsiye hipotez ile açıklanabileceği
öneriliyor.<span style="mso-spacerun: yes;"> </span>Yani <i style="mso-bidi-font-style: normal;">Homo erectus</i>’ta görülen kalça kemiği farklılığı, büyük beyin, vücut
boyutu, omuz morfolojisi, uzun mesafe koşabilme yeteneği, ekolojik esneklik,
sosyal davranışlarda yetkinlik gibi farklı karakterlerin farklı mekanizmaları
tarafından kontrol edildiğini belirtilmiştir. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Sonuç olarak, tekrar başa dönüp özetlemek gerekirse, son
10 milyon yıl boyunca Geç Miyosen dönemde başlayan ve daha açık alanların
ortaya çıktığı kuşkusuz , ancak bu durum Afrika’da lokal heterojenite
göstermesi farklı senaryoların oluşmasına neden oluyor. Doğu Afrika Rift Vadisi
tektonizması ve volkanik hakretler<span style="mso-spacerun: yes;">
</span>topografik olarak bir çok değişimin fiziksel koşullarını biçimlendiren
sürücü güçler olarak aynı zamanda habitat koşullarını da kontrol eder. Doğu
Afrika’da göl ve nehir sistemlerideki değişimler memeli toplulukları ve insan
evrimini direk etkilemiştir. C<sub>4</sub> otlarının çoğalması sadece
kuraklığın ve artan sıcaklığın değil atmosferik CO<sub>2</sub> miktarındaki
düşüş, otçul memeli türlerin taksonomik kompozisyonundaki değişim, kurak-sulak
dönemlerin periyodik ritmi gibi farklı değişkenlerin kombinasyonu ile
ilişkilendirilebilir. Kurak-sulak fazların değişkenliği insan evriminde önemli
bir seçilim baskısı oluşturduğu ve gerek morfolojik gerekse de davranışsal yeni
adaptasyonlar üretmeyi dayatmış olmalı. Özellikle 2-1.7 milyon yıllar arasında
artan kurak-sulak periyotların ve iklimsel değişkenliğin daha büyük beyin, uzun
mesafeler dik yürüyerek hareket edebilme, daha sofistike alet üretebilme,
sosyal organizasyonda daha kompleks ilişkiler ve nihayetinde kıtalar arası göçü
gerçekleştirebilecek bir evrimsel düzeye, yani <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin evrimine neden olduğunu ileri sürebiliriz. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Kaynakça</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Barboni D. Vegetation of Northern Tanzania during the Plio-Pleistocene: a
synthesis of the<span style="mso-spacerun: yes;"> </span>paleobotanical
evidences from Laetoli, Olduvai, and Peninj hominin sites. Quat. Int. 322
23:264 76 (2014). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Barnosky, AD. Distinguishing the effects of the Red Queen and Court Jester
on Miocene mammal evolution in the northern Rocky Mountains. J. Vertebr.
Paleontol. 21:172–85 (2001)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Barnosky, AD., </span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">ve
diğ. </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Mammalian response to global warming
on varied temporal scales. Journal of Mammalogy 84: 354–368, (2003).</span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="background: white; color: #333333; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Balter, M. When Darwin met a Neanderthal. Science
magazine. (2009). </span><a href="http://blogs.sciencemag.org/origins/2009/09/when-darwin-met-a-neandertal.html"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">http://blogs.sciencemag.org/origins/2009/09/when-darwin-met-a-neandertal.html</span></a><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Bennet, KD. Ecology and Evolution, The Pace of Life.
Cambridge University Press, Cambridge, England, 241 sayfa. (1997).</span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Benton, MJ. The Red
Queen and the Court Jester: Species diversity and the role of biotic and
abiotic factors through time. Science, 323:728–32, (2009).</span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Bonnefille, R. Cenozoic vegetation, climate changes and hominid evolution in
tropical Africa. Glob. Planet. Change 72:390–411 (2010). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Cerling, TE. ve diğ. Global vegetation change through the Miocene/Pliocene
boundary. Nature 389:153–58 (1997).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Cerling, TE, ve diğ. Woody cover and hominin environments in the past 6
million years. Nature 476:51-56 (2011).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Darwin, C. On the Origin of Species by Means of Natural Selection, or the
Preservation of Favoured Races in the Struggle for Life. London: John Murray
(1859).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Darwin, C. The descent of man, and selection in relation to sex. London:
John Murray (1871)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">deMenocal, PB. Plio</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">-Pleistocene African Climate. Science
270: 53-59 (</span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">1995)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">deMenocal, PB.<span style="mso-spacerun: yes;"> </span>African climate
change and faunal evolution during the Pliocene-Pleistocene. Earth. Plnaet.
Sci. Lett. 220:3-4 (2004).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Dunbar, RIM. The social brain hypothesis. Evol. Anthropol. 6, 178–190,
(1998). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Dupont, LM. ve diğ. Miocene to Pliocene changes in South African hydrology
and vegetation in relation to the expansion of C4 plants. Earth Planet. Sci.
Lett. 375:408–417 (2013).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Eronen, JT., ve diğ. Distribution history and climatic controls of the Late
Miocene Pikermian chronofauna. Proc. Natl. Acad. Sci. USA 106:11867–71 (2009).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span class="reference-text"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Eldredge,
N ve Gould, S. J. </span></span><a href="http://www.blackwellpublishing.com/ridley/classictexts/eldredge.asp"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%; text-decoration: none;">"Punctuated
equilibria: an alternative to phyletic gradualism"</span></a><span class="reference-text"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> Bakiniz T.J.M. Schopf, <i>Models in Paleobiology</i>.
San Francisco: Freeman Cooper. Sayfa: 82-115 (1972).</span></span><span class="reference-text"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Edwards, EJ. ve diğ. The origins of C4 grasslands: integrating evolutionary
and ecosystem science. Science 328:587-91 (2010).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Feakins, SJ. ve diğ. Northeast African vegetation change over 12 m.y.
Geology 41:295-98 (2013).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Feakins, SJ. Pollen-corrected leaf wax D/H reconstructions of northeast
African hydrological changes during the late Miocene. Palaeogeogr.
Palaeoclimatol. Palaeoecol. 374:62-71 (2013).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Feibel, CS. A geological histroy of the Turkana Basin. Evolutionary
Anthropology 20:206-216 (2011). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Fortelius, M., ve diğ. Fossil mammals resolve regional patterns of Eurasian
climate change over 20 million years. Evol. Ecol. Res. 4:1005-16 (2002).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Fortelius, M.,ve diğ. An ecometric analysis of the fossil mammal record of
the Turkana Basin. Proc. R. Soc. B. Baskida (2016).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Gould, SJ. The paradox of the 1st tier: an agenda for
paleobiology. Paleobiology 11:2-12 (1985).</span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Haile-Selassie, Y., Suwa, G., White, TD. Late Miocene teeth from Middle
Awash, Ethiopia, and early hominid dental evolution. Science 303, 1503-1505<span style="mso-spacerun: yes;"> </span>(2004). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Hoetzel S., ve diğ. The role of fire in Miocene to Pliocene C4 grassland and
ecosystem evolution. Nat. Geosci. 6:1027-30 (2013).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Isler, K., ve van Schaik, CP. How humans evolved large brains: comparative
evidence. Evol. Anthropol. 23, 65-75 (2014). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Jacobs, BF. ve diğ. A review of the Cenozoic vegetation history of Africa.
Bakiniz, Werdelin, L. ve Sanders, W. Cenozoic Mammals of Africa. University of
California Press. Sayfa: 57-72 (2010). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Kaya, F., </span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">ve diğ</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">. Magnetostratigraphy and
paleoecology of the hominid-bearing locality Corakyerler , Tuglu Formation
(Cankiri Basin, Central Anatolia). <i style="mso-bidi-font-style: normal;">J Vert
Paleontol </i></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">36:2,
e1071710, </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">(2016)<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">doi:10.1080/02724634.2015.1071710</span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Kingston, JD.,<span style="mso-spacerun: yes;"> </span>ve diğ.
Astronomically forced climate change in the Kenyan Rift Valley 2.7-2.55 Ma:
implications for the evolution of early hominin ecosystems. J. Hum. Evol.
53:478-503 (2007).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Langergraber, KE. ve diğ. Generation times in wild chimpanzees and gorillas
suggest earlier divergence times in great ape and human evolution. PNAS
109:15716-21 (2012).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Lebatard, AE. ve diğ. Cosmogenic nuclide dating of <i style="mso-bidi-font-style: normal;">Sahelanthropus tchadensis</i> and <i style="mso-bidi-font-style: normal;">Australopithecus
bahrelghazali</i>: Mio-Pliocene hominids from Chad. PNAS 105:3226-31 (2008).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Levin, NE. Environment and Climate of early human evolution. Annu. Rev.
Earth Planet. Sci. 43:405-429 (2015). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">MacLatchy, L. ve diğ. Hominini. Bakınız </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Werdelin ve Sanders,
Cenozoic Mammals of Africa. University of Claifornia Press. S</span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">ayfa 471-540, (2010). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Maslin,MA. ve diğ. East African climate pulses and early human evolution.
Quat. Sci. Rev. 73:1-13 (2014).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Maslin, MA. ve diğ. A sytnhesis of the theories and concepts of early human
evolution. Phil. Trans. R. Soc. B. 370: 20140064 (2015)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Mirzaie Ataabadi, M, ve diğ. 2013. Continental scale patterns in Neogene
mammal community evolution and biogeography: a Europe-Asia perspective. Bakiniz
Wang ve diğ. Fossil Mammals of Asia. University of Columbia Press. Sayfa: 629-55,<span style="mso-spacerun: yes;"> </span>(2013). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Polly, PD., ve diğ. History matters: ecometrics and integrative climate
change biology. Proc. R. Soc. B 278:1131-40 (2011). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Potts, R., Environmental hypothesis of hominin evolution. Yearb. Phys.
Anthropol. 41, 93e136. (1998).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Quental, TB, ve Marshall, CR. How the Red Queen drives terrestrial mammals
to extinction. Science 341:290-92 (2013).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Ravelo, AC., ve diğ. Regional climate shifts caused by gradual global
cooling in the Pliocene epoch. Nature 429:263-67 (2004). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Senut, B. ve diğ. First hominid from the Miocene (Lukeino Formation,
Kenya). Earth Planet. Sci. Lett. 332, 137-144. (2001). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Sepulchre, P.<span style="mso-spacerun: yes;"> </span>ve diğ. Tectonic
uplift and eastern Africa aridification. Science 311:1419-23 (2006).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Simpson, SW. ve diğ. Late Miocene hominin teeth from the Gona
Paleoanthropological Research Project Area, Afar, Ethiopia. J. Hum. Evol.
81:68-82 (2015)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Stenseth, N.C. ve Maynard Smith, J. Coevolution in ecosystems:
Red Queen evolution or stasis? Evolution 38:870-880 (1984).</span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Strömberg, CAE. Evolution of grasses and grassland ecosystems. Annu. Rev.
Earth. Planet. Sci. Om 39:517-44 (2011).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Trauth, MH. ve diğ. Late Cenozoic moisture history of East Africa. Science
309:2051-2053 (2005).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Trauth, MH. ve diğ. High and low-latitude forcing of Plio-Pleistocene East
African climate and human evolution. J. Hum. Evol. 53: 475-486 (2007)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Trauth MH. ve diğ. Episodes of environmental stability vs. instability in
Late Cenozoic lake records of Eastern Africa. J. Hum. Evol. 87:21-31, (2015)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Uno, KT. ve diğ. Late Miocene to Pliocene carbon isotope record of
differential diet change among East African herbivores. PNAS 108:6509-14
(2011).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Van Valen, L. A new evolutionary law. Evol. Theory 1:1-30 (1973).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Vrba, ES., Environment and evolution: alternative causes of the temporal
distribution of evolutionary events. S. Afr. J. Sci. 81: 229-236 (1985).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Vrba, E. </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Mammals as
a key to evolutionary theory. Journal of Mammalogy 73:1-28 (1992).</span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Vrba, E. On the connections between paleoclimate and
evolution. Bakiniz, E. S. Vrba, G. H. Denton, T. C. Partridge, and L. H.
Burckle, Paleoclimate and Evolution, with Emphasis on Human Origins. Yale
University Press, New Haven. Sayfa: 24-45 (1995)</span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Wallace, Alfred Russel,
"The Origin of Human Races and the Antiquity of Man Deduced From the
Theory of “Natural Selection” (1864)" (2010). <i>Alfred Russel Wallace
Classic Writings.</i> Paper 6. </span><a href="http://digitalcommons.wku.edu/dlps_fac_arw/6"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">http://digitalcommons.wku.edu/dlps_fac_arw/6</span></a><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">White, TD. ve diğ. Macrovertebrate paleontology and the Pliocene habitat of
<i style="mso-bidi-font-style: normal;">Ardipithecus ramidus</i>. Science 326:67,
87-93 (2009).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Wood, B. Palaeoanthropology: hominid revelations from Chad. Nature 418, 133-135,
( 2002).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Zhang, Z. ve diğ.<span style="mso-spacerun: yes;"> </span>Aridification of
the Sahara desert caused by Tethys Sea shrinkage during the Late Miocene.
Nature 513:401-4 (2014).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--></span></div>
</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-53208236881646727162016-07-13T09:06:00.002+03:002016-07-13T09:13:56.393+03:00İnsan Evriminde Çevresel Faktörlerin Etkisi<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> <i>Merhabalar! Aşağıda sizlerle paylaşmış olduğum yazı<a href="https://www.sanatkitabevi.com.tr/tr/?sku=42517"> Kebikeç Dergisi</a>'nin 41. sayısında yayınlanmış olan </i></span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><i><span class="text_exposed_show">"Çevresel ve Paleoiklimsel Faktörlerin Etkisinde Doğu Afrika'da İnsanın Evrimi" başlıklı makalenin kısaltılmış versiyonu olmakla birlikte </span><a href="http://bilimvegelecek.com.tr/insanin-evriminde-cevresel-faktorlerin-etkisi/">Bilim ve Gelecek Dergisinin</a> 148. sayısında "İnsanın Evriminde Çevresel Faktörlerin Etkisi" başlığı ile yayınlanmıştır. Daha fazla okura ulaşması düşüncesi ile blogta paylaşmaya karar verdim. Bu makalenin daha detaylı ve kapsamlı versiyonuna <a href="https://www.sanatkitabevi.com.tr/tr/?sku=42517">burdan</a> ulaşabilirsiniz. İyi okumalar!</i></span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Darwin, Türlerin Kökeni eserinde insanın –doğanın bir
parçası olarak– diğer canlılarla ortak bir kökenden evrimleştiğini belirtse de
özel olarak insan evriminden bahsetmez. Darwin’in yaşadığı dönemde keşfedilen
insan atası fosilleri sadece Neandertaller ile sınırlıydı. 1840’lı yılların
sonlarında Almanya’da Neander vadisinde ve Gibraltar’da <i style="mso-bidi-font-style: normal;">Homo neanderthalensis</i> türüne ait iki kafatası keşfedildi. Darwin’in
Türlerin Kökeni’nde bu fosillerden bahsetmeyişi ya fosilleri görmediği ya da çok
bilinen açıklama ile spekülasyondan uzak durmayı tercih ettiği şeklinde
açıklandı. Ancak Michael Balter (2009)<span style="mso-spacerun: yes;"> </span>yayınladığı
bir raporunda, 1864 yılında Gibraltar’a neandertal kafatasını görmek için Darwin’in
gitmek istediğini fakat rahatsızlandığı için gidemediğini, buna karşın Charles
Lyell ve Hugh Falconer’in bu kafatasını Darwin’e görmesi için getirdiklerini
belirtir. Darwin 1871 yılında yayımlanan İnsanın Türeyişi çalışmasında bu
kafatasından insanın ilkin bir formu olabileceği şeklinde çok kısa bahseder. Darwin’in
neandertal kafatasını gördüğü ileri sürülen 1864 yılında başka bir ilginç olay daha
gerçekleşir; Alfred Wallace Darwin’e Anthropological Review dergisinde
yayımlanan insanın kökeni ile ilgili çalışmasını okuması için gönderir. Darwin
bu çalışmada bazı noktaları kabul etmese de çalışmayı bir bütün olarak dahice
bulur. Wallace’ın neandertal kafatası hakkındaki yorumu ise dikkat çekicidir: “<i style="mso-bidi-font-style: normal;">Neandertal kafatası yaşayan insanların aşağı
bir ırkı olabilir, tıpkı modern zamanın en aşağı formu olan Avustralya aborjinleri
gibi</i>” (Wallace, 1864). Bu yorumdaki önemli nokta sadece insanın
biyoçeşitliğine karşı dönemin indirgeyici söylemini yansıtması değil,
neandertal kafatasının daha önce yorumlandığı şekilde modern insanın patolojik
bir örneği olarak değerlendirilmemiş, farklı ve ilkin morfolojiye sahip bir
akrabası olarak tanımlamış, yani evrimsel/filojenetik bir açıklama ileri sürülmüş
olmasıdır. Bu durumu her zaman Darwin’in gölgesinde kalan Wallace’in hanesine
bir başka artı olarak ekleyebiliriz. Darwin İnsanın Türeyişi eserinde Afrikalı
kuyruksuz büyük maymunlar (şempanze ve goril) ile insanın ortak bir atayı
paylaştığını ve insanın dik yürüme yeteneğinin çevresel şartlarla olan
bağlantısını vurgulasa da daha çok modern insanın sosyal davranışlarının kökeni
ve seksüel seçilimin önemi gibi konular üzerinde durur.<span style="mso-spacerun: yes;"> </span>Darwin’in 145 yıl önce yazdığı bu eseri bugün
yazsaydı elbette daha farklı olurdu. O günden günümüze sayısı oldukça artmış
fosil buluntular, farklı disiplinlerin geliştirdiği verilerin çeşitliliği,
neredeyse her hafta yayımlanan yüzlerce bilimsel makale, kitaplar ve organize
edilen bilimsel toplantıların katkısı ile bilimsel bilginin bu denli ilerlemiş
olmasından mutlaka etkilenirdi. Bu kadar hızlı ve çeşitli bilimsel üretime ve
gelişime rağmen Darwin’i peşinden sürükleyen büyük sorular ile güncel olarak
bizlerin aydınlatmaya çalıştığı soruların aşağı yukarı halen benzer olması da
şaşırtıcı olabilir.<span style="mso-spacerun: yes;"> </span>Elbette bugün
sorulara karşı çözüm metodolojilerindeki yüksek çözünürlük kesinlikle Darwin’in
hayal bile edemeyeceği düzeyde. Darwin’in öngördüğü insan, şempanze ve gorilin
ortak atasının hangi zaman aralığında yaşamış olabileceğini ve ne tür bir
morfolojiye sahip olduğunu tahmin ediyor olsak da bu türe ait olduğuna emin
olduğumuz herhangi bir fosil henüz bulamadık. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Bilinen en eski insanımsı (=hominin) fosili yaklaşık
olarak 7-6 milyon yıl öncesine tarihlendirilmektedir (Lebatard ve diğ., 2008;
Simpson ve diğ., 2015). Genetik çalışmalar insan ve şempanze ayrımını yine
fosil kayıtların önerdiği tarihe uyumlu bir zaman aralığında önermektedir; 8-5
milyon yıllar arası (Langergraber ve diğ., 2012). Son 30 yıldır yeni 11 tür ve 4
cins soy ağacımıza eklendi ve neredeyse her geçen yıl yeni bir tür ismi
öneriliyor. Yeni tür isimlendirilmesinin birey düzeyinde az sayıda fosil
buluntu tanımlanarak yapılması birçok taksonomik problemi de beraberinde
getiriyor. Bununla birlikte Dmanisi (Gürcistan), Atapuerca (İspanya) ve Hadar
(Etiyopya) gibi bazı lokalitelerde fosil buluntuların çoğalması özellikle
popülasyon düzeyinde tür içi morfolojik varyasyon aralığının daha iyi
analaşılabilmesini sağlamıştır. Aynı zamanda jeolojik tarihlendirme
metotlarının ve teknolojilerinin gelişmesi de kronolojik olarak lokalitelerin
zaman skalasında yerleşimini ve bu lokalitelerde bulunan fosillerin
fenotiplerinin zamana göre dağılımının kurgulanabilmesinin de yolunu açmıştır. Şekil
1’de insan evriminde rol almış önemli türlerin yer aldığı soy ağacını ve yine önemli
çevresel ve evrimsel değişimleri, ayrıca Şekil 2’de ise Doğu Afrika’da önemli
fosil türlerin buluntu alanlarının coğrafik pozisyonlarını görebilirsiniz. </span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-4i6Clpl10E4/V4XZldyp58I/AAAAAAAAB7s/OAOwszqJ-48mGegutRzLYdLETBIURdB-gCLcB/s1600/Sekil%2B1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="432" src="https://4.bp.blogspot.com/-4i6Clpl10E4/V4XZldyp58I/AAAAAAAAB7s/OAOwszqJ-48mGegutRzLYdLETBIURdB-gCLcB/s640/Sekil%2B1.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Şekli 1. <span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">İnsan evriminde rol almış önemli türlerin yer aldığı soy ağacını ve yine önemli
çevresel ve evrimsel değişimler.</span></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Fosil kayıtlar insan evriminde 5 farklı aşamanın
varlığını gösteriyor (Şekil 1). Bunlar, (1) 4 ile 7 milyon yıllar arasında
yaşamış ve erken insanımsılar olarak tanımlanan <i style="mso-bidi-font-style: normal;">Sahelanthropus</i>, <i style="mso-bidi-font-style: normal;">Orrorin </i>ve
<i style="mso-bidi-font-style: normal;">Ardipithecus</i><span style="mso-spacerun: yes;"> </span>cinslerinin üyeleridir, (2) 4 milyon ile
yaklaşık 1 milyon yılları arasında yaşayan <i style="mso-bidi-font-style: normal;">Australopithecus</i>
cinsinin üyeleri, (3) 2.5 ile yaklaşık 1 milyon yıl arasında yaşamış olaniri
yapılı olan <i style="mso-bidi-font-style: normal;">Paranthropus</i> türlerinin ortaya
çıkışı, (4) <i style="mso-bidi-font-style: normal;">Australopithecus </i>ve <i style="mso-bidi-font-style: normal;">Homo</i> arasındaki morfolojik özelliklere
sahip olan ancak taksonomik olarak <i style="mso-bidi-font-style: normal;">Homo</i>
cinsi altında sınıflandırılan <span style="mso-spacerun: yes;"> </span>türler, ve
son olarak (5) <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin ortaya
çıkışı, takibinde yaklaşık 800 bin yıl önce (burdan itibaren byö kısaltmasını
kullanacağım) <i style="mso-bidi-font-style: normal;">Homo antecessor </i><span style="mso-spacerun: yes;"> </span>600byö <i style="mso-bidi-font-style: normal;">Homo</i>
<i style="mso-bidi-font-style: normal;">heidelbergensis</i> türü ile 200 byö
anatomik olarak modern insanın yani <i style="mso-bidi-font-style: normal;">Homo
sapiens</i>’in ortaya çıkışı şeklinde sıralanabilir (Şekil 1C). <i style="mso-bidi-font-style: normal;">Sahelanthropus</i> dışında bu dört grubun
öncül üyelerinin hepsi günümüz Doğu Afrika’sında keşfedilmiştir (Şekil 2). </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Sahelanthropus
tchadensis </span></i><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Çad bölgesinde Djurab çölünde bulunan ve
yaklaşık 7 milyon yıl öncesine (burdan itibaren myö kısaltmasını kullanacağım)
tarihlendirilen, bilinen ilk bipedal insan atası (Wood, 2002). Bu türe ait sadece
kafatası buluntuları mevcut, kafatası hacmi yaklaşık şempanzeninki ile eş değer
ve şempanze ile insanımsı arası mozayik özellikler gösteriyor. Kafatası altında
foramen magnum deliğinin pozisyonu dik yürüyebildiğini önerse de buluntuların
sadece kafatası ile sınırlı olması bu türün hareket biçiminin anlaşılmasını
güçleştiriyor. <i style="mso-bidi-font-style: normal;">Orrorin tugenensis</i>
(Tugen Tepeleri, Batı Kenya) yaklaşık 6 myö’sine tarihlendirilen diğer bir
erken insanımsı (Senut ve diğ., 2001). Bu türe ait fosil kalıntıların çok
parçalı oluşu özellikle taksonomik pozisyonu ve davranışları hakkında
tartışmalı bir durum yaratmaktadır. Diğer bir erken insanımsı ise <i style="mso-bidi-font-style: normal;">Ardipithecus </i>cinsinin en erken üyesi
olan <i style="mso-bidi-font-style: normal;">Ardipithecus kadabba</i>
(HaileSelassie ve diğ., 2004). Bu türe ait buluntular da çok parçalı, sadece
birkaç diş parçası ve iskelet kalıntılarından oluşuyor. Fosilin jeolojik yaşı
yaklaşık 5.5 myö’sine tarihlendirildi. Yine bu cinsin en iyi bilinen türü olan <i style="mso-bidi-font-style: normal;">Ardipithecus ramidus</i> daha erken bir
döneme (4.4 myö) tarihlendirildi ve çok sayıda fosil kalıntısına ulaşıldı. <i style="mso-bidi-font-style: normal;">Ardipithecus</i> şempanze ile benzer bir
beyin hacmine sahip ve dişlerinden yapılan analizler onun hepçil bir diyeti
benimsediğini gösteriyor. Bu fosil tür dik yürüyebilmesine rağmen bu konuda çok
başarılı değildi, zamanının uzun bir kısmını muhtemelen ağaçta geçiriyordu
(White ve diğ., 2009). <i style="mso-bidi-font-style: normal;">Ar. ramidus</i>’a
eşlik eden fauna nemli ve ağaçlık-orman bitki örtüsünün olduğu bir habitatı
işaret etmektedir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<br /></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-j4dtcwtKyKw/V4XZ0D5mVnI/AAAAAAAAB7w/gXOopFnX07Mz8vsvPZnkwoM9x0oHmBoEwCLcB/s1600/Sekil%2B2.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://3.bp.blogspot.com/-j4dtcwtKyKw/V4XZ0D5mVnI/AAAAAAAAB7w/gXOopFnX07Mz8vsvPZnkwoM9x0oHmBoEwCLcB/s640/Sekil%2B2.jpg" width="355" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Şekil 2. Doğu Afrika'da fosil türlerin bulunduğu lokaliteler.</td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Australopithecus</span></i><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> cinsine ait ilk üye yaklaşık olarak 4 myö ortaya çıkan
ve Kanapoi lokalitesinde keşfedilmiş (Kenya) <i style="mso-bidi-font-style: normal;">Australopithecus anamensis</i> türüdür. Bu cinsi karkaterize eden
özellik dik yürümede daha yetkin olmasına rağmen ilkin kafatası özelliklerine
sahip olmasıdır. En iyi bilinen türü Lucy kod adı ile bildiğimiz Hadar
(Etiyopya) lokalitesinden bulunan <i style="mso-bidi-font-style: normal;">Australopithecus
afarensis</i>’tir. Bu türe ait neredeyse tam bir iskelet bulunmuştur. İlk
olarak 3.9<span style="mso-spacerun: yes;"> </span>myö ortaya çıkmış olan bu
türün neredeyse bir milyon yıl kadar soyu devam etmiştir. <i style="mso-bidi-font-style: normal;">Australopithecus</i> cinsi Güney Afrika’da ilk olarak <i style="mso-bidi-font-style: normal;">Australopithecus africanus</i> türü ile
temsil edilir ve <i style="mso-bidi-font-style: normal;">Au. afarensis</i>’e göre
daha türemiş özelliklere sahiptir. <i style="mso-bidi-font-style: normal;">Australopithecus
</i>cinsinin son üyeleri arasında Doğu Afrika’da <i style="mso-bidi-font-style: normal;">Australopithecus garhi</i> (2.5 myö) ve Güney Afrika’da <i style="mso-bidi-font-style: normal;">Australopithecus sediba</i> (2 myö) türleri
bilinir. Bu son iki tür daha sonra gelen <i style="mso-bidi-font-style: normal;">Homo</i>
cinsine evrimsel yakınlık bakımından en türemiş özelliklere sahip olanlardır. <i style="mso-bidi-font-style: normal;">Australopithecus</i>’lar ile aynı dönemde ve
habitatlarda yaşamış farklı bir cins ise <i style="mso-bidi-font-style: normal;">Paranthropus’</i>lardır.
Bu cinsin üyeleri robust morfolojiye sahiptir ve çoğunlukla otçul bir diyeti
benimsemişlerdir. Doğu Afrika’da <i style="mso-bidi-font-style: normal;">Paranthropus
aethiopicus </i>(2.5 myö) ve <i style="mso-bidi-font-style: normal;">Paranthropus
boiesi</i> (2.3-1.2 myö), Güney Afrika’da ise <i style="mso-bidi-font-style: normal;">Paranthropus robustus</i> (1.8-1.2 myö) türleri ile temsil edilir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Homo</span></i><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> cinsine ait türlerin ilk ortaya çıkışı bulunan taş
aletlerden dolayı yaklaşık 2.5 myö’sine atfedilse de önemli fosil kanıtlar
1.8-1.9 myö’sine tarihlendirilen çökellerde bulunmuştur. <i style="mso-bidi-font-style: normal;">Homo habilis</i> cinsin ilk üyesi olarak bilinir ve <i style="mso-bidi-font-style: normal;">Australopithecus</i> benzeri bir vücuda
ancak görece biraz daha büyük kafatası hacmine sahiptir. Bu türün <i style="mso-bidi-font-style: normal;">Australopithecus </i>ya da <i style="mso-bidi-font-style: normal;">Homo</i> cinsinden birine dahil edilmesi
konusunda halen kesin bir konsensus oluşmamıştır. Buna rağmen alet üretimini <i style="mso-bidi-font-style: normal;">Homo</i> cinsine atfeden tarihsel gelenek bu
türü taksonomik olarak halen <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinin sınırları içerisinde tutmaktadır. <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinde büyük morfolojik değişiklik <i style="mso-bidi-font-style: normal;">Homo
erectus</i> türü ile karşımıza çıkar. Bu türün vücut iskeleti,<span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">Homo
habilis</i>’ten ya da <i style="mso-bidi-font-style: normal;">Australopithecus</i>’tan
daha çok bize yani modern insana (<i style="mso-bidi-font-style: normal;">Homo
sapiens</i>) benzer. Fosil verilere dayalı demografik çalışmalar <i style="mso-bidi-font-style: normal;">Homo erectus</i> topluluklarında gelişmenin
yavaşladığı ve doğum aralıklarının azaldığını göstermektedir. 600 byö <i style="mso-bidi-font-style: normal;">Homo heidelbergensis</i>’in ortaya çıkışı ve
200 byö’sinde anatomik olarak modern vücut biçiminin kazanılması yani <i style="mso-bidi-font-style: normal;">Homo sapiens</i>’in evrimleşmesi ile
birlikte insanın evrim süreci biyolojik olarak bugün sahip olduğumuz mevcut
durumunu kazanmıştır diyebiliriz. İnsanın kültürel evrimi bu yazının direk
konusu olmadığı için gerekli ağırlık verilmedi, ancak özellikle <i style="mso-bidi-font-style: normal;">Homo erectus</i>’tan günümüze beyin hacminin
evrimi ve kafatası morfolojisindeki küçük değişiklikler dışında büyük bir
biyolojik evrimsel değişiklik görülmez iken kültürel alanda insanın devrimsel
değişimler yarattığı aşikardır. Ayrıca modern insanın evriminde önemli rol
oynayan buzul ve buzul çağları arası dönemler, özellikle Avrasya’da insanın
evrimi bu yazının sınırları dışında kaldığı için değinilmemiştir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">İnsan evriminde iki farklı cinsin türlerinin bir arada
bulunduğu ve çeşitliliğin en yüksek noktasına ulaştığı dönem 1.8 ve 1.9 milyon
yıllar arasıdır (Şekil 1). İri yapılı <i style="mso-bidi-font-style: normal;">Paranthropus</i>
türlerinin yanı sıra <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin
ilk üyeleri bu dönemde görülür. <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinde beyin büyüklüğünde önemli artış ve aynı zamanda <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin Afrika (Rift Vadisi) dışına göçü de bu dönemde
gerçekleşir. Beyin büyüklüğünün artması aynı zaman yaşam biçiminde ve ritminde
de değişiliklere neden olur. Büyüklüğü artmış olan beyin aynı zamanda vücudun
en çok enerji tüketen organı olarak da beslenme alışkanlığında değişimi zorlar
ve özellikle hayvansal proteinlerin daha çok diyete katıldığı bir dönemin
başlangıcını önerir. Kalça kemiklerinin morfolojisinde büyük beyinli bebeklerin
sağlıklı doğabilmelerini avantajlı kılan önemli değişimler görülür. Bütün bu evrimsel
değişimler aynı zamanda üretilen farklı alet teknolojileri sosyal organizasyon ve
davranışlarda da önemli değişimleri beraberinde getirir. Bu yetenekler yeni
habitatlara göçü ve uyum esnekliğini de geliştirir. Diğer taraftan iri yapılı <i style="mso-bidi-font-style: normal;">Paranthropus</i>’lar daha özel bir yaşam biçimine
uyum sağlamıştır. Kafatası, çene ve diş morfolojileri ve özellikle dişler
üzerinde yapılan mikro-aşınma analizleri <i style="mso-bidi-font-style: normal;">Paranthropus</i>’ların
sınrılı bir besin repertuarını içeren çok özel bir diyete uyum sağladıklarını
işaret etmektedir. İki farklı insan atası cinsi ve iki farklı evrimsel strateji
karşımıza çıkar. <i style="mso-bidi-font-style: normal;">Homo</i> cinsi daha
esnek ve genel yaşam stratejisine sahipken <i style="mso-bidi-font-style: normal;">Paranthropus
</i>daha özel bir strateji benimsemiştir. Yaklaşık 1.2 myö <i style="mso-bidi-font-style: normal;">Paranthropus</i>’ların soyları tükenirken <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin üyelerinde beyin büyüklüğü ve<span style="mso-spacerun: yes;"> </span>genel vücut anatomisi 800 byö <i style="mso-bidi-font-style: normal;">Homo antecessor</i>, yaklaşık 600 byö <i style="mso-bidi-font-style: normal;">Homo heidelbergensis </i><span style="mso-spacerun: yes;"> </span>ve 300 byö <i style="mso-bidi-font-style: normal;">Homo
neanderthalensis</i> ile modern insana gittikçe benzeyen bir eğilim ile devam
etmiş ve nihayetinde 200 byö anatomik olarak modern insanın ortaya çıkmasıyla
günümüz morfolojisini kazanmıştır.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Çevresel ve İklimsel Değişimler
Evrimi Kontrol Eder!</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Son 10 milyon yıl içerisinde Afrika’da gerçekleşen iklim
değişimleri ve çevresel şartlar insan evriminin anlışabilmesinde önemli
araçlardır. Özellikle Geç Miyosen (11-5.3 myö), Pliyosen (5.3-2.5 myö) ve
Pleyistosen (2.5-0.01 myö) dönemler boyunca Afrika’nın paleoiklimi tektonik ve
volkanik aktiviteler, küresel/atmosferik değişimler ve dünyanın yörüngesindeki
hareketlerinden kaynaklı meydana gelen bölgesel iklim değişimleri tarafından
kontrol edilmiştir. Özellikle Afrika’nın gerek atmosferik gerekse nehir ya da
göl sistemlerindeki su döngüsünü kontrol eden hidro-iklimi,<span style="mso-spacerun: yes;"> </span>bitki örtüsünü ve özellikle otlakların
evrimini, memeli faunlarındaki çevrimleri ve nihayetinde insan evrimini biçimlendiren
abiyotik faktörlerdir. Bu konudaki güncel anlayış, Afrika’nın paleoikliminde
Geç Miyosen dönemle başlayan genel serinleme eğiliminin ardışık olarak farklı
periyotlarda gerçekleşen kurak-sulak fazlar ile kesildiği şeklindedir. Bu
kurak-sulak evrelerin ise yörüngesel hareketlerin değişimine bağlı olan Walker
Sirkülasyonu’nun yoğunlaşması, Kuzey Yarımküre Buzullaşması’nın başlaması ve
Orta Pleyistosen Devrimi ile kontrol edildiği önerilmektedir (Şekil 1). Bunun
nedeni ise küresel serinleme eğiliminin Kuzey ve Güney Yarımküre’de üst
enlemlerde buzullaşmayı yoğunlaştırması ile yüksek basıncı artırması ve muson
yağış sistemini kontrol eden ITCZ (Intertropical Convergence Zone) rüzgarlarını
baskılamasıyla birlikte Doğu Afrika’nın iklimi, dünyanın kendi etrafında
dönüşlerindeki rotasyonundan dolayı meydana gelen yalpalama hareketlerinin
meydana getirdiği döngüsel değişimlerin atmosferdeki etkilerine hassas duruma
gelir ve böylece kurak-sulak fazlar görülür. Doğu Afrika’nın gerek bu
atmosferik ve tektonik değişimlerin ortak baskısı ile hassas ve çok değişken
bir paleoiklime sahip olduğu, bu durumun da birçok memeli türün ve insanın
evrimini önemli derecede etkilediği düşünülmektedir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Doğu
Afrika’da İnsanın evrimi ve Evrimsel Modeller</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Charles Darwin Türlerin Kökeni eserinde evrimin ana
sürücü etmeninin biyotik etkileşimler olduğunu vurgular; “<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Bu konu ile yeterince
ilgilendikten sonra yargılayabildiğim kadarıyla şunu belirtebilirim, yaşamın
koşulları iki farklı değişkene bağlıdır: organizmanın doğası ve koşulların
doğası. İlk değişken daha önemli</i></b> ” (Darwin, 1859). Bununla birlikte
1871 yılında yayımlanan İnsanın Türeyişi eserinde Darwin, çevresel faktörlere
evrimsel değişimin seçilim baskısı görevini atfederek önemini belirtir: “<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Hayatta
kalmak için çevresel şartların değişimine karşı uyumun gereği olarak
primatların bazı ata formlarının ağaç yaşamına bağlılığı zaman içerisinde
azaldı</i></b>” (Darwin, 1871). Darwin’in evrimsel değişimleri yaşayan türler
ve onların ekolojik davranışları, av/avcı ilişkisi gibi etkileşimleri
gözlemleyerek çalışmış olması –biraz da o dönemin bilimsel verilerinin
yetersizliği ile bağlantılı olarak– onun daha çok kısa ölçekli ve biyotik
ilişkilere dayanan evrim mekanizmalarına önem vermesiyle sonuçlanır. Böylece
çevresel güçlerin rolünü evrimin itici gücü olarak değil, en avantajlı/uyumlu
değişimleri avantajlı kılan ve seçen faktör biçiminde değerlendirmesine neden
olur. Biyotik etkileşimlerin önemine olan atıf sadece Darwin’in değil yaklaşık
olarak benzer dönemde evrim kuramı hakkında çalışan Lamarck, Wallace ve Cope
gibi araştırmacıların çalışmalarında da görülen bir durumdur. Evrimsel
değişimde biyotik ilişkilerin ve çevresel faktörlerin rol ağırlıkları daha çok
20. yy’nın ikinci yarısından itibaren tartışılmaya başlanır. Bu dönem biyolojik
alanda Modern Sentez’e geçiş ve yeni evrim mekanizmalarının paleontolojiye ve
paleoantropolojiye entegrasyonu ile farklı bir boyut kazanır. Fosil buluntuların
artması, birey ve popülasyon düzeyinde yeni evrim mekanizmaları ve türleşme
teorilerinin üretilmesi, biyologlar ve paleontologlar arasında kısa ve uzun süreli
zaman ölçeklerine bağlı olarak farklı evrim modellerini takip etmelerine neden
olur. Kısa süreli zaman ölçeklerinde ve mikro düzeyde çoğunlukla yaşayan
türlerin evrimini çalışanlar Darwin’in ileri sürdüğü tedrici/filetik evrim
modelini benimser iken, fosil kayıtlarda uzun süreli ve makro düzeyde evrimsel
değişimleri çalışanlar Gould ve Eldredge’in kesintili denge modelini
benimserler (Barnosky, 2001; Benton, 2009). Bu tamamen iki farklı alanın ve
verinin doğasına bağlı birbiri ile karşıt olmayan bir durumdur, tam aksine her
iki alanda da yine her iki evrimsel mekanizma ile açıklanan durumlara sıkça
rastlanır. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Evrimsel değişimde biyotik etkileşimlerin önemi ironik
olarak çağımızın Darwin’ine benzetebileceğimiz Leigh Van Valen’in (1973) Red
Queen hipotezi ile karşımıza çıkar. Biyoloji ve paleontoloji alanrının iki ayrı
devi olan Dobzhansky ve Simpson’ın öğrencisi olma şansını yakalamış olan Van
Valen, Darwin’in çoğunlukla biyotik ilişkiler temelli adaptasyon ve doğal
seçilim yorumlarına yoğunlaşır ve organizmalar sürekli değişen koşullara nasıl
daha iyi uyum sağlayabilir veya sağlamışlardır sorusunun irdeler. 1973 yılı
çalışmasında Darwin’in özellikle üzerinde durduğu av-avcı ilişkisi gibi
rekabete endeksli etkileşim içerisinde olan canlıların birlikte evrim
geçirdiklerini vurgular. Herhangi birinin değişen durumu diğerinin de yok
olmasına neden olabilir. Eğer bu canlılar yaşadıkları ortama tamamen uyum
sağladılar ise doğal seçilimin görevi<span style="mso-spacerun: yes;"> </span>ne
olabilir? Van Valen’e göre canlılar yaşadıkları ortama iyi adapte olmuşlardır
ve doğa koşulları sürekli değiştiği için beraberinde sürekli değişen seçilimin
baskısına paralel olarak devam eden yine sürekli bir uyum sürecindedirler. Bu
durumda organizmalar hiçbir zaman mükemmel bir biçimde yaşadıkları ortama
adapte olamazlar. Van Valen’in özellikle “Yokoluş Yasaları” olarak
savlaştırdığı kuramda çevresel faktörlerin önemini vurgulasa da, türlerin
birlikte evriminin salt rekabete dayalı olduğunun vurgulanması evrimsel
değişimde biyotik ilişkilerin rolünü keskinleştirir. Oysa Van Valen (1973)
birlikte evrimleşen türlerin öncelikle besin kaynakları, habitat ve iklim
değişimleri tarafından kontrol edildiğini belirterek çevresel faktörlerin
öneminin altını çizmiştir. Paleobiyoloji alanında güncel birçok çalışma Red
Queen<span style="mso-spacerun: yes;"> </span>hipotezinin yani biyotik
sistemlerin tür dağılımları, kronofaunaların coğrafik ve zaman ölçeklerine
bağlı tanımları, faunal benzerlikler gibi daha çok biyocoğrafya temelli farklı
örüntülerin<span style="mso-spacerun: yes;"> </span>artış ve azalış eğilimlerini
irdelemekte ve Red Queen hipotezinin paleontolojik olarak uzun süreli fosil
kayıtlara da uygulanabilirliğini göstermektedir (Quental ve Marshall, 2013;
Eronen ve diğ., 2009; Mirzaie Ataabadi ve diğ. 2013; Kaya ve diğ., 2016). </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .25in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Barnosky (2001) ve Barnosky ve diğ., (2003) coğrafik ve
zamana bağlı ölçeklerin, karasal memeli komünitelerin evrimlerinin temel
bellirleyicilerinin neler olduğunun anlaşılması bakımından önemli olduğunu<span style="mso-spacerun: yes;"> </span>vurgular. Buna göre eğer coğrafik ölçek küçük
ve zaman bir Milankovitch döngüsünden daha kısa ise biyotik etkileşimler (tür
içi rekabet ve av-avcı etkileşimi) –Red Queen hipotezi ile uyumlu olarak– komünitenin
evrimini kontrol eder.<span style="mso-spacerun: yes;"> </span>Coğrafik olarak
büyük ve zaman bakımından daha uzun ölçeklerde ise komünitenin evrimsel
değişimleri çevresel/iklimsel faktörler tarafından kontrol edilir. Son hipotez
Barnosky (2001) tarafından Red Queen hipotezine alternatif olarak
kuramsallaştırılan ve büyük ölçeklerde çevresel faktörlerin belirleyiciğini
savunan Court Jester hipotezidir. Court Jester hipotezi daha önce ileri
sürülmüş ve çevresel faktörlerin memeli komünitelerinin evriminde temel sürücü
etmen olduğunu savunan bütün hipotezleri kapsar. Benton (2009) Red Queen ve
Court Jester modellerinin farklı coğrafik ve zaman ölçeklerinde etkin olduğunu
öneriyor. Rekabet, av-avcı ve diğer biyotik faktörlerin kısa zaman ölçeklerinde
ve lokal ekosistemleri kontrol ederken iklim, denizel ve tektonik değişimlerin
bölgesel ve küresel coğrafik ölçeklerde, milyon yılları içeren zaman
aralıklarında gerçekleştiğini belirtir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Fosil kayıtların önerdiğine göre insan evrimi zaman
ölçeği olarak yaklaşık 7 milyon yıllık bir süreci kapsar. Bununla birlikte
coğrafik olarak insan evriminde rol almış fosil türler son 1.8 milyon yıl
öncesine kadar Afrika’da ve özellikle de Doğu ve Güney Afrika’da yaşamışlardır.
Bu durum coğrafik olarak bölgesel ve lokal düzeyde kısıtlı bir alanı gösterir.
Görece uzun bir zaman aralığı fakat coğrafik olarak Afrika ile kısıtlı alan insan
evrminde her iki model (Red Queen ve Court Jester) ile açıklanabilecek
örüntülerin<span style="mso-spacerun: yes;"> </span>olabileceğini düşündürür.
Ayrıca alet üretimi ile birlikte insanın çevresel koşullara karşı kendi
insyatifinde farklı çözümler üretmeye başlamış olduğunu da bir biyotik faktör
olarak hesaba katmamız gerekmektedir. Özellikle <i style="mso-bidi-font-style: normal;">Homo erectus</i>’un ortaya çıkışı ve sahip olduğu bilişsel, sosyal ve
anatomik avantajlar ile Afrika’dan Avrasya’ya olan göçü insan evriminde farklı
bir dönemin başlangıcı olarak yorumlanmalıdır. <i style="mso-bidi-font-style: normal;">Homo erectus</i> ve ardılları ürettiği materyal kültür ve sosyal
organizasyon ile kısmen çevresel faktörler ile başetmenin yolunu bulmuş ve
biyotik ilişkilerde başrole geçen bir aktör olarak özellikle trofik (besin
zinciri) kategoride en tepeye oturmuştur. Bu nedenle insan evriminde çevresel
faktörlerin mi yoksa biyotik etkileşimlerin mi daha önemli rol oynadığının
tartışılması açısından<span style="mso-spacerun: yes;"> </span>7 ile 1.8 milyon
yıllar arasında kalan dönemin dikkate alınması daha anlamlı olacaktır diye
düşünüyorum. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">İnsan evriminde meydana gelen önemli morfolojik değişimler
ve iklim değişimleri arasındaki senkronizasyon henüz kesin sağlanamasa da
çevresel faktörlerin insan evriminin –ilk <i style="mso-bidi-font-style: normal;">Homo</i>
türünün ortaya çıkışı bağlamında– sürücü gücü olduğu konusunda geniş bir
konsensüs oluşmuş gibi görünmektedir (Kingston ve diğ., 2007). Yale
Üniveristesi’nden<span style="mso-spacerun: yes;"> </span>paleontolog Elizabeth
Vrba’nın ünlü fakat güncel kanıtlar ile hayli eleştirilmiş olan hipotezi “Faunal
Çevrim Frekansı (Turnover-pulse Hypothesis)” (FÇF) ile Afrika’da özellikle 2.5
myö Bovidae (keçi ve koyun gibi boynuzlu otçulların taksonomik ailesi)
türlerinde meydana gelen faunal çevrimin Kuzey Yarımküre Buzullaşması’nın (KYB)
yoğunlaşması ile örtüştüğünü bağlantılandırarak iklim değişimlerinin önemli
etkisini göstermiştir (Vrba, 1985). Bununla birlikte Vrba’nın çalışmasını
yaptığı 1985 yılından günümüze veri çeşitlenerek çoğaldı ve KYB’nin 2.5 milyon
yıldan daha önce başlayan tedrici bir birikimin sonucu olduğu ve ayrıca üst,
orta ve alt enlemler arası tele-bağlantıların doğrudan olmadığı, bu anlamda
memeli türlerinin farklı bölgelerde heterojenik çeveresel koşulların etkisinde
olduğu da kabul edilen başka bir parametre oldu. Günümüzde KYB’den çok,
yaklaşık olarak 2 milyon yıl önce aktif olan Walker Sirkülasyonları’nın memeli
evrimine olan etkisinin önemi daha fazla taraftar toplamış gibi görünüyor
(Ravelo ve diğ., 2004).<span style="mso-spacerun: yes;"> </span>Stony Broke
Üniversitesi’nden Richard Potts’un ileri sürdüğü “Değişken Seçilim Hipotezi (Variability
Selection Hypothesis)” (DSH) dünyanın güneş ile arasında yörüngesel
hareketlerine bağlı görece kısa ölçekli döngülerin özellikle Doğu Afrika’da
neden olduğu çok çeşitli ve yüksek frekanslı iklim değişimlerinin memeli türlerinde
daha çeşitli uyumsal morfolojiler evrimleştirmelerine neden olduğunu vurgular
(Potts, 1998). Günümüzde özellikle Plio-pleyistosen dönemde kurak-sulak
dönemlerin ardışık olarak gerçekleştiği hakkında pek bir kuşku kalmadı. Göl ve
denizel karotlardan elde edilen toz kayıtları ardışık gerçekleşen kurak ve
sulak periyotların dünyanın güneş etrafında dönerken aynı zamanda kendi
etrafında dönüş rotasyonunun merkezinde meydana gelen yalpalamalardan (precession)
kaynaklandığı genel olarak kabul görüyor. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">İnsan evrimi ve çevresel faktörlerin etkisini ilişkilendiren
ilk hipotez özellikle dik-yürümenin neden ve nasıl sorularını açıklamaya
çalışan “savana hipotezi”dir. Kabaca bu hipotez iklim değişimlerinin açık
alanların ve otlakların artmasına neden olduğu ve insan atalarını ağaç
yaşamından karasal yaşama zorladığı ve dik yürümenin de avantajlı bir hareket
biçimi olarak evrimleştiğini ileri sürer. Bu aynı zamanda özellikle Pliyosen
dönemle birlikte başlayan ve sürekli artan kuraklık eğilimi ile oluşan savana habitatların
insan evrimini etkileyen önemli bir doğal seçilim baskısı oluşturması anlamına gelir.
Yukarda bahsettiğimiz FÇF hipotezi belirgin iklim değişimlerinin özellikle
otçul türlerde <span style="mso-spacerun: yes;"> </span>maydana getirdiği
adaptasyon ve türleşme olaylarına atıf yapar. Bu çevresel baskılar besin
yelpazesi geniş olan “genelci (generalist)” ve tam aksine dar bir yelpazede az
sayıda besine özelleşmiş olan “özelci (specialist)” türlere farklı düzeylerde
etki yapar. Genelci türler kuraklık gibi artan çevresel baskılar altında
genellikle özelci türlerin yok olmasıyla boşalan habitatlara yerleşip farklı
besinleri tüketme<span style="mso-spacerun: yes;"> </span>avantajını
kullanırlar. Bu durumda özelci türler genelcilere göre daha fazla yok olma
tehditi ile karşı karşıya iken daha fazla türleşme oranlarına sahiptirler.
İzole alanlarda yaşadıkları için genelcilere göre çevresel faktörlerin
baskısına karşı daha hassas ve evrimsel değişim hızları daha yüksektir.
Genelciler bir strateji olarak farklı habitatları takip eder ve daha geniş
alanlara yayılır. DSH hipotezi ise türlerin ekolojik uyumlarında çevresel
faktörlerin beklenmedikliğine atıf yapar. FÇF ile arasındaki önemli fark daha
değişken ve beklenmedik bir biçimde gerçekleşen çevresel faktörlerin baskısı
altında türlerin kendi evrimsel uyum kapasitelerine göre çeşitlenmesidir. DSH
uzun zaman ölçekli ve tedrici bir biçimde kuraklaşan ve değişkenlik aralığı
artan bir iklimsel değişimi benimser. DSH’ne göre iklimin beklenmedik
çeşitliliğine ve değişimine karşı memeliler kısa denilebilecek ölçeklerde
evrimsel cevaplar verirler. FÇF savına göre ise büyük faunal çevrimler kısa zaman
dilimlerinde görülür ve önemli çevresel değişimler ile senkronizedir. Bu hipotezlerin
önerdiği evrimsel değişimler Eldredge ve Gould’un (1972) panctuated<span style="mso-spacerun: yes;"> </span>equilibrium/kesintili denge modeli ile
açıklanabilir. Çünkü çevresel koşulların ve evrimsel değişimin durağan olduğu dönemlerin
ardından kısa zaman ölçeklerinde türler görece büyük/makro evrimsel tepkiler
vermektedirler. Buna karşın, bazı yeni çalışmalar iklimsel değişimlerin durağan
olduğu periyotların da insan evriminde önemli değişimlere neden olabileceğini
önermiştir (Trauth ve diğ., 2015).<span style="mso-spacerun: yes;"> </span>Bu
insan evriminde salt çevresel faktörlerin değil durağan çevresel koşullarda biyotik
ilişkilerin de evrimin itici gücü olabileceğini, yani Red Queen hipotezinin
işlevsellik kazanabileceğini gösterir. Bu durumda iklim değişimlerinin durağan
ve kararlı olduğu periyotlarda av-avcı ilişkileri ve seksüel etkileşimler, kaderleri
biyotik olarak biribirine bağlı olan türlerin kendi uyum kapasitelerini evrimsel
olarak sürekli geliştirebilmeleri ile birlikte hayatta kalabilmelerini sağlar. Turkana
havzası Koobi Fora lokalitelerinde, KBS tabakasında yani 1.8-1.9 milyon yıllar
arasında kalan dönemde birden fazla insan atası birlikte bulunur, bunlar; <i style="mso-bidi-font-style: normal;">Paranthropus boiesi, Homo habilis, Homo
erectus</i> ve <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i>. Bu
dönem Turkana gölünün su seviyesinin yüksek ve besin kaynaklarının bol olduğu
kısa zaman ölçeğinde olsa da iklim değişimi bakımından durağan bir periyot
olarak yorumlanabilir. Dört farklı insan atasının bir arada bulunması bu türler
arasında rekabeti ve özellikle diğer etçil türler ile de süren bir biyotik etkleşimi
düşünürebilir. Farklı fosil insan türlerinin arttığı bu dönem özellikle büyük
boyutlu etçillerin tür çeşitliliğinin ekosistemde azalması, küçük boyutlu
etçillerin çoğalması ile senkronize gerçekleşmiştir. Muhtemelen büyük boyutlu
etçiller ve alet kullanmaya başlayan insan atası arasında biyotik bir
ilişkinin/rekabetin olasılığı düşünülmektedir. Bununla birlikte taksonomik
olarak özellikle <i style="mso-bidi-font-style: normal;">H. habilis, H.
rudolfensis </i>ve <i style="mso-bidi-font-style: normal;">Australopithecus</i>
arasındaki problemler bu durumu biraz çelişkili kılmaktadır. Zira son
buluntular ile 2 ile 1.7 milyon yıllar arasında özellikle <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin erken üyeleri arasında türleşme değil tür içi yüksek
morfolojik çeşitlilik olduğu yönündeki görüşler kuvvet kazanmıştır.
Gürcistan’da 1.8 myö tarihlendirilen Dmanisi lokalitesinden ele geçen
buluntular bu morfolojik çeşitliliği kanıtlar niteliktedir. <span style="mso-spacerun: yes;"> </span>Diğer bir hipotez ise çevresel faktörlerden
ziyade seksüel seçilimi desteklemektedir. Beyin büyüklüğünün artması ile beraberinde
ortaya çıkan avantajlı karakterlerin seksüel seçilimde tercih edilen bir durum
oluşturduğu ve simpatrik türleşmeye yol açabileceği öne sürüldü (Dunbar, 1998;
Isler ve Schaik, 2014). Sosyal Beyin Hipotezi (SBH) ile çerçevelenen bu görüşe
göre artan bilişsel yetenek grup içerisinde sosyal organizasyonun ve kaynakların
kullanımını etkileyebilir ve yapısallaştırabilir, bu da sosyal organizasyonun
daha kompleksleşmesi aynı zamanda sosyal bağların ve hayatta kalma
mücadelesinde sosyal dayanışmanın artmasını sağlayabilir. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Sonuç olarak, son 10 milyon yıl boyunca Geç Miyosen
dönemde başlayan Doğu Afrika Rift Vadisi tektonizması ve volkanik
hakretler<span style="mso-spacerun: yes;"> </span>topografik olarak bir çok
değişimin fiziksel koşullarını biçimlendiren sürücü güçler olarak aynı zamanda
habitat koşullarını da kontrol etmiştir. Doğu Afrika’da göl ve nehir
sistemlerideki değişimler memeli toplulukları ve insan evrimini direk
etkilemiştir. Bu çevresel değişimler, farklı bitki topluluklarının evrimi,
artan kuraklık ve sıcaklık, <span style="mso-spacerun: yes;"> </span>atmosferik
CO<sub>2</sub> miktarındaki düşüş, otçul memeli türlerin taksonomik
kompozisyonundaki değişim, kurak-sulak dönemlerin periyodik ritmi gibi farklı
değişkenlerin kombinasyonu şeklinde özet olarak sıralanabilir. Kurak-sulak
fazların değişkenliği insan evriminde önemli bir seçilim baskısı oluşturduğu ve
gerek morfolojik gerekse de davranışsal yeni adaptasyonlar üretmeyi dayatmış
olmalıdır. Özellikle 2-1.7 milyon yıllar arasında büyük olasılık ile Rift
Vadisindeki tektonik yükselme nedeniyle, dünyanın kendi ve güneş etrafında
dönüşüne bağlı ritmik hareketlerine daha hassas hale gelen Doğu Afrika’nın
ikliminde kurak-sulak periyotlar ve iklimsel değişkenlik artmış, bu
değişimlerin daha büyük beyin, uzun mesafeler dik yürüyerek hareket edebilme,
daha sofistike alet üretebilme, sosyal organizasyonda daha kompleks ilişkiler
ve nihayetinde kıtalar arası göçü gerçekleştirebilecek bir evrimsel düzeye,
yani <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin evrimine neden olduğunu
ileri sürebiliriz. </span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">NOT:</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">
Bu yazı, Kaya, F. ( 2016) Çevresel ve Paleoiklimsel Faktörlerin Etkisinde Doğu
Afrika’da İnsanın Evrimi. Kebikeç, Sayı:41 (baskıda) makalesinin kısaltılmış
verisyonudur. <span style="mso-spacerun: yes;"> </span>Makalenin daha detaylı versiyonuna
Kebikeç dergisinin 41. sayısında ulaşabilirsiniz. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Şekil
Açıklamaları:</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Şekil
1.</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> Son 10 milyon yıl içerisinde meydana
gelmiş atmosferik, tektonik, çevre, iklim, floral ve faunal olaylar ile insan
evriminde gözlemlenen önemli evrimsel ve davranışsal değişimler (A ve B) insanın
soy agacında yer almış<span style="mso-spacerun: yes;"> </span>temel türlerin
kronolojik dağılımı ile birlikte verilmiştir. Kısaltmalar: MTK; Mesiniyen Tuz
Krizi, KYB; Kuzey Yarımküre Buzullaşması, WS; Walker Sirkülasyonu, OPD; Orta Pleyistosen
Devrimi. Mesiniyen Tuz Krizi yaklaşık olarak 6 myö Akdeniz’in Atlantik
okyanusuna açılan ağzı Gibraltar köprüsünün tektonik hareketler ile
kapanmasıyla birlikte Akdeniz’in su kaynağının kesilmesi ve takibinde yüksek
evporasyondan dolayı buharlaşarak Akdeniz’in neredeyse tamamen yok olması olayıdır.
Geç Miyosen dönemde <span style="mso-spacerun: yes;"> </span>Akdeniz’in kuruması
özellikle Avrupa ve Kuzey Afrika arasında birçok memeli hayvanın karşılıklı
göçüne olanak sağlamıştır. MTK’nın Afrika paleoiklimi üzerine etkisi henüz
keisn olarak bilinmemektedir. <span style="mso-spacerun: yes;"> </span>Kuzey
Yarımküre’deki ilk buzullaşma 10-6 milyon yıllar arasında görülür. Yaklaşık
olarak 2.5 myö ciddi derecede buzul kütleleri oluşur ve buzullaşma yoğunlaşır.
KYB’nın yoğunlaşması muhtemelen Kuzey Yarımküre’deki küresel serinleme
eğiliminin bir sonucu ancak hangi kontrol mekanizmaları tarafından tetiklendiği
konusunda bir fikir birliği yoktur. Bununla birlikte küresel serinlemenin ana
tetikleyici etmenlerinden biri olan Tibet Platosunun tektonik hakretler ile yükselmesi
ve Panama Isthmus (köprüsü) kapanmasının atmosferik döngülerde önemli
değişimlere neden olduğu ve 3 milyon yıl önce dünyanın iklimini belli bir eşiğe
ulaştırmasıyla Kuzey Yarımküre çok kısa denilebilecek bir sürede buzulların
oluşmasına neden olduğu düşünülüyor. 1.9 ile 1.6 myö özellikle Pasifik okyanusunun
yüzey sıcaklığının değiştiği ve kuvvetlli bir doğu-batı sıcaklık geçişinin
geliştiği ileri sürülmüştür. Deniz yüzeyi sıcaklığında bu değişim daha güçlü
Walker sürkülasyonunun gelişmesine neden olduğu ve hemen hemen günümüzdeki
modern biçimini aldığı önerilir. Günümüzde Walker sürkülasyonundaki değişimlerin
Afrika’nın bazı bölgelerinde kuraklık koşullarını kontrol ettiği bilinir. OPD,
KYB’nın ardından buzul ve buzul-arası dönemlerin döngüselliği değişimiş ve
özellikle son 800 bin yıldan itibaren bu döngü ortalam 100 bin yıla çıkmıştır. Bu
değişimin özellikle dünyanın yörüngesinde hem güneşin etrafında hem de kendi
etrafında dönerken meydana gelen ritmik değişimlerden kaynaklandığı ileri sürülmüştür.
Doğu Afrika’da C4 otlarının çoğalması aynı zamanda açık-otlak alanların
artmasına, bu aynı zamanda ilk dük yürüyen atalarımızın da ortaya çıkışı ile
kronolojik olarak benzer bir zamana denk gelir. Ancak dik yürüme hareket
biçiminin ne tür bir habitatta evrimleştiğini konusunda henüz kesin bir
konsensüs oluşmamıştır. Buna rağmen ilk dik yürüyen ata formların ortaya çıkışı
ile Doğu Afrika’da hypsodonty eğrisindeki artış ve kuraklığın artışı senkronize
olaylardır. İnsanın soy ağacında tür zenginliği yaklaşık olarak 2-1.7 milyon
yıllar arasında görülür (B). Bu dönem iklimsel olayların yoğunlaştığı ve
özellikle kurak-sulak fazlar ile çeşitlendiği, beyin büyüklüğünde artışın ciddi
derecelere ulaştığı, taş aletlerin üretildiği ve Afrika dışına ilk göçün
gerçekleştiği bir zaman aralığıdır. Bütün bu değişimler insan cinsinin yani <i style="mso-bidi-font-style: normal;">Homo</i>’nun evrimleştiğini gösteren
kanıtlardır. İnsanın soy ağacını taksonomik ve evrimsel olarak 5 farklı gruba ayırmayı
tercih ettim. İlk grupta Geç Miyosen ve Erken Pliyosen dönemde yaşamış olan
erken insanımsılar, ikinci grupta <i style="mso-bidi-font-style: normal;">Australopithecus</i>lar
ile taksonomik olarak pozisyonu tartışmalı ancak daha çok <i style="mso-bidi-font-style: normal;">Australopithecus</i>lara benzeyen <i style="mso-bidi-font-style: normal;">Homo
habilis</i> ve <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i> yer
almaktadır. Bu türler morfolojik olarak mozayik özelliklere sahip oldukları
için her iki grup içinde de sınıflandırılabilirler. Üçüncü grupta ise daha
farklı ekolojik adaptasyonlar geliştiren iri yapılı <i style="mso-bidi-font-style: normal;">Paranthropus</i> ile bu cinse diş morfolojisi çok benzeyen <i style="mso-bidi-font-style: normal;">Australopithecus garhi</i> türü yer
almaktadır. Birinci, ikinci, üçüncü ve dördüncü grubun üyeleri sadece Afrika’da
yaşamışlardır. Son olarak beşinci grupta ise Afrika’dan Avrasya’ya göç etmiş
olan <i style="mso-bidi-font-style: normal;">Homo erectus</i> ve günümüz modern
insanına evrimleşen ardılları yer alır. </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Şekil 2.</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> Doğu Afrika’da Rift Vadisi boyunca bugüne kadar
keşfedilmiş olan önemli fosil türlerin buluntu yerleri. Kısaltmalar: Au; <i style="mso-bidi-font-style: normal;">Australopithecus</i>, Ar; <i style="mso-bidi-font-style: normal;">Ardipithecus</i>, Keny; <i style="mso-bidi-font-style: normal;">Kenyanthropus</i>, Pa; <i style="mso-bidi-font-style: normal;">Paranthropus</i>,<span style="mso-spacerun: yes;"> </span>Or; <i style="mso-bidi-font-style: normal;">Orrorin</i>,
ve H; <i style="mso-bidi-font-style: normal;">Homo</i>. </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Kaynakça</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Barnosky, AD. Distinguishing the effects of the Red Queen and Court Jester
on Miocene mammal evolution in the northern Rocky Mountains. J. Vertebr.
Paleontol. 21:172–85 (2001)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Barnosky, AD., </span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">ve
diğ. </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Mammalian response to global warming
on varied temporal scales. Journal of Mammalogy 84: 354–368, (2003).</span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="background: white; color: #333333; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Balter, M. When Darwin met a Neanderthal. Science
magazine. (2009). </span><a href="http://blogs.sciencemag.org/origins/2009/09/when-darwin-met-a-neandertal.html"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">http://blogs.sciencemag.org/origins/2009/09/when-darwin-met-a-neandertal.html</span></a><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Benton, MJ. The Red
Queen and the Court Jester: Species diversity and the role of biotic and
abiotic factors through time. Science, 323:728–32, (2009).</span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Darwin, C. On the Origin of Species by Means of Natural Selection, or the
Preservation of Favoured Races in the Struggle for Life. London: John Murray
(1859).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Darwin, C. The descent of man, and selection in relation to sex. London:
John Murray (1871)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Dunbar, RIM. The social brain hypothesis. Evol. Anthropol. 6, 178–190,
(1998). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Eronen, JT., ve diğ. Distribution history and climatic controls of the Late
Miocene Pikermian chronofauna. Proc. Natl. Acad. Sci. USA 106:11867–71 (2009).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span class="reference-text"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Eldredge,
N ve Gould, S. J. </span></span><a href="http://www.blackwellpublishing.com/ridley/classictexts/eldredge.asp"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">"Punctuated
equilibria: an alternative to phyletic gradualism"</span></a><span class="reference-text"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> Bakiniz T.J.M. Schopf, <i>Models in Paleobiology</i>.
San Francisco: Freeman Cooper. Sayfa: 82-115 (1972).</span></span><span class="reference-text"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Haile-Selassie, Y., Suwa, G., White, TD. Late Miocene teeth from Middle
Awash, Ethiopia, and early hominid dental evolution. Science 303,
1503-1505<span style="mso-spacerun: yes;"> </span>(2004). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Isler, K., ve van Schaik, CP. How humans evolved large brains: comparative
evidence. Evol. Anthropol. 23, 65-75 (2014). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Kaya, F., </span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">ve diğ</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">. Magnetostratigraphy and
paleoecology of the hominid-bearing locality Corakyerler , Tuglu Formation
(Cankiri Basin, Central Anatolia). <i style="mso-bidi-font-style: normal;">J Vert
Paleontol </i></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">36:2,
e1071710, </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">(2016)<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">doi:10.1080/02724634.2015.1071710</span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Kingston, JD.,<span style="mso-spacerun: yes;"> </span>ve diğ.
Astronomically forced climate change in the Kenyan Rift Valley 2.7-2.55 Ma:
implications for the evolution of early hominin ecosystems. J. Hum. Evol.
53:478-503 (2007).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Langergraber, KE. ve diğ. Generation times in wild chimpanzees and gorillas
suggest earlier divergence times in great ape and human evolution. PNAS
109:15716-21 (2012).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Lebatard, AE. ve diğ. Cosmogenic nuclide dating of <i style="mso-bidi-font-style: normal;">Sahelanthropus tchadensis</i> and <i style="mso-bidi-font-style: normal;">Australopithecus
bahrelghazali</i>: Mio-Pliocene hominids from Chad. PNAS 105:3226-31 (2008).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Maslin,MA. ve diğ. East African climate pulses and early human evolution.
Quat. Sci. Rev. 73:1-13 (2014).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Mirzaie Ataabadi, M, ve diğ. 2013. Continental scale patterns in Neogene
mammal community evolution and biogeography: a Europe-Asia perspective. Bakiniz
Wang ve diğ. Fossil Mammals of Asia. University of Columbia Press. Sayfa:
629-55,<span style="mso-spacerun: yes;"> </span>(2013). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Potts, R., Environmental hypothesis of hominin evolution. Yearb. Phys.
Anthropol. 41, 93e136. (1998).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Quental, TB, ve Marshall, CR. How the Red Queen drives terrestrial mammals
to extinction. Science 341:290-92 (2013).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Ravelo, AC., ve diğ. Regional climate shifts caused by gradual global
cooling in the Pliocene epoch. Nature 429:263-67 (2004). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Senut, B. ve diğ. First hominid from the Miocene (Lukeino Formation,
Kenya). Earth Planet. Sci. Lett. 332, 137-144. (2001). </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Simpson, SW. ve diğ. Late Miocene hominin teeth from the Gona
Paleoanthropological Research Project Area, Afar, Ethiopia. J. Hum. Evol.
81:68-82 (2015)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Trauth MH. ve diğ. Episodes of environmental stability vs. instability in
Late Cenozoic lake records of Eastern Africa. J. Hum. Evol. 87:21-31, (2015)</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Van Valen, L. A new evolutionary law. Evol. Theory 1:1-30 (1973).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Vrba, ES., Environment and evolution: alternative causes of the temporal
distribution of evolutionary events. S. Afr. J. Sci. 81: 229-236 (1985).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Wallace, Alfred Russel,
"The Origin of Human Races and the Antiquity of Man Deduced From the
Theory of “Natural Selection” (1864)" (2010). <i>Alfred Russel Wallace
Classic Writings.</i> Paper 6. </span><a href="http://digitalcommons.wku.edu/dlps_fac_arw/6"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">http://digitalcommons.wku.edu/dlps_fac_arw/6</span></a><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">White, TD. ve diğ. Macrovertebrate paleontology and the Pliocene habitat of
<i style="mso-bidi-font-style: normal;">Ardipithecus ramidus</i>. Science 326:67,
87-93 (2009).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Wood, B. Palaeoanthropology: hominid revelations from Chad. Nature 418,
133-135, ( 2002).</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-70616388553422305182016-06-23T21:11:00.002+03:002016-06-23T21:13:24.667+03:00İnsan Çeşitliliği ve "Irk" Politik Kurgusu<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">John Ball’un<span style="mso-spacerun: yes;"> </span>1965 yılı “In the Heat of the Night (Gecenin
Sıcağında)” kitabından esinlenen Norman Jewison’un1967’de yine aynı isimle sinemaya
uyarladığı filmin mesajı ilginç bir diyalogda gizlidir. Bu diyalog plantasyon
sahibi Mr. Endicott ve siyahi dedektif Virgil Tibbs arasında orkideler ve
eğreltiotları bahsinde bir serada geçer. Kitabı okumadıysanız –sanırım
Türkçe’ye çevrilmedi henüz- ya da filmi henüz izlemediyseniz (ben filmi
izledim) zaman ayırıp bakacağınızı düşündüğüm için detaylara girmiyorum. Dönemin
ırkçı bakış açısını diyalogda açıkça gözler önüne seren film Ray Charles’in
seslendirdiği “<a href="https://www.youtube.com/watch?v=gUulr8w3FPY">In the heat of the night</a>” şarkısı ile de çok ayrı bir boyuta
ulaşır. Siz de bu yazıyı okurken ambiyans olarak dinleyebilirsiniz. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<a href="https://3.bp.blogspot.com/-MoOif2BtjA8/V2wjoE6OURI/AAAAAAAAB5Y/VkpRmCkoZT4vgyEcxqUiDlzb_4uzhPJ3wCLcB/s1600/Kapak1.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="277" src="https://3.bp.blogspot.com/-MoOif2BtjA8/V2wjoE6OURI/AAAAAAAAB5Y/VkpRmCkoZT4vgyEcxqUiDlzb_4uzhPJ3wCLcB/s400/Kapak1.tif" width="400" /></a><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Bu yazıda sizlere tanıtacağım kitap
yukarda bahsettiğim filmde plantasyon sahibi Endicott’u bir beyaz olarak siyahi
Virgil’e karşı üstün kılan ve bir türlü insanlığın yakasını bırakmayan illetin
yani “ırkçılığın” bilimsel tarihi hakkında. Tamamen bir kurgudan, uydurmadan
ibaret olduğunu bütün güncel kanıtları ile bizlere sunan, bilimsel gerçeklerin
taraflı kaygılar ile değiştirilmesine karşı,Virgil’in siyah eli ile Endicott’un
beyaz suratına attığı tokadın sesidir bu kitap. Bugüne kadar çoğunlukla kimdir
“ırkçı” ya da nedir “ırkçı davranış” diye sorgulayageldik. Belki de “ırkçı
davranışların yani bu tür patolojilerin ortaya çıkmasına neden olan çirkin
sistemin sorgulanması” daha gerçekçi kazanımlar elde etmemizi sağlayabilir. Dünya
neredeyse 17. yüzyıldan beridir bu korkunç miras ile mücadele etmektedir.
Aslında çok da gerilere gitmeye gerek yok, ırçılık her seferinde, politik ve
ekonomik krizlerde yoğun olarak karşımıza çıkarılan ve üstelik gündelik hayatımızda
farklı seviyelerde karşı karşıya kaldığımız bir insanlık suçudur. Türkiye’nin,
Avrupa’nın ve genelde dünyanın bir türlü içinden çıkamadığı ve kangrenleşmiş
bir çok politik çıkmazın sıcak karnında otoriter, baskıcı, gerici ve ırkçı yönetimlere
bağlı adalet, eşitlik ve özgürlüğün olmayışı aşikardır. Amerika’da Trump’ın
adaylığı, Avrupa’da mülteci krizi bizlere tarihin sürekli benzer biçimde tekrar
ettiğini ve ırkçılığın yeniden bilindik biçimleriyle üretilen bir kambur olduğunu
göstermesi açısından da manidardır. Ülkemizde özellikle resmi ideolojinin kendi
iktidarını ırkçılığı çoğunlukla din, etnisite ve cinsiyet üzerinden biçimlendirerek
kullanması aşılamayan birçok kronik problemin de nedenidir. Bu anlamda
“ırkçılık” güncel bir problem ve fiziksel görünüm ve sosyo-ekonomik eşitsizliğe
dayalı ilkel ırkçılığın yükselerek güçlendiği çağımızda “İnsanın Çeşitliliği”
okunması gereken bir kitap.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-N3r9J_9ZC8o/V2wj3tJVueI/AAAAAAAAB5g/p4LlpHLMD2cD19qW85d90wOne9eYupMxQCLcB/s1600/11731596_10153123463923720_162046734443670858_o.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://2.bp.blogspot.com/-N3r9J_9ZC8o/V2wj3tJVueI/AAAAAAAAB5g/p4LlpHLMD2cD19qW85d90wOne9eYupMxQCLcB/s200/11731596_10153123463923720_162046734443670858_o.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">antropolog Barış Özener</td></tr>
</tbody></table>
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Tarihin seyri içerisinde
özellikle antropoloji ve biyolojinin araçları ile kurgulanan“ırkın” gerek
biyolojik gerekse kültürel bir kategori olarak bireysel ve toplumsal düzeylerde
korkunç uygulamalara meşru zemin sağlamasına sadece politikacıların ya da din
adamlarının değil, en çok bilim insanlarının ikiyüzlülüğünün damgasını
vurduğuna şahit oluyoruz. Ancak yine bilim insaları tarafından düzeltilen bu
yanlışın sorumluluğunu şu anda raflarda bulunan Türkçe en güncel ve kapsamlı
kaynak olma ayrıcalığı ile bu kitap yüklenmiş durumda. <a href="http://edebiyat.istanbul.edu.tr/antropoloji/?p=6746">Barış Özener<span style="font-family: "times new roman" , "serif";"> </span></a> <span style="font-family: "times new roman" , "serif";">(</span>Doç. Dr.,
İstanbul Ünv. Antropoloji Bölümü) imzalı ve Evrensel Basım Yayın tarafından
çıkarılan eser dört ayrı bölümden oluşuyor ve yaklaşık 120 sayfa. Bir
antropolog tarafından yazılmış olma ayrıcalığını bir kenarda tutarsak bence bu çalışmayı
benzersiz kılan üç temel nokta var. Birincisi, yukarda biraz sözünü ettiğim ve
halen korkunç bir kabus gibi sürekli karşımıza çıkan, neredeyse hayatımızın ve
bilincimizin her alanına işlemiş “ırk” kategorisinin tarihi seyri içerisinde kurgusal
bir öğreti olduğunu göstermesidir. İkincisi, ırksal kategorileri oluşturduğu
iddia edilen<span style="mso-spacerun: yes;"> </span>biyolojik/anatomik karakterlerin
aslında insanın esnek uyumsal yeteneğine bağlı olarak farklı coğrafik seçilim
baskılarına karşı ürettiği evrimsel yanıtlar olduğunu antropolojinin ve
biyolojinin modern bakış açısı ile açıklık getirmesidir. Son olarak üçüncü
nokta ise insanın biyoçeşitliliği ve bugün yaşadığı birçok sağlık problemi
arasındaki evrimsel ilişkileri irdeliyor olması. Kitap başlangıçta hedeflediği
çerçeveye içerik boyunca sadık kalıyor. Yazar, <span style="mso-spacerun: yes;"> </span>holistik olarak “dört disiplinden
(sosyal/kültürel, linguistik, materyal kültür, ve fiziki)” oluşan ve antropolojinin
farklı alanları kucaklayan bütünleşik yapısından ziyade kendi uzmanı olduğu
fiziki/biyolojik antropolojinin sınırlarını çoğunlukla aşmadan bizlere kolay ve
sürükleyici bir okuma sunuyor. Gelin bu bölümlere kısa kısa hep birlikte biraz
göz atalım. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"> Yazar, ilk bölüme ırk kategorisinin ve buna bağlı olarak
insanların sınıflandırılmasının özellikle Batı’daki doğuşu, gelişmesi ve bu
bağlamda farklı bilimsel metodların kullanılmasının metodolojik tarihini özet
ancak önemli detaylara değinerek nihayetinde biyolojik antropolojinin modern
yaklaşımlarını aktararak sonlandırıyor. Muhtemelen konunun kuramsal evrimi
hakkında yeterli altyapıya sahip olmayan okuyucularının olabileceğini düşünerek
Özener bu bölümde son derece titiz ve cömert davranmış. Kısaca bu bölüm ırksal
sınıflandırmanın tarihsel seyir içerisinde farklı versiyonları olan
Linneaus’tan Morton’a, Camper’a, Blumenbach’a ve Broca’ya yani
kültürel-psikololojik kategorizasyondan anatomi, kan grupları, zeka testleri ve
kafatasının antropometrik ölçümlerine uzanan bir çerçeve içerisinde anlatılmış.
Araştırmacıların farklı yaklaşımlarından dolayı ırk kurgusnun en başından
beridir gerçekliği tartışagelen bir konu olduğunu görüyoruz. Biyolojik
antropolojide hiçbir zaman tam bir konsensus ile kabul edilmemiş. Örneğin,
1800’lü yılların sonlarında Fransız antropolog<span style="mso-spacerun: yes;">
</span>Paul Topinard ve Amerikalı antropolog William Ripley’in yaklaşımları
hayli ilginç ve dönemine göre son derece akılcı. Ripley 1899 yılında ırk
tanımını Topinard’a atıf yapar ve şu şekilde tanıtır: “<i style="mso-bidi-font-style: normal;">ırk günümüzde soyut bir kavramdır, çeşitlilik ile devam eden bir
süreksizliktir. Irk, ortaya çıkan gerçek bir karakterin gözlemlenmesi ancak diğer
bireylerden ayırd edilmesi mümkün olmayan durumudur. Tek bir ırkın bütün karakterlerini
yansıtan ırksal bir tip bulmak mümkün değildir</i>”. Modern genetiğin ve
kalıtımın bilinmediği yıllarda yapılan bu tanım aslında ırkın bir kategori
olarak varolmadığını, biyolojik çeşitlilik içerisinde devamlı olarak ortaya
çıkan morfolojik olarak sonsuz olasılıkları olan bir durum olduğunu belirtmesi
açısından devrimseldir. Yazarın özellikle kitapta değindiği Amerikan antropolojisinin
ünlü figürlerinden olan Harvard Üniversitesinden Carleton Coon<span style="mso-spacerun: yes;"> </span>ve Earnest Hooton bu anlamda iki farklı ve
önemli ekol. İkisi arasındaki en önemli fark Coon’un çalışmalarında Darwin’in
izlerinin görülmeyişi, bununla birlikte Hooton biyolojik antropolojiyi daha çok
biyolojinin modern çalışma alanına doğru çekmesi söylenebilir. Hooton
öğrencilerinden olan Sherwood Washburn hocasının bakış açısını daha da geliştirerek
ileri götürür ve yeni fiziki antropolojinin manifestosunu 1951 yılında Cold
Spring Harbor kongresinde ilan eder. Bu manifesto eski tip kaba antropometri
merkezli antropolojik çalışmaların yerine biyolojide gerçekleşen genetik
devrimlerin ve buna bağlı üretilen evrim mekanzimalarının antropolojiye
taşınması ile spekülasyonu minimize eden yeni metodları ve interdisipliner yakşalımı
önerir. Washburn Hooton’ın tek öğrencisi değildir, onun diğer bir öğrencisi ise
Türkiye fiziki antropolojisine büyük katkılar sağlamış ancak talihsiz bir uçak
kazası ile zamansız kaybettiğimiz antropolog Muzaffer Süleyman Şenyürek’tir.
Şenyürek1951 yılında bu önemli kongreye davetli olarak gitmiştir ve çok önemli
tartışmalara katılmıştır. Amerika’da Hooton’un danışmanlığında 1930’larda başladığı
doktora çalışmasında antropoidler (insanımsı maymunlar) ile insan atalarının
dişlerinini karşılatırır ve evrimsel ilişkilerini araştırır. Bu arada Harvard
Peabody Doğa Tarihi müzesinde Malinezyalı, Polinezyalı, Negro, Kızılderili ve
Beyazlar olarak ırklara göre tasnif edilmiş insan dişlerinin hepsini kendi
çalışmasında <i style="mso-bidi-font-style: normal;">Homo sapiens</i> altında
topladığını belirtir. Bu durum Şenyürek’in 1940’lı yıllarda ırksal kategorilerin
bilimsel çalışmalarda istatistiksel bir anlamı olmadığını farkettiğini ve
hepsini bir çatı altında <i style="mso-bidi-font-style: normal;">Homo sapiens</i>
olarak gruplandırdığını gösterir. Bunun en önemli nedeni bu insanlara ait olan
dişlerin biyolojik olarak ırksal bir ayrım göstermemesidir.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"></span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"> Bu bölümde diğer bir önemli tartışma ise monojenistler ve
polijenistler arasında. Monojenistler daha çok İncil ile uyumlu ırksal
sınıflandırmalar yani tek kökenden dejenere olmuş farklı ırk kategorileri
oluştururken, polijenistler ırksal grupların farklı farklı yaratıldığını ileri
sürmektedirler. Yazar, Stephen Jay Gould’un özellikle <a href="http://www.versuskitap.com/tanim.asp?sid=QUE1ZBH25Y3YY73QGV4G">İnsanın Yanlış Ölçümü</a>(Versus Yayınları) kitabında bu tür ırkçı kategorilere olan karşı tezlerine de
yer vererek anlayışların ve metodların savaşını son derece zevkli bir okuma ile
sunmaktadır. Aslında ünlü antropoloji tarihçisi George W. Stocking, “<a href="https://books.google.fi/books?id=4DYXvF7hpX8C&redir_esc=y">Observers Observed: Essays on Ethnographic Fieldwork</a>” adlı editoryal kitapta yazdığı
“History of Anthropology” bölümünde ilginç bir tartışmaya değinir. Stocking daha
çok antropologların antropoloji tarih yazımına olan yaklaşımlarını mercek
altına alır. Ona göre antropologlar çok “bugüncü” tarihçiler ise çok “geçmişçi”
takıntılara sahiptir. Yazar, bu bölümde bir antropoloji tarihçisi olarak
kuramsal altyapıyı oluştururken geçmişi anlatıyor ve takip eden bölümlerde
güncele değinerek Stocking’e atıfla iki yaklaşım arasında epistemolojik bir
akrabalık kurarak okuyucuya hem antropoloji hem de tarih tadını vermeyi başarıyor.
</span>
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"> İkinci bölüm olan “Biyolojik Çeşitliliğin Kökenleri” temel
bir araştırma sorusu ile başlıyor; “Günümüz insanları arasındaki biyolojik
çeşitliliğin nedenleri nelerdir?”. Bu soru ile yazar okuyucuyu önce Darwin-öncesi
kalıtım ve evrim anlayışına ardından Darwin ve Mendel kalıtım kanunları ile
gelişen modern evrim kuramının tarihi serüvenine çıkarıyor. Daha sonra evrim
mekanizmaları, genetik olarak karkaterlerin aktarımı ve çevresel değişimlerin
seçilim baskısı gibi bioylojik çeşitliliği oluşturan mikro-evrimsel süreçleri
aydınlatıyor. Bu bölümün son kısmında ise modern insanın Afrika’dan çıkarak
dünyanın farklı coğrafyalarına olan biyocoğrafik geçmişini, türleşmeleri ve
farklı türler arasındaki genetik ilişkileri, çeşitliliği oluşturan potansiyel
sürücü etmenler bağlamında değerlendiriyor. Son yıllarda artan atasal DNA verileri
modern insanın tek bir tür olmadığını, Denisovalılar gibi Neandertal ve modern
insanla birlikte daha fazla sayıda insan türü yaşamış olabileceğini öneriyor. Günümüzde
genetik çeşitliliğinin en yüksek Afrika kıtasında olması da bu bölgenin atasal
bir potansiyele sahip olduğunun ayrıca bir kanıtı. Üçüncü bölüm ise ikinci
bölümün devamı niteliğinde ve tamamlayıcı. Biyolojik çeşitliliğe bağlı olarak
farklı coğrafik koşullarda yaşayan insanların bu bölgelerin özel çevresel
koşullarına farklı uyumsal cevaplar üretmelerine değinmekte. Deri rengi, saç ve
göz rengi, ve beden yapısı gibi farklı coğrafyalarda yaşayan insan
topluluklarının kendi gen havuzlarındaki çeşitliliğe bağlı olarak
geliştirdikleri evrimsel adaptasyonları ve nedenlerini açıklamaktadır. Son
bölüm ise bu genetik ve fiziksel çeşitliliğin faydalarını sunuyor. Genetik
çeşitliliğin bazı hastalıklara karşı direnç geliştirmekteki başarısı aslında
biyolojik çeşitliliğin insan yaşamı ve hayatta kalması için ne kadar önemli
olduğunun da altını çiziyor. Genetik farklılıklar ve fenotipe yansıyan ya da
yansımayan evrimsel değişimler aslında türümüzün geleceği için en önemli mirası
saklıyorlar. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"> Antropolojinin tarihi “<i style="mso-bidi-font-style: normal;">insan çeşitliliğinde-birliğinin sistemik çalışması</i>” olarak
düşünülürse insanın fiziksel çeşitliliği hakkındaki düşüncelerin ve insan
davranışlarının anlaşılmasında biyolojik ve kültürel örüntülerin tarihini doğru
okumak çok önemli. Bu bir nevi Amerikan antropolojisinin kurucusu Franz Boas’ın
bizlere kazandırdığı antropolojinin dört disiplinin buluşması ile insanın
biyolojik ve kültürel çeşitliliğinin bir bütün olarak anlaşılmasına atıf yapar.
Bunun bir nedeni antropoloji tarihinde ırkçılığın salt biyolojik
belirlenimciliğe dayalı olmaması aynı zamanda “ırkın” sosyal ve politik bir
yapı ve kurgu olarak yeniden ve yeniden üretilmesidir. Bu kitabı okuduktan
sonra yeryüzüne ve insanlara karşı bakış açınız değişecek ve antropoloji
gözlüğünü fark etmeden takmış olacaksınız. İnsan topluluklarını siyah, sarı,
beyaz ya da Türk, Kürt, Alman, Tatar, Aborjin, Meksikalı, Samoalı, azınlık,
öteki-beriki gibi salt fiziksel görünüme dayalı kaba yaklaşımlar ile değil, kendi
yaşadıkları coğrafik alanlarda kendi ürettikleri biyolojik adaptasyonlar ve
kültürel örüntüler ile yaşayan <i style="mso-bidi-font-style: normal;">insanlar</i>
olarak görmenin zevkini yaşayacaksınız. Bu bakış açısı fiziksel, dini ve etnik
farklılıklarımızın olmazsa olmaz kutsal kategoriler olmadığını, hatta farklılığa
neden olan karakterlerin asla insanlar arasında bir sosyal eşitsizlik gerekçesi
olarak kullanılmayacağını fark etmemizi ve bu korkunç politik öğretiye karşı
durabilecek bilimsel altyapıyı kazanmamızı sağlayacak. İyi okumalar!</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt;">Ferat Kaya </span></div>
</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-75090867874478753462015-11-02T22:27:00.001+03:002015-11-02T22:29:35.092+03:00Homo naledi hakkinda bildiklerimiz!<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"></span><a href="mailto:ferhat.kaya@helsinki.fi"><span lang="TR" style="color: windowtext; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"></span></a><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"> </span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Mağaralar kimi
canlıların yaşam alanı iken kimi canlıların da kullandığı geçici barınma alanlarıdır.
Bu jeomorfolojik oluşumlar çoğunlukla bir ya da daha fazla pencere ile yüzeyle
bağlantısı olabilen doğal yeraltı boşluklarıdır. Yarasalardan tutun da kimi
böceklere, küçük boyutlu memelilerden ayılara kadar birçok canlı mağaraları
barınak olarak kullanır. Jeomorfolojik yapıları nedeniyle mağaralar yüzeyden ve
açık alanlardan daha korunaklıdırlar. Bu yapılarından dolayı mağaralar tarih
öncesinde yaşamış atalarımızın da uzun süre, kendi barınaklarını kendi
yapabilecek teknoloji ve yeteneği geliştirene kadar vazgeçilmez barınaklar
olmuştur. Bugün insanlığın ortak bir davranışı olan evlerimizin duvarlarına
resim tablosu, halı ya da fotoğraf gibi herhangi bir sanat eserini asmanın
kökeni mağara duvarlarına ilk resimleri yapan atalarımızdan miras kalmıştır. Mağaraların
sağladığı sosyal ve güvenli ortamın resim, müzik, iletişim gibi soyut
yeteneklerimizin hızla karmaşıklaşmasına neden olduğunu da eklemem gerekli. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Steven Tucker ve
Rick Hunter, mağara bilimcisi (speleoloji) ve Güney Afrika Speleoloji Araştırma
Klübü üyesi iki genç. Mağaralar yukarda basitçe bahsettiğimiz fiziksel özelliklerinden
dolayı her zaman yeni kalıntıların keşfedilebileceği gizemli ve potansiyel alanlar.
Steven ve Rick, jeomorfolojik (karstik) yapısından dolayı onlarca mağaranın
bulunduğu ve birçoğunda insan atası fosillerinin keşfedildiği UNESCO’nın Cradle
of Humankind (İnsanoğlunun Beşiği) adı ile dünya mirası olarak kayıt altına
aldığı Güney Afrika’da araştırmaya başlarlar. 2013 yılında Rising Star
(Yükselen Yıldız) mağarasında (Şekil 1a ve 1b) yaptıkları araştırma sırasında yüzeye
açılan ağzı yaklaşık olarak 20cm genişliğinde ve derinliği 12m uzunluğunda bir
baca buldular. Bu bacanın yeraltında bitişinden itibaren yatay olarak 30m
ilerde küçük bir odada (Dinaledi Chamber) fosiller keşfettiler. Steve ve Rick
(ve klüpleri) aynı zamanda Güney Afrika Witwatersrand Universitesi ile ortak
çalışıyorlar. Buldukları fosilleri üniversiteden jeolog Pedro Boshoff’a
gösterdiler ve Pedro bu fosilleri paleoantropolog Lee Berger’ın ilgisi
çekeceğini düşünüp onunla paylaştı. Bu fosiller Berger ve ekibinin National
Geographic finansal destekli çalışması ile insan evrimi soyağacına <i style="mso-bidi-font-style: normal;">Homo naledi</i> ismi ile yeni bir tür olarak
eklendi.<span style="mso-spacerun: yes;"> </span>Bilimsel çalışmaları eLIFE
Sciences <span style="mso-spacerun: yes;"> </span>adlı çok da bilinmeyen bir
dijital yayınevinin Genomics and Evolutionary Biology (Genomiks ve Evrimsel
Biyoloji) <span style="mso-spacerun: yes;"> </span>bölümünde yayınlandı. Böyle
önemli bir keşifin neden Sicence ya da Nature gibi daha saygın bilim
dergilerinde yer bulamadığına pek anlam veremedim açıkçası. Bunlar bir tarafa şimdi
bu fosilinin evrimsel hikayesini hep birlikte irdeleyelim. </span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-x658Y4TnMW8/VjezMa6UGrI/AAAAAAAABp4/D__BK3hoeLY/s1600/Sekil%2B1a%2BRaising%2Bstar%2Bmagarasi%2Blokasyonu.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-x658Y4TnMW8/VjezMa6UGrI/AAAAAAAABp4/D__BK3hoeLY/s320/Sekil%2B1a%2BRaising%2Bstar%2Bmagarasi%2Blokasyonu.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-tFaodK3M20Y/VjezMLcyZCI/AAAAAAAABqc/10iKqN0z-TQ/s1600/Sekil%2B1b%2BRaising%2Bstar%2Bmagarasi.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="212" src="http://4.bp.blogspot.com/-tFaodK3M20Y/VjezMLcyZCI/AAAAAAAABqc/10iKqN0z-TQ/s320/Sekil%2B1b%2BRaising%2Bstar%2Bmagarasi.jpg" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"><br /></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Şekil 1a ve 1b.
Raising Star Mağarasının bulunduğu bölge ve mağara girişinin görüntüsü (<span style="mso-bidi-font-weight: bold;">Jamie Shreeve, </span>National Geographic).</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Mağarada fosil
buluntuların olduğu oda erişilmesi oldukça güç bir yer. Bir paleontolog olarak
ilk kez erişilmesi bu kadar güç bir yerde insan atası fosilleri keşfedildiğine
şahit oluyorum. Bu fosillerin rahat çıkarılması için Berger 2013 yılında bir
duyuru yayınladı. Bu duyuruda özellikle “minyon tipli, dar ve düz göğüs
kafesine sahip paleontolojik ve arkeolojik kazı çalışmalarında deneyimli bayan <span style="mso-spacerun: yes;"> </span>mağara çalışanlarını işe alınacağı belirtildi,
küçük bir ayrıntı ile; çalışma ücret karşılığı olmayabilir. Berger, 57
başvurudan sadece 6 deneyimli ve fiziksel olarak uygun olan adayı seçti. Bu
altı kadın yaklaşık olarak 1550 adet fosil çıkardılar. Bu kadınlardan biri olan
Elen Feuerriegel herhangi bir ücret almayacağı bu zor işe neden başvurduğu
sorusuna “Nasıl başvurulmaz ki, büyük bir keşif heyecanı” şeklinde verdiği
cevap ile bazen yaşanılan deneyimlerin parasal karşılığı olamayabileceğine
güzel bir örnek veriyor. Ekibin diğer üyeleri ise Hannah Morris, Marina Elliott,
Becca Peixotto, Alia Gurtov, ve Lindsay Eaves. Kadın mağara kazıcıları 21 gün
boyunca sürekli göz önünde, kamera ışıkları altında çalıştılar. Yerleştirilen
kameralar ile yüzeyden mağarada fosil çıkarma işlemi zürekli gözetleniyor,
zaman zaman Berger kazıcılara dışardan direktif veriyordu. Bu yeraltı
astronotları mağara içinin çok dar olması nedeniyle çalışma koşullarının çok
zor olduğunu, 3 kişinin fosillere zarar vermeden aynı anda çalışmasının büyük
bir dikkat gerektirdiğini belirttiler. Uzun süre aynı pozisyonda kalırlarsa
bacaklarının uyuştuğunu ve sürekli yer değiştirerek neredeyse örümcekler gibi
taşların üzerinde saatlerce sabit durarak çalıştıklarını anlatıyorlar. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-1FaQaWPAu1k/VjezNSZ3rcI/AAAAAAAABqg/GBu9QJkiRjI/s1600/sekil%2B2%2BMa%25C4%259Far%25C4%25B1%25C4%25B1n%2Bkesit%2Bg%25C3%25B6runusu.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="220" src="http://2.bp.blogspot.com/-1FaQaWPAu1k/VjezNSZ3rcI/AAAAAAAABqg/GBu9QJkiRjI/s400/sekil%2B2%2BMa%25C4%259Far%25C4%25B1%25C4%25B1n%2Bkesit%2Bg%25C3%25B6runusu.jpg" width="400" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Şekil 2. Mağaranın
kesit haritası (<span style="mso-bidi-font-weight: bold;">Jamie Shreeve, </span>National
Geographic). </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Homo naledi</span></i><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"> türünün duyurulduğu bilimsel çalışmada 47 farklı ortak-yazarın katkısı
var. Naledi ismi mağaranın bulunduğu bölgede yaşayan yerel halkın dilinde
(Sotho dili) “yıldız” anlamına geliyor. İşin ilginç yanı bu insan atası
fosillerinin bulunduğu odada çok az miktarda kuş ve küçük kemirgen memelilere
ait fosil kalıntılar bulunmuş. Bu fosillerin mağaranın 30m içindeki bu odaya
nasıl geldiği ya da taşındığı da merak konusu. Çünkü odaya ulaşmak için yüzeyden
12m uzunluğunda bir bacadan dikey olarak indikten sonra yer altında yaklaşık
olarak 30m de yatay olarak dar bir kanaldan ilerlemek zorundasınız. Muhtemelen
bu insanlar bu mağaraya herhangi bir tehditten kaçarak girdiler ve çıkamayıp
orada öldüler. Ya da çocuk ya da kadınlardan bazıları girdi ve erkek bireyler
de onları çıkarmak için peşlerinden girdiler ve bir daha çıkamadılar. Bu mağara
insan atalarının yaşadığı diğer bildiğimiz mağaralara hiç benzemiyor, bir
barınak olarak kullanmak için çok zor bir girişi var ve dar bir yaşam odası
var. Jeologlar mağaranın uzun zamandır jeomorfolojik olarak değişmemiş
olabileceğini öne sürüyorlar, bu durumda bu insanların yaşadığı dönemde de
mağara bugünkü koşullarında olmalıydı ki bence bu imkansız, ufak tefek fiziksel
değişiklikler mutlaka olmuş olmalı, en azından mağarada giriş ve çıkışını biraz
daha rahatlatan daha az çökel birikiminden bahsedebiliriz. Diğer bir ihtimal
ise bu insanların buraya gömülmüş olması. Şu ana kadar ölü gömme geleneğine
dair en eski kanıt yaklaşık olarak 60 bin yıl önce Kürdistan’da Bradost dağında
bulunan Shanidar mağarasında yaşamış olan Nenaderthallerden biliniyor. Daha
eski dönemlerde yaşamış erken insan türlerinde ölü gömme geleneğine henüz
rastlanmadı. Bununla birlikte Neandertaller gibi sofistike ölü gömme geleneği
değil ancak basitçe ölülerini herhangi bir çukura atma davranışına İspanya’daki
Atapuerca bölgesinde Sima de los Huesos mağarasından biliyoruz. Bu tür <i style="mso-bidi-font-style: normal;">Homo heidelbergensis</i> ve bu buluntular
yaklaşık olarak 350 bin yıl öncesine tarihlendiriliyor. Ancak <i style="mso-bidi-font-style: normal;">Homo heidelbergensis Homo naledi</i>’ye göre
çok türemiş bir tür, iki katı beyin hacmine ve sofıstike bir kültüre sahip. <i style="mso-bidi-font-style: normal;">Homo naledi</i>’nin beyin büyüklüğü
bizimkinin üçte biri kadar, <i style="mso-bidi-font-style: normal;">Homo
heidelbergensis</i> neredeyse bizimle aynı beyin hacmine sahipti. Direk
aklımıza gelen bir soru ise, başka bir çıkışı olmayan bu mağaraya atalarımız
ölülerini atmak için neden ölmüş bedeni önce 12m aşağı ardından da 30m yer
altında dar tünelde taşısınlar? Doğa ekonomisine ve insan mantığına
hiç uymayan bir durum. Sima de los Huesos<span style="mso-spacerun: yes;">
</span>mağarasında <i style="mso-bidi-font-style: normal;">Homo heidelbergensis </i>ölülerini
kuyuya atabiliyordu çünkü kuyunun yeterince geniş bir ağzı ve hareket alanı
mevcut. Diğer bir soru ise bu insanlar bu çok karanlık olan mağaraya
girdiklerinde çevreyi nasıl gördüler. Berger hiçbir kanıt olmamasına rağmen çok
saçma bir biçimde bu insanların meşale kullanmış olabileceğini öneriyor. Bunu
nasıl düşüncesizce ileri sürdüğüne gerçekten şaşırdım. Atalarımızın ateşi
kontrol ettiğine dair kanıtlar çok keskin değil, en doğru ve belirgin kanıtlar
günümüze yakın tarihler. En kabul gören kanıtlar 400 bin yıl öncesine ait,
ancak birçok araştırmacı atalarımızın 200 bin yıl ile yaklaşık 1.5 milyon
arasında kalan bir dönemde ateşi kullanmayı öğrenmiş olabileceklerini öneriyor.
Berger, şu şekilde bir yorum yapsa gayet anlaşılır olacaktı; “bu insanlar bir
biçimde mağaraya girmişler, büyük ihtimalle bir tehditten kaçıyorlardı, ancak
karanlıkta yollarını nasıl buldukları hakkında bir fikrim yok, zaten mağarada
Dinaledi odasına giden tek bir kanal var ve bir biçimde el yordamı ile de olsa
yollarını bulmuşlar ve bir daha da çıkamamışlar”. Sizce de daha inandırıcı bir
yorum değil mi? Sorulan diğer bir soru ise <i style="mso-bidi-font-style: normal;">Homo
naledi</i>nin konuşup konuşmadığı. Konuşmaya dair ilk kanıtlar <i style="mso-bidi-font-style: normal;">Homo habilis</i>te mevcut, <i style="mso-bidi-font-style: normal;">H. naledi</i>nin konuşup konuşmadığına dair öne
sürülen herhangi bir kanıt yok. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-lxXQxjoRr84/VjezMUkbQRI/AAAAAAAABqk/BbBjZuQeYPY/s1600/Sekil%2B3%2BHomo%2Bnaledi.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="http://2.bp.blogspot.com/-lxXQxjoRr84/VjezMUkbQRI/AAAAAAAABqk/BbBjZuQeYPY/s400/Sekil%2B3%2BHomo%2Bnaledi.jpg" width="355" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"></span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Sekil 3. <i style="mso-bidi-font-style: normal;">Homo naledi</i> türüne ait bulunmuş fosil
kalıntılardan bazıları (Berger ve diğ., 2015)</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Birkaç kemirgen ve
kuş fosili dışında Dinaledi Odası’nda bulunan kalıntıların gerisi sadece insan
atalarına ait. Çoğunlukla bu tür buluntu alanlarında başka canlılara, özellikle
büyük memeli türlerine ait fosiller de bulunur. Kazı çalışması sonucunda 15
farklı bireye ait yüzlerce fosil iskelet parçası çıkarıldı, bunların içerisinde
kafatası, el ve kol kemikleri, bacak kemikleri, dişler ve çene kemikleri, göğüs
kafesi kemikleri gibi aklınıza gelen birçok kalıntı mevcut. Buluntuların
bazıları1.5m uzunluğunda erkek bir bireye ait. Bu bireyin ayak fosilleri bizimkilere
benzer bir biçimde ve onun dik yürüdüğünü gösteriyor, bununla birlikte el ve
parmak kemiklerinin anatomisi ise insansı maymunları, daha çok <i style="mso-bidi-font-style: normal;">Australopithecus</i> ataları anımsatıyor.
Özellikle omuz anatomisi ve kürek kemikleri bu türün halen ağaç hayatını tamamı
ile terk etmediğini işaret ediyor. Kadın ve çocuk bireylere ait buluntular
buranın belki bir aileye ya da küçük bir gruba ait olduğunu düşündürüyor. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Dinaledi Odası’ndan
ele geçen bütün buluntular homojen bir anatomik morfolojiye sahip, yani
kalıntıların morfolojik özellikleri bireylerin tek bir türe ait olduğunu
gösteriyor. Bunun yanı sıra cinsiyet ve yaş bakımından farklılık gösteriyorlar.
Genel morfoloji bu türün <i style="mso-bidi-font-style: normal;">Australopithecus</i>,
<i style="mso-bidi-font-style: normal;">Orrorin</i>, <i style="mso-bidi-font-style: normal;">Shalenthropus</i> ya da <i style="mso-bidi-font-style: normal;">Paranthropus
</i>cinsleri ile karşılatırılınca <i style="mso-bidi-font-style: normal;">Homo</i>
cinsine ait olduğunu işaret etmekte. Bu da onun diğer türlere oranla bize daha
yakın olduğu anlamına geliyor. <i style="mso-bidi-font-style: normal;">Homo
naledi</i> türünü bizim cinsimiz içinde sınıflandıran karakterler ise
lokomosyon (hareket), çiğneme ve ellerin kullanımı gibi fonksiyonel özellikler.
Özellikle uzun bacaklar, güçlü bacak kaslarının olduğunu düşündüren bacak
kemikleri üzerindeki kas tutunma noktaları ve bizimkilere benzeyen bilek ve
ayak kemikleri önemli benzerlikler arasında. Bütün bu alt uzuv özellikleri <i style="mso-bidi-font-style: normal;">Homo naledi</i>nin bizler gibi dik
yürüdüğünü ve adım attığını gösteriyor. Bu türün el bilek, avuç ve baş parmak
kemikleri yine bizimkine benziyor. Bu benzerlik onun <i style="mso-bidi-font-style: normal;">Australopithecus</i> türleri ve coğrafik olarak çok yakında bulunan <i style="mso-bidi-font-style: normal;">Australopithecus sediba</i>’ya göre ellerini
daha yetenekli kullandığının işareti. <i style="mso-bidi-font-style: normal;">Homo
naledi</i>nin çene kasları çok güçlü değil, dişleri de <i style="mso-bidi-font-style: normal;">Australopithecus </i>ve <i style="mso-bidi-font-style: normal;">Paranthropus</i>lardan
küçük, bu da aslında bize benzeyen bir özellik. Bu onların çok sert besinleri
tüketemediği anlamına geliyor. <i style="mso-bidi-font-style: normal;">Homo
naledi</i> yine Güney Afrika’da bulunan, insan evriminde çıkmaz bir yol olarak
bilinen ve iskeleti daha iri ve kaba yapılı olan <i style="mso-bidi-font-style: normal;">Paranthropus</i>lardan da <i style="mso-bidi-font-style: normal;">Homo</i>
benzeri özellikleri ile ayrışıyor. Bu karakterler genel olarak bütün iskelet
sisteminin daha narin ve ince yapılı olması, daha uzun alt uzuvlara sahip
olması, kaftasında daha zayıf elmacık kemiklere, daha dar bir yüze, daha zayıf
alt ve üst çene kemiklerine, daha küçük azı dişlerine sahip olması gibi sıralanabilir.
<i style="mso-bidi-font-style: normal;">Paranthropus</i>lar insanın soyağacında
sert bitkiler yiyebilmesi ile ünlü insan atalarıdır. Büyük ve güçlü çene
kasları, yine büyük azı dişleri sert otları öğütebilmesini sağlar. Diyetleri
çoğunlukla bitki içerdiği için antropologlar arasında çoğunlukla insan
soyağacının inekleri diye anılırlar. <i style="mso-bidi-font-style: normal;">Homo
naledi</i>nin üst ve alt çenesinde bulunan kesici ve köpek dişlerinin boyutları
<i style="mso-bidi-font-style: normal;">Paranthropus (P.)<span style="mso-spacerun: yes;"> </span>robustus</i> ile yakın ölçüler taşısa da <i style="mso-bidi-font-style: normal;">P. robustus</i>lar zaten küçük boyutlu
kesici ve köpek dişlerine sahiptir. <i style="mso-bidi-font-style: normal;">P.
robustus</i>ları ayırd eden özellik ön dişlerine göre çok büyük azı-öğütücü
dişlerine sahip olmalarıdır. <i style="mso-bidi-font-style: normal;">Homo</i>
naledı hem <i style="mso-bidi-font-style: normal;">Paranthropus</i>lardan hem de <i style="mso-bidi-font-style: normal;">Australopithecus</i>lardan daha küçük azı
dişlerine sahip, bu özellik onun büyük olasılıkla bir <i style="mso-bidi-font-style: normal;">Homo</i> üyesi olduğunu gösteriyor. <i style="mso-bidi-font-style: normal;">Homo
naledi</i>nin kafatası <i style="mso-bidi-font-style: normal;">Homo erectus</i>
ve <i style="mso-bidi-font-style: normal;">Homo habilis</i>e benzer özellikler
taşıyor; güçlü bir kaş kemeri ve ense kısmında belirgin çıkıntı bu
karakterlerden bazıları. Yüzü ise <i style="mso-bidi-font-style: normal;">Homo
rudolfensis</i>e benziyor. Bununla birlikte <i style="mso-bidi-font-style: normal;">Homo
naledi</i>nin <i style="mso-bidi-font-style: normal;">Australopithecus</i>lar ile
benzer ilkin özelikleri de var. Bunlar arasında göğüs kafesinin biçimi, uyluk
kemiğinin üst kısmı, uzun ve bükük parmaklar gibi onu türemiş <i style="mso-bidi-font-style: normal;">Homo</i> türlerinden ayıran özellikler de
var. Bu nedenle <i style="mso-bidi-font-style: normal;">Homo naledi</i> daha çok
erken <i style="mso-bidi-font-style: normal;">Homo</i> türleri olan <i style="mso-bidi-font-style: normal;">Homo habilis</i>, <i style="mso-bidi-font-style: normal;">Homo erectus</i> ve <i style="mso-bidi-font-style: normal;">Homo
rudolfensis</i> ile benzerlikler gösteriyor. Genel olarak <i style="mso-bidi-font-style: normal;">Homo naledi</i> bize benzeyen vücut boyutu, duruş ve yürüyüşe sahip
iken <i style="mso-bidi-font-style: normal;">Australopithecus</i> benzeri beyin
hacmine (yani küçük) sahip. Onun agaçlara da iyi tırmanabildiğini gösteren omuz
ve parmak kemikleri varken aynı zamanda insan benzeri el ve bilek kemikleri
ellerini de iyi kullanabiliyor olduğunu gösteriyor. Ancak fosil kalıntılarla
birlikte hiç taş alet bulunmamış olması bu türün alet kullanıp kullanamadığı
hakkında kesin bir yorum yapmamızı da engelliyor. Kısaca benim özetleyebileceğim
morfolojik yapı <i style="mso-bidi-font-style: normal;">Australopithecus</i>
benzeri kafatası ve kalça kemikleri ile <i style="mso-bidi-font-style: normal;">Homo
</i>benzeri uzuvlara sahip bir tür <i style="mso-bidi-font-style: normal;">Homo
naledi, </i>yani neredeyse tam bir <i style="mso-bidi-font-style: normal;">Homo
erectus</i>. Berger bu türü <i style="mso-bidi-font-style: normal;">Australopithecus
sediba</i> ile evrimsel olarak bağlantılı olabileceğini düşünüyor. BG’nin 2013
Mayıs sayısında <i style="mso-bidi-font-style: normal;">Australopithecus sediba</i>
hakkında detaylı bir yazı yazmıştım.<span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">Au. sediba</i> Güney Afrika’da Malapa
bölgesinde bulundu ve bu türün özellikleri <i style="mso-bidi-font-style: normal;">Homo
naledi</i>’den farklı olarak <i style="mso-bidi-font-style: normal;">Homo</i>
benzeri el, kalça ve dişlere sahip iken <i style="mso-bidi-font-style: normal;">Australopithecus</i>
benzeri uzuvlar ve kafatasına sahip olması, yani neredeyse tam bir <i style="mso-bidi-font-style: normal;">Australopithecus africanus</i>. </span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-9htxAuv2lRI/VjezNCoxw_I/AAAAAAAABqU/xQcbdPT4Arg/s1600/Sekil%2B4a.%2BHomo%2Bnaledi%2Bkafatasi.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="http://2.bp.blogspot.com/-9htxAuv2lRI/VjezNCoxw_I/AAAAAAAABqU/xQcbdPT4Arg/s400/Sekil%2B4a.%2BHomo%2Bnaledi%2Bkafatasi.jpg" width="320" /></a></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"><br /></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-EgaI1Laup48/VjezNJnq5fI/AAAAAAAABqY/umSPbu-OFEw/s1600/Sekil%2B4b%2BHomo%2Bnaled%25C4%25B1%2Bcanland%25C4%25B1rma.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="350" src="http://2.bp.blogspot.com/-EgaI1Laup48/VjezNJnq5fI/AAAAAAAABqY/umSPbu-OFEw/s400/Sekil%2B4b%2BHomo%2Bnaled%25C4%25B1%2Bcanland%25C4%25B1rma.jpg" width="400" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Şekil 4a ve 4b. <i style="mso-bidi-font-style: normal;">Homo naledi</i> türüne ait bir kafatası
fosilinin kopyası ve 3 boyutlu canlandırması (<span style="mso-bidi-font-weight: bold;">Jamie Shreeve, </span>National Geographic ve Witwatersrand Universitesi). </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Bu fosilin
morfolojik tanımlamaları ve atıflarında herhangi bir sorun olmamasına rağmen en
büyük problem bulunduğu çökellerin jeolojik yaşını bilemiyor oluşumuz. Maalesef
bu fosilin hangi jeolojik yaşa ait olduğunu henüz bilmiyoruz, neden jeolojik
tarihlendirme yapmadan yayınladılar anlamak güç. Morfolojik olarak erken <i style="mso-bidi-font-style: normal;">Homo</i> türlerine benziyor ancak hangi
dönemde yaşadığı önemli, eğer 2.5 milyon yıldan daha yaşlı ise ilk <i style="mso-bidi-font-style: normal;">Homo</i> türü olmaya aday olabilir, ve bu
adaylık ile <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin ilk
üyesinin ortaya çıktığı coğrafya <span style="mso-spacerun: yes;"> </span>Doğu
Afrika’dan Güney Afrika’ya geçmiş olur. Son yıllarda insan evrimi
çalışmalarının insanın soyağacına en önemli katkısı özellikle 3 ve 1.8 milyon
yıllar arasında yaşamış olan insan atalarında düşündüğümüzden daha fazla
morfolojik çeşitliliğinin evrimleşmiş olması, daha fazla türleşmenin olup
olmadığı ise tartışma konusu. Bu değişim sadece insan atalarında değil onlarla
birlikte yaşayan özellikle diğer memeli hayvan gruplarında da gözleniyor. Bunun
en önemli nedenlerinden biri değişen çevre koşulları. </span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Bu dönemde
meydana gelen küresel iklim değişimleri, Afrika’da iklimsel çeşitliliğin,
mevsimselliğin artmasına, ayrıca çeşitli memeli hayvan türlerinin
evrimleşmelerine ve yeni türler üretmelerine neden oluyor. </span><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Bu konular ile ilgili BG’nin 2014 Mart ve 2015 Mayıs
sayılarındaki Dmanisi fosilleri ve Ledi Geraru fosili ile ilgili olan yazıların
okunması değerli olabilir. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Güney Afrika insan
evrimi açısından önemli bir bölge. Hatta paleoantropoloji tarihinde ilk <i style="mso-bidi-font-style: normal;">Australopithecus</i> fosili Güney Afrika’da
1924 yılında keşfediliyor (<i style="mso-bidi-font-style: normal;">Au. africanus</i>).
Ardından Ron Clarke’ın keşfettiği yine muhtemelen bir <i style="mso-bidi-font-style: normal;">Au. africanus</i> türü olan Little Foot ve Berger’ın keşifleri <i style="mso-bidi-font-style: normal;">Au. sediba</i> ve <i style="mso-bidi-font-style: normal;">Homo naledi</i> önemli buluntular arasında. Bu tür yeni spekülatif keşifler
kritik soru olan ilk <i style="mso-bidi-font-style: normal;">Homo</i> türü nerde
ortaya çıktı, Doğu Afrika mı yoksa Güney Afrika mı sorusunu yeniden ve yeniden sormamıza
neden oluyor. Berger’ın bu ilginç keşifleri soruyu biraz karmaşıklaştırsa da
ben yine en eski fosil buluntuların ve özellikle de taş aletlerin halen Doğu
Afrika’da bulunuyor olmasının önemli olduğunu düşünüyorum. İlk taş alet
kullanımının <i style="mso-bidi-font-style: normal;">Australopithecus</i>lar
tarafından da paylaşılan bir davranış olduğu genel olarak kabul ediliyor, ancak
<i style="mso-bidi-font-style: normal;">Homo habilis</i> ve <i style="mso-bidi-font-style: normal;">Homo erectus</i>’ları karakterize eden alet teknolojilerini üretmek
biraz daha sofistike bir bilinç ve el hareketleri gerektiriyor. Bu durumda taş
aleti üretiyor ve kullanıyor olmayı bizim cinsimizi karkaterize eden ve
bilişsel karmaşıklığı gösteren bir özellik olduğunu varsaymalıyız.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Güney Afrika diğer
memeli hayvan faunaları bakımından da özellikle 3-2 milyon yıl önce Doğu
Afrika’dan farklı bir yapıya sahipti. Bu da Güney Afrika’da farklı ekolojik
ilişkilerin olduğunu gösteriyor. Çoğunlukla Güney Afrika’da yaşamış olan
atalarımızın evrimsel olarak farklı yolları denediklerini ancak başarılı
olamadıklarını düşünüyorum. <i style="mso-bidi-font-style: normal;">Au. sediba</i>
ve <i style="mso-bidi-font-style: normal;">Homo naledi</i> gibi çok ilginç
mozayik morfolojik özelliklere sahip olan türlerin sanki hayatta kalmak için
farklı evrimsel kombinasyonları zorladıkları ve muhtemelen Güney Afrika’da -Doğu
Afrika’dan bağımsız- izole bir evrimsel senaryonun gerçekleştiği olasılığı
üzerinde duruyorum. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Bununla birlikte <i style="mso-bidi-font-style: normal;">Homo naledi</i>nin Güney Afrika’da karstik
jeomorfolojik koşullarda ürettiği mozayik evrimsel değişimlerle hayatta kalmaya
çalışan talihsiz bir ata form olduğunu düşünmek yerine Berger’ın hayal ettiği
şekilde onun ilk <i style="mso-bidi-font-style: normal;">Homo</i> türü olduğu
–henüz spekülatif- olasılığını düşünmemiz için öncelikle jeolojik yaşını
bilmemiz gerekli ve daha sonra Berger’in yeniden <i style="mso-bidi-font-style: normal;">Homo</i> cinsini karakterize eden özellikleri tanımlaması gerekiyor, ya
da <i style="mso-bidi-font-style: normal;">Homo naledi</i>nin 2.6 milyon yıldan
daha eski taş aletleri ürettiğini kanıtlaması lazım. Güney Afrika’da en eski
taş aletler Sterkfontein mağarasından biliniyor ve 2 milyon yıla tarihlendiriliyor.
Bu taş aletleri <i style="mso-bidi-font-style: normal;">Homo habilis</i>in
ürettiği de genel olarak kabul görüyor. Berger’ın <i style="mso-bidi-font-style: normal;">Homo naledi</i>nin ilk <i style="mso-bidi-font-style: normal;">Homo</i>
türü olduğunu kanıtlaması için daha çok veriye ihtiyacı var. Aksi takdirde ilk
insanın Doğu Afrika’da Rift Vadisinde Etiyopya ya da Kenya’da bir yerlerde
3-2.5 milyon yıllar arasında<span style="mso-spacerun: yes;"> </span>bir dönemde
ortaya çıkmış olabileceği seçeneği yerini koruyacak. Son tahlilde Ferhat, <i style="mso-bidi-font-style: normal;">Homo naledi</i> sana ne düşündürüyor diye
sorarsanız, henüz kesin birşeyler söylemek için çok erken, ancak <i style="mso-bidi-font-style: normal;">Homo floresiensis</i> gibi beklenmedik bir
insan türünün yaklaşık 95-13 bin yıl önce Endonezya’da Flores adasında izole
yaşadığını biliyoruz. <i style="mso-bidi-font-style: normal;">Homo naledi</i>nin
yeni bir tür olduğu konusunda yazarlar gayet emin, zira paleoantropoloji
tarihinde birçok yeni tür bazen birkaç fosil buluntu üzerinden tanımlanıyor. <i style="mso-bidi-font-style: normal;">Homo naledi</i>ye ait 15 farklı birey ve
1550 tane fosil buluntu var. Bu fosilin yeni bir tür olduğuna dair tanımlama
yapabilmek için yeterinden fazla bir koleksiyona sahipler, yeterince göz
dolduruyor, yine de bu onların doğruluğu kesin bir tür tayini yaptıkları
anlamına gelmiyor. Makalenin ikinci yazarı olan ve iyi bilinen paleoantropolog
John Hawks kendi blog sayfasında faydalı yorumlar yapmış konu ile ilgili.
Ayrıca daha detaylı çalışmaların da yakında yayınlanacağını belirtiyor. Ünlü
paleoantropolog Tim White bu araştırmacılardan biraz farklı düşünüyor. Aslında
yazının başında bahsettiğim bu çalışmanın neden Science ya da Nature gibi
saygın bilim dergilerinde yayınlanmadığının cevabını da White eleştirileri ile almış
oluyoruz. Berger ve ekibi bu çalışmayı Nature dergisine göndermişler ancak
hakemler çalışmaya yetersiz kanıtlardan ve verilerden dolayı red vermişler.
Aslında e-LIFE Science dergisi hakemleri de çalışmaya benzer nedenlerden dolayı
ilk seferde red vermişler. Ancak Berger bir biçimde çalışmayı yayınlamanın
yolunu bulmuş. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Tim White <i style="mso-bidi-font-style: normal;">Homo naledi</i>nin yeni bir tür
olamayacağını, bu türün bulunduğu mağaradan 800m ilerde Swartkrans mağarasında <i style="mso-bidi-font-style: normal;">Homo erectus</i> fosillerinin daha önce bulunmuş
olmasının bir tesadüf olamayacağını, <i style="mso-bidi-font-style: normal;">Homo
naledi</i> fosillerinin de <i style="mso-bidi-font-style: normal;">Homo erectus</i>un
bir formu olduğunu ileri sürüyor. Sorun biraz da fosilin jeolojik yaşını
bilmememizden kaynaklansa da White jeolojik yaş ne olursa olsun <i style="mso-bidi-font-style: normal;">Homo</i> naledinin morfolojisinin <i style="mso-bidi-font-style: normal;">Homo erectus</i>un bir varyasyonu olduğunu
iddia ediyor ve bu yeni türün paleoantropolojide insanın soyağacının sahte-medyatik
tür tanımlamaları ile şişirilmesine güzel bir örnek olarak gösteriyor. Diğer
bir paleoantropolog Darren Curnoe, Berger ve ekibinin fosilin bulunduğu
çökellerin jeolojik yaş tarihlendirilmesini beklemeden aceleci davranıp yeni
tür olarak yayınlamalarını da gereksiz bulduğunu belirtmiş. Ünlü primatolog
Frans de Waal ise keşfi ve yayını spekülatif bulduğunu belirtmiş, bu kadar
ilkin morfolojik özelliklere sahip bir türün ölü gömme gibi türemiş insan
türlerinde var olan bir davranış ile anılmasını ve medyada yer bulmasını
bilimsel bir sorumsuzluk olarak değerlendirmiş. Diğer bir ünlü antropolog
Zollikofer ise buluntuların yeni tür olarak isimlendirilmesini bilimsel saygınlıktan
ziyade medyaya karşı bir şov olduğunu, ve bu türü bilimsel tür değilde “medya
türü” olarak isimlendirmenin daha doğru olacağını söylüyor. Ayrıca Zollikofer
de White gibi bu türün ilkin ve küçük boyutlu bir <i style="mso-bidi-font-style: normal;">Homo erectus</i> olabileceğini düşünüyor, ancak jeolojik yaşın bir an
önce belirlenmesinin gerekliliğini de vurguluyor. Eğer BG’nin 2014 Mart
sayısında yayınlanan Dmanisi fosilleri ve insan evrimi ile ilgili yazıyı
okursanız özellikle <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin
erken üyeleri olan <i style="mso-bidi-font-style: normal;">Homo habilis</i>, <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i> ve <i style="mso-bidi-font-style: normal;">Homo erectus</i> türlerinde yüksek oranda bir morfolojik çeşitliliğin
olduğunu ve bu fosillerin hepsinin neredeyse tek bir tür altında
toplanabileceği dahi önerilmişti. Eğer <i style="mso-bidi-font-style: normal;">Homo
naledi</i> türünün bulunduğu çökeller erken <i style="mso-bidi-font-style: normal;">Homo
</i>türlerine yakın bir dönemi işaret ederse onun anatomik karakterleri de bu
yüksek morfolojik çeşitlilik içerisinde kalacak ve büyük olasılıkla <i style="mso-bidi-font-style: normal;">Homo erectus </i>olarak
sınıflandırılacaktır. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Bu konuda bir son
söz söylemek henüz mümkün değil, ancak son yorum şu şekilde olabilir; <i style="mso-bidi-font-style: normal;">Homo naledi</i>, <i style="mso-bidi-font-style: normal;">Au. sediba</i> gibi Lee Berger’ın diğer bir ‘medya-tik türü’ olma etiketinden
veriler ve kanıtlar onu doğrulayana kadar kurtulamayacak. Bu buluntuların <i style="mso-bidi-font-style: normal;">Homo erectus</i>un ilkin bir formu değil de
gerçekten yeni bir tür olduğunu kabul etmemiz için 1- Jeolojik yaşın bir an
önce belirlenmesi, 2- Yeni tür tanımlaması için ileri sürülen ayırd edici
morfolojik karakterlerin gerçekten ayırd edici olup olmadığının bir bilim
kurulu tarafından tescil edilmesini ve genel bir konsensus oluşmasını bekleyeceğiz.
Ayrıca bilim insanlarının çalışmalarında medya ve popülariteyi değil gerçek
bilim kriterlerini takip etmelerini de umut etmeye devam edeceğiz. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Kaynaklar</span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Berger ve diğ.
2015. <i style="mso-bidi-font-style: normal;">Homo naledi</i>, a new species of
the genus <i style="mso-bidi-font-style: normal;">Homo</i> from Dinaledi Chamber,
South Africa. eLife Sciences, Genomics and Evolutinary Biology. eLife
2015;4:e09560. DOI: 10.7554/eLife.09560</span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Shreeve, J. 2015.
This face changes the human story, but how? National Geographic, September 10,
2015. </span><a href="http://news.nationalgeographic.com/2015/09/150910-human-evolution-change/"><span lang="TR" style="color: windowtext; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">http://news.nationalgeographic.com/2015/09/150910-human-evolution-change/</span></a><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"></span></div>
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Hartley, R. 2015. Some
bones to pick. 18 September, 2015. Times Live. </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://www.timeslive.co.za/thetimes/2015/09/18/Some-bones-to-pick"><span lang="TR" style="color: windowtext; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">http://www.timeslive.co.za/thetimes/2015/09/18/Some-bones-to-pick</span></a></span></div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-77702637675488473952015-05-15T10:13:00.000+03:002015-05-18T00:23:58.852+03:00Richard Leakey Konuşmasının Ozeti!<div dir="ltr" style="text-align: left;" trbidi="on">
Sizlere Leakey'lerin ziyareti ve konuşmalarının özetini detaylı bir biçimde yazacağım sözünü vermiştim. Sözümü tutuyorum, ancak geç kalışımın bazı nedenleri var. Bir çoğunuzun duyduğu gibi İstanbul'da arkadaşlarını tacizcilerden korumaya çalışan Bahadır Grammeşin, bir öğretmen, gözleri öfke ve nefretle körelmiş barbarlar tarafından katledildi. Bahadır universiteden çok sevdiğim sınıf arkadaşım Başak'ın kardeşiydi, onu birkaç kez görmüştüm, çok efendi, hayat dolu, kendini mesleğine ve daha güzel bir Türkiye için mücadeleye adamış biriydi. Namussuzların, tacizcilerin, tecavüzcülerin ve hırsızların iyi ve dürüst olan insanlardan daha cüretkar, daha güçlü ve kuvvetli olduğu bir ülke var karşımızda. Ülke politikalarının ve yönetim biçiminin bunda payı olmadığını düşünüyorsanız çok yanlıyorsunuz. Kadına, çocuğa, doğaya ve kendisi gibi olmayana nefret ve öfke dolu şiddeti meşrulaştıran bir sistemin payı olmadığını düşünmek saflık olur. Bahadır'ın katil zanlısının avukatı Istanbul'dan MHP milletvekili adayıymış ve ayrıca Gaziantep emniyeti Bahadır'ın öldürülme anını gösteren videoyu Antep'te aktif olan sol gruplardan yakaladıkları gençlere bir tehdit olarak izlettiriyorlarmış. Bütün bunlar aslında olayın çok basit bir bar tartışmasından dolayı öfkelenip arkadaşlarımıza saldıran barbarların işi olmadığını düşündürüyor. <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-7Xd4wPbqAkw/VVOTCNIPioI/AAAAAAAABd4/lqwXzpwXt8U/s1600/bahadir-grammesin.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="213" src="http://4.bp.blogspot.com/-7Xd4wPbqAkw/VVOTCNIPioI/AAAAAAAABd4/lqwXzpwXt8U/s320/bahadir-grammesin.jpg" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Bahadır...<br />
<br />
<br />
Bahadır artık aramızda değil, barbarlar Özgecanı aldıkları gibi aramızdan Başakçığımın güzel kardeşini ondan ve ailesinden, bizden ve ülkemizden aldılar. Işıklar içinde yatsın, yıldızlar yoldaşın olsun Bahadırcım seni unutmayacağız. Tacizcilere karşı arkadaşlarını savunan onurlu ve yürekli duruşunun sorumluluğunu taşıyacağız, iyi ve namuslu insanların güçlü olduğu daha güzel bir Türkiye mücadeleni sürdüreceğiz. Elbette Bahadır ilk kaybettiğimiz dostumuz değil, Gezi direnişinde katledilenler, Uğur Kaymaz gibi küçücük çocukların bedenine yaşından daha çok mermi sığdıranları, Roboskide köylüleri, Soma'da maden işçilerini de unutmadık. Devlet terörü ve tecavüzcü yobazlığın beslendiği kaynak aynı bataklık, faşizm ve kötülük, nefret. O bataklığı hep birlikte kurutacağız, üzerimize düşen iyi ve duyarlı insan olma sorumluluğundan vazgeçmeden kötülüğü yeneceğiz. Neden burda yani bir popüler bilim sayfasında buna değindiğimi merak ediyorsanız onu da söyleyim: Türkiye'de uluslararası standartlarda ve kalitede bilim eğitimi olmayışı ve hatta evrim kuramının dersliklerde ve ders kitaplarında sansürlenmesinin kaynağı olan sistematik cahillik ve yobazlık da işte yukarda bahsettiğim insan katledenlerinki ile aynı bataklıkta ürüyor, çoğalıyor ve büyüyor. O nedenle yaşamın bütün alanlarında, bilim, eğitim, sanat, kültür, politika ve üretim gibi ana arterlerinin üzerindeki baskılara karşı ortak bir mücadele vereceğiz, elbirliği ile üzerimize çökmüş olan bu kötülük ve sevgizilik kayasını itip uçurumdan aşağı yuvarlayacağız, az kaldı, mücadeleye devam.<br />
<br />
Şimdi konumuza geri dönebiliriz. <br />
<br />
Helsinki'de son iki hafta tam bir paleoantropoloji ve insan evrimi çalışmaları şöleni şeklinde geçti. Bu şölenin mimarı olan Mikael Fortelius'a sonsuz teşekkürler, ayrıca bu süreçte bana gerek misafirlerimizin ağırlanmaları gerekse de konuşmaların organizasyonu hakkında sorumluluk verip konuşmacılar ile yakından tanışma ve konuşma fırsatı verdiği içinde teşekkür etmek istiyorum. Geçen hafta, Leakey'lerden önce, yine dünyaca ünlü paleoantropolog <a href="http://humanorigins.si.edu/research/hop-team/bernard-wood">Bernard Wood</a> bölümümüzü ziyaret etti. Ayrıca "Understanding human in their early context" temalı bir sempozyumda konuşma yaptı. Bu sempozyumda Bernard Wood'un yanısıra Mikael Fortelius, Lars Werdelin, Jukka Jernval, Petri Pellika da konusmalar yapti. Wood'un konuşmasını şu şekilde özetleyebiliriz: İnsan evrimi çalışmalarında 1900'lü yıllarından ortalarından itibaren günümüze kadar en dikkat çeken değişimin insan atası fosillerinde tür sayısındaki artışın göze çarpması, yani soy ağacımızdaki dalların artması.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-2xCYYwPqfCI/VUxSbIDvGtI/AAAAAAAABdA/HXRxr44MwQ8/s1600/wood%2Band%2BI.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="http://4.bp.blogspot.com/-2xCYYwPqfCI/VUxSbIDvGtI/AAAAAAAABdA/HXRxr44MwQ8/s200/wood%2Band%2BI.jpg" width="200" /></a><a href="http://1.bp.blogspot.com/-1tRAGBWg8E8/VUxScHY3jgI/AAAAAAAABdI/7aLADNwUoMU/s1600/yaka%2Bkarti.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="http://1.bp.blogspot.com/-1tRAGBWg8E8/VUxScHY3jgI/AAAAAAAABdI/7aLADNwUoMU/s200/yaka%2Bkarti.jpg" width="200" /></a></div>
<br />
<br />
<i>Bernard Wood Helsinki'ye kadar gelmiş, bir fotoğraf çektirip popülizmin coşkusunu yaşamadan yapamadım. </i><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-6QmP1UXqxlQ/VUxXSU-3mhI/AAAAAAAABdc/EGYavgbDzos/s1600/Wood%2Bslide%2B1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="151" src="http://1.bp.blogspot.com/-6QmP1UXqxlQ/VUxXSU-3mhI/AAAAAAAABdc/EGYavgbDzos/s200/Wood%2Bslide%2B1.jpg" width="200" /></a><a href="http://2.bp.blogspot.com/-OntHoo0NtLs/VUxXSfqWsDI/AAAAAAAABdY/s0im-LnX2Uk/s1600/Wood%2Bslide%2B2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="147" src="http://2.bp.blogspot.com/-OntHoo0NtLs/VUxXSfqWsDI/AAAAAAAABdY/s0im-LnX2Uk/s200/Wood%2Bslide%2B2.jpg" width="200" /></a></div>
<br />
Wood konuşmasının başlangıcında 1963 yılında insan atalarına ait fosil buluntuların sayısı ve insanın soyağacı ile bugünkü durumu karşılaştırdı. Yukarıda onun slaytlarından çektiğim fotoğrafları (onun sözlü izni ile) ekledim. 1963 yılında durum oldukça basit, erken insan atalarından sadece <i>Australopithecus africanus</i> biliniyor, slaytın sağ tarafında ise soyağacımızda farklı bir evrimsel çizgiyi oluşturan (kırmızı renkte) iri yapılı Paranthropuslar var, erken insanlardan ise sadece <i>Homo habilis</i> (açık mavi renk) biliniyor, koyu mavi renkteki barlar ile bizim cinsimiz yani Homo temsil edilmiş, en soldaki kırmızı bar ise modern <i>Homo sapiens </i>yani bizler. Sağdaki slaytta ise daha karmaşık bir tablo gürnüyor, özellikle barların sayısındaki artış dikkat çekici. Bu artış aynı zamanda tür sayısında da bir artışı gösteriyor. 1960'lı yıllarda birkaç tür ile temsil edilen soyağacımızda dalların arttığını ve insanın tek bir evrimsel çizgiden değil daha karmaşık dallardan oluşan bir kökene sahip olduğunu görüyoruz. Daha önce ancak 3 milyon yıl kadar geriye giden evrimsel kökenimiz (dik yürümenin kökeni) bugün neredeyse 7 milyon yıl kadar geriye gidiyor. Wood'un günümüz bilgileri ve kendi gençliğindeki bilgi düzeyi karşılaştırması dışında değindiği önemli bir nokta ise yumuşak dokulardan elde edebileceğimiz evrimsel bilgiler üzerineydi. Bildiğiniz gibi paleontolojik çalışmalarda fosiller üzerinde yapılan morfolojik çalışmalar çoğunlukla fosilleşmiş kemiğin anatomisi ve morfolojisi temel alınarak yapılır, taksonomi ve sistematik bu karkaterler baz alınarak kurulur. Wood, kas anatomisi gibi yumuşak dokuların bu tür çalışmalarda oynayabileceği rolün öneminden de bahsetti, hatta bu konu hakkında bir projeleri olduğunu da ekledi. Amacı yaşayan primatların ve insanların kas anatomilerini incleyerek ortaya çıkan verilerden fosil türlere yönelik çıkarımlar yapmak ve bunun evrimsel soyağaçlarının kurulmasında faydası olup olmayacağını irdelemek. Bekleyip göreceğiz.<br />
<br />
<b>Richard Leakey'nin konuşması,</b><br />
<br />
Richard ve Meave Leakey'i kaldıkları otelden saat 16:30 gibi aldıktan sonra konuşmanın yapılacağı Helsinki Üniversitesinin Great Hall'una doğru yola çıktık. Bundan önce Helsinki Üniversitesi gazetesinden bir gazeteci onunla röportaj yaptı. Röportaj soruları daha çok insan evrimi hakkında genel sorualrdı, ancak Kenyaida vahşi yaşamı koruma sorunları hakkında da sorular geldi. Richard Kenya Vahşi Yaşamı Koruma derneği başkanı aynı zamanda ve bu alanda da çok aktif. <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-DmgS41aXl9s/VVR0BZHQVtI/AAAAAAAABe4/l3e6uYqaJNg/s1600/IMG_4011.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="223" src="http://2.bp.blogspot.com/-DmgS41aXl9s/VVR0BZHQVtI/AAAAAAAABe4/l3e6uYqaJNg/s400/IMG_4011.JPG" width="400" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Saat 17:00 gibi kokteyl başladı, bu arada Richard ve Meave Finlandiya'nın ileri gelenleri ile sohbetler etti. Bu arada kokteyl alanı yavaş yavaş dolmaya başladı. Saat 18:00'e doğru yaklaşırken salonun kapıları açıldı, koridor tamamı ile doluydu.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-HF9iL0AJgyo/VVOo_8P1a1I/AAAAAAAABeI/g8nPb1Y7j7s/s1600/IMG_4030.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="223" src="http://3.bp.blogspot.com/-HF9iL0AJgyo/VVOo_8P1a1I/AAAAAAAABeI/g8nPb1Y7j7s/s400/IMG_4030.JPG" width="400" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Ardından gelenler koltuklarına yerleştiler. Finlandiya'da güzel olan geleneklerden biri de protokol olmayışı, yani konuşmaya gelen rektör, dekan, ya da prof takımı ve hatta ülkenin eski başkanı bile ancak buldukları yere oturdular, onlara ayrılmış özel bir yere değil, zaten eğer birebir tanımıyorsanız kimin rektör, kimin dekan, kimin ülkenin eski başkanı olduğunu anlamak da mümkün değil. Kültür farkı deyip bir iç çektik elbette. Koltuklar tamamen doldu, 4 yaşındaki küçük kızım Ella Jiyan ve eşim Anna da kendilerine oturacak bir yer bulabildiler.Bu arada ben ve birkaç arkadaşım da Richard ve Meave'in kalabalığı aşarak salona sağ salim ulaşmasını ve yerlerini almalarını sağladık. <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-Qozwef1x4sQ/VVOqqzv-52I/AAAAAAAABeU/IUKYpQXj1DI/s1600/saloom.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="118" src="http://2.bp.blogspot.com/-Qozwef1x4sQ/VVOqqzv-52I/AAAAAAAABeU/IUKYpQXj1DI/s400/saloom.jpg" width="400" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Üstteki fotoda salonun panoramik daha doğrusu iki fotoğrafın birleştirilmiş halini görüyorsunuz, bir de üst katta balkon bölümlerde oturan dinleyiciler vardı. Mikael Fortelius (altta) güzel ve nazik bir tanıtım konuşması ile Richard Leakey'yi konuşmasını yapmak üzere davet etti.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-Chunhno5CR0/VVWeDul9zxI/AAAAAAAABf4/QI3OZoFRkMU/s1600/IMG_4039.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="223" src="http://1.bp.blogspot.com/-Chunhno5CR0/VVWeDul9zxI/AAAAAAAABf4/QI3OZoFRkMU/s400/IMG_4039.JPG" width="400" /></a></div>
<br />
<span id="goog_526038166"></span><span id="goog_526038167"></span><br />
<span id="goog_526038166"></span><span id="goog_526038167"></span><br />
<span id="goog_526038166"></span><span id="goog_526038167"></span><br />
<span id="goog_526038166"></span><span id="goog_526038167"></span><br />
<span id="goog_526038166"></span><span id="goog_526038167"></span><br />
<span id="goog_526038166"></span><span id="goog_526038167"></span><br />
<span id="goog_526038166"></span><span id="goog_526038167"></span><br />
<span id="goog_526038166"></span><span id="goog_526038167"></span><br />
<span id="goog_526038166"></span><span id="goog_526038167"></span><br />
<span id="goog_526038166"></span><span id="goog_526038167"></span><br />
<span id="goog_526038166"></span><span id="goog_526038167"></span><br />
<span id="goog_526038166"></span><span id="goog_526038167"></span><br />
<span id="goog_526038166">Richard Leakey, 19 Aralık 1944 yılında Louıs ve Mary'nin ikinci oğulları olarak dünyaya gelir. Richard, Leakey ailesinde doğmanın bir getirisi olarak ilk elden inanılmaz bir pratik deneyime sahip olarak ve mirası geliştirerek büyür. Kenya Ulusal Müzesinin, Kenya Yaban Hayatı Servisi ve Turkana Arazi İstasyonunu gibi kuruluşların yöneticisidir aynı zamanda. Sizlere bu yaşayan tarihin neler anlattığını hatırladığım kadarı ile yazmaya çalışacağım. </span><br />
<br />
<a href="http://4.bp.blogspot.com/-hbl0qUyT-LI/VVR8_QReNdI/AAAAAAAABfI/5ciHweyoW9w/s1600/IMG_4043.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="223" src="http://4.bp.blogspot.com/-hbl0qUyT-LI/VVR8_QReNdI/AAAAAAAABfI/5ciHweyoW9w/s400/IMG_4043.JPG" width="400" /></a><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<span id="goog_526038166">Richard sözlerine çocukluğundan bugüne kadar yaşamının geçtiği ve vatandaşı olduğu Kenya'yı</span> anlatarak başladı. Kenya'daki güncel politik ve özellikle yaban hayatı koruma mücadelesini vurguladı. Bu konuda Çinlilerin özellikle fildişi ve diğer bazı yaban hayvanlarından yaptıkları ilaçlara karşı olan geleneksel ilgisi ve ödedikleri muazzam paraların bu katliamı sürdürdüğünü belirtti. Bu tür ilginin market değeri oluşturduğu ve bununla başetmek için uluslararası bir duyarlılığının ve baskının oluşmasının öneminden bahsetti. Salt duyarlılığın yeterli olmayacağını, yaban hayatı ticaretinin son bulmadığı sürece bu cnalıları katliamdan kurtarmanın mümkün olmayacağını da ekledi. Richard insan evrimi hakkında konuşmaya davet edilmiş olduğunu ancak bugün insanlığın sorunlarının insan evrimi ve doğada insanın varoluş tarihi ile birebir alakalı olduğunu söyledi. İnsanın evriminin salt biyolojik olarak değil, moral ve ahlaki boyutlarıyla da tartışılması gerektiği, bu nedenle insan evrimini ve genel olarak evrim kuramını sadece din-bilim tartışmalarına indirgemenin günümüzün yaşamsal sorunları olan ekolojik kriz, yaban hayatın korunması, dengesiz ve plansız ekonomik büyüme gibi tehlikeleri ıskalamamıza ve görmezden gelememize neden olduğuna işaret etti. İnsan olmanın moral ve ahlaki boyutlarının sadece doğaya ve yaban hayata karşı değil kendi türüne karşı da içler acısı bir durumda olduğunu, bunların birbirinden bağımsız olmadığını ve bizlerin bunun üzerine yoğunlaşmamız gerektiğini önerdi.1989 yılından bugüne Kenya Yaban Hayatı Servisinin yöneticiliğini yapan Richard, özellikle fil ve gergadanların <a href="http://www.newsweek.com/2014/09/05/richard-leakey-tries-save-elephants-again-267099.html">korunmasına</a> yönelik önemli adımlar atmış ve doğal park sistemini yeniden organize ederek yaban hayatın korunmasına güclendirmeye çalışmıştır. Bu görevi üstlendiğinden beridir insan evrimi çalışmalarına yeterli zaman ayrıamamıştır. 1993 yılında geçirdiği uçak kazasında iki bacağının dizlerinden itibaren alt kısımlarını kaybetmesi de bunda çok etkili olmuştur. Richard bu kazanın özellikle fildişi avcılarının ve yaban hayatı düşmanlarının bir sabotajı olduğuna inanıyor, ancak kanıtlar bulunamamış. Takip eden yıllarda Richard Kenya'nın politik işleri ile ilgileniyor ve bu ilgisinin artması ile bir muhalefet partisinden Kenya parlementosuna milletvekili olarak giriyor. <br />
<br />
İnsan evrimi ile konuşmasını geçtiğinde elbette ailesinden söz ederek işle başladı. Louis ve Mary Leakey gibi bir ailenin çocuğu olmanın deneyimlerinden bahsetti. Zor bir çocukluğu olduğunu hep birlikte ondan dinledik. Anne baba sevgisi, ilgisi, sağlıklı su ve sağlık servisi gibi eksikliklerle, Kenya'da sürekli arazi ortamında yaşamak ve büyümek zorunda kalan bir çocuğu hayal etmemizi söyledi. Bir keresinde henüz 5 yaşındayken babası ve annesi fosil bulmak için kazı yaptıkları sırada onlardan kendisine biraz ilgi göstermesini beklerken babasının ona "kapa çeneni Richard! Git kendi kemiğini bul ve oyna" dediğini anlattı. Bunun üzerine yakınlarda bir yerde 5 yaşında bir çocuk olarak kendi kendine kazı yapmaya başladığını ve tesadüfen bir fosil buluduğunu ve onu çıkarmaya çalışırken babasının gelip baktığını ve fosilin bir insna atasına ait olduğunu anladığında babasının ona "çekil bakim, sen daha 5 yaşında çocuksun çıkaramazsın" deyip fosiline el koyduğunu ve ciddi rekabetin daha o yıllarda başladığını güzel espirileri ile paylaştı.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-A9yoyi0CpdY/VVSIVCzc48I/AAAAAAAABfY/ICO_ZJRU-_M/s1600/IMG_4046.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="223" src="http://1.bp.blogspot.com/-A9yoyi0CpdY/VVSIVCzc48I/AAAAAAAABfY/ICO_ZJRU-_M/s400/IMG_4046.JPG" width="400" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
15-16 yaşlarına geldiğinde aktif olarak insan evrimi çalışmalarına katıldığını, hatta kendi projelerini yapmaya başladığını anlattı. Ancak bu dönemlerde teknolojik olarak bugün kullandığımız tarihlendirme yöntemlerinin olmayışının yanlış yorumlara yol açtıüından bahsetti. Ayrıca Louis Leakey'nin onun arazi ve kamp organizasyonu, lojistik kaynakları hazırlama ve organize etme yeteneğinden dolayı projeleri idare etmesi için görevlendirdiğini söyledi ve bundan çok gurur duyduğunu belirtti. Ancak o kadar ağır ve yoğun iş gücüne yani bir projenin bütün angarya işlerini hallettikten sonra yapılan bilimsel yayınların sadece teşekkür kısmında "Richard'a lojistik kaynakları sağladığını için teşekkürler" cümlesi ile anıldıktan sonra kafasına bişilerin dank ettiğini söyledi. Bu kadar emek verip yazar olarak bile yer almamak zoruna gitmişti. O da isyan bayrağını çekip kendi araştırma projesini yapmaya karar vermiş ve o günden bugüne özellikle Meave ile evlendikten sonra onun da desteği ile dev keşiflere ve çalışmalara imza attı. Kurduğu arazi istasyonu ile birçok bilim insanına çalışma ortamı sağladı, ayrıca çevredeki yaban hayatın korunmasına öncülük etti, bölgede yaşayan birçok insana iş ortamı sağladı. <br />
<br />
1968 yılında Richard, Turkana Gölü'nün doğusunda bulunan Koobi Fora bölgesinde araştırmalarına başlar. Ayrıca Turkana Gölü'nün batısında da araştırmalarını sürdürür. Bu arazi çalışmaları sırasında dünyaca ünlü Kenyalı fosil kaşifi <a href="http://en.wikipedia.org/wiki/Kamoya_Kimeu">Kamoya Kimeu</a> ona yardımcı olur. Taş aletler gibi birçok arkeolojik buluntulaırn yanı sıra Richard Leakey'nin yapmış olduğu en ünlü keşiflerden biri 1.6 milyon yıl öncesine tarihlendirilen <a href="http://en.wikipedia.org/wiki/Turkana_Boy">Turkana Boy</a> adı ile bildiğimiz Homo erectus bireyidir. Bu fosil bugüne kadar bilinen bütüne en yakın erken insan fosilidir. Bunun dışında Richard, Homo habilis gibi erken insan türleri ve iri yapılı Australopithecuslar olarak bildiğimiz Paranthropus boisei ve Paranthropus aethiopicus türlerinin fosillerini de keşfetmiştir. Richard, bu önemli fosillerin keşif anlarını ve bu süreçlerde başlarından geçen olaylar ile tarihi anılar olarak anlattı. Richard konuşmasının sonunda Angelina Jolie'nın onun hayatı hakkında film yapmasını bu yağına rağmen halen çekici bir erkek olmayı başarabildiğime şaşardım gibi bir espiri ile bağladı. Ancak bizler hepimiz onun yaşamının ve ödediği bedellerin gerçekten bir film konusu olabilecek öneme ve değere sahip olduğunu biliyoruz. Konuşmasını bitirdikten sonra bazı sorular geldi, bu sorular içinde Yaratılışçılık ve evrim kuramı arasında süren tartışmalar hakkında fikri soruldu. Richard, dinin bilimle karşılaştırılmasının son derece aptalca olduğunu, ve bunu çok çılgınca bulduğunu söyledi. Bunun üzerine zaman zaman düşündüğünü, ancak kafasının Tanrı'nın kadını erkeğin kaburga kemiğinden yarattığı iddiasına inanmakta güçlük çektiğini, eğer böyle olsaydı bütün erkeklerin bir kaburgasının eksik olması gerektiğini ancak durumun böyle olmadığı erkeklerin ve kadınların aynı sayıda kaburgaya sahip olduğunu, hatta birçok primat türünün de bizimle aynı sayıda kaburgaya sahip olduğunu söyledi. Ancak bu konuda üzerinde biraz daha düşününce, bütün memelilerde olup da insanın erkek bireylerinde olmayan bir kemik olduğunun aklına gelmesi ile fikirlerinin değiştiğini söyledi. Bu kemiğin ne olduğunu bilen var mı diye sordu hepimize, kimseden ses çıkmadı, kimsenin aklına birşey gelmedi. Richard dayanamadı ve söyledi, neredeyse bütün memelilerin erkek bireylerinde olan ama sadece insanın erkek bireylerinde olmayan ve Tanrı'nın bizden alarak kadını yaratmış olabileceği, yani kadınların bizden aldığı kemik baculum'dur, yani penis kemiği :). Evet muhtemelen Tanrı kadını erkeğin penis kemiğinden yarattı ve o günden beridir kadına organik bir biçimde bağlıyız, bağlı olduğumuz nokta ise maalesef çoğunlukla iskeletimizde eksik olan o kemiğin olduğu bölgeden. Richard, bu espiri ile solanu gülmekten kırdı geçirdi. Aslında bu espiri ile Richard, dinin bilimle karşılaştırılmasının bir bilim insanının beyninde açabileceği sorunları gösterdi, bilim insanın dini ya da farklı mitolojik inanışardan sıyrılmış, özgür düşünen ve çalışmalarını bu tür baskılar altında kalmadan sürdürmesi gereken insandır. Dinin bu anlamda sorgulanamaz olduğu, sorgulandığı zaman bu tür komik sonuçların ortaya çıkabileceği o nedenle bilimin sınırları dışında kalması gerektiği ve duygusal, manevi ve moral değerlerin insan ve doğa hakları yararına kullanılması gerektiğini vurguladı. Ancak dinin henüz insan haklarının ve yaban hayatın korunmasında aktif rol aldığınıö din adamlarının bu konular üzerinde yeterince hassasiyet göstermedişini de ekledi. Ayrıca özel sohbetlerimiz sırasında da bunları vurguladı. <br />
<br />
Ertesi gün Meave Leakey özellikle Turkana Havzası Enstitüsünde yapılan çalışmaları içeren özel bir konuşma yaptı. Enstitüde paleontoloji, paleoantropoloji, arkeoloji, jeoloji, coğrafya, sosyal antropoloji, biyoloji ve koruma biyolojisi gibi bir çok farklı disiplinden bilim insanlarının birlikte çalışıyor olduğunu görmek inanılmaz güzeldi. Tarihöncesi, günümüz ve geleceği birleştiren bir perspektif. <br />
<br />
Şimdilik aklıma gelenler bunlar, zaman zaman hatırladığım ilginç noktalar üzerinden de yazmaya çalışacağım. Umarım bu konuşmaya katılma şansı olmayan sizlerin merakınızı bu yazı birazcık da olsa giderebilmiştir. <br />
<br />
Selamlar,sevgiler!<br />
ferhat.</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-89711254248395274642015-05-05T23:05:00.000+03:002015-05-05T23:49:44.387+03:00Richard ve Meave Leakey Helsinki'de!<div dir="ltr" style="text-align: left;" trbidi="on">
Merhaba aradaşlar, paleoantropoloji kariyerimin dönüm noktalarından birini yaşıyorum. Öğrencilik yıllarım boyunca neredeyse insan evrimi ile ilgili bütün yayınlarda ismini duyduğum Leakey ailesi ile tanışma fırsatı buluyorum. Aslında buna benzer bir deneyimi, yani paleoantropolojinin yaşayan diğer efsanelerinden biri olan <a href="http://en.wikipedia.org/wiki/Tim_D._White">Tim White</a> ile daha önce tanışma ve arazide birlikte çalışma şansına hatta bir seferinde insan atası (<a href="http://humanorigins.si.edu/evidence/human-fossils/species/australopithecus-anamensis">Australopithecus anamensis</a>) fosili keşfetme ayrıcalığı da elde ettim. Bir paleontolog daha ne ister! Çok yakında bana Kenya yolları da göründü. <br />
<br />
<a href="http://en.wikipedia.org/wiki/Richard_Leakey">Richard Leakey</a> inanılmaz bir geçmişe sahip. Sadece Kenya pasaportu var. Avrupa'ya şengen vizesi ile geliyor. Dünyaca tanınmış olduğu için elbette giriş çıkışlarında herhangi bir sorun yok. Babası Louise ve annesi Mary Leakey tarafından alaylı yetiştirilmiş bir paleoantropolog. Aslında liseden terk, resmi bir master ya da doktora çalışması yok, ancak dünyanın en prestijli üniversiteleri tarafından birçok doktora ünvanı ile onurlandırılmış. Bütün yaşamını bu bilime adamış ve Leakey gibi paleoantropolijinin kraliyet ailesinden gelen biri için sanırım resmi bir doktoraya da gerek yok. Daha önceden biliyordum ancak uçak kazasında bacaklarının her ikisini de diz kısmından itibaren kaybetmiş olması ve protez bacaklar üzerinde yürümesi beni biraz etkiledi. Bugün öğle yemeğinde biraz kazayı anlattı, ayrıca Mikael de biraz bahsetti. Kenya'da arazi incelemesi yaptığı küçük bir uçak, yeterli yakıt olmadığından uçağın yakıtı hava da bitiyor ve düşüyor. Richard bunun bir sabotaj olduğunu düşünüyor, ama kanıtlanamamış. Richard politik olarak da çok aktif biri, özellikle yaban hayatı koruma alanında, bu nedenle uzun zamandır fil dişi avcılarının ve yaban hayatı düşmanlarının da hedefinde. <br />
<br />
Doktora danışmanım <a href="http://www.helsinki.fi/geo/staff/fortelius/">Mikael Fortelius</a> bugune kadar Avrasya memeli fosilleri ve onların Neojen dönem boyunca meydana gelen iklimsel ve diğer çevresel değişimlere olan evrimsel tepkilerini ve adaptasyonlarını çalışıyordu. Bu konuda çok önemli bilimsel çalışmalar üretti. Açıkçası beni onunla doktora çalışması yapmaya motive eden gerekçeler arasında özellikle memeli fosilleri üzerindeki anatomik-morfolojik karakterlerin çevresel değişimlerle olan fonksiyonel ilişkilerini öğrenme isteğim oldu. Mikael bu yöntemi ekomorfoloji ya da ekometri olarak isimlendiriyor. Şimdi aynı yaklaşımı Afrika fosil memelileri üzerinde uygulayarak özellikle insan evrimi bakımından çıktılarını araştırmak istiyor. Bu nedenle ilk iletişim ve ortaklık kurulacak merkez <a href="http://www.turkanabasin.org/">Turkana Havzası Enstitüsü </a>yani Leakey ailesi oldu. Benim doktora çalışmam da özellikle Geç Miyosen yani 11 ve 5 milyon yıllar arasında kalan zaman diliminde Avrasya ve Doğu Afrika memeli faunaları arasındaki olası etkileşimleri ve değişimleri anlamak, özellikle insanın da evrimsel olarak köken aldığı Doğu Afrika memeli faunasnın paleobiyocoğrafik köklerini irdelemek. Doktora çalışmam yakında (umarım) bitiyor, sonuçları sizlerle paylaşacağım.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-2m42QtS9t2w/VUkfi7w1asI/AAAAAAAABck/I6wAQPWPRIc/s1600/Richard%2B1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-2m42QtS9t2w/VUkfi7w1asI/AAAAAAAABck/I6wAQPWPRIc/s1600/Richard%2B1.jpg" height="221" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-1wc1JQo0bec/VUkfktg6KUI/AAAAAAAABcs/trBe6Oost_A/s1600/Richard%2B2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-1wc1JQo0bec/VUkfktg6KUI/AAAAAAAABcs/trBe6Oost_A/s1600/Richard%2B2.jpg" height="400" width="326" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Lafı fazla uzatmadan Leakey'lerin bizi ziyaretine dönelim. Richard ve Meave Leakey bugün yani 5.5.2015 tarihinde New York'tan Helsinki'ye ulaştılar. Mikael Fortelius ve ben havaalanından onları aldık ve otele götürdük. Uzun yolculuk yormuş onları. Richard bacaklarından dolayı biraz yavaş hareket ediyor, ayrıca normal otomobillere de bacaklarından dolayı eğilemediği için binemiyor. Bu nedenle Mikael ile yerden biraz yüksek bir araç bulmamız gerekli diye kara kara düşünürken aklıma Helsinki'de uzun yıllardır yaşayan Riyat Akalan dostuma sormak geldi, hemen yardımcı oldu sağolsun ve Audi Quattro Q5 aracını kullanmamız için verdi. Beni de gerek Mikael'e gerekse de Leakey'lere karşı çok onure etmiş oldu. Burdan Riyat'a tekrar sonsuz teşekkürler. Leakey'ler eşyalarını otele yerleştirdikten hemen sonra basın toplantısına geçtik. Helsinki'nin ileri gelen gazete ve basın kuruluşlarından gazetecilerle yakşlaşık bir saat kadar bir toplantı yaptık. Leakey'lerin buraya gelişini finansal olarak karşılayan <a href="https://www.skr.fi/en">Finnish Cultural Foundation</a>'dan gelen görevliye daha fazla zaman ayırdı Richard. Gazeteciler ayrıldıktan sonra oğlen yemeğine geçtik, Richard ve Meave çok yorgunlardı, yemeğin arından onları otele bıraktık ve günü bu şekilde bitirdik. Yarın büyük gün, Richard son 50 yılı içeren çalışmalarının tarihini özetleyecek, ondan bu tarihi dinlemek çok zevkli ve heyecanlı olacak. Yarın konuşmanın özetini yazacağım. </div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-50743153698455726292015-04-28T15:55:00.004+03:002015-04-28T21:36:07.852+03:00İlk insan keşfedildi mi? <div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]-->
<b><span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;">Merhaba arkadaslar! </span></b><span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;">Bu yazi Bilim ve Gelecek dergisinin gecen ayki
sayisinda yayinlanmistir, okuma sansi olmayan takipcilerin ilgisine blogda
yayinlamanin iyi olacagini dusundum. Iyi okumalar!</span><br />
<span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;"><br />
<b style="mso-bidi-font-weight: normal;">İlk insan
keşfedildi mi? </b></span><br />
<span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;"><br />
Geçen Mart ayının son haftası, paleoantropoloji bilimi için çok önemli
gelişmelere sahne oldu. Etiyopya’nın kuzeydoğusunda yer alan Afar bölgesinde,
Ledi-Geraru araştırma alanındaki Lee Adoyta lokalitesinde, 2,8 milyon yıl
öncesine tarihlendirilen tabakada bir atamıza ait altçene kemiği parçası
keşfedildi (Figür 1). Keşif aslında 2013 yılında gerçekleşmişti, ancak
çalışmanın tamamlanarak yayımlanabilir hale gelmesi yaklaşık 2 sene sürdü.
Keşif Etiyopyalı bir araştırmacı olan Chalachew Seyoum tarafından yapıldı.
Chalachew ile sanırım 2003 ya da 2004 arazi çalışması sezonunda, Etiyopya’da
birlikte çalışmıştık. Çok nazik, ilgili ve gayet de azimliydi. Akşamları kampta
çadırın kenarında uzun uzun sohbetlerimiz olmuştu. Daha sonra Kaliforniya’da
tekrar karşılaştık. Chalachew o dönem, Dikika keşfini (<i style="mso-bidi-font-style: normal;">Australopithecus
afarensis </i>bebeği) yapan Zeresenay Alemseged ile Kaliforniya Bilim
Akademisi’nde birlikte çalışıyordu. Ardından Kaye Reed’in danışmanlığında
doktora çalışmasını yapmak üzere Arizona Devlet Üniversitesi’nde (Tempe,
Arizona) çalışmalarını sürdürdü ve halen de devam ediyor.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-d7c69RDsLe4/VT_Slh--sKI/AAAAAAAABcE/ZRzdKrHFPZ0/s1600/Figur%2B1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-d7c69RDsLe4/VT_Slh--sKI/AAAAAAAABcE/ZRzdKrHFPZ0/s1600/Figur%2B1.jpg" height="320" width="275" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<br />
<b><span style="font-family: "Arial","sans-serif";">Figür 1</span></b><span style="font-family: "Arial","sans-serif";">. Ledi-Geraru araştırma bölgesi ve Lee
Adoyta lokalitesini gösteren harita (Villmoare ve diğ., 2015)</span><br />
<span style="font-family: "Arial","sans-serif";"><br />
Chalachew keşif anını şöyle anlatıyor: “O gün kendimi çok enerjik ve gözlerimi
de çok güçlü hissediyordum. Yüzey araştırması sırasında insan atası
keşfedebilme umudu ile sağa sola koşuyordum (Biz bu duruma paleoantropoloji
dilinde “hominid fever” yani “hominid ateşi” diyoruz). Küçük bir yamaçtan
yukarı doğru tırmandım ve tam tepede kumtaşının yüzeye çıktığı köşede altçene
fosilini gördüm. Fosile dokunmadan biraz inceledim ve bir insan atasına ait
olduğuna emin olduktan sonra, hemen araştırmanın lideri olan Kaye Reed’e
seslendim. Kaye o heyecan ile bir nefeste yamaca tırmandı, fosilin bulunduğu
kumtaşının kenarında dizlerinin üzerine çöktü ve biraz inceledikten sonra
‘woooo-hoooo’ diye büyük bir çığlık attı.” Bu çığlık, 2,8 milyon yıl önce ölmüş
ve iskeletinin küçük bir parçası kumtaşının içinde korunmuş olan atasını bulan
paleoantropoloğun sevinç çığlığıdır. </span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-IfLIbn8s2bI/VT_SljGC18I/AAAAAAAABcM/D1S_dbqts6w/s1600/Figur%2B2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-IfLIbn8s2bI/VT_SljGC18I/AAAAAAAABcM/D1S_dbqts6w/s1600/Figur%2B2.jpg" height="320" width="308" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<b style="mso-bidi-font-weight: normal;"><span lang="FI" style="font-family: "Arial","sans-serif"; mso-ansi-language: FI;">Figür 2</span></b><span lang="FI" style="font-family: "Arial","sans-serif"; mso-ansi-language: FI;">. Lee
Adoyta lokalitesinden bulunmuş olan altçene fosili. A) içten, B) yandan, C)
üstten, D) alttan ve E) büyütulmüş üstten görünüm. Ölçek 1cm. (Villmoare ve
diğ., 2015)</span><br />
<span lang="FI" style="font-family: "Arial","sans-serif"; mso-ansi-language: FI;"><br />
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"> </i></b></span><br />
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="FI" style="font-family: "Arial","sans-serif"; mso-ansi-language: FI;">İnsan evriminde
rolü olan atasal gruplar</span></i></b><span lang="FI" style="font-family: "Arial","sans-serif"; mso-ansi-language: FI;"></span><br />
<span lang="FI" style="font-family: "Arial","sans-serif"; mso-ansi-language: FI;">İşin tanıtım kısmını geçip bilimsel önemine gelirsek, keşif gerçekten
araştırmacıların heyecanlandıkları kadar önemli. Bu heyacanı anlamak için bu
konuda, <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinin evrimsel kökeni hakkında biraz altyapı oluşturalım. Gerçi buna benzer
bir altyapı oluşturma çabası içeren, bizlerin (<i style="mso-bidi-font-style: normal;">Homo sapiens</i>) de
dahil olduğu <i style="mso-bidi-font-style: normal;">Homo </i>cinsinin
kökenini tartıştığım bir yazı, <i style="mso-bidi-font-style: normal;">Bilim ve Gelecek</i>
dergisinin 2013 yılı Aralık (S.118) sayısında, “Dmanisi fosil keşifleri”
başlığı altında yayımlanmıştı. Eğer <i style="mso-bidi-font-style: normal;">Bilim ve Gelecek</i>’in
o sayısına sahipseniz ya da dergiye online aboneliğiniz varsa, o yazıya kısaca
bir göz atıp ardından bu yazıyı okumanızı öneririm. </span><br />
<span style="font-family: "Arial","sans-serif";">İnsan evriminde rol almış
dört önemli atasal grup var (Figür 3). Bunlardan ilki ve kronolojik olarak en
eskisi, yaklaşık olarak 7 ve 4,4 milyon yıllar arasında kalan zaman aralığında
yaşamış ve şempanze ile olan ortak atamızdan ayrılan grubun temsilcileri olarak
tanımlayabileceğimiz erken insansılar (hominidler). Bu grupta <i style="mso-bidi-font-style: normal;">Sahelanthropus</i>, <i style="mso-bidi-font-style: normal;">Ardipithecus </i>ve <i style="mso-bidi-font-style: normal;">Orrorin </i>gibi
cinslerin türleri yer alıyor. Bunlar dik yürüyebilen, ancak zamanlarının büyük
bir bölümünü ağaçta geçiren, insansı maymunlar ve insansılar arasında evrimsel
özellikler taşıyan ilkin atasal formlar. Figür 3’de erken insansılar yer
almıyor, kronolojik ve evrimsel olarak <i style="mso-bidi-font-style: normal;">Homo </i>cinsinden
daha uzak oldukları için grafiğe dahil değiller. İkinci grupta ise <i style="mso-bidi-font-style: normal;">Australopithecus</i>lar
yer alıyor. Bu cinsin üyeleri yaklaşık olarak 4 ile 1,9 milyon yılları arasında
kalan zaman diliminde yaşamış, dik yürüyebilen, erken insansılardan daha büyük
beyne sahip, kabaca alet kullanabilen, farklı beslenme biçimlerine uyum
sağlamış ve uzun süre başarılı bir biçimde hayatta kalmış atalarımızdır. <i style="mso-bidi-font-style: normal;">Australopithecus</i>ların
en bilinen türleri Lucy takma adı ile bildiğimiz <i style="mso-bidi-font-style: normal;">Australopithecus
afarensis</i> ve <i style="mso-bidi-font-style: normal;">Australopithecus
africanus</i>, <i style="mso-bidi-font-style: normal;">Australopithecus
garhi </i>ve <i style="mso-bidi-font-style: normal;">Australopithecus
sediba</i>’dır. Üçüncü grup ise <i style="mso-bidi-font-style: normal;">Australopithecus</i>lara
çok benzeyen, ancak daha iri yapılı olan ve daha çok sert ağaç kabukları,
kökleri ve dalları yemeye uyum sağlamış büyük dişleri olan <i style="mso-bidi-font-style: normal;">Paranthropus</i>lar.
Bu cinsin üyeleri yaklaşık olarak 3 ile 1 milyon yılları öncesine denk gelen
bir zaman diliminde yaşamışlardır. <i style="mso-bidi-font-style: normal;">Paranthropus</i>lar
iri yapılı ve özelleşmiş adaptasyonlara sahip ata formlardı, beyin hacimleri
görece küçüktü, çok güçlü çiğneme kaslarına sahiptiler ve diyetlerinde daha çok
bitki ağırlıklıydı. Erken insansılar<i style="mso-bidi-font-style: normal;">, Australopithecus</i>lar
ve <i style="mso-bidi-font-style: normal;">Paranthropus</i>lar
sadece Afrika kıtasından biliniyorlar, fosilleri Afrika dışında herhangi başka
bir kıtada henüz bulunmadı. Dördüncü ve son ata grubu</span><span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;"> ise, bizim
türümüzün de dahil olduğu <i style="mso-bidi-font-style: normal;">Homo</i> cinsi. Bu
yazıda daha çok <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinin ilk üyelerini tanıyacağız. İnsan evriminde karşılaşılan en önemli
sorular arasında ilk <i style="mso-bidi-font-style: normal;">Homo</i> türünün ne
zaman nerde ve nasıl evrimleştiği yer alır. Bu soruların cevabı ise son derece
karmaşıktır, gelin hep birlikte bu karmaşık bulmacayı anlamaya çalışalım.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-zBLwh05IG-M/VT_SlivPvpI/AAAAAAAABcA/yezLi8PtPb8/s1600/Figur%2B3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-zBLwh05IG-M/VT_SlivPvpI/AAAAAAAABcA/yezLi8PtPb8/s1600/Figur%2B3.jpg" height="107" width="400" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<b><span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;">Figür 3</span></b><span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;">. İnsan evriminde rol almış atasal gruplar. Mavi çubuklar
<i style="mso-bidi-font-style: normal;">Australopithecus</i>ları,
kırmızı çubuklar erken <i style="mso-bidi-font-style: normal;">Homo</i> türlerini,
açık mor <i style="mso-bidi-font-style: normal;">Paranthropus</i>ları
ve son olarak koyu mor renk ise geç <i style="mso-bidi-font-style: normal;">Homo</i> türlerini
gösteriyor. </span>
<br />
<span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;"><br />
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Homo türleri</i></b></span><span lang="FI" style="font-family: "Arial","sans-serif"; mso-ansi-language: FI;"></span><br />
<span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;">Taksonomik olarak <i style="mso-bidi-font-style: normal;">Homo</i> cins ismini,
ilk defa Carolus Linnaeus (1758) kullandı. Buna göre <i style="mso-bidi-font-style: normal;">Homo</i> cinsi altı
farklı tür içeriyordu: <i style="mso-bidi-font-style: normal;">Homo sylvestris</i>, <i style="mso-bidi-font-style: normal;">Homo troglodytes</i>,
<i style="mso-bidi-font-style: normal;">Homo sapiens</i>
ve <i style="mso-bidi-font-style: normal;">Homo sapiens</i>in
dört ayrı coğrafik varyasyonu (Afrika, Amerika, Avrupa ve Asya). 1800’lü
yılların ortalarında ise ilk <i style="mso-bidi-font-style: normal;">neandertal</i> fosili
keşfedildi ve bu türe birçoğunuzun da bildiği <i style="mso-bidi-font-style: normal;">Homo neanderthalensis</i>
ismi verildi, ardından <i style="mso-bidi-font-style: normal;">Homo erectus</i>, <i style="mso-bidi-font-style: normal;">Homo habilis</i>, <i style="mso-bidi-font-style: normal;">Homo ergaster</i>, <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i>,
<i style="mso-bidi-font-style: normal;">Homo antecessor</i>,
<i style="mso-bidi-font-style: normal;">Homo
heidelbergensis</i> ve son olarak <i style="mso-bidi-font-style: normal;">Homo floresiensis</i>
fosilleri tanımlandı. Bu türler genel olarak en çok bilinen ve kabul gören
insan türleridir.</span><br />
<i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;">Homo</span></i><span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;"> cinsinin
bilimsel tanımının ve taksonomik çerçevesinin tarihi, özellikle keşiflere ve bu
keşiflerin sağladığı yeni bilgilere göre insan evriminin değişen paradigmalarının
da tarihini yansıtır. İlk fosil <i style="mso-bidi-font-style: normal;">Homo</i> türü 1860’lı
yıllarda tanımlansa da, <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin
kökeni ve evrimine dair dikkate değer modern tartışmaları 1960 yıllardan
itibaren başlatabiliriz. Bu anlamda <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin
kökeni hakkındaki ilk çalışmaların Louis Leakey tarafından başlatıldığını
söylemek sanırım hata olmaz. Leakey <i style="mso-bidi-font-style: normal;">Homo</i> cinsine ait
ilk fosil keşifleri Kenya ve Tanzanya’da yaptı. Kenya-Kanam bölgesinde
keşfedilen fosil <i style="mso-bidi-font-style: normal;">Homo
erectus</i> türüne atfedildi. Takip eden yıllarda yine Leakey ailesinin bir
üyesi, Tanzanya-Olduvai George bölgesinde yapılan araştırmalarda yaklaşık
olarak 680 cm<sup>3</sup> beyin hacmine sahip olan yeni bir türü keşfetti. Bu
türün diğer <i style="mso-bidi-font-style: normal;">Australopithecus</i>lardan
daha büyük beyin hacmine sahip olması, ayrıca aynı lokalitede bulunan ve bu
türün üretmiş olabileceği düşünülen taş aletler, onun daha farklı, evrimsel
anlamda daha gelişmiş bir tür olduğunu gösteriyordu. Leakey 1964 yılında
yayımladığı bilimsel çalışma ile 1,8 milyon yıl öncesine tarihlendirilen bu
fosil insana <i style="mso-bidi-font-style: normal;">Homo
habilis</i> ismini verdi. Bu tarihten sonra birçok <i style="mso-bidi-font-style: normal;">Homo habilis</i>
fosili keşfedildi. <i style="mso-bidi-font-style: normal;">Homo
habilis</i> daha büyük beyin hacmine, daha küçük dişlere, daha düz yüze ve daha
yetenekli dik yürüyüş anatomisine sahip olması ve ayrıca taş alet üretmesi ve
kullanması ile <i style="mso-bidi-font-style: normal;">Australopithecus</i>lardan
farklılaşıyordu. Ayrıca daha önce keşfedilmiş olan <i style="mso-bidi-font-style: normal;">Homo erectus</i> ve
modern insan olan <i style="mso-bidi-font-style: normal;">Homo
sapiens</i>e daha benzer özellikler taşıyordu. Bu tarihlerde <i style="mso-bidi-font-style: normal;">Homo habilis</i> türü
<i style="mso-bidi-font-style: normal;">Australopithecus </i>ve
<i style="mso-bidi-font-style: normal;">Homo</i> cinsi
arasındaki evrimsel zincirin halkası ve <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin atası
olarak yorumlanıyordu. </span><br />
<span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;">1970’li yıllarda ise Kenya’da Koobi Fora lokalitesinde Louis Leakey’nin
oğlu Richard Leakey tarafından sürdürülen çalışmalarda, <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin
kökeni hakkında mevcut hipotezleri değiştirecek keşifler yapıldığı duyulmaya
başladı. Richard, Turkana Gölü’nün doğu kenarında dokuz kafatası, on çene, bazı
dişler ve iskelet parçaları keşiflerini 1973 yılında yayımladığı makalelerle
duyurdu. Bu fosiller yaklaşık olarak Tanzanya-Olduvai George lokalitesinden
bulunanlar ile aynı jeolojik yaşta idi; 1,9 ya da 1,8 milyon yıl. Kronolojik ve
morfolojik benzerliklerden dolayı Koobi Fora fosilleri de <i style="mso-bidi-font-style: normal;">Homo habilis</i>
türüne dahil edildi. Ancak Koobi Fora’da bulunmuş olan iki kafatası <i style="mso-bidi-font-style: normal;">Homo habilis</i>ten
evrimsel olarak farklılıklar gösteriyordu, en sonunda araştırmacılar bu
kafataslarının farklı bir türe ait olduğuna ikna oldular ve <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i>
ismini verdiler. Konudan bağımsız olsa da, ilginç bir bilgiyi de sizlerle
paylaşmak istiyorum. Bu fosile <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i>
adının verilmesi, Turkana Gölü’ne Kenya bağımsızlığını kazanmadan önce,
koloniyal dönemde Batılıların Rudolf Gölü ismini vermelerinden kaynaklanıyor.
1964 yılında Kenya bağımsızlığını kazandıktan sonra göl orjinal ismini
(Turkana) tekrar kazandı.</span><br />
<span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;">Bu yıllarda Etiyopya’nın güneyinde Omo Nehri’ne yakın bir bölgede fosil
dişler keşfedildi. Bu keşifler <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin
kökeninin 2 milyon yıl kadar geriye gitmesine neden oldu. Bu sırada
Kenya-Chemeron lokalitesinin jeolojik yaşı belli oldu ve burda bulunan fosiller
2,4 milyon yıl öncesine tarihlendirildi. Bu durum 2 mliyon yıl öncesine
indirilen <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinin kökenini 2,4 milyon yıla geriletmiş oldu. </span><br />
<i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;">Homo habilis </span></i><span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;">büyük
beyin hacmi ile alet üreten ve kullanan bir tür olarak evrimsel bağlamda ileri
özelliklere sahip olsa da, genel iskelet yapısı <i style="mso-bidi-font-style: normal;">Australopithecus</i>lara
da benziyordu. Ayrıca <i style="mso-bidi-font-style: normal;">Homo habilis</i> ve <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i>
arasındaki benzerlikler ve farklar, daha o dönemlerde araştırmacılara erken <i style="mso-bidi-font-style: normal;">Homo</i> üyelerinin
büyük bir morfolojik çeşitliliğe sahip olabileceğini düşündürmüştü. Erken <i style="mso-bidi-font-style: normal;">Homo</i> üyeleri
yaklaşık olarak 2,4 ve 1,8 milyon yıllar arasında <i style="mso-bidi-font-style: normal;">Australopithecus</i>lar
ile benzer bölgelerde yaşamışlardı. Ledi-Geraru lokalitesinde Chalachew’nun
yaptığı yeni keşif, <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinin ilk ortaya çıkışını 2,8 milyon yıl öncesine taşıdı. </span><br />
<span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;"><br />
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Yeni fosil, insanın
ataları arasında evrimsel boşluğu doldurmaya aday…</i></b></span><br />
<span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;">Araştırmacılar henüz bu fosil keşfi taksonomik olarak bir türe
atfetmediler. Bu fosilin bir <i style="mso-bidi-font-style: normal;">Homo habilis</i> türü
olan OH7 envanter numarası ile Olduvai George lokalitesinden bilinen tür ile
benzerliklerinin olduğunu ileri süren paleoantropologlar da var, ancak bu iki
tür arasında neredeyse 1 milyon yıl gibi uzun bir kronolojik uçurum var.
Bununla birlikte Ledi-Geraru buluntusu aynı zamanda <i style="mso-bidi-font-style: normal;">Australopithecus
afarensis</i>e de benzer özellikler taşıyor. <i style="mso-bidi-font-style: normal;">Homo</i> cinsine
evrimsel olarak en yakın iki <i style="mso-bidi-font-style: normal;">Australopithecus </i>türü
biliniyordu; bunlardan ilki Etiyopya’dan bilinen <i style="mso-bidi-font-style: normal;">Australopithecus
garhi</i> ve diğeri de Güney Afrika’dan bilinen <i style="mso-bidi-font-style: normal;">Australopithecus
sediba</i>’dır. Araştırmacılar Ledi-Geraru türünün bu iki <i style="mso-bidi-font-style: normal;">Australopithecus </i>türünden
daha çok <i style="mso-bidi-font-style: normal;">Australopithecus
afarensis</i>e yakın morfolojik karakterlere sahip olduğunu belirtiyor. Bu
nedenle <i style="mso-bidi-font-style: normal;">Australopithecus
afarensis</i> ile <i style="mso-bidi-font-style: normal;">Homo
habilis</i> arasındaki evrimsel boşluğu hem kronolojik hem de morfolojik olarak
doldurmaya büyük olasılıkla aday olduğunu iddia ediyorlar. Bu aşamada
Ledi-Geraru altçene fosilinin <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i>,
<i style="mso-bidi-font-style: normal;">Homo habilis</i>
ve <i style="mso-bidi-font-style: normal;">Australopithecus
afarensis</i> ile benzer özellikler taşıdığı için erken bir <i style="mso-bidi-font-style: normal;">Homo</i> türüne ait
olduğuna şüphe yok. Bununla birlikte 2,8 milyon yıl öncesine tarihlendirilmesi,
bu türü bugüne kadar bilinen en eski <i style="mso-bidi-font-style: normal;">Homo</i> türü
pozisyonuna getiriyor. </span><br />
<span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;">İnsan evrimi çalışmalarında son yıllarında araştırmacıların özellikle
üzerinde durduğu konulardan biri de erken <i style="mso-bidi-font-style: normal;">Homo</i> türleri
arasındaki morfolojik çeşitlilik. Özellikle 2.5 ve 1.5 milyon yıllar arasında
Afrika’da ve Avrasya’da farklı morfolojik biçimlerde Homo türleri keşfedildi.
Gürcistan’da bulunan Dmanisi fosillerinin gösterdiği tür içi morfolojik
varyasyon beklenmedik düzeyde genişti. Aynı zamanda Afrika’da (özellikle Doğu
Afrika) 2.5 ve 1.8 milyon yıllar arasında bulunan <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i>,
<i style="mso-bidi-font-style: normal;">Homo habilis</i>
ve <i style="mso-bidi-font-style: normal;">Homo erectus</i>
türleri arasındaki morfolojik farklılıklar da son derece dikkat çekici.
Jeolojik olarak birbirine çok yakın zaman dilimlerinde ve coürafik alanlarda bu
kadar fazla türün bir arada yaşamasının nedeni ne olabilirdi? </span><br />
<span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;">Bu sorunun cevabını dünyaca ünlü antropologlar olan Suzan Anton, Richard
Potts ve Leslie Aiello’nun ortak ürettiği bir bilimsel çalışma veriyor. 2014
yılının Temmuz ayında yine Science dergisinde yayımlanan Evolution of Early <i style="mso-bidi-font-style: normal;">Homo</i>: An
integrated biological perspective (Erken Homo’nun Evrimi: Tümleşik bir
biyolojik yaklaşım) başlıklı çalışma bugüne kadar paleoantropoloji, ekoloji,
biyoloji, jeoloji vb... ilgili bilimlerin çalışmaları ile üretilen erken Homo
türlerinin evrimi hakkındaki verileri bir araya getirerek bütünsel bir yaklaşım
oluşturdular. <i style="mso-bidi-font-style: normal;">Australopithecus</i>lar
ve erken insansılardan bizim cinsimizi yani <i style="mso-bidi-font-style: normal;">Homo</i> grubunu
farklı kılan özellikleri; büyük ve çok enerji tüketen beynimiz, uzun
bacaklarımız, yüksek vücudumuz, dişi ve erkek bireylerimiz arasında azalan
eşeysel farklarımız, diyetimizde hayvansal besinlerin çoğalması gibi, Afrika’da
iklimin kuraklaşması ve buna bağlı olarak artan açık alanlarda hayatta kalma
mücadelesi veren atalarımızın yaşadığı topluluklarda ortaya çıkan evrimsel
adaptasyonlar olarak biliniyordu. Ancak Anton, Potts ve Aiello Homo cinsinin bu
benzersiz özelliklerinin herhangi bir toplulukta evrimleşmiş karakterler paketi
olarak yorumlanmaması gerektiğini düşünüyorlar. Özellikle bu karkaterlerin
bazılarının daha önce bilinenden daha erken zaman dilimlerinde ortaya çıkmış
olabileceğini vurguluyorlar. 2.5 ve 1.5 milyon yıllar arasında Homo cinsinin <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i>,
<i style="mso-bidi-font-style: normal;">Homo habilis</i>
ve <i style="mso-bidi-font-style: normal;">Homo erectus </i>olarak
bildiğimiz ilk üç türünün önemli iklimsel değişimlerin, artan mevsimselliğin
-yani yıllık nemli ve kurak dönemler arasındaki farklıların daha da artmasıyla-
atalarımızın yaşam alanlarına olan çevresel etkisinin oluşturduğu doğal seçilim
baskısı ile evrimleştiğini belirtiyorlar. Bu doğal seçilim baskısı atalarımızın
farklı topluluklarında yukarıda bahsettiğimiz Homo cinsine özgü karakterleri
evrimleştiren grupları daha avantajlı konuma taşıdı. Özellikle beslenme
biçiminde daha töleranslı olma, büyük ve yüksek bedene sahip olma ve taş alet
üretebilme gibi özellikler değişençevre koşullarına karşı onları hayatta kalma
mücadelesinde daha donanımlı hale getirdi. <i style="mso-bidi-font-style: normal;">Homo</i> benzeri
evrimsel özellikleri <i style="mso-bidi-font-style: normal;">Australopithecus
garhi</i> ve <i style="mso-bidi-font-style: normal;">Australopithecus
sediba</i> gibi türlerde de rastlıyoruz, bu da o dönemde benzer doğal seçilim
baskılarına sadece <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinin üyeleri değil bazı <i style="mso-bidi-font-style: normal;">Australopithecus</i>
türleri de benzer cevaplar veriyor, ancak bu uyumsal cevaplar onların hayatta
kalmasına yetecek güçte ve başarıda değil, o nedenle o türler yok oldular.
Örneğin, <i style="mso-bidi-font-style: normal;">Australopithecus
sediba</i> türünün <i style="mso-bidi-font-style: normal;">Homo
</i>benzeri el ve diş morfolojisine sahip olmasına rağmen küçük beyin hacmi ve
kısıtlı dik yürüme kapasitesi onun değişen çevre koşullarına uyum töleransının
yetersiz olduğunu gösteriyor. </span><br />
<span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;"><br />
Doğu Afrika’da özellikle 3 ile 2 milyon yıllar arasında kalan jeolojik dönemde,
sadece insan evriminde değil, diğer memeli hayvan türlerinde, ayrıca bitki
örtüsünde de önemli değişimler olmuştur. Bu dönemde meydana gelen küresel iklim
değişimleri, Afrika’da iklimsel çeşitliliğin, mevsimselliğin artmasına, ayrıca
insan atalarını da içeren çeşitli memeli hayvan türlerinin evrimleşmelerine ve
yeni türler üretmelerine neden oldu. Lee Adoyta lokalitesinde bulunan hayvan
faunasında yer alan ve bölgede daha önce bilinmeyen yeni memeli türleri de bu
tezi doğruluyor. Özellikle artan mevsimselliğin ve kuraklaşmanın bu iklimsel
değişimlere uyum sağlamış yeni türlerin evrimleşmesi ile devam ettiği ve <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin de
bu dönemde ortaya çıkması dikkat çekici. İklimsel değişim ve bunun sonucunda
oluşan doğal seçilim baskısı, türlerin değişen çevresel koşullara uyum
sağlayarak evrimleşmeleri ve türleşmeleriyle sonuçlandı. Bu dönemde sadece <i style="mso-bidi-font-style: normal;">Homo</i> cinsi değil,
aynı zamanda <i style="mso-bidi-font-style: normal;">Paranthropus</i>lar,
yani iri yapılı <i style="mso-bidi-font-style: normal;">Australopithecus
</i>benzeri insansılar da evrimleştiler. Aynı dönem (3-2 milyon yıllar arası)
hem <i style="mso-bidi-font-style: normal;">Australopithecus</i>lar,
hem <i style="mso-bidi-font-style: normal;">Paranthropus</i>lar
ve hem de atalarımız olan <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin
üyeleri birbirlerinin çağdaşı olarak var oldular. Ancak sadece bizim cinsimiz
olan <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinin üyeleri yaklaşık 1,8 milyon yıl önce Afrika dışına göç ederek dünyaya
yayıldı ve günümüze kadar hayatta kaldı. <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin son
ve tek temsilcileri olarak bizlerin yeryüzünde ne kadar süre daha bu yaşam
biçimi ve sistemi ile türün devamını sağlayabileceği de günümüzün en önemli
sorularından biri. <a href="https://www.blogger.com/null" name="_GoBack"></a></span><br />
<span lang="TR" style="font-family: "Arial","sans-serif"; mso-ansi-language: TR;"><br />
</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">KAYNAK<br />
</span></b><span style="font-family: "Arial","sans-serif";">1) Villmoare ve diğ.
(2015), “Early Homo at 2.8 Ma from Ledi-Geraru, Afar, Ethiopia”, <i style="mso-bidi-font-style: normal;">Science</i>, 347,
1352-1355.</span><br />
<br />
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--></div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-37581188634198813322015-04-14T09:33:00.002+03:002015-04-14T09:33:44.332+03:00Neandertaller ile atalarımız 55 bin yıl önce melezleşti!<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"></span></b></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Kendi türümüz olan Homo
sapiens’in evrimsel tarihini öğrenmenin ve anlamanın en önemli yollarından biri
de kendi genetik bilgimizi en yakın akrabalarımız olan insansı maymunlar
(şempanze, goril ve orangutan) ile karşılaştırmaktır. Bununla birlikte
atalarımız evrimsel olarak insansı maymunlardan büyük olasılıkla 6 milyon yıl
önce ayrıştılar. Bu nedenle insansı maymunlar görece uzak akrabalarımız
sayılır. Kendi evrimsel tarihimizin jeolojik zamanlar içerisinde saklı olan
bilinmeyenlerini aydınlatmanın en kesin yolu ise kendi morfolojik ve anatomik özelliklerimizi
bizlere evrimsel olarak daha yakın olan atalarımızınki ile karşılaştırmak,
hatta bu fosil atalarımızın kalıntılarından atasal DNA elde etmek mümkün ise
genetik bilgimizi de karşılaştırmaktır. DNA materyali kemik içerisinde çok uzun
dönemler korunabilse de –donma gibi özel koşullar haricinde- DNA’sı korunmuş en
eski insan atası fosili yaklaşık olarak 400 bin yaşında. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Bu tarihten günümüze
özellikle Neandertal fosillerinden elde edilen genetik bilgi -kaldı ki Neandertallerin
bütün genom dizilimini öğrenmiş durumdayız- bizlere atalarımız ile olan
evrimsel ilişkilerimiz ve bizden farklı olarak kaç farklı insan türünün bugüne
kadar yaşadığı hakkında önemli bilgiler veriyor. İlk Neandertal DNA’sı 1997
yılında Svente Pääbo ve ekibi tarafından elde edilmişti. Ardından 2000 yılında
Mezmaiskaya (Rusya), Vindija (Hırvatistan); 2004 yılında Engis (Belçika), Le Chapelle-aux-Saints
ve La Rochers-de-Villeneuve (Fransa); 2005, 2006 ve 2011 yıllarında El Sidron
(İspanya); 2006 yılında Monti Lessini (İtalya) ve Scladina (Belçika); 2007
yılında Teşik Taş (Özbekistan) ve Okladnivok (Rusya); ve 2012 yılında Valdegoba
(İspanya) lokalitelerinden bulunan Neandertal fosillerinden elde edilen DNA
bilgisi bütün Neandertal genomuna sahip olmamızı sağladı. Genel olarak elde
edilen Neandertal genetik bilgisinden öğrendiğimiz en önemli veri onların çok
düşük genetik çeşitliliğe sahip olduğunu öğrenmek oldu. Ayrıca genetik bilginin
yanında arkeolojik ve antropolojik kanıtlar da onların küçük gruplar halinde
yaşadığını gösteriyordu. Neandertaller hakkında öğrendiğimiz diğer önemli bir
bilgi ise onların bizler gibi kompleks seslerden oluşan bir konuşma diline
sahip olmadığı oldu. Araştırmacılar Neandertallerden elde edilen genetik bilgi
ile bizimkini karşılatırarak konuşma yeteneğimizi düzenleyen FOXP2 genlerinde
farklılıklar olduğunu gözlemlediler. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">2010 yılında
Neandertallerin bütün genom dizilimini öğrenmemizin yanısıra ayrıca Altay
dağlarında bulunan Denisova mağarasında keşfedilen ve Denisova insanı olarak
adlandırılan farklı bir insan türünün de Neandertal ve modern insan ile
birlikte aynı dönemlerde ve yakın coğrafyalarda yaşadığını öğrendik. Denisova
insanının parmak kemiğinden elde edilen genetik bilgi bu insanının atasının
Neandertal ve modern insanın ortak atasından yaklaşık bir milyon yıl önce
ayrıştığını gösteriyor. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Genel olarak bizlerin,
yani anatomik olarak modern insanın genetik bilgisi Neandertal ile
karşılaştırılınca Afrikalı olmayan modern insanların Sahara-altı Afrikalılara
göre Neandertaller ile yüzde bir ve dört arasında daha fazla genetik benzerlik
paylaştığı ortaya çıktı. Bununla birlikte günümüz Melanezyalıların genetik
yapılarının dünyanın diğer kısmında yaşayanlarına göre Denisova insanın ile
yüzde dört ve altı oranlarında daha fazla benzerlik paylaştığı da görüldü. Bu
bulgular Neandertallerin Sahara-altı Afrikalıların ataları dışında özellikle
Avrasyalı modern insanlar ile genetik olarak melezleştiğini, hatta Denisova
insanı ile daha fazla benzerlikler paylaşan Güneydoğu Asyalıların ataların ile
daha fazla genetik melezleşmenin gerçekletiğini de göstermiş oldu. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Yazının buraya kadar
okuduğunuz kısmında paleogenetik çalışmaların bizlere hepimizin, özellikle de
Avrasyalıların küçük de olsa bir miktar Neandertal genleri taşıdığımızı
kanıtladığına şahit oldunuz (daha fazla bilgi için: Hepimiz biraz Neandertaliz,
Bilim ve Gelecek, sayı 121). Ancak Neandertaller ve modern insan arasında
gerçekleşen melezleşme genetik çalışmalar ile kanıtlanmış görünse de morfolojik
olarak bu melezleşmenin gerçekleştiğini gösteren güçlü bir fosil ya da kültürel
kanıt henüz bulunamamıştı. Bu anlamda 2015 yılı önemli Neanderthal haberlerleri
ile başladı. Bu haberlerden ilki Neandertal ve modern insan melezleşmesini
morfolojik kanıtlarını sunuyor. Araştırmacılar İsrail’de Manot mağarasında (Figür
1) Uranyum-Toryum tarıhlendirmesine göre 55 bin yıl öncesine tarihlendirilen
seviyede bir kafatası parçası (kafadamı) (Figür 2) keşfettiler. Kafatasının
morfolojik özellikleri –özellikle de oksipital olarak adlandıran ard kafa
kemiği morfolojisi- 50 bin yıl önce Avrupa’da bulunmuş modern insanlarınkine
benziyor. Bu tarihler, 60 bin ile 40 bin yıllar arası anatomik olarka modern
insanın Afrika’dan Avrasya’ya göç ettiği zaman aralığı. 55 bin yıl öncesine
tarihlendirilen ve Neandertal ve modern insan arası özellikler taşıyan bu fosil
bize atalarımızın daha soğuk ve çetin iklim koşullarının egemen olduğu kuzey
topraklarına (Avrupa ve Asyanın kuzeyi) göç etmeden önce Neandertaller ile
Levant bölgesinde kaşılaştığı ve melezleştiğini gösteriyor. Böylece ilk kez
Afrika’dan Levant’a göç eden atalarımız burda Neandertaller ile melezleşerek
gerekli genetik ve mikrobiyolojik (faydalı bakteriler) donanımı edinerek
evrimsle anlamda daha güçlü ve dayanıklı bireyler olarak kuzeye göç ettiler. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-tDjD98GJ7yI/VSy0g_s56fI/AAAAAAAABZU/hPGLVhNWL9c/s1600/Figure%2B1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-tDjD98GJ7yI/VSy0g_s56fI/AAAAAAAABZU/hPGLVhNWL9c/s1600/Figure%2B1.jpg" height="320" width="278" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="MsoNormal">
<span lang="TR" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Figür 1. Manot
Mağarasının coğrafik lokasyonu (Hershkovitz ve diğ. 2015)</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-hj6czk9FYEU/VSy0iMPkePI/AAAAAAAABZc/DtpbQbqK1CE/s1600/Figur%2B2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-hj6czk9FYEU/VSy0iMPkePI/AAAAAAAABZc/DtpbQbqK1CE/s1600/Figur%2B2.jpg" height="270" width="320" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Figür 2. Manot
Mağarasında keşfedilen kafatasının (a) üstten, (b) yandan, (c) önden ve (d)
arkadan görünümleri. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Tel Aviv
Üniversitesi’nden ve makalenin ilk yazarı olan araştırmacı Israel Hershkovitz
“kafatasının yüz ve çene bölgesi olmaması büyük şanssızlık, ancak sadece
kafadamının bulunması bile büyük bir keşif olmasına yetiyor. Anatomik olarak
modern, özellikle Avrupalı Cro-Magnon insanına benziyor, ancak yine de bazı
ilkin Afrikali morfolojik özelliklerini de koruyor. Muhteşem! Bu bugüne kadar
bulunmuş Afrika ve Avrupa arasındaki evrimsel bağlantıyı kuran ilk keşif.”
şeklindeki yorumları ile kesif hakkındaki düşüncelerini belirtiyor. Ayrıca bu
keşfin 60 bin yıl önce Afrika’dan Avrasya’ya göçe başlayan atalarımızın 55 bin
yıl önce Manot mağarasında Neandertaller ile karşılatığı ve melezleştiğine dair
kanıt olan tek adayın bu fosil olduğunu ileri sürüyor. Morfolojik olarak doğru,
ancak DNA bilgilerinin elde edilmesi bu savı doğrular. Afirka Merkezli modern
insanın kökeni savının babası ünlü paleoantropolog Chris Strinder'da
Hershkovitz’e katılarak bu keşfin önemli bir aday olabileceğini belirtiyor. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Neandertal akrabalarımız
hakkında yayınlanan diğer bir çalışma ise onların ekoloji ve diyeti ile ilgili.
Bugüne kadar Neandertalleri diyetlerinde hayvansal besinlerin yani etin egemen
yiyecek olduğunu düşündük. Ancak American Journal of Physical Anthropology
dergisinde Fiorenza ve diğerleri tarafından yayınlanan çalışmada
Neandertallerin bilinenin aksine diyetlerine önemli ölçüde bitkisel besinler de
katmış olmaları gerektiğini vurguluyor. Bunun nedeni ise hayvansal besinlerden
elde edeceğimiz hayvansal proteinin fiziksel bir limiti olması; aşırı miktarda
alınan hayvansal protein özellikle hamile kadınlar ve yeni doğan bebekler de
tehlikeli olabiliyor. Bu tehlikeden dolayı yani et-merkezli protein
zehirlenmesini önlemek için Neandertaller diyetlerine alternatif besin
kaynakları katmış olmalıydılar ki bu da muhtemelen çeşitli bitkisel besinler
olmalıydı. Bununla birlikte yine bu yılın başlarında yayınlanan Geof Smith
imzalı makale ise zooarkelojik kanıtlara göre Neandertallerin özellikle
megafauna olarak bildiğimiz mamut, fil ve gergedan gibi memeli türlerinden
oluşan hayvanları avlayarak beslendiğini ileri sürüyor. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Kaynaklar</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<span lang="TR" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: TR;">Hershkovitz ve diğ., 2015. Levantine
cranium from Manot Cave (Israel) foreshadows the first European modern humans.
Nature, 28 Ocak 2015. </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">doi:10.1038/nature14134</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Fiorenza
ve diğ., 2015. To meat or not to meat? New Perspective on Nenaderthal Ecology.
AJPA, Yearbook of Physical Anthropology. 156, 43–71. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>Smith,
G., 2015. Neanderthal megafaunal exploitaition in Western Europe and its
dietary implications: A contextual reassessment of La Cotte de St Brelade
(Jersey). Journal of Human Evolution, 78, 181–201. </span></div>
</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-20743432523907507312015-04-14T09:26:00.001+03:002015-04-14T11:58:24.726+03:00Modern Kuşların Yeni Soyağacı<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><br />
<div class="MsoNormal">
<b>Y</b>umurta mı önce gelir yoksa tavuk mu sorusunun cevabını
araştırmacılar<span style="mso-spacerun: yes;"> </span>verdi; önce genler gelir.
Araştırmacılar bazı kuş türlerinden elde ettikleri genom dizilimlerini
kendileri ve yakın akraba olan farklı türler ile karşılatırarak kuşların bugüne
kadar bilinen en son soyağacını oluşturdular. <span lang="TR" style="mso-ansi-language: TR;">Science dergisinin 12 Aralık 2014 sayısında düzinelerce araştırmacının
katkı koyduğu yeni bir genetik çalışma kuşların, özellikle dinozorların yok
olduğu dönem olan Kretase-Paleojen geçişinde yaklaşık 10-15 milyon yıllık
jeolojik olarak kısa bir zaman diliminde 36 farklı evrimsel çizgiye ayrıştığını
gösteriyor. Sadece bu çalışma değil aynı zamanda Genome Biology, GigaScience ve
bazı diğer yayınları da kapsamak üzere kuşların genom dizilimleri hakkında 28
makale yayınlandı. </span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Araştırmacılar bu
çalışma için bugüne kadar bilinen en fazla kuş genom dizilimini çıkardılar; 48
farklı kuş türünün genomu dizildi. Böylece kuşların soy ağacı yeniden inşa
edildi. Bu çalışma uluslararası büyüklükte farklı birçok ülkenin (20 farklı
ülke ve 80 farklı enstitü) üniversite ve araştırma enstitülerinin katıldığı
ortak bir proje ile gerçekleşti. Araştırmanın en önemli mimarlarından biri olan
Danimarka Doğa Tarihi Müzesinden Thomas P. Gilbert “kuşların evrimi ile ilgili
birçok soru işaretinin halen gizemini koruyor olduğunu bilmek beni çok rahatsız
ediyordu, farklı kuş gruplarının birbirleri ile olan evrimsel ilişkilerinin
günümüzde halen bilinmiyor oluşu üzerinde durulması gereken bir araştırma
konusu” şeklinde bu araştırmanın ana sürücüsü olan soru işaretlerini
vurguluyor. Bugüne kadar kimse modern kuşların ilk olarak ortak atadan ne zaman
ve hangi tür ile ayrıştığını belirleyemedi. </span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Türlerin
evrimleşerek çeşitlenmesi her zaman tedrici bir biçimde gerçekleşmez. Özellikle
fosil kayıtlarda büyük çevresel değişimlerin ardından ani denilebilecek
–makroevrimsel- ölçeklerde türleşmeler ve çeşitlenmeler görülür. Yaklaşık 66
milyon yıl önce dinozorların yok olmasının ardından memeli ve kuş türlerinde
önemli bir artış gözlemlenir. Çalışmanın sonuçları ilk modern kuşlar (Neoaves)
bugün bildiğimiz güvercin, dalgıç kuşu ve flamingoların atalarıydı. Yaklaşık
67-50 milyon yılları arasında dinozorların yok olması ile birlikte kuş
çeşitliliğinde bir patlama oldu. Kuşlar da memeliler gibi dinozorlardan geriye
kalan habitatlara yerleştiler ve çeşitlendiler. Kuşların nasıl evrimleştiği ve
farklı grupların birbirleri ile olan evrimsel ilişkisini anlamak için
araştırmacılar onların genomlarını yaşayan en yakın akrabaları ile karşılatırdılar;
timsahlar. Kuşlar yakın akrabaları olan dinozorlar ve timsahlar gibi archosaur
olarak isimlendirilen gruba dahildir. 3 farklı timsah türünün genomu
dizildikten sonra araştırmacılar bu sucul sürüngenlerin son 50 ve 100 milyon
yıl arası zaman diliminde çok az evrimsel değişim gösterdiğini saptadılar. Kuş
ve timsah genomları karşılaştırıldığında ortak archosaur atadan nasıl
ayrıldıklarını da anladılar. Bu çalışmada kullanılan karşılaştırmalı genom
analizleri bütün modern kuşların ortak atasının mineralize olmuş dişlerden
yoksun olduklarını ve yaklaşık 116 milyon yıl önce evrimsel bir değişim ile
mineralize dişleri kaybettiklerini öneriyor. Günümüzde yaşayan yaklaşık 15 bin
dişsiz kuş türü mevcut. Bununla birlikte memelilerde ise dişsiz sadece birkaç
tür biliniyor, kuşlardan farklı olarak bizlerin yani memelilerin evriminde
dişler çok önemli bir rol oynuyor. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-WCRu9Abs1m8/VSyyR-1TM1I/AAAAAAAABZI/hOJjJvSwDBk/s1600/evr%C4%B1m%2Bagac%C4%B1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-WCRu9Abs1m8/VSyyR-1TM1I/AAAAAAAABZI/hOJjJvSwDBk/s1600/evr%C4%B1m%2Bagac%C4%B1.jpg" height="640" width="488" /></a></div>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Şekil: Genom-bazlı kuşların soyağacı (Jarvis et al., 2014)</span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;"><br /></span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Kuşların
hakkındaki diğer bir soru ise onların vokal özelliklerinin nasıl evrimleştiği
hakkındaydı. Bu özellik bir kere atasal bir grupta evrimleşti ve kalıtıldı mı
yoksa farklı her grup kendi vokal özelliklerini evrimleştirdi mi? Çalışma vokal
değişimin farklı gruplarda farklı sayıda ve zamanda evrimleştiğini gösteriyor.
İnsanda konuşmayı kontrol eden genler kuşlarda vokal öğrenmeyi düzenliyor. </span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Modern kuşların
çoğu gözlerinde 4 farklı renk alıcısına sahip, bu onlara tetrokromatik görüş
yeteneği kazandırıyor. Bu durum onların daha geniş bir renk aralığını
görebilmelerini sağlıyor. İnsan da dahil olmak üzere memelilerin birçoğu
trikromatik, yani gözlerimizde sadece 3 farklı renk alıcısına sahibiz. Bununla
birlikte penguenler kuşlar arasında farklı bir yere sahip, onlar da bizler gibi
3 renk alıcısına sahipler. </span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Bugüne kadar
şahin ve kartal gibi avcı kuşların özelliklerinin kuş soy ağacının farklı kısımlarında
iki kere ortaya çıktığı düşünülüyordu. Ancak kuşların yeni soy ağacına göre
bütün kara kuşları tek bir avcı atadan türedi, fakat bu kara kuşlarının çoğu
avcılık yeteneklerini kaybettiler. </span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Birçok kuşun
bizleri hayran bırakan farklı renkte ve biçimdeki tüyleri β-keratin proteinleri
tarafından oluşturulur (beslenir). Araştırmacılar farklı kuş gruplarını
incelediklerinde, kara kuşlarının su kuşlarından iki kat daha fazla β-keratin
çeşidine sahip olduklarını gördüler. Ayrıca evcilleştirme sürecinde renkleri ve
biçimleri güzel olan kuşların insan tarafından seçilip melezleştirilmesi ile bu
protein çeşitlerinin kara kuşlarında daha da arttığı bir gerçek. </span></div>
<div class="MsoNormal">
<span lang="TR" style="mso-ansi-language: TR;">Kaynak:</span></div>
<div class="MsoNormal">
<span class="slug-pub-date">Jarvis et al. “</span><i style="mso-bidi-font-style: normal;">Whole-genome analyses resolve early branches
in the tree of life of modern birds.”<cite><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> Science</span></cite></i><span class="slug-pub-date"> 12 December 2014: </span><span class="slug-vol"><i>Vol. 346 </i></span><span class="slug-issue"><i>no. 6215 </i></span><span class="slug-pages"><i>pp.
1320-1331. </i></span><cite><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">DOI: </span></cite><span class="slug-doi"><i>10.1126/science.1253451</i></span></div>
<h1>
<i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; font-weight: normal; mso-ansi-language: TR; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">http://www.sciencemag.org/content/346/6215/1320</span></i></h1>
</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-35344621252283480142015-02-23T19:29:00.003+02:002015-02-23T19:37:43.181+02:00Censorship of teaching evolution and paleontology in Turkey!<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 3.84pt; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;">
<span style="font-size: small;"><span style="color: black; font-family: Calibri;">Efforts stemming from the Turkish
government’s religious agenda to severely censor students’ access to modern
evolution theory threatens educational freedom. In Turkish high school
classrooms, the coverage of </span><span style="color: black; font-family: Calibri;">evolution theory </span><span style="color: black; font-family: Calibri;">is
vague,<span> </span></span><span style="color: black; font-family: Calibri;">human </span><span style="color: black; font-family: Calibri;">evolution </span><span style="color: black; font-family: Calibri;">and origin of vertebrates are </span><span style="color: black; font-family: Calibri;">ignored
entirely, leaving any questions about origins of human and other </span><span style="color: black; font-family: Calibri;">animals
</span><span style="color: black; font-family: Calibri;">to be
answered by creationist ideas taught simultaneously in mandatory religion
courses and science class.<span> </span></span><span style="color: black; font-family: Calibri;">Paleontology,
as an evolutionary science, in </span><span style="color: black; font-family: Calibri;">higher education lacks a modern
integrated approach of anatomy, morphology, ecology, and macroevolution. In
geology departments micropaleontology, based on the memorization of
(invertebrate) fossil taxa names to tell us about the age of strata, is the only
taught. Both biology and </span><span style="color: black; font-family: Calibri;">geology
</span><span style="color: black; font-family: Calibri;">departments
do not offer vertebrate paleontology education. </span></span></div>
<span style="font-size: small;">
</span><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 3.84pt; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;">
<span style="font-size: small;"><span style="color: black; font-family: Calibri;">There </span><span style="color: black; font-family: Calibri;">is a lack of variation among the
departments’ course offerings; nearly identical curriculum. The freedom of
academics to determine the content of the courses they teach is stifled by
university bureaucracy overseen by the Council of Higher Education (YÖK). This
study addresses the connection between students in the Turkish public education
system who are deprived of the </span><span style="color: black; font-family: Calibri;">principles of </span><span style="color: black; font-family: Calibri;">biological
evolution, </span><span style="color: black; font-family: Calibri;">human
evolution, vertebrate paleontology </span><span style="color: black; font-family: Calibri;">and educators who are intellectually and
pedagogically unequipped to teach these topics. All high school textbooks are
either written by or filtered through the Ministry of National Education, and
therefore are subject to political bias. The content of Finnish high school
biology textbooks is analyzed and used here as a counter example in critiquing
and making recommendations for amending the coverage of human evolution in
Turkish high school biology textbooks. </span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-xEOFjachjO8/VOtlT5k3dfI/AAAAAAAABW0/3gLOKSU9BHM/s1600/SVP_FK_Evo_Edu_final_3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-xEOFjachjO8/VOtlT5k3dfI/AAAAAAAABW0/3gLOKSU9BHM/s1600/SVP_FK_Evo_Edu_final_3.jpg" height="640" width="426" /></a></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 3.84pt; text-align: left; text-indent: 0in; unicode-bidi: embed; word-break: normal;">
<br /></div>
</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-24514014620203854432014-05-01T00:03:00.000+03:002014-05-01T00:03:02.151+03:00Hepimiz biraz Neandertaliz<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
Bu yazi Bilim ve Gelecek dergisinin 121. sayisinda ayni baslik ile yayinlanmistir. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<i><span class="single6">Geçen Ocak ayında Nature dergisinde yayımlanan bir makale
günümüz insanlarının ne kadar Neandertal geni taşıdığını haritalandırdı. Üstüne
üstlük Afrika dışında kalan bölgelerde yaşayan bizlerin sahip olduğu Neandertal
genlerinin bu bölgelerin çevresel faktörlerine uyum sağlamada bizleri daha
başarılı kıldığını öne sürdüler. Kısacası hepimiz biraz Neandertaliz ve onlara
çok şey borçluyuz.</span></i><br />
<br />
<span class="single7">Benzer prehistorik zamanlarda aynı coğrafyada yaşamış olan
ve farklı türlere atfedilen atalarımızın birbirleri ile olan ilişkileri hep merakımızı
uyandırdı. Birbirleri ile karşılaştılar mı, karşılaştılarsa ne yaptılar? Bugüne
kadar yapılan kurguların ve canlandırmaların çoğu ya birbirleri ile
savaştıkları ya da seviştikleri yönünde. Ya hayatta kalma mücadelesinde
birbirlerini rakip olarak gördüler ve savaştılar ya da içlerinden kimi
cesaretli bireyler sevişmeyi tercih etti. Nedense güncel algılarımız onlara
sadece bu iki ihtimali yaşama şansı bırakıyor. Bu heyecanlı tartışmaların çoğu
Neandertaller ve çağdaşı modern insan arasındaki karşılaşma ve melezleşme
üzerine odaklanıyor. Çünkü bu iki tür aynı zamanda çok yakın yaşam alanlarını
paylaştılar ve karşılaştılar. Gelin savaştılar mı yoksa seviştiler mi birlikte
tartışalım. </span><br />
<br />
<span class="single7">İnsan evriminde soru işaretlerinin yoğunlaştığı temel
basamaklar genel olarak şöyle özetlenebilir: Yaklaşık 6 milyon yıl önce
şempanze ile paylaştığımız ortak atadan gerçekleşen evrimsel ayrışma,
beraberinde dik yürümenin evrimi ve bu değişimde rol almış türler. Ardından 2,5
ile 3 milyon yıl arasında kalan dönemde bu erken insanlardan
(australopithecuslar) Homo cinsinin (taksonomik olarak bizlerin içinde yer
aldığı grup) evrimleşmesi, beyin hacminde meydana gelen artış ve taş alet
üretimi gibi hem biyolojik hem de kültürel evrimsel değişimleri içeren süreç.
Yaklaşık 1,8 milyon yıl önce Homo erectus atamızın Afrika’dan Avrasya’ya olan
göçü ve Homo türlerinin Avrasya’ya yayılışı, Homo heidelbergensis’in
evrimleşerek bize yani Homo sapiens ve Neandertal insanı Homo
neanderthalensis’e atalık etmesi sayılabilir. Ancak son zamanlarda bu önemli
evrimsel değişim süreçlerinde kaç farklı türün yer aldığı tartışmaların odağını
oluşturuyor. Özellikle günümüze yakın, binyıllar ile tarihlendirilen dönemlere
ait fosil kalıntılarda korunmuş atasal DNA materyalinin elde edilmesi ile
oluşturulan genetik bilgi bizlere bu dönemlerde kaç farklı tür yaşamış
olabileceği konusunda önemli kanıtlar sunuyor. Yaklaşık 200 bin ile 28 binyıl
arasında kalan dönemde Avrupa, Orta Asya ve güneybatı Asya’da yaşamış olan
Neandertallere ait fosil kalıntılardan elde edilen neredeyse bütüne yakın gen
haritası, o türün bizler ile olan genetik benzerliğini aydınlatıyor. Aynı
zamanda yeni keşiflerden elde edilen atasal DNA bilgileri bizlere yakın dönemde
bizden ve Neandertallerden başka insan türlerinin de yaşamış olabileceğini
gösteriyor. </span><br />
<br />
<span class="single7">İlk Neandertal fosili keşfedildiği günden günümüze
paleoantropologlar bu fosil insanın günümüz insanıyla aynı tür içerisinde yer
alıp almadığını tartışıyorlar. Bilim ve Gelecek dergisinin 118. sayısında
“Dmanisi Fosil Keşifleri ve Erken İnsanların Evrimsel Geçmişi” başlıklı yazıda,
yaşayan türler ile fosil (yok olmuş) türlerin taksonomik tanımlamalarının çok
farklı süreçler içerdiğinden söz etmiştim. Yaşayan canlıları çalışan biyologlar
ve taksonomistler çoğunlukla doğal yaşam alanlarında birbirleri ile çiftleşip
verimli yavrular üretebilen toplulukları biyolojik tür konsepti bağlamında tür
olarak tanımlarlar. Buna karşın paleoantropologlar ve paleontologlar fosil
materyal üzerinde evrimsel tür konsepti ya da filogenetik tür konseptini baz
alarak, benzersiz morfolojik karakterleri çeşitli kompleks kriterlere göre
değerlendirerek, analiz ederek tür tanımlaması yaparlar. Neandertal ve modern
insanı farklı türler mi değil mi sorusu ile masaya yatırdığımızda, sadece
paleontolojik perspektife göre tartışamayız, çünkü araştırmacılar iki türün de
DNA materyalini elde etmeyi başardı. Bu durum işi düşündüğümüzden daha farklı
bir platforma taşıdı. İsterseniz yavaş yavaş bu konuyu tartışmaya başlayalım. </span><br />
<br />
<span class="single7">Neandertaller günümüz modern insanına gerek morfolojik
gerekse genetik olarak bildiğimiz en yakın insan türlerinden biri. Sokakta bir
Neandertal görseniz ve insanların fiziksel özellikleri hakkında çok dikkatli
bir gözlemci değilseniz, onun Neandertal olduğunu anlamanız güç olurdu.
Neandertaller bize göre daha kısa ancak daha iri ve kaba yapılı insanlardı.
Çetin çevre koşullarına karşı hayatta kalabilecek güçlü ve sağlam kemiklere,
dayanıklı bir bedene, güçlü kaslara sahiptiler. Birçok lokalitede bulunan
Neandertal kemiklerinden, bireylerin yaşarken birçok kez kemiklerinin kırıldığı
ancak tekrar iyileştikleri ve yaşamaya devam ettikleri anlaşılıyor. Acıya ve
darbelere karşı daha sağlam ve dayanıklı bir iskelete ve bedene sahiptiler.
Buna karşın kullandıkları alet teknolojisi kesinlikle çağdaşı modern insana
göre daha basit ve avlanma repertuvarı sınırlıydı. Neandertallerin sanatla
uğraştıklarına dair görüşler var, ancak bunu direkt bağlantılandıran güçlü bir
kanıt yok. </span><br />
<br />
<span class="single7">Neandertal insanı ve bizim türümüz Homo sapiens arasında
genetik melezleşmenin gerçekleştiğine ve bizlerin ne kadar Neandertal geni
taşıdığımıza dair kapsamlı çalışma geçen Ocak ayının son haftasına ait Nature
dergisinde yayımlandı (Sankararaman ve diğ., 2014). Ayrıca 2014 Ocak ayının ilk
haftasında Altay Dağları’nda bir lokaliteden keşfedilen Neandertal kadınına ait
genom dizilimi de elde edildi (Prüfer ve diğ., 2014). Yine geçen Ocak ayı
içerisinde günümüz insanlarında ne kadar Neandertal geni bulunduğuna dair bir
çalışma da Science dergisinde duyuruldu (Vernot ve Akey, 2014). Bu makaleleri
okurken ve bu yazının hazırlanması sürecinde kısa bir kaynak araştırması
yaparken çok önemli yeni bir esere rastladım. İlk Neandertal genom
çalışmalarına 90’lı yıllarda başlayan ve bugün Neandertal genom diziliminin
neredeyse tamamen ortaya çıkarılması ile bu sürece damgasını vuran bir isim,
Max Planck Enstitüsü Evrimsel Antropoloji Bölümü’nden (Almanya, Leipzig)
araştırmacı Svante Pääbo’nun 11 Şubat 2014 tarihinde Basic Books Yayınevi
tarafından Neanderthal Man; In search of lost genomes (Kayıp Genlerin
Araştırılmasında Neandertal İnsanı) başlıklı kitabı yayımlandı. Hemen kitabın
elektronik versiyonunu aldım okumak için, fakat henüz bitiremedim. Pääbo ilk
çalışmalardan günümüze Neandertal insanına ait genetik bilgiye nasıl
ulaşıldığının detaylı tarihini ve Neandertal insanı ile ilgili güncel
tartışmaları büyük bir bilgi zenginliği ile anlatıyor, bu kitabı okumayı
bitirmeden bu yazıyı kaleme almak beni rahatsız etse de, yeni çıkan makaleler
üzerinden konunun güncelliği kaybolmadan yazmanın da değerli olacağını
düşündüm.</span><br />
<br />
<span class="single7"><b>Neandertallerden bize kalan miras</b></span><br />
<span class="single7">Neandertallere ait ilk DNA kalıntısı 1997 yılında
keşfedildi ve o günden bugüne atasal DNA çalışmaları hızla ilerledi. Örnek alma
tekniklerinden genetik bilgiyi elde etme teknolojisine, kullanılan aletlerin
hızla gelişmesine ve ekonomikleşmesine paralel olarak DNA kalıntısına ulaşma
şansı da yükseldi. 1997 yılında elde edilen Neandertal (mitokondriyal) DNA
kalıntısı (360 baz çifti) 1836 yılında Almanya’da Feldhofer Mağarası’nda
bulunmuş kemiklerden elde edilmişti. İlk Neandertal çekirdek DNA’sının (1
milyon baz çifti) elde edilmesi ise 2006 yılında gerçekleşebildi. Mitokondriyal
DNA (mtDNA), hücrelerimiz içerisinde hücrenin enerji gereksinimini sağlayan
mitokondri organelinin içinde bulunan ve sadece anneden aktarılan DNA bilgisini
içermektedir. Çekirdek DNA ise hücre çekirdeğinin içinde yer alan ve hem anne
hem de babadan gelen DNA bilgisini içerir. 2010 yılında yaklaşık olarak 5,5
milyon çekirdek DNA baz çifti altı ayrı Neandertal bireyine ait fosil kalıntılardan
elde edildi. Ayrıca neredeyse 20 farklı Neandertal bireyinden parçalı ve bütün
mtDNA elde edildi. Sadece Neandertal insanına ait değil, ayrıca 2010 yılında
Rusya’da Altay Dağları’nda Denisova Mağarası’nda keşfedilen fosil kalıntılarda
Neandertal ve bize ait olmayan üçüncü bir türe ait DNA elde edildi. 2012
yılında Denisova insanı üzerinde süren çalışmalar sonuçlandı ve bir bireyden
100 milyara yakın DNA baz çifti elde edildi. (Şekil 1)</span><br />
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-_k8_B-ouPrw/U2FktRYVZYI/AAAAAAAABKk/V6cDiezXlCI/s1600/Sekil+1..jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-_k8_B-ouPrw/U2FktRYVZYI/AAAAAAAABKk/V6cDiezXlCI/s1600/Sekil+1..jpg" height="136" width="320" /></a></div>
<div style="text-align: center;">
Sekil 1</div>
<div class="MsoNormal">
<span class="single7">Bu çalışmalar aynı zamanda uzun zamandır paleoantropoloji dünyasının
gündemini işgal eden Neandertal ve modern insanın melezleşip melezleşmediği
tartışmasını aydınlığa kavuşturdu. Bu çalışmalar Neandertal, Denisova ve modern
insan arasında genetik alışverişin, yani melezleşmenin olduğunu gösterdi. Hatta
geçen Ocak ayında Nature dergisinde yayımlanan Sankararaman ve diğ. (2014)
makalesi, günümüz insanlarının ne kadar Neandertal geni taşıdığını
haritalandırdı. Üstüne üstlük Afrika dışında kalan bölgelerde yaşayan bizlerin
sahip olduğu Neandertal genlerinin bu bölgelerin çevresel faktörlerine uyum
sağlamada bizleri daha başarılı kıldığını öne sürdüler. </span><br />
<br />
<span class="single7">Neandertal ve modern insanın ortak atası muhtemelen yarım
milyon yıldan biraz fazla süre önce Afrika’da yaşıyordu. Modern insanın ataları
Afrika’da kalmayı sürdürürken Neandertallerin ataları Avrupa ve Asya’ya göç
etmişlerdi. Ancak 100 binyıl önce modern insanın ataları da Neandertallerin
atalarına benzer olarak Afrika dışına göç ettiler. Araştırmacılar, Neandertal
atalarının Afrika’dan ayrılma tarihinin 270 bin ile 440 binyıllar arasında
kalan bir dönemde gerçekleştiğini tahmin ediyorlar. Neandertaller uzunca bir
süre neredeyse 200 binyıl, daha çetin çevresel koşullarda hayatta kalabilecek
bir genetik donanıma sahiptiler. Bu genleri modern insana aktarmaları, modern insanın
bu fiziksel koşullara karşı hem kendi teknolojik ve kültürel donanımını, hem de
daha güçlü bir biçimde hayatta kalmış olmasını sağladığı düşünülebilir. Bunun
en önemli kanıtı olarak araştırmacılar, vücudumuzda derimizin üst tabakasında
(epidermiste) yer alan keratinosit hücrelerini kontrol eden gen ifadelerinin
Neandertallerden aktarıldığını ileri sürdüler. Keratin proteini saçlarımızda,
tırnaklarımızda ve derimizde bulunur ve ayrıca derimizin su geçirmez özelliğini
artırarak bakteriyel, viral, sıcaklık, soğuk, UV ışınları gibi zararlı birçok
çevresel etkilere karşı korur. Bu durumda Afrika’dan Neandertal atalarından
daha sonra göç eden modern insanın ataları, Avrupa ve Batı Asya’ya
vardıklarında Neandertaller ile karşılaştılar ve melezleşmenin sonucu, farklı
çevre koşullarında onları avantajlı kılacak karakterleri gen havuzlarına
kattılar. </span><br />
<br />
<span class="single7"><b>Melez bireylerin kısır olması, seçilimi düşürdü</b></span><br />
<span class="single7">Ancak araştırmacılar melez bireylerin üremede başarısız
olduklarını, yani kısır olabileceklerini düşünüyorlar. Melez bireylerin kısır
olduğu görüşünü hepimiz biliyoruz, at ve eşekten melezlenen katır da kısır bir
canlıdır. Araştırmacılar bizlerde bulunan Neandertal genlerinin gen havuzunda
seçiliminin çok düşük olduğunu ve bunun melez bireylerin üremede başarısız olmalarından
kaynaklanabileceğini ileri sürdüler. Bunun nedeni ise Neandertal soyuna ait
azalmış genlerin modern insan genomunda iki yerde yoğunlaşması; erkek
bireylerin testislerinde ve X kromozomu üzerinde. Genlerin bu şekilde dağılımı
aslında farklı alttürlerin çiftleşmesi ile ortaya çıkan üremede başarısız kısır
bireyler (katır gibi) ile benzeşiyor. Bu durum bize biyolojik olarak farklı
türlere doğru ayrışma noktasında olan Neandertal ve modern insanın tamamı ile
farklı tür olmadan önce melezleştiklerini ancak melezleşen bireylerin üremede
başarısız olduğu için genlerin seçilim oranının iki türün gen havuzunda da
zamanla azaldığını işaret ediyor. Sonuç olarak henüz tür bazında biyolojik
olarak tamamı ile birbirinden izole olmayan Neandertal ve modern insan bireyleri
melezleştiler, doğan melez bireylerin erkek olanları ya çok düşük üreme gücüne
sahiptiler ya da kısırdılar. Çünkü bizler özellikle sperm üretmede
kullandığımız testislerimizdeki genlerde Neandertal-modern insan melezlerinden
çok az gen katkısına sahibiz, bu da bu melez bireylerin üreme ile ilgili gen
katkısında çok az ya da hiç bulunmadıkları anlamına geliyor. Neandertal
alellerinin melez bireylerin erkeklerinde üreme verimsizliğine yol açtığı iddia
ediliyor. Kalıtılan genler ise çoğunlukla melez dişi bireylerden.</span><br />
<br />
<span class="single7">Neandertal genleri Afrika dışındaki soğuk iklimlerde
atalarımıza başarılı karakterler sağlasa da, melez bireylerin kısır olması bu
karakterlerin seçilimini düşürmüş olmalıydı. Bu görüş ilk kez ileri sürülmüyor.
Finlandiyalı dünyaca ünlü paleontolog Björn Kurten 1980 yılında yazdığı
prehistorik bilimkurgu Dance of the Tiger; A novel of the Ice Age (Kaplanın
Dansı; Buzul Çağının bir hikâyesi) eserinde, Neandertal ve Cro-Magnon insanının
buzul çağındaki hikâyesini anlatır, bu farklı iki insan türünün melezleştiğini
ancak doğan bireylerin kısır olduğunu söyler. Kurten, paleontoloji alanında
-prehistorik memeliler hakkında- birçok bilimkurgu kitabı yazmıştır, bu
kitapların henüz Türkçe'ye kazandırılmamış olması büyük bir kayıp. </span><br />
<br />
<span class="single7">Araştırmacılar sadece günümüz insanlarının taşıdığı
Neandertal genlerini değil, aynı zamanda Neandertal geni olup günümüz insanları
tarafından taşınmayan genleri de açıkladılar. Bu durum Neandertal genlerinin
büyük çoğunluğunun aslında gen havuzunda seçilmediğini ve elendiğini
düşündürüyor. Akey’in çalışmasına göre modern insan genomunun Neandertal
katkısı bulunmayan büyük bir bölümü FOXP2 genini içeriyor. FOXP2 geni
insanlarda konuşma davranışını düzenleyen bir gen, bu özellik bizi
Neandertallerden ayırıyordu. Neandertaller gırtlak ve ağız boşluğunda farklı
seslerden oluşan sözcük gruplarını akıcı bir biçimde oluşturamıyorlardı ve bu
gelişimi kontrol eden genlere sahip değildiler. Sankararaman’ın çalışması
günümüz insanlarında aktif olan Neandertal genlerinin erkek bireylerde
testislerde ya da X kromozomu üzerinde yer aldığını ileri sürüyor. Bu durum
daha önce bahsettiğimiz gibi Neandertal ve modern insan melezlerinin yüksek
oranda kısır oldukları sonucunu doğuruyor. </span><br />
<br />
<span class="single7">Genetik benzerlik soy ilişkisini vurguluyor, atasal ilişkiyi
değil. Örneğin, insan ve şempanze aynı ata soyunu paylaşıyor, ancak şempanze
insanın, insan da şempanzenin atası değil. Diğer bir örnek ise Denisova insanı.
Sibirya’da Altay Dağları’nda bulunan Denisova Mağarası’nda keşfedilen
kemiklerden yapılan DNA analizleri onların farklı bir tür olduğunu gösterdi.
Daha sonraki çalışmalar Güneydoğu Asya ve Okyanusya’da yaşayan günümüz
insanlarının dünyanın diğer bölgelerinde yaşayan insanlardan daha çok bugün
yaşamayan Denisova insanıyla genetik olarak ilgili olduklarını ileri sürdü.
Denisova insanlarının belli oranda genetik bilgilerine sahip olsak da bu
insanların morfolojilerini yansıtan fosil buluntulara sahip değiliz. DNA
materyalinin elde edildiği parmak kemiği gibi çok küçük kalıntılar dışında bir
kanıt yok. Bu nedenle araştırmacılar salt genetik veriye dayanarak Denisova
insanına yeni bir tür ismi vermediler. Verilerin daha da çoğalmasını
bekliyorlar. </span><br />
<br />
<span class="single7"><b>İnsan türleri arasındaki gen alışverişi</b></span><br />
<span class="single7">Prüfer’in çalışması dört farklı insan türü arasında gen
alışverişi olasılığını güçlendiriyor (Şekil 2). Buna göre Neandertal geni
barındıran farklı insan gruplarının Neandertallerin farklı coğrafik (izole)
gruplarından bu genleri aldıkları fikri ağırlık kazanıyor. Çünkü Neandertal
genine sahip olan Kafkaslar, Altaylar ya da Hırvatlar farklı oranlarda ve
yapıda alel içeriklerine sahipler. Bu da onların coğrafik ve genetik olarak
farklı Neandertal grupları ile gen alışverişinde bulunduklarını gösteriyor.
Araştırmanın ilginç bir diğer sonucu ise Denisova insanlarının bilinmeyen bir
insan türü ile gen alışverişinde bulunmuş olması (Şekil 2). Mitokondriyal DNA
ayrışmasına göre bu bilinmeyen insan türünün bir Homo erectus topluluğu olacağı
güçlü bir olasılık olarak makalede sunulmuş. Denisova insanının genomunda
bulunan bilinmeyen insan türü katkısı yaklaşık olarak 700 binyıl ile 1,3 milyon
yıl öncesi bir ayrışmaya denk geliyor ve bu tarihler yaklaşık 1,8 milyon yıl
önce Afrika dışına göç eden Homo erectusun yaşadığı dönemi işaret etmekte.
Bununla birlikte Afrikalı ve Asyalı Homo erectus türlerinin tamamen izole
olması muhtemelen yaklaşık 1 milyon yıl önceye atfediliyor. </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-8gKQJJZ5-K0/U2Fkvr3Ab2I/AAAAAAAABKw/X4-ZU_hoO6w/s1600/Sekil+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-8gKQJJZ5-K0/U2Fkvr3Ab2I/AAAAAAAABKw/X4-ZU_hoO6w/s1600/Sekil+2.jpg" height="181" width="320" /></a></div>
<br />
<div style="text-align: center;">
Sekil 2</div>
<br />
<div class="MsoNormal">
<span class="single7">İnsanlar, bugün neredeyse bütün genomuna sahip olduğumuz
Neandertal insanı ile günümüz insanının genlerini melezlemeyi konuşuyorlar;
bunun sonucunu görmek çok ilginç olurdu. Ancak Profesör Reich, bu melezleşmenin
yaklaşık 60 binyıl önce gerçekleştiğini ve birçok Neandertal geninin günümüz
insanlarında mevcut olduğunu belirtiyor. Bu nedenle, hepimiz biraz
Neandertaliz. </span><br />
<b><span style="font-size: 7.5pt; line-height: 115%;"><br />
<span class="single7">KAYNAKLAR</span></span></b><span style="font-size: 7.5pt; line-height: 115%;"><br />
<span class="single7">1) Prüfer ve diğ., “The complete genome sequence of a
neandertal from the Altai mountains”, Nature, 2 January 2014, Vol 505;
ss.43-49.</span><br />
<span class="single7">2) Sankararaman ve diğ., “The genomic landnscape of
Neandertal ancestry in present-day humans”, Nature, 29 January 2014;
doi:10.1038/nature12961.</span><br />
<span class="single7">3) Vernet ve Akey, “Resurrecting surviving neandertal
lineages from modern human genomes”, Science, 29 January 2014 doi:
10.1126/science.1245938.</span></span></div>
</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-60913148383946260852014-02-23T17:44:00.001+02:002014-03-05T23:10:58.643+02:00Dmanisi Fosil Keşifleri ve Erken İnsanların Evrimsel Geçmişi<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Erken insan
türlerine (<i style="mso-bidi-font-style: normal;">Homo habilis, Homo
rudolfensis, Homo ergaster</i> ve <i style="mso-bidi-font-style: normal;">Homo
erectus</i>) ait fosil kafatasları arasında Dmanisi (Gürcistan, Şekil 1)
örnekleri Afrika dışında bulunmuş en eski (1.8 milyon yıl) ve en iyi korunmuş
olanları. Geçen ay <i style="mso-bidi-font-style: normal;">Science</i> dergisinin
342. sayısında yayınlanan makalenin ana temasını oluşturan D4500 etiketli fosil
neredeyse tamamı ile korunmuş bütün bir kafatası iskeleti (Şekil 2). Bu
materyal yaklaşık olarak 8 yıl önce keşfedilmişti. Ekibin lideri Lordkipanidze
ve diğer araştırmacılar geçen süre içerisinde bilimsel çalışmalarını
sürdürdüler. Bu buluntuya dair çalışmanın 8 yıl sürmesinin nedeni insan
evrimine kuramsal bağlamda bazı yeni anlayışların tartışılması ve
kazandırılmasından kaynaklıyor. Uluslararası paleoantropoloji masasında büyük
tartışmalara neden olan Dmanisi perspektifi, erken insan türlerinin tür içi ve
türler arası morfolojik çeşitliliğinin tartışılması ve bununla bağlantılı
olarak kimi türlerin tek bir tür adı altında toplanıp insanın evrim ağacında
bazı dalların birleştirilmesi önerisini içeriyor. İnsan evriminde tür çeşitliliği
ile ilgili kuramsal altyapıyı Bilim ve Gelecek dergisinin 99. sayısında Burtele
Hominidi ve Adımlarımızın Kökeni adlı yazıda tartışmaya çalışmıştım. Konuya
ısınmakta güçlük çeken okurlar o yazıyı okuyarak bu konuyu tekrar
değerlendirebilirler. Bu yazının bir çeşit gözden geçirme ve tartışma içeriğine
sahip olmasını umut ederek, düşüncelerimin akışını konuya bağlı olmak kaydı ile
çok kontrol altında tutmayı düşünmüyorum. İnsan evrimi gibi anlaşılması ciddi
bir ön hazırlık ve genel evrim kuramı bilgisi gerektiren bir konuda taştan taşa
hoplayarak yazmanın okuyucu açısından takip etme ve anlama zorluğu
yaratacağının da farkındayım. Ayrıca ülkemizde gerek ortaöğrenimin ilgili
derslerinde gerekse de yükseköğrenimin birçok ilgili bölümünde bırakınız uluslararası
standartları minimum kapsamda dahi insan evrimi öğretilmediği için bu tür
popüler bilim yazılarında içeriğin anlaşılabilmesi endişesinin işi düşünülenden
daha çetrefilli bir hale getirdiğini de eklemem lazım. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-m9Qv4oLRYDo/UwoW6sLGYcI/AAAAAAAABI8/cQ0-jygxjE0/s1600/FIGURE+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-m9Qv4oLRYDo/UwoW6sLGYcI/AAAAAAAABI8/cQ0-jygxjE0/s1600/FIGURE+1.jpg" height="224" width="320" /></a></div>
<div class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Şekil 1.</span></b><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">
Dmanisi lokalitesi (Gibbon, 2013)</span></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-LtiGm8U0XSI/UwoW9PJLQPI/AAAAAAAABJE/8tcKFqrrG5w/s1600/FIGURE+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-LtiGm8U0XSI/UwoW9PJLQPI/AAAAAAAABJE/8tcKFqrrG5w/s1600/FIGURE+2.jpg" height="195" width="320" /></a></div>
<div class="MsoNormal" style="text-align: center;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"><span style="mso-spacerun: yes;"></span></span><b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Şekil 2.</span></b><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">
Dmanisi lokalitesinde bulunan fosil kafataslarının üç boyutlu taranmış dijital
görüntülerinin önden, yandan ve üstten görünüşleri ve karşılaştırılması. Ölçek
5cm. (Lordkipanidze ve diğ., 2013).</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Eğer eski bir
mezarlığın önünden geçiyorsanız bazen oraya gömülen insanlara ait birçok
kemiğin erozyon ve benzeri aşınmalar gibi dış etkenlerden dolayı toprak
yüzeyine çıktığını görebilirsiniz. Mezarlık alanlar insan kemikleri ile doludur.
Mezarlık kültürü yani ölülerimizi özel bir yere gömme geleneği insanın kültürel
evriminin günümüze çok yakın diyebileceğimiz belli bir sürecinde başlamıştır.
Oysa yüzbinler ve milyon yıllar önce yaşamış olan atalarımıza ve onların
akrabalarına ait kemikleri bulmak son derece zor, çünkü onların gömüldüğü belli
bir mezarlık alan yok. Öldükten sonra cesetleri doğadaki diğer canlılarınkine
benzer bir kaderi paylaşıyordu. Ölü gömme geleneklerine henüz sahip olmadıkları
için vücutları yırtıcı hayvanlar tarafından parçalanıyor ve parazitler gibi dış
etkenlerden dolayı neredeyse tamamen tüketiliyordu. Atalarımızın iskelet
kalıntılarının korunmasının yegâne yolu ise fosilleşme, ancak fosilleşme çok
özel çökelme koşulları gerektirdiği için nadiren gerçekleşiyor. Paleontologlar
için fosilleşme ortamları doğal mezarlıklardır. Bu doğal mezarlıkları tek bir
canlının değil o ekosistemde yaşayan birçok canlının kalıntılarını barındırır. Bununla
birlikte memeli fosilleri içeren olası bir depozitte atalarımızın fosilleri en
ender rastlanan kalıntılar arasındadır. Bunun en önemli nedeni atalarımızın
yaşadıkları paleo-ekosistemde yüzde olarak çok düşük bir oranda yer almasıdır. Diğer
birçok hayvan grubu sayısal üstünlüğe sahip iken atalarımız az sayıda
bireylerden oluşan küçük gruplar halinde yaşıyorlardı. Az sayıda bireylerden
oluşan grupların ölen bireylerinin fosilleşmesi de çok ender gerçekleşiyor. Bu
nedenle insan atalarına ait bir fosilin keşfedilmesi bilim dünyasında büyük bir
heyecan ve ilgi ile karşılanır, hele de bu fosil Dmanisi örneği gibi bütün ise.
Bütün bir iskelet parçası doğruya yakın tutarlı bilgilerin elde edilmesine
olanak sağlar.</span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Dmanisi lokalitesi
Afrika dışına ilk göç eden erken insan türlerinin fosillerini içermesi
bakımından önemli, ancak buluntular bizi şaşırtıyor. Araştırmacıların büyük bir
bölümü bu ilk göç eden aktörlerin gerek anatomik, gerek bilişsel ve gerekse
kültürel anlamda belli bir yetkinliğe ulaştığında hemfikirdiler. Çünkü <i style="mso-bidi-font-style: normal;">Homo erectus</i> türünün Afrika’da ortaya
çıkmasından jeolojik olarak kısa denilebilecek bir süre sonra Avrasya’da
(Dmanisi) görülmesi bu göçü gerçekleştirebilecek yeterli donanıma sahip
olmasının gerekliliğini düşündürüyor. Elbette bu göç olayını günümüz anlamında
bir noktadan başka bir noktaya sürekli hareket olarak algılamamak lazım. <i style="mso-bidi-font-style: normal;">Homo erectus</i>un göçü diğer göç eden
hayvanların ya da besin kaynaklarının göçüne paralel olarak çevresel
faktörlerin kontrolü altında gerçekleşen farklı habitatlarda yaşam
deneyimlerine bağlı yer değiştirmeler süreci olarak düşünülebilir. </span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">D4500 örneğine ek
olarak Dmanisi lokalitesinde bulunan daha önceki kafatasları, D2600, D211 ve
D2375 gibi örnekler aynı dönemde bu bölgede yaşamış insanların düşünülenden
daha geniş bir morfolojik çeşitliliğe sahip olduğunu kanıtlıyor. Kimi
araştırmacılar bu morfolojik çeşitliliğin cinsiyet farklılıklarından
kaynaklandığını düşünse de hatırı sayılır sayıda araştırmacı ise bu morfolojik
çeşitliliğin sadece erkek ve dişi bireyler arası morfolojik farklılığa
bağlanamayacağını iddia ediyor. Bu denli yüksek morfolojik çeşitliliğin olması
bu bireylerin farklı türlere ait olduğunu düşünmemize neden oluyor. Bununla
birlikte Dmanisi lokalitesi araştırma grubunun lideri Lordkipanidze keşfedilen
her insan atası fosili insan soyağacını daha kompleks hale getirirken Dmanisi
buluntularının bu ağacı daha da basitleştirdiğini öneriyor. Ona göre Dmanisi
buluntularının gösterdiği morfolojik çeşitlilik, Afrikalı olan <i style="mso-bidi-font-style: normal;">Homo habilis, Homo rudolfensis, Homo
ergaster</i> ve <i style="mso-bidi-font-style: normal;">Homo erectus</i> gibi
erken insan türlerinin tek bir türün coğrafik varyasyonlarına atfedilmesine kanıtlar
sunuyor. Çünkü Dmanisi örneklerinin sahip olduğu morfolojik çeşitlilik Afrikalı
erken insanların farklı türleri arasındaki morfolojik çeşitlilikten daha fazla.
Eğer bu türler tek bir türün coğrafik varyasyonları ise yaklaşık 2 milyon
yıldan neredeyse son 100 bin yıla kadar Afrika ve Avrasya kıtalarında yüksek
morfolojik çeşitliliği ile tek bir <i style="mso-bidi-font-style: normal;">Homo</i>
türünün yaşamış olduğu varsayımı göz önüne alınabilir. Şu şekilde problemi
toparlayabiliriz; Dmanisi lokalitesinden bugüne kadar beş farklı ve iyi
korunmuş kafatası keşfedildi. Daha önceki çalışmalarda bu fosillerin ilk
bulunanları <i style="mso-bidi-font-style: normal;">Homo georgicus </i>ismi ile
yeni bir türe atfedilmişti. Ancak aynı lokalitede ve aynı stratigrafik seviyede
keşfedilen yeni fosiller daha önce tanımlanan türe ait mi değil mi sorusunu
içinden çıkılmaz hale getirdi. Bunun nedeni son bulunan kafataslarının
morfolojik olarak Afrikalı öncüllere benzemesi hatta daha ilkin özellikler
taşıması ve bu bağlamda Dmanisi örnekleri arasında morfolojik çeşitliliğin
oranını artırması. Böylece sorulması gereken önemli iki sorudan ilki “Dmanisi
fosillerinin sahip olduğu bu morfolojik çeşitlilik onların farklı türlere
atfedilmesine yeterli kanıtları sağlıyor mu ?”, ikincisi ise “eğer Dmanisi’de yüksek
morfolojik çeşitliliği ile tek bir tür yaşamış ise bu türün sahip olduğu
morfolojik çeşitlilik Afrikalı öncüllerin de tek bir tür adı altında
toplanmasını sağlar mı?” </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Güncel tartışmalar</span></b></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Paleontologlar ve
paleoantropologlar ya da her iki disiplini de içeren bir üst başlık ile
paleobiyologlar çoğunlukla bulunan fosillerin evrim ağacında yerini belirlemek
için morfolojik özellikleri, coğrafik ve kronolojik konumlarını dikkate
alırlar. Bulunan bir fosilin morfolojik, tafonomik, stratigrafik, litolojik ve
sedimantolojik özellikleri o fosil üzerinde yapılacak çalışmalarının
sınırlarını belirler. DNA gibi genetik bilginin korunamadığı kronolojik olarak
eski tabakalarda bulunan insan atalarına ait fosillerin taksonomik
değerlendirmeleri ve tanımları çoğunlukla morfolojik özelliklerine göre
yapılır. Ancak yaşayan türlerin taksonomik analizleri ve tanımları ise genetik
bilgi, ekolojik ve sosyal davranış, fizyoloji ve morfoloji dikkate alınarak
gerçekleştirilir. Paleontologlar tarihöncesine çoğunlukla yerbilimlerinin
sağladığı yöntemleri kullanarak tabakalar arasında yolculuk ederlerken
biyologlar tarihöncesine ancak moleküler genetik çalışmalar ile genetik
bilginin farklı bireyler ve popülasyonlar arasındaki ilişkilerini kurgulayarak gidebilirler.
Fosil materyalde fizyoloji, davranış ve genetik bilgi çoğunlukla korunmadığı
için çalışmanın üzerine inşa edileceği en önemli parametre morfolojidir.
Bununla birlikte birçok araştırmacı özellikle <i style="mso-bidi-font-style: normal;">Homo </i>yani insan cinsi ile karakterize olan alet üretimi ve
kullanmanın yani kültürün de tür tanımlarına katkısı olabileceğini düşünüyor ve
çalışmalarında kullanıyor. Ek olarak <i style="mso-bidi-font-style: normal;">Homo</i>
cinsi için çok geçerli olmasa da erken hominidler (insansılar), <i style="mso-bidi-font-style: normal;">Ardipithecus, Sahelanthropus</i> ve kimi <i style="mso-bidi-font-style: normal;">Australopithecus</i> türlerinin taksonomik
analizlerinde onlarla birlikte aynı ekosistemi paylaşmış canlıların sağladığı
bilgiler de kullanılmıştır. Onlara eşlik eden fauna ve flora, ayrıca yine
kalıntının kendisinden ya da çökeldiği tabakadan elde edilen karbon,
stronsiyum, nitrojen, sülfür, oksijen ve kalsiyum gibi çeşitli hafif ve ağır
elementlerin kararlı izotoplarının analizleri sayesinde bu ata formların
ekolojik davranışları, habitat seçimleri ve besin gereksinimleri kısmen aydınlatılabilmiştir.
</span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Biyolojik tür
tanımı (çiftleşip verimli döller oluşturabilen popülasyonların bireyleri)
paleontolojik tür tanımına göre farklıdır. Örneğin, <i style="mso-bidi-font-style: normal;">Homo neanderthalensis</i> morfolojik olarak <i style="mso-bidi-font-style: normal;">Homo sapiens</i>ten farklı bir tür olarak tanımlanmış olmasına rağmen
bu türler arasında melezleşmenin gerçekleşip gerçekleşmediği
paleoantropolojinin önemli çalışma konularından biridir ve son çalışmalar bu
melezleşmenin gerçekleştiği yönünde. Bu durumda paleontolojik tür tanımına göre
-ki eğer bu taksonomik tanımlar doğru ise- farklı türler arasında melezleşme
meydana gelebilir. Elbette farklı türler arasında üremenin olduğu bir gerçek
ancak doğan yavruların da üreme yeteneğinde olduğu paleontolojik örneklerde
gizliliğini koruyacak, çünkü salt morfolojiye dayalı olarak bu soruyu
cevaplamak güç. Biyolojik tür perspektifine geri dönersek, örneğin morfolojik
yani iskelet anatomisi bakımından birbirilerine çok benzeyen ancak birbirleri
ile çiftleşmeyen ve coğrafik olarak izole türler de mevcut. Kimi lemur
türlerinin kürk renkleri ve desenlerini bir kenara bıraktığınızda iskelet
morfolojisi neredeyse aynı, ancak farklı türler. Aslında bu aşamada sizlerle
paylaşmak istediğim temel nokta, doğada birbirlerine morfolojik olarak çok benzeyen
ancak farklı tür olan, bununla birlikte morfolojik olarak yüksek derecede
çeşitliliğe sahip olup aynı türün içerisinde yer alan örneklerin olması. Bu karışıklık biraz da biyolojik tür tanımı ve paleontolojik tür tanımı arasındaki
farklılıklarda gizli. O nedenle fosil türleri biyolojik tür içeriği
ile değerlendirmemiz riskli. Biyologlar yaşayan canlıların üreme, davranış,
fizyolojik ve genetik yapılarına göre tür analizlerini yaparlar. Oysa
paleontologlar günümüzdeki mevcut biyoçeşitliliğin tarihöncesindeki atalarını
keşfederek evrimsel ilişkilerini kurarlar. Bu bağlamda yumuşak dokuların
fosilleşmediğini düşünürsek asla kürk rengi gibi kimi yaşayan canlılarda tür
farklılaşmasında önemli bir özellik hakkında veya birçok davranış hakkında
kesin bilgiler edinmemiz zor. Bu nedenle paleontoloji ve paleoantropoloji
çalışmalarında fosil kalıntının morfolojik özellikleri tür tanımında
belirleyicidir. </span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Bu durumda insan ataları
gibi önemli bir morfolojik çeşitliliğe sahip olan ve biyolojik evrimin yanı
sıra ciddi bir kültürel evrim de geçirmiş canlı grubunun fosillerini
tanımlarken diğer canlılara uyguladığımız tür tanımlama kriterlerini ne kadar
ya da nereye kadar uygulayabiliriz? Salt morfolojik çeşitlilik özellikle erken
insan türleri gibi yavaş yavaş sofistike bir kültürün temellerini atan insanlar
için farklı tür tanımlamaları için ne kadar olanaklıdır? Ayrıca bu morfolojik
çeşitliliğin erken insan türleri için tür tanımlamasında evrimsel bir çerçevesi
oluşturulabilir mi? Bu sorular aslında iki tip araştırmacı profilinin bakış
açısını belirleyen can alıcı nokta. Bunlar <b style="mso-bidi-font-weight: normal;">splitters</b>
(ayırıcı) yani fosil kayıtları farklı türler ve gruplara ayırma eğiliminde olanlar
ile türlere ayırma konusunda daha tutumlu ve cimri, daha çok bir arada
gruplandırma eğiliminde olan araştırmacılar, yani<b style="mso-bidi-font-weight: normal;"> lumpers </b>(birleştirici). </span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Antroposentirik
(insan-merkezci) kaygılarımız kendimiz dışındaki canlıları ve cansızları
isimlendirme, kategorize etme ve sınıflandırmada oldukça başarılı iken bu iş
kendi türümüzü ilgilendirmeye başladığında benzer rahatlığı yaşayamıyoruz. Bir
gergedan ya da fil fosilini tanımlarken sahip olduğumuz rahatlık ile bir insan
atasının fosilini tanımlarken sahip olduğumuz endişeler çok farklı. Ancak bunun
kurbanı olmamak elde değil, kendimden biliyorum, yıllar önce Afrika’da
(Etiyopya, Addis Ababa Doğa Tarihi Müzesi) Tim White ile ünlü Lucy yani <i style="mso-bidi-font-style: normal;">Australopithecus afarensis</i> fosilinin
orijinal materyaline bir nedenden dolayı bakmaya gitmiştik, Lucy’nin <span style="mso-spacerun: yes;"> </span>fosil kalıntılarına dokunduğum an ne kadar
etkilendiğimi neler hissettiğimi anlatmak zor. Bir başka canlının atasından
ziyade insanın üç milyon yıl önce yaşamış kendi atasının fosillerine dokunuyor
olmasının doğa ile evrimsel bağlarını kurması ve varlığının doğaya ait olduğunu
anlaması açısından elbette bir ayrıcalığı var. Hatta Afrika’da arazi
araştırmaları sırasında 4.2 milyon yıl önce yaşamış olan <i style="mso-bidi-font-style: normal;">Australopithecus anamensis</i> atamıza ait bir fosil parçasını
keşfettiğimde o gün ekibin popüler bir üyesi olma zevkini bir kenara bırakırsak
fosil atalarımızla aramda evrimsel bağa paralel olarak duygusal bir bağın da
geri dönüşü olmayan bir biçimde beynime yerleştiğini belirtmeliyim.</span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Ayırıcı (splitters)
ve birleştirici (lumpers) arasındaki sıkıcı taksonomi tartışmalarını bir kenara
bırakalım ve Dmanisi buluntularının insanın soyağacında ne gibi değişiklikler
önerdiğine odaklanalım. Bilim insanlarının birçoğu insanın (<i style="mso-bidi-font-style: normal;">Homo</i> cinsinin) yaklaşık 3-2.5 milyon yıl
arasında kalan dönemde bir australopithecus atadan evrildiğinde hemfikir
sayılır. Bu durumda hangi australopithecus türü <i style="mso-bidi-font-style: normal;">Homo</i> cinsine atalık ettiği sorusunun cevabı için Bilim ve Gelecek
dergisinin 92. sayısında yayınlanan <i style="mso-bidi-font-style: normal;">Australopithecus
sediba</i> başlıklı yazıya göz atmanızı öneririm. Gelenekçi (burda gelenek,
Darwin’in filetik gradualism (tedrici) evrim modelini takip edenler olarak
kabul edilebilir) paleoantropologlar <i style="mso-bidi-font-style: normal;">Homo</i>
cinsini zamana bağlı olarak başarılı hayatta kalmaları ve dağılımlarına göre
temel olarak üç ana türe ayırıyorlar; <i style="mso-bidi-font-style: normal;">Homo
habilis, Homo erectus ve Homo sapiens</i>. Bu üç grup gerek biyolojik (beynin,
yüzün, dişlerin, ve diğer iskelet morfolojisindeki değişimlerin anatomik olarak
modern insana benzemesi) gerekse de kültürel (taş alet endüstrisinden günümüz
teknolojisine) olarak evrimin tedrici yani değişimlerin atadan toruna birikerek
adım adım gerçekleştiği çizgisel bir modeli yansıtır. Bununla birlikte bu
gelenekçi yaklaşımın <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin
evrimsel tarihinde kaç farklı türün yer aldığını doğru yansıtıp yansıtmadığı da
ayrı bir tartışma. 1950’lerden günümüze Doğu Afrika, Güney Afrika ve Avrasya’da
<span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">Homo</i>
cinsinin birçok türü keşfedildi. Özellikle 1950’de New York’da ünlü biyolog
Dobzhansky ve antropolog Washburn tarafından Cold Spring Harbor laboratuvarında
organize edilen <i style="mso-bidi-font-style: normal;">Origin and Evolution of
Man</i> (İnsanın Kökeni ve Evrimi) sempozyumu keşfedilen insan fosillerinin
taksonomik yani cins ve tür bazında isimlendirme sorunlarına dikkat çekti.
Dobzhansky, Mayr ve Simpson bu sempozyumda antropologlara Modern Sentez ile
birlikte özellikle paleontoloji alanında yani morfolojiye dayalı evrilen
karakterlerin belirlenmesinde ve buna bağlı yeni tür isimlendirmelerinde birey
düzeyinde değil popülasyon düzeyinde analizler yapılması gerektiğini anlatmaya
çalıştılar. Ancak insan fosillerinin stratigrafik olarak gerek dikey ve gerek
yanal düzlemde çok ender olması buluntuların morfolojik, coğrafik ve kronolojik
olarak evrimsel bağlantılarının net kurulamayışına neden oluyordu. Bu da araştırmacıları
çoğunlukla yeni tür isimlendirmelerine yönlendiriyordu. Tür ismi kirliliğine
yol açan bu durum Cold Spring Harbor sempozyumunda Washburn tarafından ciddi
bir biçimde eleştirildi. Bugün araştırmacıların büyük bir çoğunluğu özellikle <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin evrimine dair sorunların
çoğunlukla karakterlerin farklı filogenetik yorumları ve taksonomik, yani cins
ve tür sınıflandırmalarından kaynaklı problemler olduğunda hemfikirler. Bu
nedenle günümüz paleoantropologları “erken <i style="mso-bidi-font-style: normal;">Homo</i>”
ve “arkaik <i style="mso-bidi-font-style: normal;">Homo sapiens</i>” gibi çok
sayıda farklı tür içeren bu gruplarda uzun zamandır taksonomik olarak bir
yeniden yapılandırma sürecine girişmişlerdi. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Homo</span></i></b><b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">
cinsini tanıyalım</span></b></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Tarihte keşfedilen
ilk insan (<i style="mso-bidi-font-style: normal;">Homo</i>) fosili bir
neandertal insanına aitti. 1856 yılında Almanya’da Neander vadisinde Feldhofer
mağarasında keşfedilen iskelet parçası 1864 yılında William King tarafından <i style="mso-bidi-font-style: normal;">Homo neanderthalensis</i> olarak
isimlendirildi. Bir yıl sonra 1965 yılında George Busk Gibraltar’da keşfedilmiş
yine bir neanderthal kafatasını duyurdu. Neandertal fosillerinin <i style="mso-bidi-font-style: normal;">Homo</i> cinsine dahil edilmesi beraberinde <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin morfolojik çeşitliliğini
genişletti. Neandertaller daha robust karakterlere sahipti, özellikle kaş
kemerleri, kafatasının genel yapısı, kol ve bacak kemiklerinde öne çıkan daha kaba
ve belirgin anatomik özellikler yaşayan insanların anatomik özelliklerinden
farklıydı. 1900’lü yılların ilk çeyreğinde yeni bir <i style="mso-bidi-font-style: normal;">Homo</i> türünün keşfedilmesi ile birlikte Homo cinsinin morfolojik
çeşitliliği daha da artmış oldu. 1907 yılında yine Almanya’da Heidelberg
yakınlarında Mauer kazı alanında keşfedilen alt çene kemiği <i style="mso-bidi-font-style: normal;">Homo heidelbergensis</i> olarak
isimlendirildi. Bu çene kemiği günümüz insanınkinden farklıydı; daha iriydi ve
özellikle alt çenede dudaklarımızın hemen altında bulunan ve “çin” olarak adlandırılan
çenemizin ucundaki çıkıntı bu fosilde yoktu. Takip eden yıllarda Kabwe,
Rhodesia ve Java keşifleri eklendi. Daha önemli fosil kalıntılar ele geçmişti;
kafatasları. Bu yeni buluntular ile insan evriminde <i style="mso-bidi-font-style: normal;">Homo sapiens</i>ten ve <i style="mso-bidi-font-style: normal;">Homo
nenaderthalensis</i>ten morfolojik olarak farklı yeni bir tür, <i style="mso-bidi-font-style: normal;">Homo heidelbergensis</i> soyağacına
eklenmiş oldu.<span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">Homo</i> cinsinin morfolojik çeşitliliği yeni keşifler ve çalışmalar
ile artmaya devam etti. Bu sefer Franz Weidenreich 1940’lı yıllarda daha önceki
çalışmalar ile farklı cinslere atfedilen Asyalı <i style="mso-bidi-font-style: normal;">Pithecanthropus erectus</i> ve <i style="mso-bidi-font-style: normal;">Sinanthropus
pekinensis</i> türlerini <i style="mso-bidi-font-style: normal;">Homo erectus</i>
adında tek bir tür altında toplayıp <i style="mso-bidi-font-style: normal;">Homo</i>
cinsine dâhil etmeyi önerdi. Böylece daha önce isimlendirilmiş <i style="mso-bidi-font-style: normal;">Meganthropus, Atlanthropus</i> ve <i style="mso-bidi-font-style: normal;">Telanthropus</i> gibi cinsler de Mayr, Le
Gros Clark ve Robinson gibi dönemin ünlü biyologları ve antropologları
tarafından <i style="mso-bidi-font-style: normal;">Homo erectus</i> türüne dâhil
edildi. <i style="mso-bidi-font-style: normal;">Homo erectus</i> fosilleri daha
küçük beyin hacmi, daha kalın kafatası kemikleri, daha belirgin kaş kemerleri,
daha kısa alın düzlemi, daha kompleks diş özellikleri ile <i style="mso-bidi-font-style: normal;">Homo sapiens</i>, <i style="mso-bidi-font-style: normal;">Homo
neanderthalensis</i> ve <i style="mso-bidi-font-style: normal;">Homo
hedidelbergensis</i>ten farklılaşıyordu. 1960’lı yıllarda Afrika’dan da <i style="mso-bidi-font-style: normal;">Homo</i> cinsine ait keşifler duyulmaya
başladı. Özellikle Doğu Afrika’da Olduvai Gorge ve Turkana lokalitelerinden çok
iyi korunmuş fosiller keşfedildi. 1964 yılında Louis Leakey, Phillip Tobias ve
John Napier mevcut Homo cinsinin türlerinden daha ilkin özelliklere sahip bir
tür isimlendirdiler, <i style="mso-bidi-font-style: normal;">Homo habilis</i>.
Daha küçük kafatası hacmi, daha öne fırlak yüz, daha çıkıntılı kaş kemerleri,
bacak kemiklerinde dik yürümenin –bize göre- daha yeteneksiz oluşuna dair
kanıtlar gibi daha ilkin özellikler <i style="mso-bidi-font-style: normal;">Homo
habilis</i>i cinsin bilinen diğer türemiş türlerinden ayırıyordu. Böylece <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin morfolojik çeşitliliği <i style="mso-bidi-font-style: normal;">Homo habilis</i>ten <i style="mso-bidi-font-style: normal;">Homo sapiens</i>e -ilkinden türemişe- daha çok genişlemiş oldu. Bu
arada bazı araştırmacılar <i style="mso-bidi-font-style: normal;">Homo erectus</i>un
Asya’ya göç etmemiş Afrikalı formlarını <i style="mso-bidi-font-style: normal;">Homo
ergaster</i> olarak isimlendirdi. Bu isimlendirme yeni bir tür ya da morfolojik
bir ayrışmadan ziyade coğrafik bir kategori olarak genel kabul gördü. Takip
eden süreçte (1970’li yıllarda) Louis Lekaey’nin oğlu Richard Leakey ve ekibi tarafından
Turkana havzasında yer alan Koobi Fora formasyonunda yaklaşık olarak 1.9 milyon
yıl öncesine tarihlendirilen yeni keşifleri <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinin morfolojik çeşitlilik alanının daha fazla karışmasına neden oldu. Bu
keşif <i style="mso-bidi-font-style: normal;">Homo</i> cinsini karakterize eden
görece büyük beyin hacmine sahip iken çoğunlukla dönemin iri yapılı <i style="mso-bidi-font-style: normal;">australopithecus</i>ları olarak sınıflandırılan
<i style="mso-bidi-font-style: normal;">Paranthropus</i> benzeri geniş ve kaba
bir yüze sahipti. Bu iki farklı morfolojinin aynı kafatasında görülmesi
araştırmacıları da şaşırtmıştı. Bu karakterlerden hangisini tür tayinin de
temel almaları gerektiği kararını vermek zordu. Zira ya kafatasının büyük
olması ya da yüzün geniş ve robust olması, iki morfolojiden biri homoplasik bir
durumdu. Yani paralel ya da yakınsayan (convergence evolution) evrim sonucu iki
veya daha fazla türde benzer morfolojik karakterlerin bağımsız olarak ortaya
çıkması filogenetik ve kladistik sınıflandırmada tartışmalı alanlar
oluşturuyordu. Kimi paleoantropologlar bu türün büyük beyin hacmine sahip bir
australopithecusa ait olabileceği olasılığını hesaba katar ilen kimi
paleoantropologlar ise büyük beyin hacminin <i style="mso-bidi-font-style: normal;">Homo</i>
cinsine özgü diyagnostik yani benzersiz, ayırd edici bir karakter olduğunu ileri
sürerek asutralopithecuslara atfedilemeyeceğinde ısrarlı idiler. <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i> olarak isimlendirilen
bu fosil <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin morfolojik
çeşitliliğinin daha da genişlemesine ve karmaşık bir hal almasına neden oldu. Ayrıca
Omo ve Olduvai Gorge lokalitelerinden keşfedilen iskelet parçaları özellikle de
kol ve bacak kemikleri bu erken insan türlerinin modern insana göre daha uzun
kollara ve kısa bacaklara sahip olduğuna dair bilgiler verdi. Böylece sadece
kafatasında morfolojik çeşitlilik değil aynı zamanda kafatası dışında kalan
vücut iskeletinde de önemli morfolojik farklılıkların olduğu anlaşılmış oldu. Günümüze
doğru yaklaştığımızda, 2004 yılında Asya’da çok farklı bir keşif herkesi
şaşırttı. Endonezya’da Flores adasında bir mağarada 74 bin ile 18 bin yılları
arasına tarihlendirilen tabakalarda cüce boyutlarda insanlara ait fosiller
keşfedildi. Bu insanın morfolojisi <i style="mso-bidi-font-style: normal;">Homo
erectus</i> ve australopithecuslar arasında karışık özellikler gösteriyordu.
Çok küçük beyin hacmine sahip bu insanlara <i style="mso-bidi-font-style: normal;">Homo
floresiensis</i> adı verildi. Böylece <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinin kafatası morfolojisi, beyin hacmi ve geriye kalan iskelet
morfolojisindeki karakter çeşitliliğinin sınırları hayli genişlemiş oldu. <span style="mso-spacerun: yes;"> </span>Sonuç olarak <i style="mso-bidi-font-style: normal;">Homo</i> cinsinde yer alan türleri geçmişten günümüze kronolojik olarak
sıraladığımızda genel kabul görenler; <i style="mso-bidi-font-style: normal;">Homo
habilis, Homo rudolfensis, Homo ergaster, Homo erectus, Homo heidelbergensis,
Homo neanderthalensis, Homo floresiensis</i> ve <i style="mso-bidi-font-style: normal;">Homo sapiens</i>. Elbette <i style="mso-bidi-font-style: normal;">Homo
sapiens idaltu</i> gibi kimi alttürler de eklendi insanın soy ağacına, ancak <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin morfolojik çeşitliliğinin
alanı dikkate alındığına bu saydığımız türler temel alınabilir. </span></div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Homo</span></i><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">
cinsinin morfolojik çeşitliliğine dair bu tarihsel özetin yetersizliğini lütfen
popüler bir bilim yazısının çerçevesini korumaya ve konunun daha anlaşılır
olması için dili basitleştirme endişesine bağlayınız. Aksi takdirde yazının paleoantropolojinin
anlaşılmaz latince terminolojisine boğulması an meselesi. Bu noktada <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin sistematik ve taksonomik
olarak yeterli olup olmadığı tartışmasına girmek istemiyorum, aslında Dmanisi
buluntuları bu tartışmanın yapılmasını da gerektiriyor. Bu tartışmaya girmek
istemeyişimin nedeni <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin
yeterli doğrulukta tanımlanmış bir cins olup olmamasından değil, taksonomide “cins/genus”
kategorisinin gerçekten neyi ifade edip etmediğinin de tartışmalı olmasından
kaynaklanmaktadır. Yine de belli bir düzeyde bu tartışmanın kıyısından geçmekte
fayda var. <i style="mso-bidi-font-style: normal;">Homo</i> cinsi dikkate
alındığında taksonomik olarak cins kategorisi hakkında bugüne kadar tartışılmış
neredeyse altı farklı yaklaşım var. Bu tartışma 1950’de Ernest Mayr ile
başlayıp, 1966’da Willie Hennig’in filogenetik sistematik ya da kladistik
sınıflandırması ile devam eden ve paleoantropolog Wood and Collard gibi
isimlerin katkıları ile çoğalan bir paradigma. Simpson evrimsel çalışmalarda
cins kategorisine odaklanmanın aslında tür kategorisinden daha verimli
olacağını önerir, çünkü türler arası evrimsel ilişkiler <i style="mso-bidi-font-style: normal;">Homo</i> cinsinde olduğu gibi morfolojik çeşitliliğinin sınırlarının
belirlenmesi noktasında karmaşıklığa neden olabilir. Wood ve Collard <i style="mso-bidi-font-style: normal;">Homo</i> cinsini tanımlamak için biyolojik
ve kültürel olmak üzere farklı kriterleri içeren dört temel ölçüt belirlerler;
birincisi beyin büyüklüğü, ikincisi konuşma ve dilin gelişimi, üçüncüsü alet
üretebilme yeteneği ve son olarak dördüncüsü ise ellerin anatomik olarak modern
insana benzer biçimde kavrama ve tutabilme yeteneğini kazanması. Bu dört ölçüt <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin farklı bir cins
kategorisinde yer almasını sağlayan ayırd edici özelliklerini belirler ve
kapsar. 1999 yılındaki yaptıkları kapsamlı çalışmada Wood ve Collard <i style="mso-bidi-font-style: normal;">Homo</i> cinsine atfedilen <i style="mso-bidi-font-style: normal;">Homo habilis, Homo rudolfensis, Homo
ergaster, Homo erectus, Homo heidelbergensis, Homo neanderthalensis </i>ve <i style="mso-bidi-font-style: normal;">Homo sapiens</i> gibi temel fosil türleri
filogenetik, fonksiyonel ve uyumsal morfolojik karakterlerini dikkate alarak
karşılatırdılar. Bu kapsamlı çalışma sonucunda <i style="mso-bidi-font-style: normal;">Homo ergaster, Homo erectus, Homo heidelbergensis </i>ve <i style="mso-bidi-font-style: normal;">Homo neanderthalensis </i>türleri <i style="mso-bidi-font-style: normal;">Homo sapiens </i>ile önemli ve anlamlı istatiksel
oranlarda bir grup oluşturdular. Buna karşın <i style="mso-bidi-font-style: normal;">Homo habilis</i> ve <i style="mso-bidi-font-style: normal;">Homo
rudolfensis</i> tür düzeyinde birbirleri ile önemli derecede benzerlikler
paylaşırken cins düzeyinde <i style="mso-bidi-font-style: normal;">Homo</i>
cinsinden çok australopithecuslara yakın istatiksel değerlere yaklaşıyorlar.
Wood ve Collard’ın çalışmalarının sonuçlarından farklı olarak 2004 yılında
Cameron ve Groves’un <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin
üyeleri üzerine yaptığı benzer bir çalışmada <i style="mso-bidi-font-style: normal;">Homo habilis</i>in taksonomik olarak <i style="mso-bidi-font-style: normal;">Homo</i> cinsi içerisinde ancak uyumsal stratejisi bakımından ise
australopithecus cinsi içerisinde sınıflandırılması gerektiği önerir iken <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i>in büyük olasılık ile
bir australopithecus varyasyonu olan <i style="mso-bidi-font-style: normal;">Kenyanthropus</i>
cinsine dâhil edilmesi gerektiğini önerdiler. Anlaşıldığı üzere <i style="mso-bidi-font-style: normal;">Homo </i>cinsinin ilk üyeleri olan <i style="mso-bidi-font-style: normal;">Homo habilis</i> ve <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i> insanın soyağacında <i style="mso-bidi-font-style: normal;">Homo</i> cinsi ve <i style="mso-bidi-font-style: normal;">Australopithecus</i>
cinsi arasında bir evrimsel pozisyonda duruyor. Hatta bazı araştırmacılar <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i>i asutralopithecus
benzeri yüz özelliklerinden dolayı <i style="mso-bidi-font-style: normal;">Kenyanthropus</i>
cinsine dâhil etmeyi bile öneriyorlar. Bu noktada şunu belirtmekte fayda var,
özellikle geç <i style="mso-bidi-font-style: normal;">Australopithecus</i>lar
yani <i style="mso-bidi-font-style: normal;">Australopithecus garhi</i> ve <i style="mso-bidi-font-style: normal;">Australopithecus sediba</i> gibi türler ile <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin ilk üyeleri <i style="mso-bidi-font-style: normal;">Homo habilis</i> ve <i style="mso-bidi-font-style: normal;">Homo rudolfensis</i> arasındaki çok büyük morfolojik bir uçurum yoktu.
Eğer şempanze ile bizim aramızdaki morfolojik farklılıkları dikkate alıp
günümüzdeki genetik çalışmaların aramızda yüzde 99 oranında genetik benzerliği
kanıtladığını düşünürseniz <i style="mso-bidi-font-style: normal;">Australopithecus</i>
ve <i style="mso-bidi-font-style: normal;">Homo</i> cinsleri arasındaki
morfolojik kesişimin aslında çok büyük bir sorun olmadığını anlamak kolaylaşır.
İçimden bir ses yazıya bu şekilde devam edersem kim kime benziyor kim kimden
farklı konusunda kafaların iyice karışacağını söylüyor. O nedenle kısa bir
toparlama yapıp Dmanisi fosillerinin bu taksonomik karmaşıklıkta bize ne
önerdiğini tartışabiliriz.</span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Dmanisi araştırma ekibinin
lideri Lordkipanidze keşfedilen D4500 kafatası ile birlikte diğer dört
kafatasının <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin üyeleri
arasındaki morfolojik çeşitliliği yansıtan direk kanıtlar sağladığını ileri
sürüyor. Science dergisinde yayınlanan bu çalışmaya göre <i style="mso-bidi-font-style: normal;">Homo</i> cinsi birbirleri arasında üreyebilen ancak genetik olarak uzaklaşmış
coğrafik ve yerel toplumlardan oluşuyor. Araştırmacılar özellikle son 3 milyon
yıl ile yaklaşık olarak 200 bin yıl arasında kalan dönemde insan evriminde tür
içi ve toplumlar arası morfolojik çeşitliliğin çoğunlukla tür çeşitliliği
olarak yorumlandığını iddia ediyorlar. Özellikle birey düzeyinde bulunmuş fosil
örneklerin farklı coğrafyalarda bulunmuş diğer bireyler ile karşılaştırılması
sonucunda tür içi morfolojik çeşitliliğin kalıntıların farklı türlere
atfedilmesine neden olduğunu düşünüyorlar. Makalenin yazarları özellikle
Dmanisi örnekleri arasında görülen kafatası morfolojisindeki çeşitliliğin oranı
modern şempanzelerin tür içi farklı yerel toplumlarında görülen kafatası
morfolojisindeki çeşitlilik ile benzer. Buna göre Dmanisi örnekleri bize
yaklaşık 1.8 milyon yıl önce Afrikalı erken insan türleri arasındaki morfolojik
çeşitliliğin aslında evrilen tek bir insan türünün farklı yerel toplumları
arasındaki morfolojik çeşitlilik olarak yorumlamamızı öneriyor. Bu türlerin
birebirlerine çok benzer habitatlarda benzer çevresel kontrol mekanizmaları
altında yine benzer uyumsal stratejiler ile yaşadıklarını düşünürsek Dmanisi
perspektifi yani evrilen tek bir türün farklı yerel varyasyonları olduğunu
düşünmek daha tutumlu bir yaklaşım gibi gürünüyor. Ters açıdan bakarsak salt Dmanisi
yerel toplumunun morfolojik çeşitliliğinden yola çıkarak kıtalar arası,
özellikle de Afrikalı erken insan türlerinin evrimsel ilişkilerine atıfta
bulunmak bazı riskler de içeriyor. Kaldı ki Dmanisi buluntularının stratigrafik
ilişkileri tamamı ile net bir biçimde belirtilmiş değil. Bunlardan ilki
makalede özellikle Dmanisi D4500 buluntusunun stratigrafik olarak önceki
buluntular ile aynı seviyede bulunduğu iddia edilse de bu yorum bütün bu
bireylerin aynı zaman diliminde yaşadığı anlamına gelmiyor. Çökelme ortamı ve
çökelme hızı hakkında makalede verilmiş herhangi bir bilgi yok ve insan
evriminde –jeolojik olarak kısa da olsa- 100 bin yıl çeşitli evrimsel
değişimlerin gerçekleşebilmesi için yeterli bir süreç. Bu nedenle Dmanisi’de
bulunmuş kafatası fosillerinin çökelme zamanları ve bu konudaki kronolojik
farklılıklarının da aydınlatılması gerekiyor. Böylece Dmanisi’de kaç farklı
yerel toplumun yaşadığını ve zaman bağlı aralarındaki evrimsel ilişkileri
anlamak kolaylaşabilir. Elbette zaman tek başına evrimsel değişimin bir itici
gücü olamaz. Zamandan daha önemli olan unsurlar gen havuzundaki değişimler ve
çevresel faktörlerdir. Dmanisi örneklerine ait dişler üzerinde yapılan bazı
mikro-aşınma çalışmaları iki farklı grubun varlığına işaret ediyor. Buna göre
en son keşfedilen D4500 fosiline ait dişler üzerindeki mikro izler daha lifli,
aşındırıcı ve sert besinler ile beslendiğini gösteriyor. İspanya Burgos Ulusal
İnsan Evrimi Araştırma Merkezi, Diş Araştırma Grubu’ndan </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Laura
Martín-Francés</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;"> <span lang="TR">ve meslektaşlarının
geçen henüz baskıda olan çalışmalarına göre bu izler daha güçlü çene kasları
gerektiren sebze bakımından baskın bir diyeti işaret ediyor. D4500 bireyi de
diğer kafatasları fosillerine göre daha masif bir çeneye sahip, bu özellikler
onun güçlü çene kaslarına da sahip olduğunu gösteriyor. Bu durumda D4500
buluntusunun diğer buluntular ile karşılaştırıldığında ekolojik olarak daha
farklı bir beslenme davranışa uyum sağladığı ileri sürülebilir. Bu nedenle
Dmanisi örnekleri için salt morfolojik analizlere göre değil ekoloji ve
davranış gibi uyumsal stratejilerin de tartışılmasına ihtiyaç var. </span></span></div>
<div class="MsoNormal">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Dmanisi fosilleri
hakkında daha çok tartışacağız gibi görünüyor. Yeni buluntular ve analizler
farklı bakış açıları kazandırıyor ve kazandırmaya devam edecek. Sanırım
unutulmaması gereken en önemli noktalardan biri taksonomik olarak cinsimiz <i style="mso-bidi-font-style: normal;">Homo</i>nun kaç tür içerip içermediği değil,
zira morfoloji tek başına bir tür demek değildir. Bence <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin karakterize eden biyolojik değişimlerin yanısıra kültürel
evrimin de ivmelenmesi bu cinsin yerel toplumları arasındaki morfolojik
çeşitliliğe karşı farklı bir yaklaşımın oluşturulmasını düşündürebilir.
Akrabalık ve sosyal ilişkilerin muhtemelen daha da belirginleşmeye başladığı,
alet üretiminin ilerleyen biçimde geliştiği, konuşmanın ve dilin ortaya çıktığı,
yani insanın bilişsel yetenekleri ile doğadaki pozisyonunu belirlemeye
başladığı dönemin ilk basit adımlarını attığı süreçten bahsediyoruz. Daha çok
veriye ihtiyacımız olduğu kesin. Yeni keşifler ve bakış açıları insan evrimi
hakkında yeni sorular sorabilmemizi sağlıyor. Sormaya ve tartışmaya devam.<span style="mso-spacerun: yes;"> </span>Bir soru ile bitirelim o vakit; Gürcistan
gibi ülkemize coğrafik olarak çok yakın olan bir bölgede, yaklaşık 1.8 milyon
yıl önce Afrika’dan Avrasya’ya ilk göç eden atalarımızın fosilleri bulunurken
neden ülkemizde benzeri fosiller bulunmuyor? </span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Sözlük</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Australopithecus</span></i></b><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">: Yaklaşık olarak 4.2 ve 2 milyon yılları arasında sadece
Afrika’da yaşamış olan, yetenekli bir biçimde de dik yürüyebilen, neredeyse
modern insanın üçte biri oranında beyin hacmine sahip ve <i style="mso-bidi-font-style: normal;">Homo</i> cinsine atalık ettiği genel kabul gören insan atası grubu. </span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Paranthropus</span></i></b><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">: 2.7 ve 1.2 milyon yılları arasında sadece Afrika’da
yaşamış, <i style="mso-bidi-font-style: normal;">Australopithecus</i> ve <i style="mso-bidi-font-style: normal;">Homo</i> cinsine oranla daha masif ve iri
kafatası ve vücut iskeletine sahip, dik yürüyebilen, çok iri azı dişleri
sayesinde sert bitkilerle rahatlıkla beslendiği kabul gören insan atası grubu. </span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Kenyanthropus</span></i></b><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">: Kenya’da 2001 yılında keşfedilmiş olan, 3.4 milyon yıl
öncesine tarihlendirilmiş ve özellikle <i style="mso-bidi-font-style: normal;">Australopithecus
afarensis</i> ile önemli benzerlikler taşıyan insan atası. </span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Homo</span></i></b><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">: Yazıda da detaylı anlatıldığı gibi bizim de dahil
olduğumuz insan cinsi. Yaklaşık olarak 3-2.5 milyon yıllar arasında bir dönemde
büyük olasılıkla Doğu Afrika’da bir australopithecus atadan evrilmiş, 2.6
milyon yıl önce ilk taş aletleri üretmiş, beyin büyüklüğü, düzleşmiş yüz ve
küçülmüş dişler ile karakterize olan, bizim gibi dik yürüyebilen günümüzde tek
bir tür olan <i style="mso-bidi-font-style: normal;">Homo sapiens</i> ile hayatta
kalmış insan cinsi. </span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR;">Bazı Kaynaklar</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Cameron, D.W., Groves, C.P. 2004.
Bones, stones and molecules: ‘‘Out of Africa’’ and human origins. Elsevier,
Burlington MA</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Gibbons, A. 2013. <span style="mso-bidi-font-weight: bold; mso-font-kerning: 18.0pt;"><span style="mso-spacerun: yes;"> </span>Stunning Skull Gives a Fresh Portrait of Early
Humans</span>. <i>Science, </i><span style="mso-bidi-font-style: italic;">342: 297-298.</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Leakey, L.S.B., Tobias, P.V. ve
Napier, J.R. 1964. A new species of the genus Homo from Olduvai Gorge. <i style="mso-bidi-font-style: normal;">Nature</i> 202: 7–9</span></div>
Lordkipanidze, D., Ponce de León, M., Margvelashvili, A., Rak, Y.,
Rightmire, G.P., Vekua, A., Zollikofer,C. 2013. A complete skull from Dmanisi,
Georgia, and the evolutionary biology of early <i>Homo. </i><i style="mso-bidi-font-style: normal;">Science</i> 342, 326-331.<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Martín-Francés, L., Martinón-Torres,
M., Lacasa-Marquina, E., Fernández-Colón, P., Gracia-Téllez, A., Bermúdez de
Castro, J.M. 2013. Palaeopathology of the Plio-Pleistocene specimen D2600 from
Dmanisi (Republic of Georgia). Comptes Rendus Palevol (baskida). </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Mayr, E. 1950. Taxonomic
categories in fossil hominids. Cold Spring Harb Symp Quant Biol 15: 109–118</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Wood, B.A. ve Collard, M. 1999.
The human genus. <i style="mso-bidi-font-style: normal;">Science </i>284: 65–71</span></div>
<div class="MsoNormal">
<br /></div>
</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-5573155830576659962013-07-01T12:14:00.000+03:002013-07-01T12:14:02.696+03:00İnsanın Yanlış Ölçümü (The Mismeasure of Man)<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
</div>
<i>Merhaba Arkadaşlar, aşağıdaki kitap tanıtım yazısı Birgün gazetesinin kitap ekinin <a href="http://birgunkitap.blogspot.fi/2013/04/insann-yanls-olcumu-ferhat-kaya.html">125. sayısında </a>yayınlanmıştı. Memleketin içinde bulunduğu şu günlerde çoğunlukla kaba milliyetçi yaklaşımlar ile ayırd edici bir farklılık olarak önümüze sürülen kültürel kimliklerimizin daha iyi anlaşılması bağlamında ve bunların tarih içerisinde oynadığı tehlikeli roller hakkında tekrar düşündürmesi amacı ile blog sayfasında yayınlamayı gerekli buldum. Daha önce okuma fırsatı olmayanlar için iyi okumalar. </i><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-5igkumHxelY/UdFGcJr2LKI/AAAAAAAAAyw/iZFBJqNpnuQ/s475/gould2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-5igkumHxelY/UdFGcJr2LKI/AAAAAAAAAyw/iZFBJqNpnuQ/s320/gould2.jpg" width="207" /></a></div>
Antropolog Michael Little bir söyleşisinde “Kendi bilim dalımın tarihi
hakkında pek konuşmamayı tercih ederdim, çünkü çok mahcup olurdum ve
utanırdım” der. Stephan Jay Gould’un İnsanın Yanlış Ölçümü (The
Mismeasure of Man) başta antropolojinin ve daha sonra biyolojinin bu
utanç verici yüzünü en çıplak hali ile gözler önüne serer. Kitap ilk
olarak 1981 yılında Penguin Press, 1996 yılında bazı ekler ve düzeltiler
ile Norton Press tarafından yayınlandı. Maalesef Türkçe’ye bugüne kadar
kazandırılmamıştı, bu sorumluluğu üstlenen Versus Kitap’a, kitabı
yayına hazırlayan sevgili dostum Murat Gülsaçan’a ve Gould’un zor yazım
dili ile baş edip Türkçe’ye tercüme eden Ebru Kılıç’a değerli
katkılarından dolayı teşekkürler. Kitap pek yakında raflarda yerini
alacak.<br />
<br />
Gould, Harvard Üniversitesinde biyolojik belirlenimciliğe karşı uzun
yıllar ‘Sosyal bir Silah Olarak Biyoloji’ dersini vermiş, bir
akademisyen ve aynı zamanda politik bir aktivist olarak yaşamını sosyal
eşitsizliği, bencilliği, saldırganlığı ve genel olarak kötülüğü
biyolojik geçmişimize bağlayan indirgeyici anlayışa karşı mücadeleye
adamıştır. Bu kitap, insanın düşünsel yetenekleri ve sosyal
davranışlarındaki çeşitliliği ırksal farklılıklara dayalı matematiksel
hesaplamalar ile açıklamaya çalışan bakış açısına karşı bir
paleo-biyolog tarafından yazılmış en önemli çalışmalardan biridir ve
Gould’un bu soruna karşı duruşunu karakterize eden en keskin hamlesidir.
Özet olarak kitabın birinci bölümünde Gould, Darwin öncesi Amerika ve
Fransa’da kafatasından alınan antropometrik ölçümlere dayalı ırk
tasnifleri, bilimsel ırkçılık, poligenizm, rekapitülasyon ve genetik
belirlenimcilik çalışmalarına, bu çalışmalarda bilim insanlarının
taraflı duruşlarına ve metodolojik aksaklıklara odaklanır. İkinci
bölümde ise daha çok sosyal Darwinizm, kalıtım, zeka testlerine, yine bu
çalışmaların yöntem sorunlarına yoğunlaşır ve son olarak Darwin’in bir
misyoner gezisi olan Beagle serüveninde köle ticaretine ve köleliğe
karşı duruşunu belli ettiği ilk makalesini irdeler. Gould, Darwin’in
bilimsel ırkçılığa ve köleliğe -bireysel olarak- karşı olmasına rağmen
ileri sürdüğü evrim mekanizmasının bu tür sorunların giderilmesinde
herhangi bir rol oynamadığını hatta tam aksine ırkçıların ve
sosyal-Darwinistlerin kendi varsayımlarına daha bilimsel bir çerçeve
oluşturulmasında kullanıldığını da vurgular. <br />
<br />
<h3>
Kafatasını Ölçmek </h3>
Gould, başlangıçta okuyucuyu 19. yüzyıl Anglo-Amerikasına, özellikle
antropoloji alanında ölçme ve kaba sınıflandırmaya dayalı resmi
ırkçılığın korkunç dünyasına doğru bir yolculuğa çıkarır. O günün
Amerikası ırkçı çalışmaların yaşayan bir laboratuvarına dönüşmüştür.
Tarantino’nun yönetmenliğini yaptığı ve geçen yılın sonunda gösterime
giren Django Unchained (Zincirsiz) filminden bazı sahneler kitapta
anlatılan dönemi anımsatır. Filmdeki karakterlerden Afrikalı Django
(Jamie Foxx) ve Alman King Schultz (Christoph Waltz), Calvin Candie’nin
(Leonardo DiCaprio) plantasyonunda köle olarak çalışan -Django’nun
sevgilisi- Broomhilda’yı kurtarmak üzere yola çıkarlar. Calvin Candie
siyah dövüşçü almak bahanesi ile kendisini kandırıp köle kızı satın alıp
kaçırmak isteyen bu ikiliye -özellikle de Alman Schultz’a- büyük bir
fiziksel antropoloji dersi verir. Evde sakladığı Afrika kökenli eski bir
kölelerine ait kafatasındaki bazı morfolojik özellikleri göstererek
siyahların beyazlardan farklı olarak aşağı ve köle ruhlu bir ırk
olduğunu -o dönemin egemen antropolojik ve frenolojik algısından aldığı
güç ile- kendinden emin bir biçimde anlatır. Filmdeki bu sahne
ırkçılığın toplumda özellikle de plantasyon sahibi zengin sınıf arasında
nasıl yayıldığını göstermesi açısından en can alıcı sahnelerden
biridir. Bu dönemin Amerika’sında ırkçılığın bilimsel sorumlularından
biri de Gould’un hakkını vererek eleştirdiği kişidir: Amerikan
antropolojisinin kurucu figürlerinden Samuel George Morton’dur
(1799-1851). <br />
<br />
Avrupa’da 1700’lü yılların ortalarında başlayan ırk tasnifine yönelik
çalışmalar ancak 1800’lü yılların ilk yarısında Amerika’ya ulaşmıştır.
Bu arada Amerika aynı zamanda kendi tam bağımsızlığını ilan etmiş ve
Avrupa’nın evlatlık çocuğu olmaktan kurtulmaya çalışmaktadır; kendi
ayakları üzerinde yürüyecek, kendi elleri ile çalışacak ve kendi
düşüncelerini konuşacaklardır. Ancak Amerika bilim alanında halen
Avrupa’ya bağımlıdır. Morton siyah, beyaz, kızıl ve sarı ırklara ait
Amerikan Golgotha adını verdiği yaklaşık 1000 örnekten oluşan büyük bir
kafatası koleksiyonuna sahiptir. Morton’un bu kafatasları üzerinde
yaptığı analiz sonuçları 19. yüzyıl genel ırkçı önyargılar ile uyuşur.
Beyazlar en büyük beyine sahip iken Malezyalılar ve Amerikan yerlileri
ikinci, Çinliler ise sonuncudur. Afrika ve Avustralya yerlilerinin beyin
hacimleri ise sonun da aşağısında kalmıştır. Büyük beyin zeki,
yaratıcı, yetenekli ve üstün, küçük beyin ise köle ruhlu ve taklitçi
davranışların belirtecidir. Morton’un çalışmaları dönemin siyasal
rüzgârına da paralel olarak ona en objektif ve güvenilir bilim insanı
saygınlığını kazandırmıştır. 1851 yılında Morton’un vefatından sonra
varisleri Josiah Nott ve George Gliddon onun yarım kalan çalışmalarını
tamamlayarak poligenizmi savunan Types of Mankind (1854) adlı kitabı
yayınlarlar. <br />
<br />
Gould, Darwin öncesi özellikle bilimsel ırkçılığa odaklanmış bu tür
antropologların gerçek bilimden ziyade bireysel bakış açıları ve politik
duruşlarının etkisi altında kalarak spekülasyon yaptıklarını ileri
sürer. Çünkü kullanılan bilimsel yöntem araştırmacıyı kendi bireysel
manipülasyonundan koruyamayacak kadar spekülatiftir. Gould bu dönemde
iki farklı düşünsel ayrışmaya dikkat çeker; farklı insan ırklarının
farklı türler olarak yaratıldığını (poligenesis) savunanlar ve kutsal
kitaplarda yazıldığı gibi insanın Tanrı tarafından tek bir tür olarak
yaratıldığında (monogenesis) kararlı olanlar. Monogenistler, Avrupalı
(beyaz) olmayan ırkların zaman içerisinde Avrupalı ırktan yozlaşmış
aşağı ırklar olduğunu düşünmüşlerdir. Bu dönemde, insanın farklı
ırklarının olduğunun düşünülmesi Tanrı tarafından tek bir ırkın
yaratılmış olduğunu tartışılır hale getirmiştir. Morton’un Amerikan
yerlileri (Crania Americana, 1839) ve Mısırlılara ait kafatasları
üzerinde yaptığı çalışmalar (Crania Aegyptiaca, 1944) ile ırkların çok
eski tarihlerde de birbirlerinden çok farklı olduğunu, monogenistlerin
önerdiği biçimde bir karakter bozulması ile aşağı ırkların
oluşamayacağını ileri sürmüştür. Tarihsel süreç içerisinde ırklar
arasında melezleşmeler olduysa da Morton bu melezlerin çok ender
olduğunu ve olanların da kısır olacaklarını önermiştir. Bununla birlikte
Lewis Henry Morgan durumu biraz daha yumuşatmış, Amerikan yerlisi ve
beyaz melezi olan canlı kanıtlardan yola çıkarak “beyazlaşma” adını
verdiği ırksal melezleşmenin mümkün olabileceğinden ve fiziksel olarak
daha etkileyici, güçlü bireylerin ortaya çıkabileceğinden bahseder. <br />
<br />
Morton’un çalışmaları (poligenizm) Amerika’da dönemin ırkçı ve köle
ticareti politikalarını beslerken yaklaşık olarak 80 yıl sonra bu
“bilimsel ırkçı” ruh daha tehlikeli bir biçimde Eugen Fischer’in
bilimsel danışmanlığında Almanya’da Nazi rejiminin akıl hocalığını da
yapar. Fischer’in kontrolünde gelişen insan genetiği çalışmaları Nazi
partisine bir emniyet kemeri oluşturmuş ve Alman fiziksel antropoloji ve
genetik bilimi Nazilerin korkunç politikalarını uygulamaları için
teorik ve pratik kaynak sağlamıştır. Bu dönemde Gestapo, Security
Service ve Security Squad kurumlarının lideri olan Heinrich Himmler
–aynı zamanda Hitler’in de korunmasından sorumluydu- üst düzey
elitlerden oluşan bir Nazi araştırma enstitüsü kurar; Ahnenerbe. Alman
ırkının kökeni ve fiziksel özelliklerinin araştırılması için kurulan bu
enstitüde birçok antropolog, arkeolog, biyolog, sosyolog ve diğer
alanlardan bilim insanları çalışıyorlardı.<br />
<h3>
Halis Avrupalı </h3>
Hannah Arendt’e göre antropoloji bazen “şeytan-lığ-ın sıradanlaştığı”
zamanlardı. Antropoloji biliminin ünlü tarihçisi George W. Stocking
fiziksel antropoloji biliminin gelişiminin farklı ülkelerin
uluslaşmaları ve ulusal antropoloji geleneklerine önemli derecede bağlı
bir biçimde çeşitlilik gösterdiğini yazar. Gould’un kitabında bizler
yani Türkiye için de alınacak çok dersler vardır. Fiziksel antropoloji
Cumhuriyet devriminin ardından ulus-devlet oluşturma sürecinde “Türk’ün”
ırksal özelliklerini belirleyip, gelişmiş medeniyetler içerisinde bu
ırkın hakettiği yeri alabilmesi için ithal edilir. Beyaz ırkın dışındaki
ırkların aşağı görüldüğü bu dönemde Türk’ün Asyalı mongoloid (sarı)
ırka sınıflandırılması kabul edilememiştir. Bu nedenle Atatürk’ün manevi
kızı Afet İnan, bir devlet projesi olan doktora çalışması için yaptığı
antropometrik saha çalışmalarında binlerce (64.000) Anadolu insanını
neredeyse çok kısa denebilecek bir sürede ölçmüş ve Türk ırkının ırksal
özelliklerini belirlemeye çalışmıştır. <br />
<br />
1939 yılında Cenevre Üniversitesi’nde tamamladığı ve 1947 yılında Türk
Tarih Kurumu tarafından Türkçe’ye kazandırılan çalışmasının sonuçlarını
şu şekilde özetler: “Türkiye'de yaşayan halkın çoğunluğu orta boyludur.
Kafa karineleri bakımından ekseriyet kısa (brakisefal) kafalıdır, gözler
muntazamdır, mongoloit (Asyalı) tesir pek azdır. Burunlar düzdür. Cilt
nadiren çok esmerdir. Gözler ekseriyetle açık ve orta renktir. Saçların
da çoğunluğu orta, yani kestane rengindedir. Şu halde Türkiye halkı
umumiyetle "Homo alpinus” denilen Avrupa'nın büyük beyaz ırkına
mensuptur... Netice olarak, evvelâ bugün Türkiye'de oturmakta olan
halkın, maddî delillere dayanarak, ilmî metotlarla, antropoloji âleminde
yeri tespit edilmiş ve milletlerarası antropometri listelerinde
Türklerin hakikî yeri tayin edilmiş, Türkiye'de bir ırk birliğinin
mevcut olduğu anlaşılmış bulunmaktadır” der. Kimi araştırmacılar
Türkiye’de gerçekleşen bu ölçüm çalışmalarının etnik (ayrımcı-ırkçı)
değil antropolojik (bilimsel) olduğunu iddia etseler de bir devlet
siyaseti ve bilimi olarak fiziksel antropolojinin eski yöntemleri ile
egemen bir “ırk” ve “ırkçılık” yaratılmış olduğu gerçeği görmezden
gelinemez. Böylece Türk ırkı “bilimsel” olarak kurgulanmış ve devletin
resmi ideolojisi sosyolojinin ve kültürel antropolojinin dışlanması ile
biyolojik belirlenimci bir içeriğe sahip olmuştur. Irksal ölçekte
Avrupa’ya –beyaza- dahil olan Türk, toplumsal ölçekte de bu seviyeye
ulaşabilmeliydi. Bunun üzerine devlet, özellikle sosyal ve biyolojik
hijyen araçları olarak sosyal Darwinizm ve öjeniği toplumun yeniden
(dil, cinsiyet, beden, sağlık, doğum, giyim-kuşam, ahlak v.b. alanlarda)
tasarlanmasında kullanır. <br />
<br />
Gould kitabın geri kalan bölümünde ırklar arası zekâ seviyesi farklılığı
olduğunu biyolojik ve matematiksel hesaplamalar ile belirlemeye çalışan
bakış açısına karşı savaşır. Özellikle Goddard’ın 1900’lü yılların
başlarında yaptığı IQ (Intelligence quotient: zekâ oranı) testinde
İtalyan, Yahudi ve Rus’ların büyük bir bölümünü “yüksek derecede özürlü”
ya da “moron” olarak belirlemiştir. Bu bölümde Darwin’in kuzeni ve
modern istatistiğin kurucularından Francis Galton’dan Amerikan IQ
testlerinin başlatıcısı Lewis Terman’a, Robert B. Bean’a ve Fransız
antropolojisinin kurucularından Paul Broca’ya varan bir tarihsel alt
yapı ile IQ, kafatası anatomisi ve ölçümleri arasında ilişki kuran
antropologları, psikologları ve doktorları tartışır. İnsanlar arasındaki
sosyal ve anatomik eşitsizliğin bilimsel uydurmaları 1900’lü yılların
başlarında Darwin’in evrim kuramının genel kabul görmesi ve Mendel
genetiğinin yeniden keşfedilmesi ile antropometri ve kraniyometri
çalışmalarından genetik çalışmalara doğru zemin değiştirir. Gould,
özellikle zekanın kalıtımsal olduğunu iddia eden dönemin en ünlü
çalışmalarını (psikolog Cyril Burt’ın, Spearman’ın, Thurstone’un, ve The
Bell Curve (Çan Eğrisi) adlı çalışma ile bilinen Herrnstein ve
Murray’in analizlerini mercek altına alır. <br />
<br />
Gould son bölümde Darwin’in bilinmeyen bir tarafını bizlere gösterir.
Bir misyoner faaliyeti olan Beagle serüveninde Darwin uğradıkları
ülkelerde köleler ve kölecilik ile bir iç hesaplaşması yaşar. Bununla
birlikte Darwin’in çok düşük düzeyde de olsa sosyal Darwinizme ortak
olduğunu gösteren mektupları mevcut; Heinrich Fick’e yazdığı bir
mektupta ılımlı ve tutumlu bir işçinin düşüncesiz, boş gezen, sarhoş
alkoliklere oranla üremede ve hayatta kalmada daha başarılı olacağını
belirtmiştir. Darwin ırk değil sınıf temelli bir sosyo-biyolojik
yaklaşıma sahip olmuştur. Buna karşın sınıf temelli biyolojik
belirlenimcilik -Malthus ve Adam Smith’in öğretileri ile- gelecekte
sınıflar arası sosyo-ekonomik eşitsizlik üzerine kurulu daha büyük bir
felakete yol açacaktır. <br />
<br />
Amerika’da biyoloji ve fiziksel antropoloji tarafından desteklenen
bilimsel ırkçılığa en büyük darbe biyolog Dobzhansky’nin arkadaşı
antropolog Sherwood Washburn tarafından gelir; Washburn, biyolojiden
Modern Evrimsel Sentezi fiziksel antropolojiye entegre ettiği (1951yılı)
manifestosunda ırktan popülasyona, kategorizasyondan karakterlerin
fonksiyonuna, tipolojiden plastisiteye, kaba sınıflandırmadan evrimsel
dinamiklere, kalıtım spekülasyonlarından genetik çalışmalara ve
insanlığa ırkçı bakış açısından ziyade türün ortak evrimsel geçmişine
atıf yaparak fiziksel antropolojinin metodolojisini değiştirmiş ve
inter-disipliner bir bilim olarak yeniden tanımlamıştır. <br />
<br />
Gould’un bu eseri birçok üniversitede -antropoloji, sosyoloji ve
biyoloji gibi bölümlerde- ilgili derslerde okuma listelerinde sürekli
yer alır. Gould tarih, olaylar, kişiler, kanıtlar ve analizler ile bilgi
dolu bir okuma sunmaktadır. Bazen matematiksel hesaplamalar okumayı
güçleştirse de konunun çekiciliği ve önemi daha baskın gelmektedir.
Gould’un –özellikle Morton hakkında- saptamalarına farklı çevrelerden
eleştiriler ve düzeltiler de geldi. Ancak Gould’un bu kitap ile yapmak
istediği uyarı, sosyal canlılar olarak düşüncelerimizin ve
davranışlarımızın kültürel ve sosyal etmenlerden biçimlendiğini düşünmek
yerine bunun bir eşitsizlik gerekçesi olarak biyolojik
farklılıklarımızdan kaynaklandığını düşünmenin tarihteki korkunç
örneklerine dikkat çekmektir. Bu anlamda İnsanın Yanlış Ölçümü okunmayı
fazlasıyla hak eden bir eser. İyi okumalar! </div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-27837606007146212652013-06-30T14:09:00.000+03:002013-12-06T22:12:39.677+02:00Türkiye’de Biyolojik Evrim Kuramı Eğitim-i-sizliği! <div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>FI</w:LidThemeOther>
<w:LidThemeAsian>ZH-CN</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
<w:UseFELayout/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-ansi-language:FI;
mso-fareast-language:ZH-CN;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-justify: inter-ideograph;">
<i><span style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">Merhaba Arkadaslar, aşağıdaki yazı Jeoloji Mühendisleri Odası'nın periyodik yayını olan Haber Bulteni dergisinin 2013/1 Nisan sayısında yayınlanmıştır. Ancak derginin mizanpajı sırasında ilgili kişi şekillerin numaralandırması ve metin içindeki yerleşimleri konusunda bazı küçük hatalar yapmış. Ben kendi blog sayfamdan sizlere düzeltilmiş biçimini daha rahat okumanız için ekliyorum. İyi okumalar.</span></span></i><b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"><br /></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"><span style="mso-spacerun: yes;"> </span></span></b><b><i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">Nothing in biology makes sense except in the light of
evolution.</span></i></b><b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"> </span></b></div>
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">(Evrimin aydınlığı olmadan
biyolojide hiçbir şey anlamlı değildir.)<b style="mso-bidi-font-weight: normal;">
</b></span></div>
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">Theodosius
Dobzhansky<b style="mso-bidi-font-weight: normal;"> </b></span></div>
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-1ksRM4QYzeI/UdALNp1QuqI/AAAAAAAAAyY/a236HdjDWFw/s1127/%25C5%259Eekil+7.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">Uluslararası bilim
eğitimi standardını yakalamış bazı ülkelerde –özellikle İskandinav ülkelerinde-
doğa ve yaşam bilimleri eğitimi evrim kuramı kapsamında ve çerçevesinde
öğretilmeye çalışılmaktadır. Yani evrim kuramı biyoloji ders kitaplarında belli
dönemlerinde öğretilen darlaştırılmış bir konu değil tam aksine bütün doğa ve
yaşam bilimlerini kapsayan temel bir çerçeve olarak düşünülmüştür. Buna karşın Türkiye’nin
de içinde olduğu birçok ülkede ise evrim eğitimi genel bilim eğitimi
standartlarının çok gerisinde kalmıştır. Bunun temel nedeninin sadece pedagojik
olarak yetersiz olunması değil özellikle evrim eğitimi ve genelinde doğa-yaşam
bilimleri eğitiminin –çoğunlukla- dini kaygılar nedeniyle politik olarak
engellenmiş ve sansürlenmiş olmasından kaynaklandığını düşünüyorum. Bu
engelleme 1980 darbesinden sonra zirve yapmış olsa da özellikle 1950’li
yılların başlarından itibaren resmi olarak başlatıldığını söylemek mümkün. Dışardan
bir eğitim problemi olarak görülse de genel olarak ülkenin diğer birçok alanda
–ekolojik kriz, kadın hakları, insan hakları, düşünce özgürlüğü, akademik
özgürlük, işçi hakları, çevre kirliliği vb.- yaşadığı demokratikleşememe
yeteneksizliğinin bir parçası olarak değerlendirmenin daha bütünsel bir bakış
açısı kazandırabileceğini düşünüyorum. Özellikle bu sorunun çözümü konusunda eğitim
müfredatını belirleyen hükümet politikalarına ve bürokrasisine karşı bilimsel
ve siyasal tavrın yetersiz olduğu aşikâr olsa da son yıllarda yükselen
nitelikli sesleri -örnek çalışmaları dikkate alarak- bu yazı aracılığı ile
duyurmayı deneyeceğim. Özellikle yazının ilerleyen bölümlerinde bahsedeceğim <span style="mso-spacerun: yes;"> </span>Öztürkler, R.N., 2007; Apaydın ve Sürmeli,
2009; Peker ve diğ., 2010; İrez ve Özyerel Bakanay, 2011 ve Kaya, F., 2012 çalışmaları
Türkiye’de evrim eğitimi probleminin ciddiyetinin anlaşılması açısından son
derece önemli bilgiler vermektedir.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"><span style="mso-tab-count: 1;"> </span>Apaydın
ve Sürmeli (2009) çoğunlukla Marmara ve Karadeniz bölgesinde yer alan universitelerde
(fen bilgisi öğretmenliği, matematik öğretmenliği, sınıf öğretmenliği, okul
öncesi eğitim, sosyal bilimler eğitimi ve biyoloji bölümlerinde) öğrenim gören
toplam 849 öğrenci üzerinde biyolojik evrim kuramının kabulü ve anlışabilirliği
hakkında bir anket gerçekleştirdi. Bu anket çalışmasında araştırmacılar
özellikle bu konuda etkili olacağını düşündüğü fakültelerin ders programı ve
eğitim müfredatları ile katılımcıların mezun oldukları lise ve ailelerinin
sosyo-ekonomik özelliklerini de dikkate aldılar. Anket sonuçları öğrencilerin
ezici çoğunluğunun evrim kuramının bilimsel gerçekliğini kabul etmediğini
gösterdi. Bununla birlikte bu oran matematik bölümü öğrencilerinde diğerlerinden
daha yüksek çıktı. Ancak aileleri evrim kuramını kabul eden öğrencilerin ise
çoğunlukla evrim kuramını kabul ettikleri gözlemlendi. Ayrıca diğer bir ilginç
sonuç ise ebeveynleri düşük eğitim seviyesinde olan öğrencilerin kuramı kabul
oranının ortalama olması. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"><span style="mso-tab-count: 1;"> </span>Peker ve
diğ.’lerinin<span style="mso-spacerun: yes;"> </span>(2010) çalışması ise
yukarıda bahsettiğim çalışma ile benzer ancak örneklem sayısı (1098) daha
fazla. Bir önceki çalışmadan farklı olarak yazarlar makalenin başlangıcında -yazının
ilerleyen bölümünde değineceğim- evrim eğitiminin tarihsel ve politik arka
planını detaylı bir biçimde tartışıyorlar. Bu çalışmada araştırmacılar 11
devlet üniversitesinden biyoloji, biyoloji öğretmenliği ve fen bilgisi
öğretmenliği bölümü lisans öğrencilerini 1. ve 4. sınıflar olmak üzere farklı
iki basamakta ankete tabii tutarak özellikle bu bölümlerde evrim eğitiminin
kalitesini ve öğrencilerin bilincinde ne gibi değişiklikler yarattığını
irdeliyorlar. Aynı zamanda erkek ve bayan öğrencileri gruplandırıp sosyo-ekonomik
yapılarını göz önüne alarak değerlendiriyorlar. <span style="mso-spacerun: yes;"> </span>Sonuçlar şaşırtmıyor, beklenildiği gibi düşük
(Şekil 1). Bununla birlikte biyoloji bölümü ve eğitim bölümlerindeki 1. sınıf
öğrencileri arasında sonuçlar önemli derecede farklıyken bu durum bütün
bölümlerin 4. sınıf öğrencileri arasında dikkate değer bir fark göstermiyor. 1.
sınıf öğrencilerinin evrim kuramının kabulüne verdikleri cevaplar arasında “ret,
kararsız ve kabul” yüzdeleri dağılımına bir göz atarsak kararsızların oranının
yüksek olduğunu görüyoruz. 4. sınıfta yani öğrenciler 4 yıllık fakülte eğitimi
aldıktan sonra “ret” sayıları azalıyor ancak reddetmekten vaz geçen
öğrencilerin “kabul” etme değil daha çok “kararsız” durumda kaldıklarını
görüyoruz. Bu durum 4 yıllık biyoloji, fen bilgisi öğretmenliği ve biyoloji öğretmenliği
eğitiminin evrim kuramının kabulü bağlamında öğrencilerin bilincinde çok önemli
değişiklikler meydana getirmediğini, hatta başlangıçta “kabul” düşüncesi ile
gelenleri de “kararsız” durumda bıraktığı sonucuna ulaşıyoruz. </span></div>
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-EWzVFGl1iLc/UdAK9VaHACI/AAAAAAAAAxc/7ENjDQ4AqZ8/s1600/%C5%9Eekil+1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="268" src="http://1.bp.blogspot.com/-EWzVFGl1iLc/UdAK9VaHACI/AAAAAAAAAxc/7ENjDQ4AqZ8/s400/%C5%9Eekil+1.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Sekil 1</span></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"> Peker ve diğ.’leri
bu anket çalışmasına lise düzeyindeki orta öğretim öğrencilerini de eklemişler.
Lise öğrencilerinin evrim kuramını anlama ve kabul oranları üniversite
öğrencilerine göre daha iyi oranlarda (örneklem sayısının liseler arasında çok
farklı olduğunu belirtmek lazım, makalede düz liselerde 816, Anadolu
Lislerinden 223 öğrenci ile anket yapılırken Öğretmen Lisesinden 3, Yatılı
Liseden 9, Anadolu Öğretmen Lisesinden 23 ve Fen Lisesinden 7 öğrenci ile anket
yapıldığını da eklemek lazım, bu nedenle sonuçlar görünenden farklı
değerlendirilmeli) (Şekil 2). Bununla birlikte liseler arasında evrim kuramını
“anlama” ve “kabul” oranlarında tuhaf bir durum var. Anadolu Lisesi ve Anadolu
Öğretmen Lisesinin “anlama” oranları Düz Lise, Yatılı Lise ve Öğretmen
Liselerinden yüksek iken “kabul” oranları daha düşük. Bunun nedeni örneklem
sayısından kaynaklanıyor olabilir ya da öğrencilerin evrim kuramını anladıkları
ve bu nedenle kabul etmedikleri de yorumlanabilir. Hepsi bir tarafa sonuçlar
bütün olarak değerlendirildiğinde hiç iç açıcı değil. Üniversite dersliklerine
liseden yetersiz bir biyoloji ve evrim eğitimi ile gelen öğrencilerin 4 yıllık
fakülte eğitimi boyunca bu eksikliklerini gideremediği hatta kabul oranlarının
da düştüğünü anketler sonucunda anlıyoruz. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-WZwc4UOrgLA/UdALLfwuJLI/AAAAAAAAAx0/U43p31izwWc/s1600/%25C5%259Eekil+2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="292" src="http://3.bp.blogspot.com/-WZwc4UOrgLA/UdALLfwuJLI/AAAAAAAAAx0/U43p31izwWc/s320/%25C5%259Eekil+2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Sekil 2</span></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"> Diğer bir önemli
araştırma ise İrez ve Özyeral Bakanay (2011) tarafından yayınlandı. Bu çalışma
biyoloji öğretmen adaylarının evrim kuramına kabul durumu ile bilimin doğası ve
nasıl çalıştığı konusundaki bakış açılarını sınayan bir anket ve analiz çalışması.
Böylece evrim kuramını kabul veya reddeden öğretmen adaylarının bilimin ne
olduğu, bilimsel bir problemin nasıl çözüldüğü gibi bilimin direk doğası ile
ilgili olan konular hakkındaki yaklaşımları irdelendi. Kısacası evrim kuramını “kabul
ediyorum” ya da “reddediyorum” ancak bilimin gerçekten ne olduğunu ve nasıl
çalıştığını “biliyor muyum” arasındaki ilişkiyi aydınlatabilmeyi hedefleyen bir
çalışma. Araştırmacılar biyoloji öğretmenliği bölümünden 4. ve 5. sınıf
öğrencileri yani biyoloji eğitimini tamamlamış sadece pedagoji dersi alanlar
üzerinde hem sözlü hem de yazılı anket çalışmasını gerçekleştirdi. Sorulan
soruların içeriği 4 farklı boyuttan oluşuyor, evrim kuramının güvenilirliği,
kuramın bilimsel gerçekliği, kanıtın bilimsel doğası ve yaşamın çeşitliliği. 1.
boyut sorularında öğretmen adaylarının %48’i kuramın spekülasyon olduğunu ve
bilimsel gözlem ve deneylerle dayanmadığını tercih etti, %37.6’sı yeterince
kanıt olmadığını, %52’si de varolan kanıtların evrim kuramının gerçekliğini
kanıtlamada belirsiz olduğunu belirtti. Geriye kalanların çoğunluğu kararsız ve
en düşük oran ise olumlu cevap verenler. 2. boyut sorunlarına %44 evrim
kuramının bilimsel bir teori olduğunu seçerken %36 red ve %20 kararsız kaldı.
Bilim insanlarının çoğunun evrim teorisini bilimsel ve gerçek bir teori olarak
kabul ettiği sorusunu %32 kabul edereken %45.3 red ve %22.7 kararsız olduğunu
belirtti. 3. boyut sorularında evrim teorisinin yaşayan canlılar hakkında test
edilebilir hipotezler ürettiği sorusunu %56 kabul, %22,7 ret ve %21.3 kararsızı
işaretledi. 4. boyut sorularında yaşayan organizmaların milyon yıllar içinde
evrimsel süreçlerin bir ürünü olduğu sorusuna ilginç olarak %54.7 kabul, %32 ret
ve %13.3 kararsız kaldı. İnsanın tarih öncesinde de şu anki biçimi ile
varolduğu sorusuna ise %54.4 kabul, %36.3 red ve %9.3 kararsız cevaplarını
verdi. Son soru, evrim teorisi canlıların sahip olduğu çeşitli karkaterlerin ve
davranışların nedenini ve anlamını cevaplandırır sorusuna ise %52.7 kabul,
%32.5 red ve %14.8 kararsız seçeneklerini işaretledi. Genel olarak ortaya çıkan
tablo geleceğin biyoloji öğretmen adaylarının evrim teorisini kanıtlara dayanan
bilimsel ve güvenilir bir teori olmadığını düşündüğü, bununla birlikte bazı
kritik sorulara verilen cevapların evrim kuramı ve bilimin doğası hakkında
çelişkili cevaplar vererek evrim ve bilimin ilişkisi bağlamında öğrencilerin yetersiz
kaldıkları gözlenmiştir. Sonuç olarak öğrencilerin bilimin ne olduğu, bilimsel
bir problemin nasıl çözüldüğü ve bilimin temel çalışma prensipleri hakkında
yeterince bilgi sahibi olmadıkları anlaşılmaktadır. Bu durumda evrim kuramını
bilimsel ve güvenilir bulmamaları sanırım sürpriz bir sonuç olmasa gerek.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">R. Nazlı Öztürkler
(şimdiki soyadı ile Somel) yüksek lisans (2004) çalışması kapsamında Ankara’da
görev yapan 147 biyoloji ve fen bilgisi öğretmeninin evrim kuramını derslerinde
nasıl işlediğini anlamak amacı ile bir anket gerçekleştirdi. “Evrim kuramı
konusundaki görüşünüz nedir?” sorusuna bu öğretmenlerin yarıdan fazlasının
evrim kuramını benimsemediği ortaya çıktı. Ayrıca Öztürkler, yeni mezun olan
ögretmenlerin ve hizmet süresi daha uzun olan 20 yıl ve üstü öğretmenlerin
cevaplarının farklılığında anlamlı bir ilişki olduğunu belirledi. Hizmet süresi
20 yılın üzerinde olan öğretmenlerin %55’i evrimin bilimsel gerçekliğini kabul
ederken hizmet süresi azaldıkça bu yüzde düşmektedir, buna göre genç
öğretmenlerde evrim kuramını kabul oranı yaşlı öğretmenlerden daha düşük. Öztürkler
bu durumun tarihsel bir anlamı olduğunu, özellikle 1980 darbesinden sonra ve
önce eğitilmiş öğretmenler arasında önemli bir eğitim altyapısı ve politikası
farklılığı olduğunu ileri sürdü. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">Evrim teorisinin
eğitimi ve kabul oranları hakkında öğrenciler üzerinde yapılan araştırmalar
bizleri beklenen üzücü sonuçlar ile karşılaştırıyor. Uzunca bir süredir
özellikle dindar ve muhafazakâr çevreler tarafından evrim teorisi ve
yaratılşıçılık arasında yaratılan sahte ve politik çatışma hemen hemen herkesi
bu konuda değişik düzeylerde bilgi sahibi yaptı. Başka bir bilimsel teorinin
değil de evrim teorisinin hatırı sayılır bir devlet ve bürokrasi desteği ile bu
kadar önemli bir hedef haline getirilmesinin bir açıklaması olmalı. Bunu
anlamak için sanırım işin biraz tarihi detaylarına girmekte fayda var. Bu nedenle
biyolojik evrim anlayışının bugün anladığımız içeriği ile resmi olarak ülkemize
girişi yani Cumhuriyet dönemi ile başlamak yerinde olacak. Bilim ve Gelecek
dergisinin 87. sayısında ve 20 Mayıs 2012 tarihli Birgün gazetesinde R. Nazlı
Öztürkler Somel’in Türkiye’de evrim kuramı eğitimi tarihini anlatan yazıları bu
konunun politik problemlerine de dikkat çekiyor. Bu çalışmalardan esinlenerek Cumhuriyet
dönemini 1923 ile 1950, 1950 ile 1980 ve 1980 ile günümüz olmak üzere farklı zaman
dilimlerine ayırıp önemli olaylara değinerek özetlemeyi düşünüyorum. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">Osmanlının son
yıllarında evrim teorisine özellikle Darwinizm ve Lamarkizm eksenli olmak üzere
Ahmet Mithat Efendi, Suphi Ethem, Abdullah Cevdet ve Ethem Nejdet tarafından değinilmiştir.
Ergi Deniz Özsoy, Türkiye’de evrim kuramının tarihsel gelişimi içerikli yazdığı
bir makalede, 1913 yılında bir öğretmenin Kastamonu’da bir lisede evrim
kuramını öğrettiği için aynı lisenin Arapça öğretmeni tarafından idareye şikâyet
edilmiş, ancak buna karşı gelen matematik öğretmeni ile bazı öğrencilerin büyüyen
tepkisinden dolayı kolluk kuvvetleri tarafından öğretmenlerin tutuklandığından
bahsediyor <span style="mso-spacerun: yes;"> </span>(Özsoy, 2011). Bu olay 1925
yılında Amerika’da meydana gelen ünlü Scopes Maymun Davası’ndan –lise öğretmeni
John Scopes evrim kuramını öğrettiği için dava edilir, evrim ve yaratılış
tartışmasının temel bir örneğidir- <span style="mso-spacerun: yes;"> </span>bile
daha önce gerçekleşmesi nedeniyle önemli olduğunu düşünüyorum. Mahkeme sürecine
taşınmamış olsa da evrim karşıtlığının kökeninin daha eskilere gittiği ve özellikle
Arapça öğretmeni tarafından gerçekleştirilmiş olması dindar çevrenin bilim
eğitimi üzerindeki manipülasyon gücünü göstermesi açısından manidar. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">Osmanlının çöküşü
ve beraberinde gerçekleşen Cumhuriyet devrimi evrim kuramı eğitimi bakımından birçok
yenliğe ve değişikliğe zemin hazırladı. Özellikle Atatürk’ün bir ulus devlet
oluşturma çabası içinde yeni bir toplumu yaratma sürecinde tanıştığı
antropoloji bilimi evrim eğitiminin gelişmesinde önemli bir rol oynamıştır. Antropoloji
bilimi kurulur kurulmaz tıp ihtisasına sahip antropolog adayları Avrupa’ya
önemli antropoloji laboratuvarlarında eğitilmek üzere gönderilir. Bölümün
kurulması ve yabancı devletlerde eğitim almış antropologların ülkeye dönmesi
ile birlikte ilk antropoloji dersleri de başlamıştır. Bu dersler çoğunlukla
insanın kökeni, antropometri (antropolojik ölçüm teknik ve metotları) ve
prehistorya konularında yoğunlaşmıştır. Doğanın ve insanın evrimini içeren ilk
ders kitapları bu dönemde yazılmıştır. Ayrıca biyoloji bölümünün de kurulması
ile birlikte özellikle Galip Ata’nın yazdığı Darwin biyografisi ile evrim kuramı
resmi olarak ülkemizde eğitilmeye ve tanıtılmaya başlamıştır. 1930’lu yıllarda
biyoloji ders kitapları doğanın tarihi ve canlıların evrimini detaylı bir
biçimde içermektedir. Ayrıca Almanya’dan Nazi baskısından kaçan birçok Yahudi
ya da Alman bilim adamı Türkiye’de birçok bilimin kuruluş aşamasında sahip
oldukları deneyimleri aktararak önemli roller oynamışlardır. Örneğin Curt
Kosswig biyoloji biliminin kurulmasına katkıda bulunmuştur. 1939 yılı Biyoloji
II ders kitabını içeriğine göre evrim teorisini çok detaylı şekilde işlendiğini
ve ilk bölümlerden anlaşılacağı üzere işe –günümüz modern biyoloji kitaplarında
olduğu gibi- yaşamın çeşitliliği ve canlıların evrimini anlatarak başlandığını,
<span style="mso-spacerun: yes;"> </span>ardından yaşayan canlıların ve çevrenin biyolojik
özelliklerine geçildiğini görüyoruz (Şekil 3a,b,c). Günümüzde uluslararası
standartlara sahip birçok modern biyoloji ders kitabı da hemen hemen benzer içeriği
takip etmektedir. Peki ne oldu da Türkiye evrim teorisi eğitimi konusunda bu çizgisinden
şaştı ve 2012’de olmamıza rağmen 1930’lu yıllardan daha da geriye gitti?
1940’lı yılların başından itibaren ders kitaplarında bazı değişiklikler
yapılmaya başlanmış ve özellikle doğa tarihi, canlıların evrimi kısımları sansürlenmiştir.
1950 yılında çok partili döneme geçilmesi ile dini bakımdan muhafazakâr
politikalar güçlenmiş, Demokrat Parti iktidara gelmiş ve ilk iş olarak 1954
yılında köy enstitüleri kapatılmıştır. Köy enstitüleri uygulamalı eğitimin
verildiği ve bilimin doğasının ve işleyişinin öğrencilere pratik deneyimler ile
kazandırıldığı bir projeydi, o nedenle özellikle biyoloji gibi yaşam ve doğa
bilimlerinin eğitimi daha etkiliydi. 1960 yıllar ile birlikte muhafazakâr cemaatlerin
güçlenmiş ve özellikle Fethullah Gülen grubu sesini duyurmaya başlamıştır. Gülen
biyoloji kitaplarını hedef alarak 1960 yılında yaptığı bir konuşmasında <i style="mso-bidi-font-style: normal;">”…liselerde okutulacak biyoloji kitaplarını,
biyokimya kitaplarını, Allah’ın adıyla bizim adamlarımız, dinimize, kökenimize
inanmış, bağlı kimseler hazırlasınlar…” </i>der (Öztürkler Somel, 2005).<span style="mso-spacerun: yes;"> </span>60’lı yılların ortalarında Adalet Parti’si yönetimi
ele alır ve 70’li yıllarda temel amaç <i style="mso-bidi-font-style: normal;">“Türk-İslam
kültürünün aşağılanan unsurlarının çıkarılması, İslami değerlerin öne
çıkarılması ve pozitivizmin dışlanması...”</i> haline gelir ve Milli Eğitim Bakanlığı’nın
belirlediği tek kitap rejimine geçilir. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-YweECdzF0xE/UdALLS258aI/AAAAAAAAAxs/Byf6245HEM4/s547/%25C5%259Eekil+3a.tif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="http://2.bp.blogspot.com/-YweECdzF0xE/UdALLS258aI/AAAAAAAAAxs/Byf6245HEM4/s640/%25C5%259Eekil+3a.tif" width="513" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Sekil 3a. </span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"><span style="font-size: small;">1939 yılı Biyoloji
II ders kitabı icerigi</span></span></td></tr>
</tbody></table>
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-fq5o3b9Ws94/UdALospt1XI/AAAAAAAAAyg/pd03Is75OV4/s589/%25C5%259Eekil+3b.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="http://3.bp.blogspot.com/-fq5o3b9Ws94/UdALospt1XI/AAAAAAAAAyg/pd03Is75OV4/s640/%25C5%259Eekil+3b.jpg" width="457" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Sekil 3b. </span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"><span style="font-size: small;">1939 yılı Biyoloji
II ders kitabı icerigi</span></span></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"> <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-usAGyXZM5so/UdALMJSoB5I/AAAAAAAAAx8/5SmyyRW-wZA/s399/%25C5%259Eekil+3c.tif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="232" src="http://3.bp.blogspot.com/-usAGyXZM5so/UdALMJSoB5I/AAAAAAAAAx8/5SmyyRW-wZA/s400/%25C5%259Eekil+3c.tif" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Sekil 3c. </span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"><span style="font-size: small;">1939 yılı Biyoloji
II ders kitabı icerigi</span></span></td></tr>
</tbody></table>
</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">1980 darbesinden
sonra Türkiye artık dini muhafazakârlığın siyasi yaşamda aktifleştiği ve kaba
ırkçılığın ve milliyetçiliğin egemen olduğu bir döneme girmiştir. Bu atmosfer
ilkokuldan yükseköğrenime eğitimin her alanını gerici politikalar ile
biçimlendirmiş, uluslararası eğitim standartlarından izole etmiştir.
Yükseköğretim Kurulu’nun kurulması ile birlikte özellikle akademisyenler ve
üniversite öğrencileri sistematik ve politik olarak kontrol altına alınmış, üniversite
eğitimi tek merkezden yönetilmeye başlanarak akademik özgürlük bitirilmiştir. 1985
yılında dönemin eğitim bakanı Vehbi Dinçerler sürpriz bir biçimde merkezi
Amerika’da olan Yaratılış Araştırma Enstitüsü’nü (Institute for Creation Research)
Türkiye’ye bir konferans için davet eder (Şekil 4 ve 5). Böylece Hıristiyan ve
Müslüman iki farklı ülkenin dindarları İncil ve Kuran’da benzer olan Yaratılış
efsanesinin Türkiye’de biyoloji ders kitaplarına evrim teorisine alternatif
olarak girmesi için kafa kafaya verirler (Kence, 1998). Böylece 1980 darbesi
sonrası hükümeti, Türkiye’de dinin siyasallaştırılarak eğitim alanına müdahale
etmesini sağlar. Ardından evrim karşıtı hükümet destekli bir hareket başlar.
Harun Yahya gibi bilim (evrim) karşıtları da bundan sonra ortaya çıkar.
1990’lar artık Yaratılış efsanesinin biyoloji ders kitaplarına bilimsel evrim
kuramına alternatif olarak girdiği dönem olmuştur. Hatta Yaratılış, evrim kuramına
bir alternatif olmanın ötesine geçmiş, ders kitaplarını hazırlayan komisyon
1992 yılı biyoloji ders kitabında açıkça kendi politikalarını yansıtmışlardır; <i style="mso-bidi-font-style: normal;">“Günümüzde biyoloji ile ilgili birçok bilim
adamı, hayatın çeşitliliğini, bir hücre içinde geçen hayat olaylarının
olağanüstü nizamını ve kâinatın çok ince bir düzenle işlediğini görerek,
Allah’ın varlığını idrak ettiklerini belirtmişlerdir”</i>. Fethullah Gülen
grubundan akademisyenlerin yazdığı Alternatif Biyolojiye Doğru adlı kitaptan
kısa bir alıntı <i style="mso-bidi-font-style: normal;">“... bu hesaba göre Hz.
Adem'in boyunun yaklaşık 30 metre civarında olduğu söylenebilir.... Ağaçların
200 metre olduğu, dinazorların yaşadığı dönemde bizim gibi ufak tefek
insanların yaşadığını düşünme, hayat mücadelesi açısından insan ters gelir.
Kocaman kertenkelelerin, dev dinozorların yanında öyle insanların olması
gerekir ki hayatla mücadelede mevcudiyetini koruyup neslini sürdürebilsin.” </i>(Öztürkler
Somel, 2007). Bu kitap Gülen tarafından ödüllendirilmiştir; <i style="mso-bidi-font-style: normal;">“Alternatif Biyoloji, genç ve gayretli ilim
adamlarımızın göz nuru ve yorucu çalışmalarının mahsulü. Biz, bütün gönlümüzle
bu mübarek çalışmayı takdirle karşılıyor ve alkışlıyoruz. Ne var ki, günümüzde
zıvanadan çıkmış bilim telakkisinin yeniden hakiki yörüngesine oturtulabilmesi
için, bilimin değişik dallarında bunun gibi daha yüzlerce telifata ihtiyaç
var.” </i>(Öztürkler Somel, 2007). 2000’li yıllar artık AKP iktidarının yaşamın
her alanına damgasını vurduğu ve evrim eğitiminin de bundan nasibini aldığı
talihsiz bir dönemdir. Dönemin Milli Eğitim bakanı Hüseyin Çelik, <i style="mso-bidi-font-style: normal;">“...Darwin teorisi yapısı dolayısı ile
ateistlerle deistlerin dünya görüsüyle birebir örtüşen bir görüştür. Akıllı
tasarım ise dinlerin yaratılışla ilgili görüşleriyle birebir örtüşür.”
...Darwin teorisi ateist fikirlerle örtüştüğü için bu bir ateist propagandasıdır
bu kitaba girmemelidir demek ne kadar yanlışsa akıllı tasarım semavi dinlerin
ilahi kitapların yaratılışla ilgili fikirleriyle örtüşüyor diye bunu yok
sayamayız. Gallup Enstitüsü Türkiye'de bir araştırma yapmış, yapılan
araştırmada ateist 1%.” ... bu 1% ile Darwin'in görüşleri örtüşüyor ama AT 99%
olan insanların görüşleriyle örtüştüğü zaman bu bir dini telkindir
diyemezsiniz.” </i>(Öztürkler Somel, 2007) şeklinde açıklamalarda bulunmuş ve
evrim eğitimini sansürlemeyi bir kenara bırakın bu kuramı kabul edenleri de
ateist, dinsiz ve tehlikeli insanlar olarak hedef göstermiştir. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-QkZSZ3AyBRg/UdALMETvnpI/AAAAAAAAAyE/y_gx9renikQ/s660/%25C5%259Eekil+4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="http://2.bp.blogspot.com/-QkZSZ3AyBRg/UdALMETvnpI/AAAAAAAAAyE/y_gx9renikQ/s640/%25C5%259Eekil+4.jpg" width="336" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Sekil 4. <span lang="TR" style="font-family: "Times New Roman","serif";">(Kence, 1998)</span></span></td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-nHv5l0KKD18/UdALMo5_P1I/AAAAAAAAAyI/0WD9BuE_dZI/s644/%25C5%259Eekil+5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="http://1.bp.blogspot.com/-nHv5l0KKD18/UdALMo5_P1I/AAAAAAAAAyI/0WD9BuE_dZI/s640/%25C5%259Eekil+5.jpg" width="416" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Sekil 5. <span lang="TR" style="font-family: "Times New Roman","serif";">(Kence, 1998)</span></span></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: SV;"> Üniversitelerde de
evrim eğitiminin varlığından bahsetmek çok zor. Sadece birkaç üniversite –akademik
kadrolarından kaynaklı- bu konuda kendini kurtarmış sayılabilir. Ülkemizde 108
devlet üniversitesi içinde yaklaşık olarak 73 tanesinde biyoloji bölümü var ve
sadece 40 tanesinde evrim dersi mevcut. Bu ders ise ya 2 ya da 3 kredi ve
birçoğunda da zorunlu değil, seçmeli. Yaklaşık 6 tane devlet üniversitesinde
Moleküler Biyoloji ve Genetik bölümü var ve sadece 1 tanesinde evrim dersi
mevcut. Türkiye’de 62 özel üniversite var sadece 2 tanesinde biyoloji bölümü
var, ikisinde de evrim dersi programda yer almıyor. Ayrıca 10 özel üniversitede
Moleküler Biyoloji ve Genetik bölümü var, tahmin edin kaç tanesi evrim dersi
veriyor, hiçbiri. Bununla birlikte az sayıda olan antropoloji bölümlerinde
–biyoloji bölümlerinden iyi de olsa- durum çok da parlak değil. Türkiye’de 11
devlet üniversitesinde antropoloji bölümü var ve sadece 5 tanesinde evrim dersi
ve 6 tanesinde insan evrimi dersi verilmekte. Özel olan antropoloji bölümlerinin
sayısı ise –muhtemelen- 2 ve ikisinde de ayrı bir evrim dersi yok iken insan
evrimi dersi mevcut (Şekil 6) (Kaya, 2012). Üniversiteleri bu durumda olan bir
ülkenin ortaöğretiminden kaliteli bir bilim (evrim) eğitimi beklemek sanırım
çok gerçekçi olmaz.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-kC4XwaK7R_I/UdALNKuxvJI/AAAAAAAAAyU/4HNYTa4gnt8/s1600/%25C5%259Eekil+6.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="136" src="http://3.bp.blogspot.com/-kC4XwaK7R_I/UdALNKuxvJI/AAAAAAAAAyU/4HNYTa4gnt8/s640/%25C5%259Eekil+6.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Sekil 6. (Kaya, 2012)</span></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"> Milli Eğitim
Bakanlığı'nın belirlediği ve şu anda okutulan biyoloji ders kitaplarında
canlıların kökeni ve evrimine dair açıklamaların sadece Yaratılış mitosu ile
anlatıldığını söylemek mümkün. Evrim kuramının önemli bir parçası olan insan
evrimi müfredatta yer almamaktadır. Türkiye’de eğitim gören bütün öğrenciler
modern evrim kuramı ve insan evriminin bilimsel tarihini öğrenemeden eğitim
almaktadırlar. Canlılığın oluşumu ve insanın evrimi sadece Din Kültürü ve Ahlak
Bilgisi derslerinde Yaratılış mitosu çerçevesinde anlatılmaktadır. Türkiye
eğitim sisteminde ilk evrim dersi 8. sınıfta çok kısa ve yetersiz bir biçimde
verilirken, canlıların ve insanların kökenine dair açıklamanın 4. sınıf din
kültürü ve ahlak bilgisi dersinde ve takip eden yıllarda diğer din derslerinde yoğun
bir biçimde verilmesini iyi analiz etmek gerekir. Dindarlar ve evrim
karşıtlarının biyoloji ders kitaplarında Yaratılış efsanesini evrim teorisine
alternatif olarak okutulmasına dair dem vurdukları eşitlik önerisi politik bir
gösteridir, zira zaten Yaratılış efsanesi 4. sınıftan itibaren henüz çok küçük
yaşta olan çocuklara ciddi bir biçimde öğretilmekte ve benimsetilmektedir. Yani
içerisinde evrim kelimesi geçen ilk ders konusundan 4 yıl önce çocuklar
Yaratılış efsanesini henüz miniciklerken beyinleri yıkanarak öğrenmektedirler. Şekil
7’</span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: SV;">de gördüğünüz sayfa MEB 4. sınıf din
kültürü ve ahlak bilgisi kitabının 24. sayfasıdır ve orda yazılanları anlayabilen
bir çocuğun neden daha basit ve somut olan evrim kuramını anlayamayacağını merak
ediyorum. Evrim kurmanın o yaşta öğretilmesinden bahsetmiyorum zira bu
pedagogların ve psikologların vereceği bir karar ancak bu kadar ağır din dersi
verilmesinin sağlıklı ve doğru olduğunu kim söyleyebilir? Bu din dersi kitabı
grafikleri, şekilleri ve anlatım dili ile o kadar stratejik hazırlanmış ki
aslında farklı bir sorunu orataya çıkarıyor. Ayrıca toplum içerisinde iyi
ahlaklı ve faydalı bir birey olmanın yegane yolunun inançlı bir insan olmakla
mümkün olduğu dayatılmaktadır. Evrim karşıtları tarafından politik olarak
inançsızlık ile bütünleştirilmiş evrim kuramı ise bu eğitimden geçen çocuklar
için ahlaksızlık ve kötü insan olmakla eş tutulmaktadır. Radikal gazetesinin 04.03.2013
tarihli Kur’an’dan Alıntılarla Evrim Teorisi başlıklı haberinde, ODTÜ Biyogen
Evrim Ağacı Grubu’nun farklı şehirlerde düzenlediği “</span><span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><a href="http://www.radikal.com.tr/index/Turkiye"><span lang="SV" style="font-family: "Calibri","sans-serif"; mso-ansi-language: SV; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Türkiye</span></a></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: SV;"> Evrimle
Tanışıyor” seminerlerinin İzmir bölümünde okul öğretmenlerinin bu tür
seminerlere öğrencilerin katılmasını istemediği ve hatta kendi derslerinde de
evrim kuramı hakkında öğrencilerin sormaları ve öğrenmek istemelerine rağmen
konuşmak istemediklerini ve konuyu geçistirdiklerini belirtiyor. Hatta bir 9.
Sınıf öğrencisi, “Okulda evrimle ilgili anlatılanlar daha çok ‘yaradılışçı’
bakış açısıyla aynı. Aslında evrim mantığa daha uygun ama okulda bize yanlış
gibi öğretiliyor. Eski çağlardan kalan fikirlermiş gibi. İnsanların ön yargısız
bir şekilde evrime yaklaşmalarını istiyorum” diyor. Bununla birlikte kimi
öğretmenlerin ise evrim kuramını insan maymundan gelmiştir şeklinde indirgeyip
bir aşağılama ve hakaret konusu haline getirdiğini bakın </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: SV;"><b><span style="font-weight: normal; mso-bidi-font-weight: bold;">Bornova Anadolu
Lisesi’nden bir 9. Sınıf öğrencisi nasıl anlatıyor: </span></b><i style="mso-bidi-font-style: normal;">Biyoloji dersine giren bir hocamız evrimi
savunanlar hakkında hakaret ediyor. Kur’an’dan ayetler gösterip arkadaşlarımızı
etkileyip evrimi yalanlamaya çalışıyor. Darwin ve Lamarck’ı kötüleyip hakaret
ediyor. Evrimleşen insan resimlerini gösterip dalga geçiyor, ‘bunlar benim
dedemmiş’ deyip gülüyor ve sınıftaki öğrenciler gülmeyince de neden gülmediniz
diye azarlayıp zorla güldürüyor. Biz okulda evrimi taraflı olarak görüyoruz </i>(Radikal,
04.03.2013).</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-1ksRM4QYzeI/UdALNp1QuqI/AAAAAAAAAyY/a236HdjDWFw/s1127/%25C5%259Eekil+7.tif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="http://4.bp.blogspot.com/-1ksRM4QYzeI/UdALNp1QuqI/AAAAAAAAAyY/a236HdjDWFw/s640/%25C5%259Eekil+7.tif" width="428" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Sekil 7. (MEB 4. Sinif Din Kulturu ve Ahlak Bilgisi Kitabindan 24. sayfa)</span></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: SV;"></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"></td></tr>
<tr><td class="tr-caption" style="text-align: center;"></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
Evet, Türkiye’de
evrim eğitimi konusunda karanlık bir dönem yaşanmaktadır, ancak daha da kötüsü Türkiye’de
çok küçük yaşlarda başlayan inanılmaz bir dindarlaştırma ve muhafazakarlaştırma
politikası eğitim alanında yoğun bir biçimde uygulanmaktadır. O kadar küçük yaşta
bu kadar kompleks dini doktirinleri öğrenen ve geri kalan eğitim yaşamında da
bu uygulamanın kurbanı olan öğrencinin evrim teorisini anlamaması ve reddetmesi
sanırım çok beklenmedik bir sonuç değil. Geriye kalan dönemlerde de zaten
sansürlenmiş ve darlaştırılmış 1900’lü yılların başlarından kalma evrim eğitimi
öğrenmekteler. Bundan dolayı da yazının başlarında okuduğunuz üzücü anket
sonuçları ortaya çıkmaktadır. Türkiye’de insan evrimi eğitimi yoktur, biyolojik
evrim kuramı eğitimi ise yoğun bir biçimde sansürlenmiş ve indirgenmştir. Buna
ek olarak, 1980 darbesinden sonra resmi olarak eğitim alanında uygulamaya
sokulan muhafazakarlaştırma politikası halen aktif bir biçimde sürmektedir.
Sonuç olarak, Türkiye’de biyolojik evrim kuramı eğitiminin mevcut hükümet
politikaları ile uluslararası bilim standartları seviyesine ulaşabileceğine
dair benim kişisel bir umudum ve beklentim yoktur. Eğer çocuklarınızı ve
yakınlarınızı bu konuda eğitmek istiyorsanız kişisel olarak ilgilenmeli ya da
eğer varsa alternatif eğitim aktivitelerine katılmasını sağlamalısınız. </div>
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: SV;"></span><br />
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt;">
<span style="font-size: large;"><b><span lang="TR" style="font-family: "Times New Roman","serif";">Kaynaklar</span></b></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US;">Apaydın, Z., H.
Sürmeli. 2009. Undergraduate Students’ Attitudes Towards the Theory of
Evolution. Elementary Education Online 8:820-842</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">İrez., S. ve Ç. D.,
Özyeral Bakanay. 2011. An assesment into</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US;"> Pre-Service
Biology Teacher’s Approaches to the Theory of Evolution and Nature of Science/
Education and Science 162:39-54</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US;">İnan, A. 1947.
Türkiye halkının Antropolojik karakteri ve Türkiye tarihi; Türk Irkının vatanı
Anadolu; (64.000 kişi üzerinde anket); Türk Tarih Kurumu Yayınları, VII seri,
numara 15. Türk Tarih Kurumu Basımevi, Ankara.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US;"></span>Kaya, F. 2012.
Censorship of Human Evolution Education in Turkey. Poster Presentation at the
18<sup>th</sup> European Anthropological Association, Ankara Turkey 3-6
September 2012.<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US;"></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"></span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">Kence, A. 2007.
Biyoloji Egitiminde Evrim ve Yaratiliscilik. </span><span lang="FI"><a href="http://www.agnostik.org/resim/sunum/ak_sunum.pdf"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">http://www.agnostik.org/resim/sunum/ak_sunum.pdf</span></a></span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"></span><span style="mso-tab-count: 1;"></span> </div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
Kence,
A. 1998. Evolution versus Creation in Schools. Eubios Journal of Asian and
International Bioethics 8:177-178<span style="font-weight: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span style="font-weight: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"></span></span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">Özsoy, E.D.
2011. Turkiye’nin Evrimle İmtihanına Kısa Bir Bakış. Bilim ve Gelecek Dergisi,
Sayi:87</span></div>
<br />
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span style="font-weight: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">Öztürkler
Somel, N. 2007. Türkiye’de Biyolojik Evrim Kuramı Eğitiminin Tarihsel ve
Sosyolojik bir Değerlendirmesi. </span><span lang="FI"><a href="http://www.agnostik.org/resim/sunum/ns_sunum.pdf"><span lang="TR" style="font-size: 12.0pt; mso-ansi-language: TR;">http://www.agnostik.org/resim/sunum/ns_sunum.pdf</span></a></span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"></span></span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"></span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;"> </span></div>
<br />
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 65.2pt; text-justify: inter-ideograph;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">Peker, D., G.G. Cömert,
A. Kence. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-US;">2010. Three Decades of Anti-evolution Campaign and its
Results: Turkish Undergraduates’ Acceptance and Understanding of the Biological
Evolution Theory. Science and Education 19:739-755</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-59448170459656007002013-05-24T12:43:00.000+03:002013-05-30T00:36:05.773+03:00Australopithecus sediba hakkında bildiklerimiz çoğalıyor!<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]-->
<br />
<div class="MsoNormal" style="text-indent: 36.0pt;">
<i><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Bu yazı Bilim ve Gelecek dergisinin 2013 Mayıs sayısında yayınlanmıştır, okuma fırsatı elde edememişler için blog safyasına ekliyorum.</span></i></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Güney
Afrika’daki Malapa lokalitesi insan atası fosilleri bakımından Afrika’nın en
zengin lokalitelerinden biri. Bu lokalitenin bütün dünyada ünlü olması sağlayan
ise Lee Berger ve ekibinin 2008 yılının Ağustos ayında keşfettikleri ve 2010
yılında Sicence dergisinde yayınlayarak duyurdukları Australopithecus sediba
insan atası. 2011 yılında ise araştırmacılar aynı türe dair yeni keşifleri yine
Science dergisinde yayınlamışlardı. Bilim ve Gelecek dergisinin 92. sayısında
bu keşifin insan evrimi bakımından önemini yazmıştım. Bu fosil insan hakkında
tekrar bir yazı yazmamın nedeni ise Science dergisinin geçen ay (12 Nisan 2013)
340. sayısını<span style="mso-spacerun: yes;"> </span>Au. sediba’ya ait yeni
keşifleri ve analizleri duyuran yayınlara adamış olması.<span style="mso-spacerun: yes;"> </span>Au. sediba araştırmacı Lee Berger ve ekibi
tarafından ilk duyurulduğunda paleoantropoloji çevresi tarafından şüphe ile
karşılanmıştı çünkü Berger Au. sediba’nın Autralopithecus cinsinden Homo cinsine
evrimsel değişimde temel bir rol oyandığını iddia etmişti. Australopithecus ve
Homo cinsi arasında anatomik özelliklere sahip olan bu Güney Afrikalı türün
insanın soyağacındaki evrimsel yeri yeni keşifler ile daha da sağlamlaşmış
gürünüyor. </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Daha
önceki çalışmalarda vurgulanan önemli noktaları kısaca hatırlayalım. 2010
yılındaki çalışmada Au. sediba’nın bulunduğu tabaka ağır metallerden uranyum
merkezli yapılan yaşlandırma metodu ile 1.78 ile 1.95 milyon yılları arasına
tarihlendirilmişti, ancak 2011 yılında çözünürlüğü daha yüksek yaş analizleri
1.977 ve 1.98 milyon yıllar arasında bir jeolojik tarihi önerdi. Malapa
lokalitesinden biri yetişkin olmakla birlikte üç farklı bireye ait buluntular tanımlanmıştı.
Bu buluntular yeni bir tür –Au. sediba- adı ile sunulmuş olsa da uluslararası
paleoantropoloji camiası taksonomik durumuna temkinli yaklaşmıştı. Bu türün </span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Au. africanus'un tür içi varyasyon
aralığında yer alabileceği öne sürülmüştü, yani Au. africanus’un bir coğrafik
varyasyonu olabilirdi. Ayrıca erkek bir bireye atfedilen <i>Au. sediba</i>'nın
erkek mi dişi mi olduğu da tartışmalıydı. İkinci öneri ise <i>Au. sediba’nın</i>
Homo cinsine ait bir tür olma ihtimali. Ünlü paleoantropologlardan Don
Johanson bu fosilin Homo cinsinin bir üyesi olabileceği olasılığı üzerinde
durulması gerektiğini açıklamıştı. Diğer bir sorun ise bu kadar türemiş
özelliklere sahip ve Homo cinsine evrimsel olarak yakın olan tür </span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">ile birlikte
herhangi bir taş alet kalıntısına rastlanmamış olması</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">. Bilindiği gibi Homo cinsinin
ürettiği düşünülen en eski taş aletler Doğu Afrika’da (Etiyopya’da) keşfedildi
ve yaklaşık 2,6 milyon yıl öncesine tarihlendiriliyor. Homo cinsinin Güney Afrika'da
mı yoksa Doğu Afrika'da mı ortaya çıktığı uzun süredir araştırmacılar arasında
tartışılıyor. Güney Afrika'da çalışan araştırmacılar <i>Au. africanus</i>'tan
türeyen bir atasal potansiyelin <i>Homo</i> cinsine atalık ettiğini düşünürken
Doğu Afrika'da çalışanlar <i>Au. afarensis</i>'ten türeyen <i>Au. garh</i>inin <i>Homo</i>
cinsine giden yolda olduğunu iddia ediyorlar. </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Science dergisinde yayınlanan yeni
çalışmalar altı ayrı önemli makaleden oluşuyor. Bunlar dişler, çene, kol ve
bacak kemikleri, omurga ve göğüs kafesine ait fosil kalıntıların ayrıntılı
analizlerinden oluşmakta. Dişlere ait morfolojik analizler Au.sediba’nın Doğu
Afrikalı asutralopithecus türlerinden Güney Afrikalı olan Au. africanusa
evrimsel olarak daha yakın olduğunu göstermekte. Aynı zamanda bazı diş
özellikleri Homo cinsi ile benzer. Berger Güney Afrikalı australopithecusların
(Au. africanus ve Au. sediba) Doğu Afrikalılardan daha farklı bir grup
oluşturuduğunu ve bu grubun Au. afarensisten evrimleşmediğini düşünüyor. Au.
sedibaya ait çene kemiği ve kafatası üzerinde yapılan çalışmalar onun Au.
africanus olmadığını kanıtlıyor ve bu anlamda taksonomik pozisyonunu
sağlamlaştırıyor. Ayrıca çene kemiğinin özellikle erken Homo türlerininkine
(Homo habilis, Homo rudolfensis ve Homo erectus) benzer oluşu ise onun daha türemiş
bir tür olduğunu da belirginleştiriyor. </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-gRVQ8IlVmOc/UZ80t-CUoAI/AAAAAAAAArQ/f0mtiKnCn70/s1600/Sekil+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://1.bp.blogspot.com/-gRVQ8IlVmOc/UZ80t-CUoAI/AAAAAAAAArQ/f0mtiKnCn70/s320/Sekil+1.jpg" width="283" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="MsoNormal" style="text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Şekil 1.</span></b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"> </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Au. sedibanın
bulunan fosillerinden yola çıkılarak kurgulanan rekonstrüksiyonu (Berger,
2013).<span style="mso-spacerun: yes;"> </span>Sol baştan,<span style="mso-spacerun: yes;"> </span>minyon tipli bir kadın modern Homo sapiens,<span style="mso-spacerun: yes;"> </span>ortada Au. sediba ve sağda erkek bir
şempanze. Bu karşılaştırmada Au. sediba’nın vücut iskeletinin şempanzeden daha
çok Homo cinsine yani insana benzediğini görebilirsiniz. Özellikle kalça
kemiği, kol ve bacak kemiklerinin uzunlukları ve el anatomisi insana çok
benzer. Bununla birlikte göğüs kafesi insanda silindirik iken Au. sedibada koni
şeklinde daha farklı bir biçimde </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";"><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">(Berger, 2013)</span>. </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-kGtJEwfv5Qs/UZ80zQTHZGI/AAAAAAAAArY/ByHwYwZUnzg/s1600/Sekil+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-kGtJEwfv5Qs/UZ80zQTHZGI/AAAAAAAAArY/ByHwYwZUnzg/s320/Sekil+2.jpg" width="289" /></a></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Şekil 2. </span></b><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Au. sedibanın göğüs kafesi rekonstrüksiyonu </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";"><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">(Berger, 2013)</span>. </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Kol kemikleri üzerinde yapılan
analizler beklenmedik sonuçlar veriyor. </span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Kol kemiklerinin morfolojisi ilkin
yani daha çok Aust</span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">ralopithecus özelliklerine sahip iken ki bu özellikler
onun ağaç yaşamına bağımlı olduğunu gösteriyor, bununla birlikte el tarak ve
parmak kemikleri ise Homo benzeri. Göğüs kafesi ve kaburga kemiklerinin
morfolojisi Homo cinsinden farklı olarak daha çok kuyruksuz büyük mamyunlarınkine
(şempanze ve goril) benziyor. Ayrıca omuz bölgesinin göğüs ile açısı ve üst kol
kemiğinin omuzla birleşen bölgesi daha çok australopithecuslara benziyor, yani
dik yürüme esnasında Homo cinsi kadar rahat hareket edemediğini düşündürüyor. </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-79fszTWDHkA/UZ80z6DVCXI/AAAAAAAAArg/GEADdGnvCK0/s1600/Sekil+4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="224" src="http://4.bp.blogspot.com/-79fszTWDHkA/UZ80z6DVCXI/AAAAAAAAArg/GEADdGnvCK0/s320/Sekil+4.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Şekil 3.</span></b><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";"> Au. sedibanın MH1 ve MH2 buluntularına ait kol, kürek ve
köpürcük kemiklerine ait fosiller. MH1 buluntuları arasında dirsek kemiğinin, üst
kol (pazı) kemiği ve köpürcük kemğinin bir parçası. MH2 buluntuları arasında
ise dirsek kemikleri (ulna ve radius), üst kol (pazı kemiği), kürek kemiği,
köpürcük kemiği ve yine bu tür kemiklere ait parçalar gösterilmiş </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";"><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">(Berger, 2013)</span>. </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Au. sedibaya ait boyun, sırt, bel ve
kuyruk sokumu omurları bu türün Homo cinsi ile aynı sayıda omurlara sahip
olduğunu kanıtlıyor. Bununla birlikte<span style="mso-spacerun: yes;"> </span>bu
omurların morfolojisi Au. sedibanın Homo cinsine gore daha uzun ve mekanik
olarak esnek bir bele sahip olduğunu gösteriyor. Au. sedibanın bacak kemikleri
ise onun ne çeşit bir dik yürüme hareket biçimine sahip olduğuna dair çok özel
bilgiler veriyor.<span style="mso-spacerun: yes;"> </span>Topuk, ayak tarak
kemikleri, diz, kalça ve bel bölgesi onun dik yürüdüğünü kanıtlıyor, ancak Homo
cinsi kadar yetenekli olmadığı da aşikar. Son buluntular australopithecusların
farklı dik yürüme biçimlerine sahip olduğunu öneriyor. Bu grup henüz ağaç
yaşamına bağlı ancak belli süreler karada dik yürüyebiliyordu. Homo cinsi ise
australopithecuslardan farklı olarak daha çok yerde yaşayan ve zorunlu dik
yürüme hareketine sahipti. <span style="mso-spacerun: yes;"></span> Geçen yıl Etiyopya Middle Awash bölgesinde
Burtele lokalitesinde keşfedilen insan atasının ayak iskeleti onun diğer
Australopithecus türlerinden farklı bir dik yürüme biçimine saihp olduğunu
öneriyordu. Buna göre hangi Australopithecus türünün insana yani Homo cinsine anatomik olarak yakın dik yürüme hareket biçimine sahip olduğunu anlamak için başta daha çok buluntuya ve biyomekanik çalışmalara ihtiyaç var. </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Araştrımacılara göre Au. sediba özellikle alt uzuvlarının anatomisi<span style="mso-spacerun: yes;"> </span>bu türün muhtemelen Homo cinsine en yakın dik
yürüme biçimine sahip.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-kVDxylFb_4s/UZ81lmNVHhI/AAAAAAAAAr4/J4yfssyy5r4/s1600/Sekil+4%C3%A71.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-kVDxylFb_4s/UZ81lmNVHhI/AAAAAAAAAr4/J4yfssyy5r4/s320/Sekil+4%C3%A71.jpg" width="119" /></a></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Şekil 4.</span></b><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";"> Au. sediba MH1 ve MH2 buluntularının omurga ve kuyruk
sokumu kemiklerine ait fosilleri (Berger, 2013). </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Au</span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">.</span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";"> sediba diğer
Australopithecus türleri gibi 420-435 santimetreküp arasında bir kafatası
hacmine sahip. Beden boyutuna gore ise uzun kolları onun ağaç yaşamından
tamamen kopmadığı gösteriyor. Ancak Homo cinsi hatta Homo erectus ile
paylaştığı –diş morfolojisi, kaçla kemiği anatomisi, el morfolojisi ve
kafatasında geniş alın bölgesi gibi- türemiş özellikleri onun Homo cinsine
evrimsel olarak en yakın Australopithecus türü olmasını sağlıyor. Ancak bu
evrimsel yakınlık onun Homo cinsinin atası olduğunu bizlere düşündürebilir mi?
Hem evet hem hayır. Bu benzerliğin onun Homo cinsinin atası olduğu hipotezi
dışında iki açıklaması daha olabilir. Bunlardan ilki Au. sediba’nın bu türemiş
özelliklere Homo cinsi ile herhangi bir evrimsel etkileşimin dışında kendi
yaşadığı çevresel koşullar içerisinde bağımsız olarak sahip olması, ki bunu
homoplasik bir karakter durumu olarak adlandırabiliriz. İkinci açıklama ise
Homo benzeri türemiş özelliklere sahip olan bu türün bir Australopithecus değil
Homo cinsinin üyesi olma ihtimali olabilir. </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-CLqN2jX8kRc/UZ805O2lUaI/AAAAAAAAArw/gAfkUDotUfQ/s1600/Australop%25C4%25B1thecus+turler%25C4%25B1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="363" src="http://2.bp.blogspot.com/-CLqN2jX8kRc/UZ805O2lUaI/AAAAAAAAArw/gAfkUDotUfQ/s640/Australop%25C4%25B1thecus+turler%25C4%25B1.jpg" width="640" /></a></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Şekil 5.</span></b><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";"> Australopithecusların kronolojik ve bölgesel dağılımı. Bu
şekilde sadece erken homininler ve australopithecuslar gösterildi, Homo cinsi
dahil edilmedi. En erken hominin (dik yürüyen insansı) fosillerine yaklaşık
olarak altı ile yedi milyon yıl arasında Kuzey ve Doğu Afrika’da rastlanıyor.
4.4 milyon yıl önce Ardipithecus ramidus türünden Australopithecus anamensis
türüne evrimsle bir değişimin gerçekleştiği de genel olarak kabul görmekte. Bu
dönem ilk australopithecusların ortaya çıkışını karakterize ediyor. Australopithecuslar
dik yürüme, görece küçük beyin hacmi, büyük ve güçlü çene ve buna göre küçük
beden büyüklükleri ile belirginler. Birçok paleoantropolog ve arkeolog
australopithecusların taş alet üretebildiğini düşünüyor, ancak insan atası ve
taş aletlerin aynı lokalitede birlikte bulunduğu dönem Homo cinsi ile başlıyor.
Bu durum yani taş alet ve australopithecuslara ait iskelet kalıntılarının
birlikte bulunmayışı elbette australopithecusların alet üretemeyeceklerini
göstermiyor. Muhtemelen australopithecuslar Homo cinsi kadar pratik ve
sofistike alet üretemiyorlardı, ancak basit düzeyde bir hammaddeye fonksiyonel
biçim verip kullanıyor olmalıydılar. Şekilde gördüğünüz gibi özellikle üç ve
bir milyon yıllar arasında Güney ve Doğu Afrika’da birden fazla tür aynı dönemde
bir arada görünüyor. Bu onların bir arada yaşadıklarının kanıtı. Şekilde yer
almasa da Homo cinsinin yaklaşık olarak 2.4 milyon yıl önce<span style="mso-spacerun: yes;"> </span>ilk taş aletlerin bulunmasına paralel olarak
ortaya çıkığını biliyoruz. Bu durumda australopithecuslar sadece kendi cinsinin
türüleri ile değil aynı zamanda Homo cinsinin üyeleri ile de bir arada
yaşıyorlardı. Bu benzer türler birbirleri ile aralarındaki yaşam savaşını
minimuma indirmek için farklı beslenme biçimlerine yönelmişlerdir. Özellike
robust yani iri yapılı australopithecuslar (Au. aethiopicus, Au. bosei ve Au.
robustus) daha fazla sert otlarla ile beslenme uyum sağlamışlar. Bu nedenle
sert otları öğütebilmek için çok büyük dişlere ve güçlü, masif çeneye sahipler.
Bu özellikleri onların yüksek derecede çiğneme gücü oluşturmalarını sağlıyordu.
Bu iri yapılı türlerine dişleri üzerinde yapılan microwear (mikro-aşınma) yani
yedikleri yiyeceklerin dişler üzerinde bıraktığı mikro çiziklerin ve çöküklerin
analizleri onların çok sert otlar ile beslendiğini gösteriyor. Diğer grup ise
narin yapılı australopithecuslar; Au. afarensis, Kenyanthropus platyops, Au.
bahrelghazali, Au. africanus, Au. sediba ve Au. garhi. Bu türler daha çok
omnivor (hepçil) yani hem ot hem de fırsat buldukça yüksek protein barındıran
hayvansal ve böcek içeren besinler ile besleniyorlardı. Homo cinsinin üyeleri
(Homo habilis, Homo rudolfensis ve Homo erectus) ise bütün bu türler içerisinde
yerde yetenekli bir biçimde dik yürüyerek daha uzun mesafeler hareket
edebilecek bir vücut anatomisine sahipti. Bu nedenle onlara göre daha kısa
sürelerde daha uzun alanı tarayıp besin bulma şansına sahipti. Ayrıca daha
sofistike taş alet üretme ve kullanma yeteneğini de eklersek protein değeri
yüksek besinlere ulaşmada daha başarılı olduğunu söyleleyebiliriz. Şekil Craig
Stanford, John Allen ve Susan Anton’un yazdığı Biological Anthropology (2013,
3. Baskı) kitabından değiştirilerek alınmıştır (Sayfa: 316). </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Au. sediba’nın australopithecuslar
ve Homo cinsi arasında evrimsel değişimde rol alan tür olduğunun iddia
edilmesinden yaklaşık olarak 10 yıl önce Middle Awash (Etiyopya) lokalitesinde
keşfedilen Au. garhi Tim White ve ekibi tarafından Au. afarensis ve Homo cinsi
arasında ortak morfolojik özelliklere sahip olan tür olarak aday gösterilmişti.
Au. garhi’nin bulunduğu tabaka yaklaşık olarak 2.5 milyon yıl öncesine
tarihlendirildi. Bu tarih Au. sediba’nın bulunduğu tabakanın yaşından 0.5 milyon
yıl daha yaşlı. Kronolojik olarak Homo cinsine ait en eski fosil buluntusu ise
2.4 milyon yıla tarihlendirildi. Bu fosil Chameron (Kenya) lokalitesinden
biliniyor. Ayrıca Etiyopya’da ünlü Hadar lokelitesinden de 2.33 milyon yıl öncesine
tarihlendirilen Homo cinsine ait fosiller keşfedildi. Bu fosiller
australopithecuslardan farklı olarak daha büyük beyin hacmine ve bununla
birlikte dairesel bir kafatası biçimine, daha dar azı ve küçük azı dişleri ile
karakterize idiler. Moleküler genetik çalışmalar insan evriminde çene ve
kafatasında bulunan çiğneme kaslarının zayıflamasına neden olan ve dolayısı ile
kafatasının gelişim evrelerinde daha da büyümesine olanak sağladığı düşünülen
(MYH16 geninde meydana gelen) genetik değişimin yaklaşık olarak 2.5 milyon yıl
once gerçekletiğini önerdiler. Bu genetik değişim tam da Au. garhinin yaşadığı,
Homo cinsinin ilk ortaya çıktığı ve taş elet üretiminin başladığı döneme denk
geliyor. Homo cinsinin evrimsel olarak ortaya çıkışını fosillerin morfolojik özellikleri
dışında karakterize eden ikinci en önemli kanıt kültürel buluntulardır. İlk
Homo türlerinin bıraktığı tek kültürel kalıntılar ise taş aletler. En eski taş
alet kalıntıları 2.6 milyon yıl öncesine tarihlendirilen Gona (Etiyopya)
lokalitesinden biliniyor. Ayrıca Gona lokalitesinde taş aletler ile birlikte
bulunan antilop kemikleri üzerinde taş alet izlerine de rastlandı. Bu izler 2.6
milyon yıl once Homo cinsinin üyelerinin taş alet kullanarak beslendiğini
gösteriyor. Bununla birlikte 2.6 milyon yıl once Doğu Afrika’da taş alet üreten
ve bu aletleri kullanarak beslenen atalarımızın varlığına dair bilgiye sahip
iken 1.9 milyon yıl öncesine tarihlendirilen Güney Afrikalı Au. sediba’nın Homo
cinsine atalık ettiğini düşünmek için daha fazla kanıta gerek olduğunu
düşünüyorum. </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Kaynaklar</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Berger. L. 2013. The Mosaic Nature
of Australopithecus sediba. <i style="mso-bidi-font-style: normal;">Sicence </i>340:163-164.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Science dergisinin Au. sediba’nın
yeni buluntularına adanan 340. </span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">sayısında yer alan Williams et al.,
DeSilva et al., Irish et al., Churchill et al., Ruiter et al. ve Schmid et al.
Yazarlarına ait ilgili makaleler.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Link: </span><span lang="EN-US"><a href="http://www.sciencemag.org/content/340/6129/163.full"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">http://www.sciencemag.org/content/340/6129/163.full</span></a></span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Au. Sediba hakkında –Türkçe- daha
detaylı bilgi için, </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Kaya,F. 2011. İnsanın evrim ağacında
yeni bir fosil tür; Australopithecus sediba.<span style="mso-spacerun: yes;">
</span>Bilim ve Gelecek Sayı 92. </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Kaya, F. 2012. </span><span class="single3"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">İnsan evrimindeki önemli basamakların
nedenleri</span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">: <span class="single3">Neden dik
yürüme, büyük beyin ve kılsız beden? Bilim ve Gelecek Sayı 95. </span></span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal">
<br /></div>
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-ansi-language:EN-US;
mso-fareast-language:EN-US;}
</style>
<![endif]--></div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-42415296769122940382013-01-31T16:09:00.000+02:002013-01-31T16:10:57.976+02:00İnsan Evriminde Kadının Rolü<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>ZH-CN</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-US;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="text-align: left; text-indent: 36pt;">
<div style="text-align: left;">
<i><span lang="TR" style="font-size: small; line-height: 115%;">Aşağıdaki yazım </span><span style="font-size: small;"><span lang="TR" style="line-height: 115%;">Bilim ve Gelecek dergisinin geçen ayki (Ocak 2013) sayısında yayınlandı. Okuma şansı edinememiş arkadaşlar için blogda yayınlamayı düşündüm. İyi okumalar. </span></span></i></div>
</div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<span lang="TR">Ünlü Fransız film yönetmeni Jean Jacques Annaud tarafından 1981 yılında üretilen
<b style="mso-bidi-font-weight: normal;">Quest For Fire</b> (Ateş İçin Arayış)
insanın tarihöncesi hakkında gelmiş geçmiş en başarılı bilim-kurgudur benim için.
Farklı dillerde ve kültürlerde filmler üretmenin üstadı olan Annaud bu filmi
Belçikalı J.H. Rosny’nın 1911 yılında yayınlanan yine aynı isimli -Quest For
Fire- adlı romanından esinlenerek üretmiştir. Filmin çok gerçekçi ve
oyuncuların son derece başarılı oluşu sanırım The Naked Ape (Çıplak Maymun)
kitabı ile bildiğimiz Desmond Morris’in oyuncuların vücut dili ve hareketlerinden
sorumlu danışman olmasında aranmalı. Hatta metal müzik grubu Iron Maiden 1983
yılında çıkardıkları Piece of Mind adlı albümlerinde bu filmden etkilenerek
ürettikleri ve Steve Harris’in solo okuduğu Quest For Fire adlı parçası da
dinlemeye değerdir. Filmden etkilenen Harris bu parçada ateşin önemini filmin
sahnelerini hayal ederek şarkıya dönüştürmüştür.</span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-NWp4p-2yp6c/UQp570RhZ3I/AAAAAAAAATY/qOaW4MM70pY/s1600/Quest_for_fire+slice.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="124" src="http://3.bp.blogspot.com/-NWp4p-2yp6c/UQp570RhZ3I/AAAAAAAAATY/qOaW4MM70pY/s320/Quest_for_fire+slice.jpg" width="320" /></a></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Filmde üç ayrı insan türünün birbirleri ile arasındaki ilişki ve aynı
zamanda kendi gündelik yaşamları tanıtılır. Bunlardan ilki iri, güçlü yapılı ve
çoğunlukla sarışın Neanderthaller,<span style="mso-spacerun: yes;"> </span>ikincisi
narin, zayıf ancak yetenekli ve daha kompleks teknolojiye sahip olan Homo
sapiens (modern insan) ve son olarak da bu türlere göre çok ilkin özelliklere
sahip vücutları tamamen kıllar ile kaplı Homo erectus olarak kurgulanmış. Filme
göre neanderthal ateş üretemez sadece varolan ateşi taşır ve kullanır. Bir gün
Homo erectuslar neanderthallerin yaşadığı mağaraya saldırır. Bu saldırıdan kurtulan
neanderthaller yaşadıkları yerden kaçmak zorunda kalmışlardır. Bu sırada ateşi
taşımakla görevli olan neanderthal suyun içerisinde ilerlerken düşer ve ateş
söner. Soğuk iklimin çetin şartlarından dolayı ateşsiz kalmak onları büyük bir
telaş ve güvensizlik içerisinde bırakır. Kabileyi emniyetli bir bölgeye taşıyan
lider güçlü kuvvetli genç bireylerden üç tanesini seçer ve tekrar ateş bulmaları
için onları görevlendirir. Ateş bir sembol olarak hayatta kalabilmenin gücüdür.
Ateşin bulunma yolu ise çoğunlukla ya doğadan ya da başka bir kabileden
çalmaktır. Yaşamsal önemi olan ateş için arayış macerası böylece başlar. Ateşi
arayış sürecinde neanderthal gençleri bir sürü tehlikeler atlatırlar. Bu
serüven sırasında neanderthaller ilerde biryerlerde duman görürüler ve ateşin
orda olduğuğunu düşünerek oraya giderler. Ancak vardıkları zaman onları bir
sürpriz beklemektedir. Yanan ateşin etrafı insanlara ait kafatası ve kemiklerle
doludur, burada birileri insanları yemiştir. Bunlar kanibal Homo erectuslardır.
<span style="mso-spacerun: yes;"> </span>Durumu fark edince korkarlar ve bir an
önce ateşi çalıp ordan kaçmak isterler. Bu arada üzeri ilginç boyalar ve
dövmeler ile kaplı, biraz da kendilerine benzeyen çıplak iki insanın bağlanmış
olduğunu görürler. <span style="mso-spacerun: yes;"> </span>Bunlar modern
insanlardır. Ateşi çalmak için plan yaparlar, ikisi erectusların ilgisini
çekecek ve diğer bir tanesi de gizlice ateşi çalacaktır. Planlarını uygularlar
ve ateşi çalarlar ancak neanderthallerden biri bağlı tutulan modern insanları
kurtarmak ister ve kurtarır. Modern insanlardan biri çok yaralı olduğu için
kaçamaz, ancak sağlam olan genç kız neanderthaller ile kaçmayı başarır. Neanderthalin
biri çatışma sırasında ciddi biçimde yaralanmıştır ve hemen bölgeden
uzaklaşırlar. Sapiens kız onu iyileştirmek ister ve topladığı şifalı bitkiler
ile onun yarasını sarar. Neanderthaller yaranın hızlıca iyileşmesinden dolayı
onun bu deneyimi ve bilgisini hayretle karşılarlar. Aradan geçen uzun zaman ve
olaylardan sonra -filmi izlemeyi düşünebilirsiniz diye önemli detayları
anlatmıyorum- neanderthal ve sapiens kız birbirlerine aşık olurlar. Nenaderthal
dostlarımız modern insanın köyüne gider, onların gelişmiş teknolojisi ve
kompleks sosyal yaşamı ile karşılaşır, tanışır. Modern insanlar kendi evlerini
kendileri yapmışar, ateşi yakabiliyorlar, farklı silahlar üretebiliyorlar ve
lezzetli birçok yiyeceğe sahipler. Detayların bir kısmını atlarsak sapiens kız
neanderthal ile yola devam etmek ister, ona aşık olmuştur. Ateşi üretemeyen,
sadece taşıyan ve kullanan neanderthallere ateşi nasıl yakacaklarını öğretir
sapiens kız. Böylece kahramanımız sapiens kız, kültür ve teknolojiyi iki kabile
arasında taşımış olur. Aşık olup peşinden gittiği neanderthalin kabilesine
bildiklerini öğretir ve onlara daha emniyetlli bir yaşam sağlar. Bu film daha
çok neaderthal ile modern insan arasındaki melezleşmeyi akıllara getirse de
farklı bir bakış açısıyla kadının insan evrimindeki yerini de düşündürür. Kadın
birey sadece doğurganlığı ile türün devamını değil aynı zamanda farklı
kültürler arasında sosyal etkileşimi sağlayıcı ve öğretici bir rol oynarak
büyük oranda insanın kültürel evriminin de taşıyıcısıdır.</span><br />
</div>
<div class="MsoNormal" style="text-indent: 36pt;">
<span lang="TR" style="mso-ansi-language: TR;">Evolutionary
Anthropology (Evrimsel Antropoloji) dergisinin son sayısında (19 Aralık 2012)
Adrienne L. Zihlman (Kalifornia Ünv. Santa Cruz, Antropoloji Böl.) tarafından
yayınlanan The Real Females of Human Evolution (İnsan Evriminin Gerçek
Kadınları) makalesinde öne sürülen ilginç fikirler bana yukarıda bahsettiğim
filmi hatırlattı. Zihlman antropolojide özellikle insanın biyo-kültürel evrimi
alanında aykırı bir sestir. Bu alanda 1960’lı yıllarda insanın evrimsel süreçte
insanlaşmasını büyük oranda “man-the-hunter” (avcı-erkek) erkek egemen algısı
ile biçimlendiren “erkek-güç-silah-saldırı- yarış -av- et-başarı” sembollerinden
oluşan eril söylemine karşı “woman-the-gatherer” (toplayıcı-kadın) çıkışı ile
kadının kabilede baskın olan sosyal ve duygusal pozisyonunu ileri sürerek büyük
bir ezberi bozmuştur. Bu bağlamda insan evirminde ve dolaylı olarak hayatımızda
kadının yerini tarihöncesinden gelen bir perspektif ile paylaşmaya çalışacağım
ve yazının genelinde direk çeviriler ile Zihlman’ın makalesine bağlı kalacağım
ve yer yer kendi yorumlarımı da eklemeye çalışacağım. Bu makaleyi insan evrimi
yani insanlaşma sürecinde kadının oynadığı rolün önemi hakkında tekrar
düşünülmesi bakımından değerli buluyorum. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">İnsanın evrimsel süreçteki doğasını açıklayabilmek için birçok tanım iler
sürüldü, bunlardan bazıları “the killer ape (katil kuyruksuz maymun)”, “the
naked ape (çıplak kuyruksuz maymun)”, <span style="mso-spacerun: yes;"> </span>“the
aquatic ape (sucul kuyruksuz büyük maymun)” ve “man the hunter (avcı erkek)”
şeklinde sıralanabilir. Bütün bu tanımların ortak bir noktasının çoğunlukla
erkek bireylerin davranışlarından yola çıkılarak ya da ona atfedilerek
kurgulanmış olması dikkate değer. İnsanın evrimsel sürecinde insanlaşmayı
karakterize eden sosyal ve kültürel değişimlerin cinsler arasında dağılımını
yapmak ya da cinslerden birine diğerinden daha fazla rol biçmek son derece
riskli. Özellikle insan atalarının sosyal organizasyonları hakkında çok yeterli
kanıta ve bilgiye sahip olmadığımız dönemler yani ilk dik yürümeye ve ardından
taş alet üretmeye başladığımız dönemler düşünülürse cinsler arası ilişkilerin
yapısı hakkında kesin yargılarda bulunabilecek bilgiye sahip olmadığımızı<span style="mso-spacerun: yes;"> </span>fark etmiş oluruz. Bildiğimiz tek şey iki
cins arasında eğer eşit bir dayanışma olmasaydı hayatta kalma şansları çok
düşük olurdu. Günümüzde toplumsal cinsiyet bağlamında erkeğin kazandığı sosyal
statü ve onun kaba gücü tarihöncesi ilişkilerde ona daha fazla rol biçmemize
neden olmuş gibi görünüyor. Ancak erkek ve kadın arasındaki etkileşim ve
kadının kabile içerisindeki rolü bahsettiğim dönemler dikkate alındığında halen
gizemini korumaktadır. Zihlman alternatif çıkışı ile eril söylem tarafından
gölgelenmiş bu gizemi görünür kılma kaygısı taşıyan çalışmalarının en önemli
yayınlarını ilk kez 1976 ve devamında 1978 yılında yaptı (Women in Evolution
Part I: Innovation and Selection in Human Origins (1976) –İnsan Evriminde Kadın
Kısım I: İnsanın Kökeninde Yenilik ve Seçilim- ve Women in Evolution Part II:
Subsistence and Social Organization among Early Hominids (1978) -İnsan
Evriminde Kadın Part II: Erken İnsansılarda Hayatta Kalma ve Sosyal
Organizasyon-). Bu çalışmalarda soyut ve kültürel anlamda daha sofistike bir
yaşam biçimini evrimleştirmede erkek ya da kadından herhangi bir cinsin daha
önemli rol oynadığını düşündüren ikiye indirgenmiş basit bir çatışmanın
çukuruna düşmeden dönemin antropolojisinin erkek egemen söylemine karşı kadının
insan evriminde ihmal edilmiş yerini işaret eder. Böylece bir paleoantropolog
gözü ile diğer sosyal bilimcilere bir sembol olarak günümüz erkek kurgusunun
etkisi altında olan beyinlerin tarihöncesi cinsler arası sosyal ve kültürel örüntüler
hakkında manipülasyonlar yapmasının risk boyutunu gösterir. Zihlman, <span style="mso-spacerun: yes;"> </span>yukarıda bahsettiğim 1976 yılı makalesinde daha
çok büyük kuyruksuz maymunlardan insansılara giden evrimsel süreçte davranışların
kökeni ve dişi bireylerin toplumdaki rolü, anne merkezli birimlerin oluşması,
sosyalleşme ve akrabalık ilişkilerinde kadın bireylerin rolü ve son olarak
anaerkil yatırım, seksüel seçilim ve insanlaşmanın kökeninde kadın gibi temel
konuları tartışır. İkinci makalede ise dik yürüyen insan atalarından yani ilk
hominidlerden modern insana kadar geçen süreçte fiziksel, kültürel ve sosyal
evrim bakımından kadının rolünü keskinleştirir. </span><br />
</div>
<div class="MsoNormal" style="text-indent: 36pt;">
<span lang="TR" style="mso-ansi-language: TR;">Bununla birlikte bu
son makalesinde Zihlman kadının insan evrimindeki yeri ile ilgili bütün
deneyimlerini ve bilgilerini cömert bir biçimde sunmuştur. Modern insanın kadın
bireyleri biyolojik olarak içinde sınıflandırıldıkları maymunlar takımı ile
değil diğer bütün memeli türlerinin dişi bireyleri ile evrimsel açıdan ortak
özellikler paylaşırlar. Ona göre özellikle primat yani maymunlar takımında anne
bireylerin kompleks yaşamları ve birden fazla sosyal rolleri vardır: doğurma,
bebek bakımı ve besleme, sosyal eğitmenlik ve öğretim, arkadaşlık, akrabalık ve
genel olarak kültürün ve geleneğin taşıyıcısı ve uygulayıcısı olmaları gibi. Kadınlar
bütün bu farklı rolleri sadece doğurarak aktarmazlar, yoğun bir sosyal ve
duygusal etkileşim bunu sağlar. Bu etkileşimin zeminini oluşturan bağ ise
memeli türlerinin evrimsel kökeninde saklıdır. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Yavrusunu Emziren İlk Anne</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">İlk memeli anneleri tanımak için yaklaşık olarak 200 milyon yıl geriye
gitmemiz gerekiyor, memeli ataların evrimleştiği ve fosil kayıtlarda ortaya
çıktığı döneme. Bu dönem anne ile yavru arasında emzirme yoluyla oluşan ilk
sosyal bağın ortaya çıktığı zamandır. Memelilerin yavruları ilk doğduklarından
itibaren türlere göre değişen sürelerde annelerine bağımlıdırlar. Birçok memeli
yavrusu doğduğundan itibaren duyma, koklama ve seslenme gibi birçok özelliğe
sahip doğar. Böylece yavru doğduğu andan itibaren annesini tanır, doğuştan
sahip olduğu özellikleri ile annesinin ilgisini sürekli çeker, çünkü annesi
onun hayatta kalabilmesinin yegane sağlayıcısıdır. Anne hamilelik sürecinde
metabolik hızına bağlı olarak daha fazla yağ depolar ve bu enerji deposu süt
oluşturma, yoğun enerji tüketen duygusal beyin, besleme ve yavrusunun her türlü
bakımı için gerekli motivasyonu sağlamakta kullanılır. Anne ve yavru arasındaki
bu bağ diğer birçok sosyal etkileşimlerin oluşumuna da zemin sağlar. Zihlman’a
göre anne ve yavru arasındaki bağ, günümüz memeli topluluklarındaki çeşitlilik
ve başarının temel taşıdır. Yeni olmayan şey ise erişkin bir anne ve erkeğin
çiftleşme sürecinde yaşadığı etkileşimdir. Bu tür seksüel etkileşimin yani
erkek ve dişi arasındaki ilişkinini diğer bir söylem ile cinsiyetlerin
kökeninin jeo-kronolojik kökeni ilk memeli annenin ortaya çıkışından çok daha
eskidir. Bu nedenle memelilerde erkek ve kadın arasındaki ilişki anne ve bebek
arasındaki ilişkiye göre ilkel özelliklere sahiptir. Baba ya da erkek,
anne-bebek arasındaki ilişkiyi anlayabilmesi ve bu ilişkide kendine bir
pozisyon bulabilmesi için sosyal ve duygusal olarak kendini geliştirmek
zorundadır. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Zihlman memelileri yavru bakım süresinin uzunluğuna bağlı olarak ikiye
ayrır; minimalist yani kısa yavru bakım süresine sahip olanlar ve maksimalist
(maximalist) türler ise daha uzun yavru bakım süresine sahip canlılar. Bunu bir
örnek ile daha anlaşılır hale getiriyor: yaklaşık 500kg olan hamile deniz
filleri yılın her Aralık ayında Kaliforniya Santa Cruz sahillerine gelerek uygun
bir yer bulup ilk 24 saat içinde yaklaşık 45kg ağırlığında olan yavrularını
doğururlar. Her anne deniz fili yavrusunu %55 yağ içeren besin değeri bakımından
yoğun sütü ile yaklaşık 3 ya da 4 hafta besler. Yavrular daha sonra sütten
kesilir, yüzmeyi ve avlanmayı öğrenerek kendi bireysel yaşamına döner. Bu
sırada anne deniz filleri vücut ağırlıklarının üçte birini kaybederler.
Yavrularını emzirmeyi sonlandırdıktan kısa süre sonra erkekler ile
çiftleşirler. Bir dişi deniz fili 4 yaşına gelince yavru yapabilecek
olgunluktadır ve yaklaşık 18 yıl olan yaşam süresi boyunca her yıl bir yavru
dünyaya getirir. Yavru grubun diğer üyeleri ile sosyal bir etkileşim içinde
değildir. Öğrenmesi gereken sosyal kurallar yok denecek kadar azdır. Anne deniz
fili en uzun bağını yavrusu ile yaşar, en kısa sosyal bağ ise bir erkekle
çiftleşmeden ibarettir. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-fu2zQ7rtt-w/UQp6hoPb6-I/AAAAAAAAATg/Lr2-wHuguFU/s1600/anne+deniz+fili+ve+yavrusu_2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="144" src="http://3.bp.blogspot.com/-fu2zQ7rtt-w/UQp6hoPb6-I/AAAAAAAAATg/Lr2-wHuguFU/s320/anne+deniz+fili+ve+yavrusu_2.jpg" width="320" /></a></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Maksimalist memelilere verilecek en güzel örnek Afrika ve Asya’da yaşayan
gri renkli dev filler olacaktır. Filler akraba dişilerin ve onların
yavrularından oluşan anaerkil sürüler halinde yaşarlar, çiftleşme dönemlerinde
yalnız dolaşan erkekler sürüleri ziyaret eder. 22 ay süren hamilelik sürecinden
sonra anne yavrusunu yaklaşık 4 yıl emzirir. Yavru doğduktan hemen sonra dört
ayağı üzerinde dikilerek sürü ile birlikte hareket etmek zorundadır. Bu süreçte
sadece anne değil sürünün diğer dişi üyeleri ve büyük yavrular yeni doğan
yavruya bakım desteğinde bulunur. Yavru fil birçok bakıcı fil tarafından sosyal
ilişkileri öğrenir. Bir filin ortalama ömrü yaklaşık 50 yıldır ve genç erkek
yavrular 10 yaşlarına geldiklerinde sürüyü terk etmek zorundadırlar. Dişiler 15
yaşlarına geldiklerinde doğurganlık olgunluğuna erişirler. Deneyimli ve bilgili
en yaşlı dişi sürüyü kontrol eder, sürünün hayatta kalmasını sağlayacak olan
deneyimlerini diğerlerine aktarır. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-rFBPRO9NB48/UQp6tI-tfYI/AAAAAAAAATo/8EL5Vpwmjro/s1600/anne+fil+ve+yavrusu_2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-rFBPRO9NB48/UQp6tI-tfYI/AAAAAAAAATo/8EL5Vpwmjro/s320/anne+fil+ve+yavrusu_2.jpg" width="213" /></a></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Bir ay kadar kısa yavru bakım süresine sahip olan minimalist deniz fili ile
bu sürenin 4 yıla ulaştığı maksimalist Afrika fili arasındaki sosyal
ilişkilerdeki farklılık elbette her ikisinin içinde yaşadıkları çevre ve bu
çevreye uyumu ile ilgili. Her ikiside bir memeli türü olsa da birinin
çoğunlukla suda diğerinin ise karada yaşıyor olması farklı sosyal ve duygusal
adaptasyonları evrimleştirmelerine neden oluyor. Ancak bu uyumu dayatan koşullar
Afrika fillerinde daha kompleks ve sofistike bir sosyal ilişkinin oluşmasını
sağlıyor. Bunda karasal yaşamın koşulları, anne-yavru bağının uzunluğu ve bu
süreçte oluşan sosyal ve duygusal etkileşimin etkisi büyük. Afrika fillerinde yavru
bakım süresinin uzunluğu sadece anne ve yavruyu değil bu sürece diğer sürü
üyelerinin de katılımını gerekli hale getiriyor. Böylece sadece anne ve yavrusu
değil aynı zamanda sürünün diğer üyelerinin de bu sosyal ve duygusal ağa
karışarak akrabalık ilişkisinin pekişmesine ve derinleşmesine yol açıyor. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Yaşayan Akrabalarımız
Primatlar</span></b></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Peki bizim de içinde bulunduğumuz primatlar yani maymunlar takımında durum
nasıl? Maymunların da sosyal yaşamı yukarıda bahsettiğim memeli temelinden
gelen anne-yavru bağı üzerinde gelişiyor. Grup içerisinde her yaştan ver her
cinsten bireyin katıldığı gelişim evrelerine göre farklılaşan komleks bir
sosyal ağ primatlarda gözlemleniyor. Bununla birlikte primatlarda çok özel bir
durum var. Diğer birçok memeliden farklı olarak primat anneler sadece
yavrularına süt sağlamıyorlar ayrıca yavrularını sütten kesilene kadar
taşıyorlar. Yavru bu süreçte annesine sıkıca sarılarak sürekli onunla hareket
ediyor. Bu nedenle anne sürekli vücuduna tutunan yavrusu için süt üretme
dürtüsü ile yaşarken aynı zamanda sürekli büyüyen ve büyüdükçe ağırlaşan
yavrusunu taşıyacak enerjiyi de sağlamak zorunda. Anne 7/24 yavrusunu vücuduna
yakın taşırken her ikisi arasında olağanüstü duygusal bağlar ve özgüven
gelişir, aynı zamanda anne gerekli sosyal ilişkileri ve ekolojik çevreyi ona öğreterek
başarılı bir biçimde hayatta kalmasını sağlayacak deneyimi aktarır. <span style="mso-spacerun: yes;"> </span>Peki anne için enerji ve zaman bakımından çok
pahalı olan bu sistemin avantajı nedir? Hamile olan ya da doğmuş yavrusunu
taşıyan anne maymun sürekli sosyal bir grup içerisinde hareket eder, beslenir
ve korunur. En önemlisi tüm bu süreçler boyunca grubun gerek dişi gerekse erkek
diğer üyeleri ile sosyal etkileşimde bulunur. Erkek maymunlar yavru bakımında
çok sınırlı bir destek sunarlar ve bu destek daha çok istikrar ve koruma
amaçlıdır. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-Kl1eTYTgZ9s/UQp61a6X-kI/AAAAAAAAATw/1HY6qjoW9UM/s1600/anne+ve+yavru+sempanze_2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-Kl1eTYTgZ9s/UQp61a6X-kI/AAAAAAAAATw/1HY6qjoW9UM/s320/anne+ve+yavru+sempanze_2.jpg" width="213" /></a></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Şempanzeler hakkında düşünmeye başlayınca kendi türümüze daha da
yaklaştığımızı anlıyoruz. Şempanzeler uzun ömürleri ve uzun bebek bakım süresi
ile filleri anımsatıyorlar. Ancak fillerden farklı olarak diğer maymunlarda
olduğu gibi şempanzeler de yavrularını yaklaşık 4-5 yıl emziriyorlar ve sürekli
taşıyorlar. Elbette konu şempanzelere geldiğinde bu kuyruksuz büyük maymunlar
hakkındaki bilgilerimizin çoğunu onun gözlemlerine ve deneyimine borçlu
olduğumuz Jane Goodall’ı anmak gerekli. Goodall, ünlü paleoantropolog Luis
Leakey tarafından Gombe ve Tanzanya arazi çalışmalarında ekonomik olarak desteklenmiştir.
Goodall, yavruları Flint, Fifi, Figan ve Faben ile etrafı çevrelenmiş Flo adını
verdiği anne şempanze ile ilk kez karşılatığında onun ne kadar sabırlı ve
kendine güvenen bir lider anne olduğunu not etmişti. Yavrulardan Fifi o dönem
henüz bir genç erişkin idi. Flo annaanne olduğunda yani yavrularından Fifi’nin
ilk yavrusu Fanni’yi doğurduğunda yaklaşık 50 yaşındaydı. Takip eden on yıl
içerisinde Flo’nun ardından Fifi lider anne konumuna geçti. Daha önce insanla
herhangi bir etkileşimde bulunmamış bu şempanze ailesini gözlemlerken Goodall onların
farklı organik materyalleri alet olarak kullandıklarını keşfetti. 1960-70’li
yıllara denk gelen bu dönemde antropologlar alet kullanımının sadece insana
özgü bir davranış biçimi olduğunu düşünüyorlardı. Çünkü alet kullanmak gibi
kompleks bir davranış biçimi daha büyük beyin ve iyi gelişmiş bilişsel
yetenekler gerektirmeliydi. Uzun yıllardır insan atalarına ait fosil buluntular
ve taş aletler keşfedilen Olduvai Gorge (Tanzanya) bölgesinde çalışmalarını
sürdüren Luis Leakey, Goodall’ın bu keşfini doyunca çok heyecanlanmıştı. Bu
keşif, insanların ve şempanze, goril ve orangutanın da içinde sınıflandırıldığı
kuyruksuz büyük maymunlar ile olan evrimsel açıklığı darlaştırıyordu. Örneğin
şempanzeler çürümüş ağaç gövdelerinin içerisinde yaşayan ve protein bakımından
oldukça zengin olan termitleri yiyebilmek için ince uzun dalları kullanıyorlardı.
Parmakların girmediği deliklerden bu dalları sokarak termitleri ağaç
gövdesinden dışarı çıkarıyorlardı. Goodall bu gözlemlerini yaparken yavruların
annelerinin dizleri dibinde oturup onu izleyerek bu nasıl yatpıklarını öğrenip annelerini
bir model olarak kopyaladıklarını not etti. Annesi gibi davranan yavrular uygun
dal parçasını seçip ağacın uygun bölümünden yaklaşarak termitleri çıkarmaya
çalışıyorlardı. Yavru bir şempanzenin termit yakalamada usta olması neredeyse 5
yıl sürüyordu. Goodall kimi şempanzelerin termit yakalamada diğerlerinden daha
başarılı olduklarını da gözlemledi, onları şampiyon termit avcıları diye
tanımladı. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Dişi Şempanzelerde Alet
Kullanma Yeteneği ve Öğretimi</span></b></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Şempanzelerde alet kullanıma dair bilgiler Christophe ve Hedwige Boesch’un
çalışmaları ile daha da çoğaldı. Araştırmacılar şempanzelerin sadece termit
avcılığı değil aynı zamanda sert kabuklu yemişlerin kabuklarını kırmak için
sert bir zemin üzerinde agaç parçalarını kullanarak kabukları kırdıklarını
gözlemlediler. Yaklaşık 10 yaşında bir şempanze yemiş kabuğu kırabilecek
olgunluğa ulaşıyor. Araştırmacılar bu yeteneği derecelendirmek için ilk aşamada
şempanzelerin kaç vuruşta yemişin kabuğunu kırdığı ve ikinci aşamada ise
dakikada kaç yemişin yendiği şeklinde kategorize ettiler. Bu derecelendirmede
dişi bireyler erkek bireylerden daha başarılı oluyorlardı. Ancak bunun nedeni
yetenekten ziyade konsantrasyon, erkek bireyler yemiş kırmak yerine farklı
sosyal aktivitelerde bulunmayı yeğliyorlardı. Elizabeth Lonsdorf<span style="mso-spacerun: yes;"> </span>ve meslektaşları genç<span style="mso-spacerun: yes;"> </span>şempanze bireylerinin öğrenme süreçlerini
arşatırmak için gözlemler yaptılar. 14 tane genç şempanzeyi termit avlarken
videoya kaydettiler. Gözlemlerinin sonucunda dişi olan genç bireyler
zamanlarının çoğunu annelerini termit avlarken gözlemlemekle geçirirken erkek
olan genç bireylerin zamanlarının önemli bir bölümünde alakasız oyunlar
oynamayı tercih ettiklerini saptadılar. Genç dişiler erkeklere oranla daha
erken yaşta termit avlamada annelerine benzer biçimde profesyönelleşiyorlardı.</span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Genç dişi şempanzeler doğurma olgunluğuna erişmeye yakın evlerini bırakıp
yeni bir gruba geçiş yapıyorlar. Bu geçiş ile birlikte büyüme sürecinde
öğrendikleri bütün bilgi ve deneyimleri de gittikleri yeni gruba taşıyorlar.
Tetsuro Matsuzawai, Afrika’nın batısında Gine’de yaptığı araştırmalarda bunu
kanıtlayan bir gözlem yaptı. Bossou’da (Gine) şempanzeler yemiş kabuklarını
kırmak için çekiç yerine taşlar ve kütük parçalarını, zert zemin yani örs
yerine ise düz yüzeyli ağaçlar ve taşları kullanıyorlar. Ancak burdaki
şempanzeler diğer şempanzelerden farklı olarak farklı bir yemiş -palmiye yemişi-
ile besleniyorlar. Araştırmacı Matsuwaza bu şempanzelere nasıl davranacaklarını
görmek için palmiye yemişi yerine diğer şempanzelerin yediği coula
yemişlerinden verdi. Şempanzelerin çoğu daha önce görmedikleri bu yemişi
görmezden geldiler. Sadece daha önce bu yemişin bulunduğu bölgeden Bossou’ya geçiş
yapmış yaşlı bir dişi şempanze anında coula yemişini tanıdı ve kırıp yemeye
başladı. Onu izleyen iki genç de onu kopyalayıp coula yemişini yemeye
başladılar. Böylece yaşlı dişi daha önce edindiği bilgi ve deneyimi içinde
bulunduğu yeni ortama aktarmış oldu. Bu durum dişi bireylerin alet kullanmak ve
yiyecekleri tanımak gibi birçok yaşamsal deneyimin farklı gruplar arasında
taşınmasını sağlaması insan evriminde de dişi bireylerin gruplar arası
hareketliliğinden dolayı benzer bir rol oynadığını düşündürdü. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Avlayan ve Paylaşan Dişiler</span></b></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Birçoklarımız güçlü yapılarından dolayı daha çok erkek şempanzelerin
avlandığını ve paylaştığını düşünürüz. Bu durum bizi sürekli olarak erkeğin
avlanıp besin sağlayarak grubun hayatta kalmasını sağladığına kanalize eder. Dişi
şempanzeler de küçük hayvanları avalayıp paylaşırlar. Sadece dişi şempanzeler
değil, dişi orangutanlar ve dişi gibonlar da küçük hayvanları avlarlar. Hatta
dişi şempanzeler avlanırken kimi zaman alet bile kullanırlar. Tanzanya Mahale
bolgesinde dişi bir şempanzenin biçimlendirilmiş bir dal parçasını sincapları
bulundukları ağaç kovuğundan çıkarmak için kullandığı kayıt edilmiştir. Birkaç
yılın ardından bu bölgede yaşayan şempanzelerin ağızları ile parçalayıp
keskinleştirdikleri yaklaşık 70cm uzunluğundaki dal parçasının popüler bir alet
haline geldiği ve yuvalarından sincap ve benzeri küçük hayvanları yakalamak
için kullandıkları gözlemlendi. Bu davranışın daha çok dişi bireyler tarafından
gerçekleştirildiğinin gözlemlenmesi ise önemli bir ayrıntı. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">1960’lı yılarda başlayıp gelişen teknoloji sayesinde daha da ilerleyen
mitokondri, protein ve çekirdek DNA çalışmaları şempanzeler ile paylaştığımız
son ortak atadan genetik farklılaşmanın yaklaşık 5.4 milyon yıl önce Afrika’da
gerçekleştiğini öneriyordu. Güncel goril genom çalışmalarına göre
şempanze-insan evrimsel farklılaşmasının 3.7 milyon yıl ve insan-şempanze-goril
evrimsel farklılaşmasının ise 5.95 milyon yıl önce gerçekleştiği duyuruldu
(Scally ve diğ. 2012. Nature, 483:169-175). Yeni bulgular insan ile şempanzenin
bilinenden daha yakın akraba olduğunu gösteriyor. Jane Goodall’ın
çalışmalarından bu yana antropologlar şempanze davranışlarının kendi
davranışlarımız ile olan benzerlikleri üzerinde buluşuyorlar. Paylaştığımız
sosyal, duygusal ve üstüne üstlük genetik benzerliğin sonucunda şaşırmak artık
beklenmedik bir davranış olarak karşılanıyor. Şempanze davranışlarının insan
atalarının davranışlarını anlamak için bir model olarak çalışılması kabul
gördüğü kadar antropologlar arasında tartışmaya da neden olmuştur. Ancak
biyolojik ve sosyal olarak yaşayan en yakın akrabalarımızın şempanzeler olması
onlar ile aramızda olan evrimsel bağı ve kendi atalarımızın sosyal
davranışlarını anlamak için yegane kanıt oldukları gerçeğini sürekli canlı
tutuyor. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Senegal Fongoli’de uzun yıllardır –erken insan atalarına benzer bir
ekolojik ortamda yaşayan- açık alan şemapanzeleri (bonobo) üzerinde süren
çalışmalar onların grup içi ve gruplar arası sosyal etkileşimleri ve yiyecek
paylaşımları açısından orman şempanzelerinden daha farklı bir kültüre sahip
olduklarını gösterdi.<span style="mso-spacerun: yes;"> </span>Bonobolar orman
şempanzelerinden farklı olarak kullandıklaır çeşitli aletler ile toprağı kazıp
bitki köklerini çıkartabiliyorlar. Ayrıca çok sıcak günlerde kaya sığınakları
ve mağaralarda saklanarak vücut ısı dengelerini koruyabiliyorlar.Fosil
kayıtlara göre dik yürümenin ormanlık alanda ortaya çıktığı kabul görse de daha
sonra bu davranışın savan benzeri kısmen ağaçlık açık alanlarda daha da
evrimleştiği ve profesyönelleştiği konusunda antropologlar hemfikir sayılır.
Erken insan atalarının fizyolojileri ve anatomileri<span style="mso-spacerun: yes;"> </span>savan ekolojisinin mozayik özelliklerinden
daha fazla faydalanabilecek çekilde evrimleşmiştir. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Fosil Kayıtlar ve Hareket
Davranışlarının (Lokomotor) Evrimi</span></b></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">İnsan atalarına dair fosiller çok ender bulunsalar da 1900’lü yılların ilk
çeyreğinden itibaren sayıları artarak çoğalan fosiller atalarımızın hareket
davranışları, uyumları ve dişi bireylerin sosyal ilişkilerdeki rolleri
hakkındaki bilgilerimizi çoğaltmıştır. Erken insan ataları olan australopithecuslar
(okunuşu ostralopithekıs) 2 ile 4 milyon yıl öncesi bir zaman diliminde sadece
Afrika’da yaşamışlardır. Bu türler yaklaşık olarak şempanze ile benzer
büyüklükte beyin hacmine fakat onlardan farklı olarak isteğe bağlı dik yürüme
yeteneğine sahiptlier. Birçoklarınızın bildiği Etiyopya’nın Middle Awash
bölgesinde Hadar lokalitesinde 1970’li yıllarda keşfedilmiş ünlü insan atası
fosili Lucy’nin (Australopithecus afarensis) kalça kemikleri, omurgası ve bacak
kemiklerinin anatomisi onun dik yürüme yeteneğini sahip olduğunu gösteriyor.
Ayrıca ilerleyen yıllarda Mary Leakey tarafından Tanzanya’da Laetoli bölgesinde
keşfedilen eşsiz ayak izi fosilleri bizlere 3.5 milyon yıl önce atalarımızın
dik yürüdüğü hakkında hiçbir şüphenin olmadığını kanıtlıyor. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Son yıllarda farklı insan atası türlerine ait özellikle ayak bilek<span style="mso-spacerun: yes;"> </span>ve ayak fosillerinde görülen anatomik
farklılıklar türler arasında farklı dik yürüme davranışlarının olabileceğini
düşündürdü. Bu türler dik yürüyorlardı ancak muhtemelen farklı bir biyomekanik
çözüm üretmişlerdi. Eğer gün içerisinde yiyecek taşıyarak ve toplayarak birkaç
kilometre hareket emek zorundaysanız dik yürümek en iyi çözüm. Orman
şempanzeleri ve savan şempanzelerinin gündelik hareket alanı 3 km’yi
geçmemektedir. Buna karşın, avcı ve toplayıcı kabilelerde gündelik rutin olarak
10-15km yiyecek toplamak için yürümektedirler. Ayrıca erkekler av takibi
sırasında daha fazla km’ler katetmektedirler. Kadınlar bebeklerini 3 yaşına gelene
kadar taşırlar ve kendileri ile birlikte yiyecek toplamaya götürmektedirler.
Richard Lee bir çalışmasında avcı-toplayıcı bir kabilede yaşayan kadının
doğumdan itibaren bebeği sütten kesilene kadar neredeyse toplam 5000km yiyecek
ve alet toplamak için bebeğini taşıyarak hareket ettiğini hesapladı. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="mso-ansi-language: TR;">Fosil Kayıtlarda Kadın
Bireyler</span></b></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Atalarımıza ait fosil buluntular ender oluşları, sahip oldukları tür içi
morfolojik çeşitliliğin derecesi ve cinsiyet farklılıkları nedeniyle cinsler
arası anatomik ayrımlar yapmak<span style="mso-spacerun: yes;"> </span>kolay
değildir. Atalarımıza ait bir fosilin dişi mi yoksa erkek bir bireye ait
olduğunu anlamak eğer karşılaştırma yapabilecek zengin bir koleksiyona sahip
değilsek son derece güçtür. Bugüne kadar bulunmuş insan atası fosilleri
içerisinde Lucy<span style="mso-spacerun: yes;"> </span>(Australopithecus
afarensis)<span style="mso-spacerun: yes;"> </span>en ünlü kadın fosillerinden
biridir. Bununla birlikte fosil buluntuların azlığı nedeniyle erkek ve kadın
birey arasındaki anatomik boyut farkı kesin olarak bilinmemektedir. Güney
Afrika’da Malapa adasında bulunmuş ve 2 milyon yıl öncesine tarihlendirilmiş
Australopithecus sediba buluntuları erkek ve kadın birey arasındaki boyut
farkına açıklama getirmektedir. Bu fosiller biri çocuk ve biri büyük olasıkla
dişi bireye ait olmalıdır. İnsan ataları da bizler ve akrabalarımız şempanzeler
gibi yavruları ile güçlü sosyal bağlara sahiptiler. Zihlman, Malapa’dan
bulunmuş bu çocuk ve yetişkin kadına it olan iskeletin anne ve çocuğuna ait
olabiliceğini düşünüyor. Güney Afrika buluntuları çopunlukla mağara
dolgularından geldiği için bu tip alanlarda daha bütün fosiller bulunma
olasılığı yüksektir. Bununla birlikte fosil buluntular arasında erkek ve kadına
ait kesin anatomik ayrımlar yapabilmek için daha fazla fosil buluntuya ve
kanıta ihtiyaç var. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Anatomik olarak modern insanlar yaklaşık olarak<span style="mso-spacerun: yes;"> </span>200 bin yıl önce Afrika’da ortaya çıktılar.
Modern insan Afrika dışına çıkmadan önce Afrika’da birçok bölgeye dağılmış
morfolojik ve genetik olarak çeşitlenmişti. Güney ve Doğu Afrika’da en ski
arkeolojik lokaliteler 160 bin yıl önceisne tarihlendirildi. BU tarihlerde
bulunan lokalitelerde modern insanların deniz kabukları ve çeşitli su ürünleri
ile belsendiğini gösteren kanıtlar mevcut. Afrika’nın okyanus kıyıları boyunca
bulunan modern insan lokalitelerinde atalarımız için su ürünlerinin bir besin
kaynapı olarak diyetlerine büyük oranda dahil oldupunu görüyoruz. Atalarımız
yaklaşık 100 bin ile 60 bin yılalrı arasında Afrika dışına göç ettiler.
Muhtemelen kadın bireyler uzun süren göç şartlarına karşı hem kendilerini hem
de yavrularının hayatta kalmasını sağlayabilecek donanımlara sahiptiler. Kıyı
şeridini takip edip su ürünleri tüketerek yaklaşık 40 ile 50 bin yıl önce
Avustralya’ya vardılar. Beyaz adamın manipulasyonundan önce Avustralyalı
aborjin kadınları topladığı deniz kabuklarını tüketerek besin ihtiyaçlarının
büyük bir bölümünü karşılıyordu. Hem çocuklarına bakan hem de avlanıp yiyecek
sağlayan aborjin kadınları bu bakımdan Kalahari kabilelerinden farklıydılar. </span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Zihlman, türümüzün kadın bireylerinin sahip olduğu sosyal ve duygusal
iletişimin bir memeli karakteri olarak primat atalarından devir aldıkları anne-yavru
sosyal bağı ve kabileler arası hareketlilik üzerinde geliştiğini ileri sürüyor.
Kadınlar insanın tarihöncesinden bu yana bebek bakımında yegane kişi, dayanışma
temelli arkadaşlık ilişkilerinin oluşturulmasında bir sosyal aracı, çocukların
eğitiminde bir usta, aile bağının omurgası ve kabileler arası kültürel taşıyıcı
olarak nesiller boyu merkezi bir rol oynamıştır. Zihlman, makalesini Afrika’nın
güneyinde Kalahari’de uzun yıllar avcı-toplayıcı kabileler içerisinde katılımcı
gözlemci olarak yaşamış ve çalışmış Elizabeth Marshall Thomas’ın arazi
çalışmasından bir kayıdını paylaşarak sonlandırır. Bu hikaye kadının
tarihöncesinden günümüze fiziksel ve duygusal dayanıklılığını, sosyal bağın
gücünü ve bu bağlamda insanlaşmanın seviyesini sembolize eder.</span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">“Salgın bir hastalık yüzünden kabilede bir dul kadın ve iki çocuğu son
derece hastadır. Kabile yaşadıkları kıtlıktan dolayı göç etmek zorunda
kalmıştır. Kabile bireyleri salgın hastalık ve yiyecek yokluğunun getirdiği zor
koşullardan dolayı hasta olan dul kadına ve onun çocuklarına yardım edecek
durumda değildir. Ancak dul kadının annesi de kabilededir. Bu tıknaz ve yaşlı
kadın dul kızını sırtına alır, bebeği göğsüne sarar ve 4 yaşındaki çocuğu ise
yan tarafına bağlar.<span style="mso-spacerun: yes;"> </span>Yaşlı anne kızını
ve torunlarını yaklaşık 70 km öteye kabilenin yeni kamp alanına taşır.
Kabileden bir gün sonra ancak yeni kamp alanına ulaşmıştır ve kızı ile
torunlarının hayatını kurtarmıştır.”</span></div>
<div class="MsoNormal" style="text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt; text-indent: -36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Kaynak: </span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; text-indent: -36.0pt;">
<span lang="TR" style="mso-ansi-language: TR;">Zihlman, A.L. 2012. The Real Females of
Human Evolution. <i style="mso-bidi-font-style: normal;">Evolutionary
Anthropology</i> 21:270-276.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-45328913772694464822012-09-27T14:45:00.002+03:002012-09-27T14:46:49.099+03:00Turkiye'de Sansurlenen Insan Evrimi Egitimi<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
18. Avrupa Antropoloji Toplulugu Kongresinde "Turkiye'de Sansurlenen Insan Evrimi Egitimi" baslikli bir poster sunum gerceklestirdim. Maalesef Turkiye'de yuksek ogretimde Antropoloji bolumlerinin baizlari disinda ozel olarak insan evrimi icerikli bir ders mufredatta yok. Ilk ve orta egitimde ise hic yer almamakta. Insan varolusu sadece Yaratilis ve dini aciklamalar ile verilmekte. Bu onemli sorun ne yazikki Turkiyeli bilim insanlari tarafindan da ihmal edilmekte. <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-K_7bvnDT_Iw/UGQ8EjWnMVI/AAAAAAAAARo/7oWjO5FbBOQ/s1600/Poster_18thEAA_FK.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="640" src="http://4.bp.blogspot.com/-K_7bvnDT_Iw/UGQ8EjWnMVI/AAAAAAAAARo/7oWjO5FbBOQ/s640/Poster_18thEAA_FK.jpg" width="530" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br /></div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-48782928471010963322012-07-26T15:54:00.000+03:002012-07-26T15:54:25.450+03:00Sürdürülebilir Kalkınma Gerçekten Sürer mi?<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>FI</w:LidThemeOther> <w:LidThemeAsian>ZH-CN</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> <w:UseFELayout/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:ZH-CN;}
</style> <![endif]--> <br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";"><i>Aşağıdaki yazı Bilim ve Gelecek dergisnin 101. sayısında yayınlandı. Ancak dergiye ulaşamayan ve yazıyı okuma şansı elde edememiş olanlar için bloga eklemeye karar verdim. İyi okumlar. </i></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">7 Haziran 2012 tarihli Nature dergisinde çok önemli üç makale yayınlandı. Bunlardan en ilginç ve bir o kadar da kapsayıcı olanı “<i style="mso-bidi-font-style: normal;">Securing Natural Capital and expanding equity to rescale civilization</i> (<i style="mso-bidi-font-style: normal;">Doğal Sermayenin Korunumu ve Medeniyetin Yeniden İnşaası için Eşitliğin Genişletilmesi</i> şeklinde Türkçe’ye çevirebileceğimiz)” Ehrlich ve diğ. tarafından yayınlanan makaleydi. Diğer ikisi ise bu makale ile bağlantılı olarak biyosfer ve biyoçeşitliliğin günümüzdeki durumu ve sorunlarını dikkate alan çalışmalar. Başbakan Erdoğan’ın özellikle her yeni evli çifte üç çocuk önerisi, kürtaj yasağı ve HES çalışmaları gündemde iken ve ayrıca yaban hayatın ciddi bir tehdit altında olduğu ülkemiz için bu konuda alınması gereken çok dersler olduğu kanaatindeyim. Makalenin ana konusu, insanlığın kendi uygarlık tarihinde hiç olmadığı kadar tüketim hırsı ve kültürü içinde olduğu ve dramatik olarak artan insan nüfusunun temel ihtiyaçlarını sağlamaya Yeryüzü’nün kaynaklarının sınırlı olması şeklinde özetlenebilir. Özellikle bu makalenin 20-22 Haziran 2012 tarihinde Rio de Janeiro’da (Brezilya) düzenlenecek olan Dünya Zirvesi’nden önce yayınlanmış olması farklı bir anlam taşıyor. Birleşmiş Milletler Çevre ve Gelişme Konferansı’nın 20 yıl önce küresel bir gündem olarak ileri sürdüğü “sürdürülebilir kalkınma” politikaları tekrar değerlendirilecek ve buna göre dünyamızın kaderi hakkında gelişmiş ülkeler ve büyük şirketler yeni adımlar atacak. Bu toplantıya yüzden fazla devlet başkanı, sayısı ellibine yakın işadamı, sivil toplum örgütleri, ithalat-ihracat dernekleri gibi farklı alandan birçok katılımcı olacak. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">İlginç olan Nature gibi bilim politikalarına yön veren bir derginin bu içerikte bir makaleye yer vermesi oldu. Bir an acaba bilim iktidarının muktedirleri de artık neoliberal politikaların ve tüketim çılgınlığının farkına varıp bu konu üzerine gitmeye mi başladılar diye düşündüm. Haksız da sayılmam, bu makale aslında ekolojik krizin ve doğal kaynakların kullanımının insanlığın sosyal ve siyasal problemlerinden bağımsız olmadığını anlatmaya çalışıyor. Bu nedenle doğaya saygılı ve sürdürülebilir bir yaşamın adalet ve eşitlik gerektirdiğini vurguluyorlar. Makalede özellikle kadın haklarının ve kadının erkek karşısında cinsel eşitliğinin sağlanması hatta pozitif destek ile daha da güçlenmesinin ekolojik krizin çözümü ile bağlantısı kuruluyor. Kadın hakları ve doğa korumacılığı arasındaki bağ aslında ekonomi alanında Nobel ödüllü bilim insanı Elinor Ostrom’un çalışmalarından gelmekte. Ostrom, iyi yönetim ve haklar bakımından güçlendirilmiş vatandaşların ve toplumun doğal kaynakların kullanımı konusunda etkili bir koruma biçimi oluşturacağını önermişti. Ancak bu makalenin yazarları kadının gerek ailede gerekse toplumda oynadığı rolün yiyecek, su ve enerji gibi kaynakların kullanımı konusunda daha fazla sorumluluk taşıdığını düşünüyorlar. Bu noktada kadının bilinçlenmesi ve bunları gerçekleştirebilmek için cinsel eşitliğini kazanabilmesi önemli. Sürdürülebilir kalkınma politikalarının önemli bir adımı da bu olacak, alışveriş yapan, yiyecek sağlayan, çamaşır ve bulaşık yıkayan kadının haklarının artırılarak doğal kaynakların kullanımı konusunda bilinçlenmesi ve örgütlenmesi. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Makalenin omurgasını sürdürülebilir kalkınma oluşturuyor. Sürdürülebilir kalkınma tartışmalı bir uygulama olup ve 1992 yılı Dünya Zirvesi toplantısından buyana -son 20 yıldır- yoğun bir biçimde dünya gündeminde olmasına rağmen doğal kaynakların koşulsuz kullanımdan ve endüstriyel gelişim saplantısından herhangi bir taviz verilmedi. Sürdürülebilirliğin temel gerekçesi günümüz istek ve ihtiyaçlarımızı gelecek nesillerin kaderini tehdit etmeyecek biçimde sağlayabilmek idi. Ancak bu daha sonra genişleyerek ekoloji, toplum, ekonomi ve teknoloji arasında nasıl hem daha fazla tüketip hem de doğaya verdiğimiz yıkımlara daha iyi önlemler oluşturabiliriz gibi trajikomik bir “yeşil” uzlaşıya dönüştü. Hatta sürdürülebilir kalkınma politikalarının sosyal eşitlik ve gezegenimizin geleceği için değil büyük şirketlerin daha fazla para kazanımı için geleceği garantiye almasının sürdürülmesi olarak da yorumlayan düşünürler mevcut. Bu nedenle dünyanın dört bir yanında sürdürülebilir kalkınma adı altında göstermelik yeşil politikalar ile endüstriyel yıkım ve gereksiz ihtiyaçların aşırı tüketimi hızla devam ediyor. Yazarların insan nüfusunun aşırı artışına bağlı tüketim çılgınlığından yakınırken dünyada açlık sınırın altında olan insan sayısının da artması tuhaf bir trajedi olsa gerek. Sürdürülebilir kalkınma hakkındaki bilimsel çalışmalar daha sağlıklı ve barışçıl bir yaşam için gezegenin ve insanların sosyal ve ekonomik problemlerine yönelik değil daha çok yeni bir<span style="mso-spacerun: yes;"> </span>yatırım alanı olarak biyoteknoloji, genetik, sentetik biyoloji ve nanoteknoloji gibi alanlara odaklandı. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">İlkinden 20 yıl sonra yine Rio de Janerio’da düzenlenecek bu zirve toplantısının temel konuları sürdürülebilir kalkınma politikalarının yeniden değerlendirmesi olacak. Birçok demokratik kitle örgütü ve çevre dernekleri bu zirve toplantısından önce daha değerli politikaların karar bağlanması için eylem kararı aldı. Ancak bu demokratik baskıların karar vericiler tarafından çok dikkate alınmayacağı ve küresel kapitalizmin yine “yeşil ekonomi” adı altında bugün yaşadığımız birçok çevre krizine sebep olan gündeminden vazgeçmeyeceği de sürpriz olmayacak bir sonuç. Aslında 20 yıl aradan sonra gerçekleşecek bu toplantı sürdürülebilir kalkınma ve yeşil politikaların kapitalist ekonomide uygulanabilirliğinin olmadığının kanıtı,<span style="mso-spacerun: yes;"> </span>buna rağmen yine de sürdürülebilir yeşil politikalar gündeme taşınıyor. Ekolojik kriz başta olmak üzere dünyanın sosyal ve siyasal problemlerin çözümü şurda dursun daha da derinleşti. 20 yıl sonra yaşam insanların büyük çoğunluğu ve diğer bütün canlılar için daha da zorlaştı. Açlık sınırın altındaki insan sayısı 1 milyarı geçti, neredeyse her 6 kişiden biri aç. Köylülere, çiftçilere ve küçük iş sahiplerine yaşam alanı kalmadı. Dünyanın biyoçeşitliliği ciddi derecede azaldı, su kaynakları kurudu ve kirlendi, karbondioksit ve diğer bazı sera gazlarının atmosfere aşırı salınımı küresel ısınmaya neden oldu ve dramatik iklimsel değişimlere neden oluyor. Yiyecek sektörü büyük firmaların tekelinde ve amaç insanların sağlıklı beslenmesi değil daha fazla kâr etmek. Biyoçeşitliliği Koruma kurulları yaşayan canlıları korumak yerine özel şirketler ile anlaşarak korudukları canlıların doğal yaşamından çoktan vazgeçtiler ve gen bankaları oluşturma kararı aldılar. Birleşmiş Milletler İklim Değişimi Kurulu ülkeleri ve şirketleri hava kirliliğini azaltmak için çalışmak yerine karbon ticaretini önererek daha fazla kirliliğin oluşmasına neden oldu. Genetiği değiştirilimiş ürünler ve tohumun tekelleştirilmesi tarım sektörüne onarılması imkânsız darbeler vurdu. Sürdürülebilir kalkınma maalesef “yeşil endüstrileşme” politikaları ile kapitalizmin yeni bir kâr alanı olmaktan öteye gidemedi. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Nature makalesinde yazarlar aşırı insan nüfusunun dünyanın geleceği için en önemli tehlike odluğunu ileri sürseler de gereksiz ihtiyaçların ve büyük oranda enerji ve suyun “gelişmiş ve modern” ülkelerin insanları tarafından tüketildiğini eklemeyi unutmuş olmalılar. Yani bu aşırı nüfusun sadece ayrıcalıklı bir bölümü temiz su, sağlıklı yiyecek, temiz hava, daha fazla yakıt ve enerji tüketiyor, tek kullanımlık eşyaları kullanıyorken dünyanın geri kalan büyük bir bölümü ise zaten tasarruflu yaşamak zorunda. Aşırı nüfus artışı ciddi bir problem olsa da günümüzün en önemli problemi kapitalist ekonominin sınırsız büyüme ve adaletsiz tüketim politikalarıdır. Bu ekonomik ilişkiler içerisinde gerçek anlamda “yeşil” olunamayacağı ve bir “meta” olarak kapitalizmin yeşil maske takabileceği ise kuşkusuz. Gelişmiş ülkeler tarafından diğer ülkelere dayatılan yeşil uyum politikaları ise bu politikaların pazarlanmasından ve yeni ekonomik ilişkilerin kurulmasından ve düzenlenmesinden başka bir şey değil. Maalesef ülkemizde de bu politikalara paralel olarak AKP yönetimi ve Başbakan Erdoğan’ın kişisel tasarrufu ile hastalıklı bir gelişim ve büyüme anlayışı hakim. Maalesef yeşil maske takamayacak kadar yeteneksiz olan hükümetin kalitesiz kapitalist ekonomisi insan haklarından doğa haklarına kadar birçok alanda onarılması imkânsız hatalar yapmış durumda. Hidroelektirik santral barajları ile nehirlerin yok edilişi, köylülerin yaşam haklarının çiğnenmesi, göllerin kurutulması, biyoçeşitliliğin dikkate alınmaması, nükleer enerjinin öne çıkarılması, düzensiz şehirleşme, genetiği değiştirilmiş ürüne yönelik talep, endemik tohumların korunmaması, nüfus artışının özendirilmesinden kadın haklarına kadar gibi birçok örnek mevcut. Maalesef Türkiye sürdürülebilir kalkınma ekseninde yeşil politikalar oluşturamayacak kadar kalitesiz bir kapitalizm ile yönetilmektedir. Bu kadar kalitesiz gelişim ve çevre politkalarının olduğu bir ülkede kapitalizmin yeşil maskesi olarak değerlendirilse de,<span style="mso-spacerun: yes;"> </span>sürdürülebilir kalkınmanın bir aşama olarak daha sağlıklı bir gelişim stratejisine katkı sağlayabileceğine de ihtimal vermiyor değilim. Başbakan Erdoğan Rio de Jenairo’da düzenlenen sürdürülebilir kalkınma ile ilgili bu toplantıda yaptığı konuşmada özellikle İslam (Filistin ve Afganistan gibi) ülkelerinde yaşanan insan hakları problemlerini örnek vererek çözüm için küresel vicdanın gelişmesinin gerekliliğinden bahsetti. Genel olarak tüketim eşitsizliğinin yarattığı (birilerinin aşırı tüketirken birilerinin açlık sınırın altında olması) problemlerden bahsetti ve bu konuda adaletin sağlanması gerektiğini belirtti. Bu sosyal sorunlar ile kesinlikle bağlantılı olsa da Rio toplantısının ana konusu sürdürülebilir kalkınma, yeşil politikalar, nüfus artışı ve çevre krizi olmasına rağmen Başbakan Erdoğan bu politikalar üzerinde fazla durmadı ve dikkate değer açıklamalar yapmadı. Gönül isterdiki Başbakan Erdoğan, gezegenimizin geleceği hakkında sürdürülebilir kalkınma politikalarını tartışmak için toplanmış dünya zirvesinde sadece bazı İslam ülkelerindeki insan hakları problemlerini demogojik bir üslup ile dile getirmekle yetinmeyip özellikle kendi ülkesinin sürdürülebilir kalkınma politikaları, ekolojik kriz boyutu ve biyoçeşitliliğin durumu hakkında bazı bilgiler verebilsin, dünyanın geleceği hakkında yeni anlayışlar getirebilecek öneriler sunabilsin. Türkiye’nin küresel anlamda çok önemli bir biyolojik çeşitliliğe sahip olduğunu ve bu çeşitliliğin büyük bir kriz içerisinde bulunduğunu belirten Çağan Şekercioğlu ve diğer ortak yazarların 2011 yılı Aralık ayında yayınladığı “Turkey’s globally important biodiversity in crisis (Türkiye’nin küresel bakımdan önemli olan biyoçeşitliliği krizde)” başlıklı dünyada ses getiren makalesinden haberdar olsun. Ya da sürdürülebilir kalkınma politikaları ve çevre sorunlarını sosyo-politik bir eksende araştıran Murat Arsel’in çalışmaları ilgisini çekmiş olsun.<span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">......................................</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Çok değil, bundan yaklaşık 8 ya da 9 bin yıl önce yani Neolitik (tarım) Devrim’in hemen ardından yerleşik hayat ile birlikte o günün şartlarına göre dünyada inanılmaz bir insan popülasyonu artışı oldu. İstatistik hesaplamalara göre yaklaşık 8 bin yıl önce bütün dünyada var olan insan nüfusu günümüz Türkiye’sinin sadece 1/7’si kadardı, yani 10 milyon. Bu dönemde yaşayan insanların çoğu konar-göçer ve avcı-toplayıcı gruplardı. Bu gruplardan kimileri iklimsel değişimleri takip ederek konar-göçer yaşam biçimini sürdürürken kimileri de bitkileri ve hayvanları evcilleştirerek yerleşik hayata geçti. Birçok günümüz antropologu, arkeologu, sosyologu ve tarihçisi yerleşik hayat tercihi ile değişen üretim biçiminin bugün yaşadığımız çevre sorunlarının nedeni olduğunu düşünüyor. Bunu para, ticaret, din, güç ve zenginliğin bir biçimde o dönemin üretim ilişkileri içinde doğmuş olmasına bağlıyorlar. Özellikle son 5 bin yıldır tarımın daha gelişmesi, beraberinde daha karmaşık sosyal ilişkilerin doğmasına, toplumun yönetenler ve yönetilenler gibi statüsel uçurumlar ile ayrışmasına neden oldu. Güç ilişkilerinin dini inanç ile desteklenen eril sembollerin egemen olduğu bir dünya ve üretim biçimi popülerleşti ve kitleselleşti. Özellikle kadının doğurma özelliğinin ve cinsel statüsünün ataerkil bir mekanizma ile kontrol edilmesi günümüzde dahi çözülemeyen bir cinsiyet eşitsizliğinin zemini oldu. Yaklaşık bu dönemlerde kadın üzerinde kazanılan ataerkil tahakküm, kürtaj meselesinde olduğu gibi onun cinsel özelliklerinden faydalanma hakkını gerici-muhafazakâr ülke politikalarına kurban etmeyi erkeğin tekeline bıraktı. Kadının ve haklarının erkek tarafından adaletsizce sümürülmesi ve bir cinsiyet olarak kadının kimliksizleştirilmesi ve pasiflestirilmesi, dolaylı olarak ekoloik kriz ve sürdürülebilir kalkınma politikaları bakımından daha duyarsız bir toplumun oluşmasına da yol açtı. Erkek egemenliği, dini otoritenin erkeğin tarafında yer alması ve kapitalizmin –üretim biçiminin- kadını salt bir meta olarak algılaması ve sunması, kadın ve erkek cinsleri arasındaki organik/evrimsel ve biyo-kültürel bağları kopartarak sadece sosyal/siyasal ilişkilerde sorunlara değil aynı zamanda doğaya/ekolojiye yabancılaşmış ve uzaklaşmış birey ve toplumların oluşmasına da yol açtı. Bu nedenle, Nature dergisinde yayınlanan makalede araştırmacıların önerdiği kadının ve kadın haklarının toplumda ve özellikle erkek karşısında güçlenmesinin sadece ekolojik krizin çözümünde rol almayacağı aynı zamanda sürdürülebilir kalkınma politikalarına da katkı sağlayacağı ve sosyal eşitsizliklerin çözümüne yardımcı olacağı yönünde. <span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Tarım ve yerleşik hayat insan populasyonlarının büyümesine olanak sağladı. 8000 yıl önce 10 milyon olan insan nüfusu 1750 yılında tahmini nüfus hesaplamalarına göre 800 milyona ulaştı. Büyüyen insan populasyonunun buna göre ihtiyaçları da büyüdü. Neolitik tarım devriminin ardından insan yaşamını dramatik bir biçimde etkileyen ikinci dönem sanırım İngiltere’de başlayan endüstriyel devrimdir. Kömürün kullanımı ve taşımacılığın gelişmesi ticaret ve diğer birçok ekonomik ilişkileri ulaşılabilir hale getirdi. Teknolojinin gitgide kompleksleşmesi üretim hızını ve çeşitliliğini de artırdı. En yüksek dağlardan okyanus diplerine, kutuplardan tropik ormanlara varan çevresel bir yıkım başladı. Avcı-toplayıcı konar-göçerlerin ve tarım toplumlarının doğadaki sınırlı yaşamı yerini endüstri devriminin insana kazandırdığı ihtişamlı gücün doğayı koşulsuz sömürüsüne bıraktı. O günden bugüne bu çevresel yıkım teknolojinin gelişimine paralel artarak devam etmekte. Dinin yaratılış ayrıcalığı ve antroposentrik politik ideolojiler ile desteklenen saplantılı endüstriyel büyüme, modernizm ve küreselleşme bizleri doğanın efendisi olduğumuz fikrine oldukça inandırdı. İnsanları salt ekonomik ilişkilerin taşıyıcısı haline getiren bu yabancılaşma, içinde bulunduğumuz üretim ilişkilerinin bir yanılsaması olarak bizleri doğanın efendisi olmaktan ziyade daha çok tüketim kültürünün hastalıklı ve psişik kölelerine dönüştürdü. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Doğaya ve üretim ilişkilerine yabancılaşmadan bahsederken sanırım Karl Marks’ın bu konudaki analizlerine değinmemek pek yerinde olmaz. Marksist analizin ekolojik problemlere getirdiği çözümlemeler uzunca süre pek anlaşılmadı hatta yanlış bile yorumlandı denebilir. Dünyadan örnekler bir yana ülkemizde bu konuda yani Marks’ı yanlış anlayanların başında sanırım dünyaca ünlü jeolog Celal Şengör gelmekte. Ne zaman onun hakkında bir yazı okusam veya pozitivist bilim yorumlarını dinlesem aklıma hep Şengör’ün o dönem Show TV’de Siyaset Meydanı (sanırım 2009 yılı) Marksizm’i bir din olarak nitelendirip ekolojik yıkımın nedenlerinden biri olarak göstermesi gelir. Bir yandan bilimin faydalarını ve evrim kuramının doğruluğunu önerirken diğer bir yandan da dindarlar ile Marksizm düşmanlığında karşılıklı olarak ortak paydada buluşması bana son derece ilginç ve ironik <span style="mso-spacerun: yes;"> </span>gelmişti. Bundan bahsetmemin nedeni, aslında Şengör’ün düştüğü çukura farklı siyasal kanatlardan birçok organizasyonun ve kişinin düşmesi. Şengör, Marks’ın 1845 yılı baharında yazdığı, <b>Ludwig Feuerbach and the End of Classical German Philosophy </b><span style="mso-bidi-font-weight: bold;">(Ludwing Feuerbach ve Klasik Alman Felsefesinin Sonu)</span> adlı eserindeki 11. tezine atıf yaparak Marksizm’in ekolojik yıkıma neden olduğunu belirtmişti. 11. tez şöyle, “</span><i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">The philosophers have only interpreted the world, in various ways; the point is to change it./</span></i><i style="mso-bidi-font-style: normal;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";"> Filozoflar dünyayı çeşitli biçimlerde sadece yorumladılar; önemli olan onu değiştirmektir.<span style="mso-bidi-font-style: italic;">”</span></span></i><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";"> 11. tez, Şengör’ün iddia ettiği gibi doğal dünyada ekolojik tahribatı değil siyasal ve sosyal alanda bir değişimi ve aktivizmi vurgular. Marks, eğer toplum ve doğa arasındaki ilişkileri değiştirmek istiyorsanız öncelikle insanları bulundukları üretim ilişkileri içerisinde değerlendirmek ve bunun etkisindeki yaşam biçimlerini ve materyal ile olan ilişkilerini sorgulamak gerektiğini söyler. Ona göre pre-burjuva toplumlarda insan ve doğa birlikte tanımlanır ancak kapitalizmde insan ve doğa birbirinden ayrılır ve –endüstri devriminde olduğu gibi- insanin doğa karsısındaki zaferi ve gücü ile ilişkilendirilir. Marks üretim biçimi ve doğanın insan tarafından tanımlanması arasındaki ilişkinin önemini vurgular. Örneğin Neolitik zaman üretim biçiminde doğa bir ana olarak sembolize edilir. Koloniyalizm ve kölelik sürecinde doğa, doğaüstü ilişkiler çerçevesinde cezalandıran ve ödüllendiren bir güç olarak tanımlanır; feodalizm de ise varoluşun hiyerarşik zinciri olarak algılanır; kapitalist üretim biçiminde doğa, atomik düzeyde mekanize edilmiş, ekonomik dönüşümün kuralları ile kontrol edilen, insan tarafından değişime uğratılabilen, özgürce tüketilecek varoluşsal bir hediye olarak algılanır. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Marksizm, tüketim çılgını kapitalist yaşam biçiminin aksine, üretim ve tüketim ilişkilerinin gerçek ihtiyaçlar temelinde düzenlendiği, doğayla barışık bir yaşamı önerir. Marks, Engels, Proudhon ve Morris genel olarak dünyanın endüstriyalizm ve kapitalizme geçiş sürecinde yaşamışlardır ve ekolojik kriz onların yaşadığı dönemde köklenmiş olsa da günümüzün en ciddi problemlerinden biridir. Ayrıca </span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">Habermas, Adorno, Horkheimer, Marcuse, Foster ve Bookchin gibi düşünürlerin katkıları ile Marksizm ve ekoloji ilişkisi yeniden değerlendirilmiş ve geliştirilmiştir. Kaldı ki Engels, insan ve doğa arasındaki ilişkinin insanın başka bir insana egemenliği ya da hakimiyeti gibi olmadığını belirtir; insanın düşünce ve beden olarak doğaya ait olduğunu, eğer bir üstünlükten bahsedilecekse bu sadece insanın doğanın yasalarını öğrenip onunla uyum içerisinde yaşayabilecek avantaja sahip olmasıdır. Marks’ın emek tanıtımı tamamen ekolojiktir, ona göre sosyal bir üretim olan emek işçi ve doğa arasında gelişen bir süreçtir. Bu süreç yani emeğin oluşum süreci doğa ve insan arasındaki ilşkiyi düzenler ve kontrol eder. Emek, insan ve doğa arasında karşılıklı bir değişim ve etkileşim sürecidir. Emeğe biçilen değerin anlamı sadece insan merkezci bir kazanım değil aynı zamanda evrimsel olarak insanın edindiği üretim eyleminin doğa ile barışık düzenlenmesi açısından da önemlidir. Marks’a göre emek ve doğa kapitalizme (kapitalist gelişme ve büyümeye) karşı hareket eder, çünkü her ikisi de üretim ve tüketim bağlamında sınırlıdır. Bu nedenle kapitalist neoliberal ekonomide doğa düşmanı emek-sermaye çelişkisi ekolojik krizi derinleştirmekten öte gitmemiştir. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR;">Bununla birlikte </span><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Liebig’in 1840 yılında, <b><i>Organic Chemistry in its Application to Agriculture and Physiology</i></b><i> </i>adlı eseri yayınlamış ve bu çalışmanın 1862 yılı baskısı İngiltere’de skandal yaratmıştır. Ekosistem ile barışık bir tarım modeli geliştirilmesi gerektiğini öneren Liebig Marks’ın gözünden kaçmaz ve Engels’e yazdığı mektupta Liebig’in çalışmalarının çok önemli olduğunu belirtir. Kapital’in birinci cildinde de modern tarımın yıkıcı etkisi ve Liebig’in önemli katkısı olarak not eder: “Büyük ölçekli tarım ve büyük ölçekli endüstri, isçileri yabancılaştırmakta ve toprağı yok ederek doğanın yasam koşullarının dengesini bozmaktadır” der. Bugün de içinde bulduğumuz problem tam da bu değil midir; saplantılı ve sınırsız endüstrileşme ile doğanın ve onun kaynaklarının koşulsuz sömürüsü ve aynı zamanda işçilerin emeklerinin sömürülmesi ile bireyin ve toplumun üretime ve yaşama yabancılaşması. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Bu noktada bahsedebileceğimiz ilginç bir makale ise Pauline Deutz’un geçen Şubat ayında Sustainable Development (Sürdürülebilir Kalkınma) dergisinde yayınladığı “<i style="mso-bidi-font-style: normal;">A Class-Based Analysis of Sustainable Development: Developing a Radical Perspective on Environmental Justice (Sürdürülebilir Kalkınmanın Sınıf Temelli Analizi: Çevre Adaleti Üzerine Radikal Bir Perspektif</i>) başlıklı çalışma. Bu çalışmada Deutz, sürdürülebilir kalkınma ekonomisinin ülkeler arası ve ülke içi ölçeklerde farklı sınıflar için, kaynakların ve ürünlerin kullanım ve erişim eşitliğinin adaletli olamadığı ve bu anlamda yani sosyo-ekonomik çıktıları bakımından aslında kapitalist ekonomiden farklı olmadığını belirtir. Temiz su, temiz hava, sağlıklı besin ve daha fazla yeşil alanın özellikle metropollerde yüksek gelirli kesimin faydalanabildiği, düşük gelirli olanların ise bu çevresel haklardan faydalanamadığını anlatmaya çalışıyor. Hatta birçok şirketin yeni bir popüler eğilim olarak işe alacağı işçilere “yeşil iş (doğal ve sağlıklı çalışma koşulları)” önermesi işçiler arasında haksız çalışma koşullarına da neden olmakta. Bu bağlamda çevresel/ekolojik adalet, faydalı (temiz hava, temiz su ve daha fazla yeşil alan) ve faydasız (hava kirliliği ve kirli su…vb.) kaynakların eşitlikçi dağılımı, demokrasi ve katılımcılıkla bağlantılı. Deutz, çevresel/ekolojik adaletin paylaşımının yine sınıf-sermaye çelişkisi içerisinde irdelenmesi gerektiğini, çünkü farklı sınıfların bu haktan adaletsiz paylaşımının olduğunu vurguluyor. Nature dergisinde yayınlanan makale çoğunlukla kadın hakları üzerinde yoğunlaşsa da Deutz yeşil politikaların ve sürdürüleiblir bir yaşamın işçilerin sorunlarından bağımsız olmadığını ve onların katkısı olmadan değişim gerçekleşemeyeceğini öneriyor. Ekolojiyi tehdit eden en büyük problem nüfus artışı gibi görünse de –bununla bağlantılı olarak- aslında daha büyük bir tehdit dünyanın büyük şirketlerinin doğa dostu olmayan çalışma politikaları. Güney Amerika’dan Asya’ya ve Afrika’ya büyük şirketlerin tahrib etmediği arazi neredeyse kalmadı. Doğanın bu anlamda sömürülmesi bu süreç içerisinde salt hayatta kalma çabasında olan işçilerin emeğinin sömürülmesinden bağımsız değil. Deutz bu ilişkiler aydınlatabilmek için dört temel kategori belirliyor; devlet, sermaye, işçi ve çevre. Devlet burada politik otoriteyi, sermaye kapitalist uygulamaları, isçi ise yetenek ve eğitime göre farklı gelir gruplarını ve çevre ise hava, su, enerji ve yerleşim alanı gibi doğal kaynakları niteliyor. Sermaye, işçi ve çevre birbiri ile kesişen üç farklı küme iken devlet yani otorite bunların hepsini kapsıyor. Sermaye ve işçinin kesişim kümesi birinci alan ve bu alan emeğin sömürülmesi olarak kapitalizmin ilk çelişkisi (kapitalistler işçi ödemelerinin düşük tutulduğu bir pazarı yaratır). Sermaye ve çevrenin kesişim kümesi ise ikinci alan ve bu alan ise kapitalizmin ikinci çelişkisi olarak geleceği düşünmeden doğal kaynaklar ve bütün ekosistemi bir yatırım alanı olarak sınırsız sömürüsü). Sermaye, işçi ve çevrenin kesişim kümesi ise kapitalizmin, ekonomik ve çevre politikalarının benzerliğini –her ikisini de bir sümürü ve kâr alanı olarak görmesi- yansıtmaktadır. Devlet politik bir otorite olarak bütün bu ilişkilerin bürokratik kontrolünü belirliyor. Bu noktada devlet ve sermaye aslında işçi emeğinin ve çevrenin, doğal kaynakların nasıl tüketileceği hakkındaki karar mekanizmasının baş aktörleri. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Ekolojik krizin çözümüne yönelik en önemli Marksist katkı özel mülkiyete olan eleştiri olmalı. Marks bireyin ve toplumun doğada özel mülkiyet sahibi olmaması gerektiğini söyler. Doğada insan dışında hiçbir canlının nesneler ile arasında mülkiyet ilişkisi yoktur. Bu öneri çok değerlidir ve ekolojik krizin çözümünün temel taşlarından biridir. Marks mülksüzlüğün daha doğal ve ekosistem yararına olacağını işaret eder. Kapitalist üretim ilişkilerinin birey ve toplumda sadece sistematik bir yabancılaşma değil, aynı zamanda bir canlı olarak içinde var olduğu doğaya ontolojik yabancılaşma yaratacağını vurgular. Marks’a göre, kapitalizmde insan-insan, insan-emek, insan-nesne ve insan-doğa arasındaki en önemli bağlantı paradır, doğa bir alışveriş merkezine dönüşür ve alınıp satılabilen bir meta haline gelir. Sadece doğa değil, kapitalizmde insan emeği alınır satılır ve böylece insan kendi yaşamını da satarak içinde yasadığı doğada özneleşmeden uzaklaşarak kimliksiz bir canlıya dönüşür. Metalaşan insanın doğada ontolojik olarak bir yeri yoktur. İnsanoğlu üretim için emeğin gücünü, hammaddeyi yani doğayı, teknolojiyi ve bireysel-toplumsal ilişkileri kullanır. Engels, kapitalizmin insanı “<b><i>yüksek yıkıcı üstünlüğü ile doğanın efendisi</i></b>” biçiminde tanımladığını söyler. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Bu anlamda makaleye geri dönersek, sürdürülebilir kalkınma politikalarından ziyade etkili bir değişimin ancak ekolojik krize ve toplumlar arası sosyal ve siyasal prolemlere çözüm oluşturacağını söyleyebiliriz. Bu değişim bugüne kadar sahip olduğumuz birçok alışkanlıklarımızı, ilişkilerimizi ve algılarımızı değiştirecek yeni bir kültürü sunmalıdır. Sürdürülebilir kalkınma ve bu çerçevede önerilen küçük göstermelik yasal değişiklikler bugüne kada bir iyileşme sağlamanın ötesinde uçurumu daha da derinleştirdi. Kapitalist tüketim politikaları sadece sınıflar arası eşitsizliklere ve ekolojik krize değil aynı zamanda bir birey olarak sosyal statümüzden tutun da kendi psişik dünyamızı yeniden biçimlendiren, kimlik kazandıran yaşamımızın olmazsa olmaz bir parçası haline geldi. Daha çok tüketerek ve edindiğimiz nesneler ile kendimizi ifade ettiğimiz bir sistemde yaşıyoruz, hatta bunun daha da ilerisi olan sanal ve dijital tüketimden bahsetmedim henüz. Yani birey bazında çevresel ilişkilerimizin her bakımdan tüketim politikaları ve nesneler ile kontrol edildiği bir zaman dilimindeyiz. Bireysel duyarlılıklarımız başka bir yaşam alternatifi düşünemeyecek düzeyde ve saplantılı bir biçimde kontrol altında. Hatta gezegenimizden bile vazgeçtik, bütün bilim kurgularımız bu dünyanın sona ereceğinden dolayı uzayda yeni dünyalar bulmaya çoktan şartlanmış. Sürdürülebilir kalkınma sadece doğaya daha az zararlı nesnelerin üretimini teşvik etmekten öte bir görev üstlenmemiş görünüyor. Neoliberal kapitalist ekonominin, sürdürülebilir kalkınma politikaları ekseninde “sürdürülebilir” kısmı ihmal edip “kalkınma” kısmına odaklandığı ortada. Bu nedenle, Deutz’un sınıf perspektifine atıf olarak “dünyanın bütün işçilerinin gezegenimizin geleceği için bir araya gelmesi” geriye kalan en gerçekçi umut. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Makaleler hakkında daha fazla bilgi için:</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Ehrlich ve diğ., 2012. Securing Natural Capital and expanding equity to rescale civilization. <i style="mso-bidi-font-style: normal;">Nature. </i>Vol 486:68-72.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><span lang="TR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: TR; mso-fareast-font-family: "Times New Roman";">Deutz, P. A Class-Based Analysis of Sustainable Development: Developing a Radical Perspective on Environmental Justice.<i style="mso-bidi-font-style: normal;"> Sustaınable Development. </i>DOI:10.1002/sd.1528</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;"><br />
</div></div>Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0tag:blogger.com,1999:blog-6595802990282026345.post-28772808300124998462012-05-30T15:53:00.001+03:002017-10-18T00:15:27.497+03:00Adımlarımızın Kökeni; Ayağın Evrimi<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;"><i>Merhabalar! Aşağıdaki yazı Bilim ve Gelecek dergisinin Mayıs 2012 sayısında yayınlandı. Ancak okuma şansı edinememiş arkadaşlar için bloğa eklemeye karar verdim. İyi okumalar! </i></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Theodosius Dobzhansky 1961 yılında yazdığı “<i style="mso-bidi-font-style: normal;">Mankind Evolving; The Evolution of the Human Species </i>(İnsanoğlu Evrimleşiyor; İnsan Türlerinin Evrimi)” adlı eserinin önsözüne Einstein’dan bir alıntı ile başlar; “Deneyimleyebileceğimiz en güzel şey gizemli olandır… ve dünyadaki en bilinmez olan dahi bilinebilir.” Einstein’dan esinlenen Dobzhansky, insanoğlunun bir bütün olarak yani kültürü ve biyolojisi ile tarihöncesinin çok önemli bilinmezlikleri içerdiğini vurgular. Dobzhansky, bilinmezliğin gölgesinde kalmış tarihimizin insan dışındaki canlıların ve birçok cansız ilişkilerin çalışılması ve incelenmesi ile aydınlatıldığını belirtir. İnsanın kökeni hakkındaki karanlığın üzerinde düşen bu aydınlığın projektörü Charles Darwin’in “<i style="mso-bidi-font-style: normal;">On the Origin of Species</i> (Türlerin Kökeni)” adlı eseridir. Benzer bir biçimde George Gaylord Simpson 1964 yılında yazdığı “<i style="mso-bidi-font-style: normal;">Biology and Man</i> (Biyoloji ve İnsanoğlu)” adlı eserinin “<i style="mso-bidi-font-style: normal;">The Biological Nature of Man</i> (İnsanoğlunun Biyolojik Doğası)” bölümüne Darwin’in 1871 yılı “<i style="mso-bidi-font-style: normal;">The Descent of Man</i> (İnsanın Türeyişi)” adlı kitabından bir alıntı ile başlar; “<b style="mso-bidi-font-weight: normal;">Çok sık ve emin bir biçimde insanoğlunun kökeninin asla bilinemeyeceği iddia edildi; ancak cahillik, bilgili olmaktan daha çok kendinden eminliğe yol açar.</b>” Maalesef ülkemiz başta olmak üzere dünyanın diğer birçok ülkesinde Darwin’in analojisi ile “kendinden çok emin” politikacı, din adamı, sözde akademisyenler ve kimi yazarlar 21.yy’da biyolojik evrimsel değişimin olmadığını -maalesef 19.yy ortalarındaki bilgi seviyesi ve anlayış ile- kanıtlama çabasındalar. İnsanın kökenini sadece Yaratılış mitosuna atfederek, bilimin yöntemleri ile bilinemez olduğunu iddia ediyorlar. Hatta bu insanlar bir bilim merkezi olan Marmara Üniversitesinde “Bilim, Türler Arası Evrimi Neden Kabul Etmiyor?” temalı bir sempozyum düzenleyebilecek kadar kendilerinden eminler. Elbette kendilerinden bu kadar emin olan insanların da sempozyum düzenleme ve konuşma hakları demokratik olarak olmalı, zira ülkemizin içinde bulunduğu “ileri demokraside” bilimselliğin ölçütünün gerçek bilim yöntemi ve bilgi seviyesi olmadığı gün gibi ortada. Ayrıca sempozyum duyurusunda Yaratılış mitosunu “bilim, özgürlük, eşitlik, diyalektik, dogma ve ideoloji” gibi otorite ve güç karşıtı kavramların “mağdur” retoriği içeriğinde kullanılıp haklı çıkmaya çalışmaları ucuz ve post-modern bir takiyeden öte gidemiyor. Bilim ve efsane arasındaki yegâne farkın “kanıt” olduğunu unutmadan dini hassasiyetleri ile hareket eden bu insanların en kısa zamanda kendilerinden bu kadar “emin” olmaktan “şüphe” etmeye başlamalarını umut ederek konuyu fazlaca dağıtmadan başlamak istiyorum. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Yohannes Haile-Selassie son 20 yıldır arazi çalışmalarını çoğunlukla Etiyopya’nın Afar bölgesinde periyodik olarak sürdürmekte. Ekibi ile birlikte 2000’lı yılların başlarında Afar bölgesinde Western Margin (Batı Kenarı) lokalitesinde <i style="mso-bidi-font-style: normal;">Ardipithecus kadabba</i>’ya ait fosilleri bularak paleoantropoloji alanında onemli bir keşife imza attı. Yaklaşık olarak 5.8 milyon yıl öncesine tarihlendirilen bu tür 1994 yılında keşfedilmiş olan <i style="mso-bidi-font-style: normal;">Ardipithecus ramidus</i> türünün atası olarak tanımlandı. Haile-Selassie, çalışmalarını bir süre bu lokalitede sürdürdükten sonra jeolojik olarak daha genç yaşlı çökellerin bulunduğu Woranso-Mille bölgesinde araştırmalarını yoğunlaştırdı. Bu bolgede bulunan önemli lokalitelerden biri de 3.2-3.8 milyon yılları arasına tarihlendirilen Burtele. Haile-Selassie ve ekibi, Burtele lokalitesinden keşfedilmiş ayak iskeletinin bilimsel çalışmasını bir makale ile Nature dergisinin 29 Mart 2012 sayısında duyurdular. Bu lokalitenin radyometrik tarihlendirmesi 3.4 milyon yılı işaret ediyor. Haile-Selassie ve makalenin diğer yazarları ayak iskeletinin morfolojik farklılıklarından dolayı çağdaşı olan <i style="mso-bidi-font-style: normal;">Australopithecus afarensis</i>’ten biyomekanik olarak daha farklı bir dik yürüme biçimine sahip olduğunu ileri sürdüler. Ayak başparmağının diğer parmaklardan yana doğru daha ayrık oluşu ve ayak tabanı arkının olmayışı <i style="mso-bidi-font-style: normal;">Au. afarensis</i>’ten daha çok <i style="mso-bidi-font-style: normal;">Ardipithecus ramidus</i> özelliği. Araştırmacılar bu fosil keşif ile birlikte özellikle Afrika’nın Geç Pliyosen (2.6 ile 3.5 milyon yıllar arası) döneminde birden fazla hominid türünün var olduğunu kanıtlamanın yanı sıra <i style="mso-bidi-font-style: normal;">Ardipithecus</i> benzeri biyomekanik hareket biçiminin Geç Miyosen’den Pliyosen sonuna kadar devam ettiğini öneriyorlar.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-ZTgxSP0fGUM/T8YXNmw4uiI/AAAAAAAAAOA/PdMl0NMb5hM/s1600/Sekil+1+Burtele+Lokalitesi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://3.bp.blogspot.com/-ZTgxSP0fGUM/T8YXNmw4uiI/AAAAAAAAAOA/PdMl0NMb5hM/s320/Sekil+1+Burtele+Lokalitesi.jpg" width="283" /></a></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 65.2pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Şekil 1 </span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Burtele fosil lokalitesi (Haile-Selassie ve diğ., 2012, <i style="mso-bidi-font-style: normal;">Science</i>, Vol 483:565). Çalışma alanı <i style="mso-bidi-font-style: normal;">Au. afarensis</i> buluntu alanı Hadar lokalitesinin kuzeyinde ve yaklaşık olarak 50km uzaklıkta. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Bu çalışmayı okuduktan sonra bir paleontolog olarak benim aklıma gelen –kolay anlaşılır olması açısından detaylı olanları bir kenara bırakırsak- sorulardan en önemli iki tanesi şöyle; <i style="mso-bidi-font-style: normal;">İnsan evriminde kaç farklı dik yürüme hareket biçimi vardı ve insan soyuna direk atalık eden tür nasıl bir ayak morfolojisine sahipti</i>? Bu soruları takip ederek yeni buluntuyu irdelemenin ve anlamaya çalışmanın faydalı olacağını düşünüyorum. Ancak bu sorular çerçevesinde bilgi ve yorum içerikli bir kazı yapmaya başlamadan önce dikkatinizi çekmek istediğim başka bir nokta var. Bu nokta muhtemelen yukarıdaki soruların daha iyi sorgulanabilmesi ve anlaşılabilmesi için hem bir yazar olarak bana hem de siz okurlara gerekli olan kuramsal katkıyı sağlayabilir. Uluslararası paleoantropoloji bilim masasında güncel bir tartışma konusu olan bu noktayı “insan evriminde farklı biyomekanik adaptasyonları ile aynı jeolojik zaman diliminde ne kadar fazla hominid evrimsel çizgisi olabilir?” sorusu ile tanımlayabiliriz. Bu bağlamda aşağıda değineceğim konular paleoantropoloji biliminin tarihsel ve kuramsal gelişiminin yanısıra insan evrimi çalışmalarında araştırmacıların bakış açılarını belirlediği için bir önceki cümlede geçen soru ile direk olarak bağlantılı. Stephen Jay Gould’un doktora öğrencisi paleontolog David Sepkoski ve felsefe profesörü Michael Ruse’un editörlüğünde yayınlanan “<i style="mso-bidi-font-style: normal;">Paleobiological Revolution; Essays on Growth of Modern Paleontology</i> başlıklı kitap çalışmasında insan evriminin paleontoloji bilimindeki yeri ve kuramsal gelişimi hakkındaki bölümün (<i style="mso-bidi-font-style: normal;">Ladders, Bushes, Punctuations and Clades: Hominid Paleobiology in the Late Twentieth Century</i>, sayfa 122) yazarı paleoantropolog Tim White, insan evrimi çalışmalarında bilimsel bilginin ve hipotezlerin kullanılarak soyağacı oluşturulmasında kuram ve model yorumlarının çok önemli olduğunu belirtiyor. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Merdivenin Basamakları, Çalının Dalları ve Kesintili Denge</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">İnsanoğlunun ve diğer canlıların kökenleri hakkındaki karanlık gölgeyi aydınlatan Darwin’in projektörü ondan sonra üretilen çalışmalar ile daha büyük bir alanı aydınlatacak biçimde güçlendi. Darwin bugün yaşıyor olsaydı sanırım evrimsel çalışmalarda gelinen seviyeyi büyük bir heyecan ile karşılardı. Moleküler biyolojiden astronomiye geniş bir yelpazede birçok disiplin yaşamın evrimsel değişimi hakkında mikro ve makro ölçeklerde yeni bakış açıları kazandırıyor. Paleoantropolojinin bir disiplin olarak insan evrimi çalışmalarına yeni anlayışlar getirmesini sağlayan tarihsel dönüşüm ise bundan yaklaşık olarak 60 yıl önce gerçekleşmiştir. 1950 yılında gerçekleşen bu tarihsel dönüşümün mekanı ABD’de New York eyaletinde Cold Spring Harbor Laboratuarında düzenlenen ve 9 gün süren “<i style="mso-bidi-font-style: normal;">Origin and Evolution of Man</i> (İnsanın Evrimi ve Kökeni)” temalı sempozyum ve bu değişimin mimarları ise -tüm katılımcıların katkısının yanısıra- biyolog Dobzhansky ile antropolog Sherwood Washburn olmuştur. Dünyanın en ileri gelen antropologlarının katıldığı bu sempozyuma ülkemiz adına da önemli bir isim katılmıştı; Muzaffer Süleyman Şenyürek. Sempozyum boyunca bütün oturumlara aktif olarak katılmış ve hareretli tartışmalara girmiştir. Onun bu toplatıdaki rolü ve ülkemiz antropoloji bilimine katkısı mutlaka yazılması gereken ayrı ve özel bir çalışma konusu. Bu sempozyumun antropologlar için önemi, Dobzhansky, Mayr, Simpson, Haldane, Stewart, Schultz ve Howells’ın katkıları ile modern sentezi yani Mendel ve popülasyon genetiğini öğrenmeleri oldu. Ernst Mayr da 1950 Cold Spring Harbor sempzoyumunda önemli bir rol üstlenmişti ve bu sempozyumu, modern evrimsel sentezin insan evrimi çalışmalarına entegre edildiği bir dönüm noktası olarak değerlendirdi. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">1944 yılında Dobzhansky sirke sinekleri ile çalışmaya ara verip insan evrimi çalışmaları ile ilgilenmeye başlar. Simpson ve Dobzhansky’nin ortak kararı antropologların popülasyon düzeyinde evrimsel ilişkileri anlamakta ve yorumlamakta sorunlar yaşadığı ve ayrıca yeni tür isimlerini sistematik ve taksonominin isimlendirme kurallarına uymadan verdikleri yönünde oldu. Bu dönemde paleoantropologların birçoğu anatomi bilimi kökenliydi ve tür isimlerini sistematik bir gereklilikten ziyade daha çok buldukları fosillere oluşturdukları etiketler olarak düşünüyorlardı. 1800’lü yılların sonları ve 1900’lü yılların neredeyse ortalarına kadar antropologlar buldukları her yeni fosil buluntuya yeni bir tür ismi verdiler. Dobzhansky, belirli bir zaman diliminde birden fazla hominid türünün aynı anda varolamayacağını düşündü. Çünkü evrimsel değişimin birey düzeyinde değil popülasyon düzeyinde anlaşılabileceğini ileri sürdü ve tek bireye ait hominid fosillerinin farklı popülasyonlar arası evrimsel ilişkileri çözemeyeceğine inanıyordu zira popülasyonlar arası morfolojik varyasyonların anlaşılabilmesi için daha fazla buluntuya ihtiyaç vardı. Bu nedenle her yeni keşife yeni bir tür ismi vermeyi sakıncalı buldu. Ayrıca bir anatomist olan Adolph Schultz’un kuyruksuz büyük maymunların tür içi morfolojik varyasyonun derecesini anlamak için yaptığı çalışma sonucunda, tür içi varyasyonun popülasyonlar arası varyasyondan daha büyük olduğu anlaşıldı. Bu nedenle Dobzhansky de Mayr’ın önerisini takip ederek antropologlara iki farklı popülasyonu salt bir bireyin morfolojik özelliklerini tanımlayarak ayıramayacaklarını anlattı. 1950 yılında mevcut 30 cins ve 100’den fazla tür ismi dünyanın farklı bölgelerinden keşfedilen hominidlere verilmişti. Washburn sempozyumda sunduğu hominidlerin sınıflandırılması ile ilgili çalışmada bu durumu “bütünüyle bir karışıklık” şeklinde değerlendirdi. Bu karışıklık sadece hominid fosilleri için geçerli değildi, yaşayan şempanzeler için de 21 cins ismi ve 73 tür ismi verilmişti. Mayr sempozyumda yaptığı konuşmada bütün hominid fosillerini sadece bir cins ismi altında toparladı; <i style="mso-bidi-font-style: normal;">Homo</i>. Mayr’a göre <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin türeme mekanizmalarına karşı adaptasyonları ile farklı türlere ayrışması engellenmiş olmalıydı. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">George Gaylord Simpson bu sempozyumda insan evrimi çalışmaları konusunda uzmanlaşmış dinleyicilere modern sistematiğin prensiplerini öğretti. Antropologları kaba antropometrik ölçümlere dayalı cinsiyet ve yaşlandırma yöntemleri kullanarak türler arasındaki morfolojik farklılıkları belirlemeye çalıştıkları için eleştirdi. Mayr, Dobzhansky ve Simpson antropologların modern evrimsel sentezi, biyolojik tür konseptini ve taksonomik tür isimlendirme kurallarını kabul etmelerini ve çalışmalarında kullanmalarının öneminin altını çizdiler. Böylece paleoantropoloji bilimi modern evrimsel sentezin çatısı altında çalışmalarını sürdürme kararı aldı. 1953 yılında Sherwood Washburn bu gelişmeleri bir makale içerisinde toparladı ve “<i style="mso-bidi-font-style: normal;">New Physical Anthropology</i> (Yeni Fiziksel Antropoloji)” başlığı altında bu disiplini yeniden kimliklendirerek tanıttı. Washburn manifestosunda Modern Sentez öncesi eski fiziksel antropoloji ve Modern Sentez sonrası yeni fiziksel antropoloji çalışmalarını karşılaştırdı. Buna göre özet olarak eski sistem çalışma süreci: </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Amaç:</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;"> Farklılıkların basit tanımı. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Kuram:</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;"> Görece az ve önemsiz.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Metot:</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;"> Sınıflandırma amaçlı basit morfometrik ölçümlere ve kaba tipolojik karşılatırmalara dayalı analizler ile ilerleyen ve ağırlıklı olarak (%80) antropometrinin kullanıldığı yöntem.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Yorum:</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;"> Spekülasyon.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">ve yeni sistem;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Amaç:</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;"> Sınıflandırma sadece çalışmanın küçük bir parçası, önemli olan nedenleri, süreçleri, değişimleri ve görünümleri fonksiyonel ve çok yönlü bağlamda anlayabilmek için gerekli ve doğru bilimsel sorulara sahip olabilmek.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Kuram:</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;"> Kuram çok önemli, çünkü bilimsel değişimin sürekliliğini yansıtıyor ve en önemlisi deneyler ve analizler ile sınanan hipotezin bir kuram içerisinde sunulabilmesi ya da o alanda mevcut bilimsel paradigmaya kuramsal katkı yapması o çalışmanın kalitesini yansıtıyor. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Metot:</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;"> Araştırmacının çalışmasını disiplinler arası çok yönlü ve çeşitli analizler ile desteklemiş olması beklenir. Antropometrik ölçüm çalışmanın ana metodu değil sadece % 20’si olabilir. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Yorum:</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;"> Çalışmanın omurgasını oluşturan hipotezin gerçekliği ve doğruluğunun kanıtların çok yönlü analizler ile sınandığı tartışma ve devamında araştırmacının ilgili konuda sonuca ulaşan yorumu.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Washburn, 1950 yılı Cold Spring Harbor sempozyumundan ancak 12 yıl sonra hominidlerin sınıflandırılması temalı bir konferans düzenledi. Bu süreçte Afrika’da hominid keşifleri arttı; Güney Afrika’da iri yapılı <i style="mso-bidi-font-style: normal;">Australopithecus</i> ve Doğu Afrika’da ise diğer bir iri yapılı tür keşfedildi. Bu durum Dobzhansky ve Mayr’ın aynı anda benzer özelliklere sahip iki farklı insan türünün varolamayacağı tezini çürütmüştü. Ancak Mayr, marjinal ve ender bir durum da olsa iki farklı hominid türünün paralel adaptasyonlara sahip olabileceği ve birlikte varolabileceğine karar verdi. Daha sonraki buluntular <i style="mso-bidi-font-style: normal;">Homo</i> cinsi ve <i style="mso-bidi-font-style: normal;">Australopithecus</i> cinsinin türlerinin birlikte yaşadığını da kanıtladı. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Günümüzde yaklaşık 27 hominid türü biliniyor ve bunların yarısı 1990’lı yılların ortasından itibaren keşfedildi. 1970’li yıllara kadar hominid fosillerinin evrimsel yorumunda Darwin’in tedrici ve çizgisel evrim anlayışı egemendi. Buna göre evrimsel değişim yavaş yavaş küçük değişimlerin birikmesi ile bir merdivenin basamaklarının birbirini takip etmesi gibi çizgisel bir biçimde ortaya çıkıyordu. Mayr’ın baskısı da antropologlarda bir oto-kontrol oluşturdu ve yeni tür isimlendirmelerinde daha çekingen davrandılar, böylece insan evriminde tek tür anlayışı görece egemen olmuştu. 1970’li yılların başlarında Stephen Jay Gould ve Niles Eldredge’in kesintili denge (punctuated equilibrium) evrim modelini sunmaları ve ayrıca kladistik sınıflandırma biçiminin hominid evrimine uygulanması tedrici evrim modeline alternatif oluşturdu. Kladistik sınıflandırma kısaca zamandan bağımsız olarak türlerin ilkin ve türemiş karakterlerinin araştırmacı tarafından belirlenip olası ağaçların (kladogramlar) karşılaştırılması ve istatiksel olarak en uygun olanının kullanılması şeklinde açıklayabileceğimiz bir evrimsel soyağacı oluşturma metodudur. Ancak son yıllarda paleoantropologların büyük bir çoğunluğu insan ataları dahil olmak üzere bütün primat türlerinin tür-içi ve türler-arası çok yüksek morfolojik çeşitliliğe ve yine yüksek değerlerde homoplasiye sahip olduklarından dolayı kladistik sınıflandırma metodunun uygulanmasına şüphe ile yaklaşıyorlar. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Gould’un kesintili denge evrim modelinin paleoantropolojide yaygın bir biçimde kabul görmesi ve fosil buluntuların sayıca artması ile birlikte insan evriminde tür çeşitliliğinin düşünüldüğünden daha fazla olduğu ortaya çıktı. 20.yy’ın sonları ve içinde bulunduğumuz 21.yy’ın başlarına yeni keşifler ile hominid paleo-biyoçeşitliliği damgasını vurdu. Modern Sentez (1950) öncesi paleoantropoloji çalışmalarına getirilen en önemli eleştiri paleoantropologların her yeni buluntuya yeni bir isim vermesinin yarattığı sistematik karmaşaydı. Ancak Tim White, 2009 yılında Darwin’in doğum günü ve Türlerin Kökeni kitabının anması için ironik olarak yine Cold Spring Harbor Laboratuarı’nda düzenlenen sempozyumda, kladistik sınıflandırma ve kesintili denge evrim modeli kullanılarak oluşturulan hominid sistematiğinin de problemler barındırdığını vurguladı. Kesintili denge modeli ve kladistik analiz ile olulturulmuş hominid paleo-biyoçeşitliliğinin yeniden gözden geçirilmesi gerektiğinin altını çizdi. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Modern Sentez ya da 1950 Cold Spring Harbor sempozyumu sonrası insan evrimi çalışmalarında diğer önemli bir dönüm noktası ise Darwinist evrim mekanizması yani filetik-tedrici evrim modeline karşı kesintili denge (punctuated equilibria) modelinin insan evrimine uygulanması oldu. Bu nokta önemli çünkü bir paradigma olarak seçtiğiniz evrim modeli, türler farklılıkları belirlerken kullandığımız morfolojik karakterlerin evrimsel ilişkiler içerisinde analiz edilmesi ile kurulacak soyağacı yorumunu biçimlendirecek. Filetik tedrici evrim modelinde insan evrimi çoğunlukla atadan toruna ilerleyen tek bir hominid çizgisi ile temsil edilirken kesintili denge evrim modeline göre insan evrimi birden fazla hominid çizgisinin soyağacında yer aldığı daha çok bir çalıyı andırır. 1976 yılında Stephen Jay Gould’un yazdığı makale “<i style="mso-bidi-font-style: normal;">Ladders and Bushes in Human Evolution</i> (İnsan Evriminde Basamaklar ve Çalılar)” insan evriminde bir değil birden fazla hominid çizgisinin yer aldığını hatta 20.yy’ın sonuna kadar da bunun ikiye katlanacağını yazdı. Gould tahmininde yanılmadı, mevcut fosil kayıtlar eskiye göre iki kat arttı. Bununla birlikte insan evriminde tek tür hipotezi iki farklı hominid olan <i style="mso-bidi-font-style: normal;">Homo erectus</i> ve <i style="mso-bidi-font-style: normal;">Australopithecus</i> fosil insanların Koobi Fora’da aynı tabakada bulunması ile birlikte bütünüyle çürütülmüş oldu. Bu iki farklı hominid türü aynı zaman diliminde yine aynı cografyada birlikte yaşamışlardı. Sadece bu iki tür değil günümüzde Burtele hominid keşfi ile <i style="mso-bidi-font-style: normal;">Ardipithecus</i>’un <i style="mso-bidi-font-style: normal;">Australopithecus afarensis</i> ile, Neanderthal insanının modern insan ile, Asya’da Hobbit olarak bildiğimiz <i style="mso-bidi-font-style: normal;">Homo floresiensis</i>’in yine modern insan ile birlikte aynı dönemlerde yaşadığını biliyoruz. Hatta bazı son buluntuların atasal DNA analizleri daha fazla türün bir arada yaşamış ve hatta birbirleri arasında melezleşmiş olabileceğini dahi öneriyor. Bununla birlikte yaklaşık olarak 150 yıl önce keşfedilmiş Neanderthal insanın soyağacındaki yerinin ve modern insan ile olan evrimsel ilişkisinin son yıllarda büyük ölçüde anlaşılabildiğini hesaba katarsak bilimsel çalışmaların hayli zaman aldığını ve üstün bir çaba gerektirdiğini unutmamalıyız. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Kaç Farklı Dik Yürüme Biçimi ve Ayak Morfolojisi?</span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-qhPAf6JzYX8/T8YXTcChqPI/AAAAAAAAAOI/d5pZV1WdwTs/s1600/Sekil+2+Ayagin+Evrimi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://1.bp.blogspot.com/-qhPAf6JzYX8/T8YXTcChqPI/AAAAAAAAAOI/d5pZV1WdwTs/s640/Sekil+2+Ayagin+Evrimi.jpg" width="236" /></a></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Şekil 2</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;"> Yaklaşık 6 milyon yıl önce atalarımız hominidler şempanze ile ortak atadan evrimsel olarak ayrıştıktan sonra çeşitli morfolojilerde ayak iskeletine sahip oldular. Erken hominidlerden <i style="mso-bidi-font-style: normal;">Ardipithecus ramidus</i>’un ayak morfolojisi hem karada dik yürümeye hem de agaçlara tırmanmaya uyum sağlamıştı. Ancak şekilde de görebileceğiniz gibi <i style="mso-bidi-font-style: normal;">Ardipithecus</i>’un ayak başparmağı şempanzeninkine benzer bir anatomide konumlanmış. Bu da <i style="mso-bidi-font-style: normal;">Ardipithecus</i>’un insandan daha çok şempanze gibi dik yürüdüğünü düşündürüyor. <i style="mso-bidi-font-style: normal;">Australopithecus</i>’lar <i style="mso-bidi-font-style: normal;">Ardipithecus</i>’tan daha büyük topuk kemiğine ve görece daha belirgin taban arkına sahipler, bu da onların daha yetenekli dik yürüdüğünün kanıtı. <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin evrimi ile birlikte ağaç yaşamının artık sona erdiği ve mecburi dik yürüme ile karasal yaşamın başladığı belirginleşir. Ancak ilginç olan, dik yürüme ve agaç yaşamı kombinasyonuna uyum sağlamış ayak morfolojisinin uzun süre insan evriminde varolmasıdır (Lieberman, 2012, <i style="mso-bidi-font-style: normal;">Science</i>, Vol 483:550). </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">İnsanın evrimsel soyağacında kaç farklı hominid çzigisinin olabileceğine dair olan tarihsel arka planın ardından son bir yılda farklı dik yürüme biçimleri hakkında ileri sürülen keşiflere kısaca göz atabiliriz. Bilim ve Gelecek dergisinin 95. sayısında <i style="mso-bidi-font-style: normal;">Australopithecus sediba </i>türünden yola çıkarak ayak morfolojisi, dik yürüme ve çevre ilişkisine değinmiştim. Berger, yaklaşık olarak 2 milyon yıl öncesine tarihlendirilen Güney Afrika buluntusu <i style="mso-bidi-font-style: normal;">Australopithecus sediba</i>’nın ilkin topuk kemiğinden ve ayak bilek morfolojisinden yola çıkarak bu türün farklı bir dik yürüme biyomekaniğine sahip olması gerektiğini önerdi. <i style="mso-bidi-font-style: normal;">Au. sediba</i>’nın ayak morfolojisinin ilginç özelliği küçük ve görece ilkin bir topuk kemiğine sahip iken aynı zamanda <i style="mso-bidi-font-style: normal;">Homo</i> cinsinde olduğu gibi belirgin bir taban arkına sahip olmasıydı. Ayrıca kalça kemiğindeki Homo benzeri morfoloji <i style="mso-bidi-font-style: normal;">Au. sediba</i>’nın <i style="mso-bidi-font-style: normal;">Homo</i> cinsine atalık etmiş olabileceğini de akıllara getirdi. Bununla birlikte Tim White, fosillerin ait olduğu bireyin henüz çocuk yaşta olması biyolojik gelişimi henüz tamamlanmadığı için <i style="mso-bidi-font-style: normal;">Homo</i> benzeri morfoloji ile neotenik bir yanılma yaratıyor olabilir dedi. Bu konudaki detaylı tartışma için Bilim ve Gelecek dergisinin 95. sayısındaki ilgili yazıya ulaşabilirsiniz.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Dik yürüme hareket biçimi, insan ve şempanzenin ortak atasından ayrılan ve biz insana gelen evrimsel potansiyeli karakterize eden morfolojik değişimdir. Bu bağlamda bütün primatlar takımında sadece hominidlere özgü bir karakterdir. Ancak hominid ailesi içerisinde bütün türler dik yürüdüğü halde dik yürümenin evrimi ve derecesi farklılık göstermektedir. Yohannes Haile-Selassie ve makalenin diğer yazarları, Burtele fosil ayak iskeleti keşfinin neredeyse <i style="mso-bidi-font-style: normal;">Australopithecus afarensis</i> ile çağdaş olmasına rağmen daha ilkin bir dik yürüme hareket biçimine sahip olduğunu ileri sürdü. Bu yeni buluntu <i style="mso-bidi-font-style: normal;">Au. afarensis</i> ile çağdaş olmasına rağmen morfolojik olarak daha ilkin özelliklere sahip olan <i style="mso-bidi-font-style: normal;">Ardipithecus ramidus</i>’un ayak morfolojisi ile benzerlikler taşıyor. <i style="mso-bidi-font-style: normal;">Ardipithecus</i>’un ayak morfolojisi kara üzerinde yürümeye olanak sağlarken aynı zamanda uzun ve ayrık başparmağı sayesinde kavrayıcı bir özelliğe de sahip. Ancak buna zıt olarak <i style="mso-bidi-font-style: normal;">Au. afarensis</i>’in ayak tabanının iç kısmı bizimki gibi iç bükey ve başparmağı yine bizimki gibi diğer parmaklara yakın ve paralel. Haile-Selassie, henüz tür ismi vermediği bu keşife isim vermek için daha fazla veriye ihtiyaç olduğunu düşünüyor. Ancak mevcut veriler ile Burtele hominidi <i style="mso-bidi-font-style: normal;">Ardipithecus</i> ve <i style="mso-bidi-font-style: normal;">Au. afarensis</i> arasında mozaik morfolojik karakterleri yansıtıyor. Bununla birlikte, Haile-Selassie 3 ve 4 milyon yıllar öncesi uyumsal olarak farklılaşmış yeni bir hominid evrimsel çizgisinin olabileceğini de temkinli bir biçimde göz ardı etmiyor. </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-iYlXgK7JTsg/T8YXom-Ck7I/AAAAAAAAAOQ/fji1I6w17L8/s1600/Sekil+3+Burtele+Ayak+Fosilleri.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="228" src="https://2.bp.blogspot.com/-iYlXgK7JTsg/T8YXom-Ck7I/AAAAAAAAAOQ/fji1I6w17L8/s400/Sekil+3+Burtele+Ayak+Fosilleri.jpg" width="400" /></a></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Şekil 3</span></b><span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;"> Burtele ayak iskeleti. (a) ayak iskeletinin üstten görünümü; (b) birinci ayak tarak kemiğinin üstten, alttan, dış yandan, iç yandan, önden ve arkadan görünümü; (c) İkinci ayak tarak kemiğinin üstten, dış yandan, iç yandan, önden ve arkadan görünümü; (d) Ön başparmak kemiğinin üstten, dış yandan, iç yandan, önden ve arkadan görünümü; (e) İkinci ve dördüncü ön parmak kemikleri ile ikinci orta parmak kemiğinin dış yandan görünümü; (f) Dördüncü tarak kemiğinin üstten, alttan ve dış yandan görünümü (Haile-Selassie ve diğ., 2012. <i style="mso-bidi-font-style: normal;">Science</i>, Vol 483:566)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Paleoantropologlar dik yürümenin evrimsel derecesini iki aşamada değerlendiriyorlar; alışılmış dik yürüme (habitual bipedalism) ve mecburi dik yürüme (obligate bipedalism). Alışılmış dik yürüme erken hominidler (<i style="mso-bidi-font-style: normal;">Sahelanthropus, Ardipithecus ve Orrorin</i>) ve <i style="mso-bidi-font-style: normal;">Australopithecus</i> (<i style="mso-bidi-font-style: normal;">Au. anamensis, Au. afarensis, Au. africanus, Au. garhi, Au. sediba, Au. aethiopicus, Au. robustus ve Au. boisei</i>) türlerinin paylaştığı hareket biçimidir. Bu evrimsel aşamada türler rahatlıkla dik yürüyebildikleri halde sürekli bir davranış olarak kazanmamışlardır ve vücut morfolojileri onların henüz agaç yaşamından bütünüyle kopmadıklarını göstermektedir. Mecburi dik yürüme hareket biçimi ise <i style="mso-bidi-font-style: normal;">Homo</i> cinsi ile karakterizedir. <i style="mso-bidi-font-style: normal;">Homo sapiens</i> olarak bizlerin de dahil olduğu bu cinsin üyeleri yaklaşık 2 milyon yıl önce sürekli dik yürüme hareketini gerçekleştirebilecek bir vücut iskeletine evrimleşmiştir. Özellikle vücut ağırlığımızı dik konumda yere ileten büyük topuk kemiği ve yürürken vücüt ağırlığını topuk kemiği ve başparmağın tabanı arasında ileri geri iletilmesini sağlayan gelişmiş taban arkının <i style="mso-bidi-font-style: normal;">Homo</i> cinsi ile birlikte tamamen -yani bizimkine benzer biçimde- evrimleştiğini söyleyebiliriz. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Tekrar başta sorduğumuz sorumuzu hatırlayalım; insan evriminde kaç farklı dik yürüme biçimi vardı ve insan soyuna atalık eden hominid türü nasıl bir ayak morfolojisine sahipti? Şekil 2’de görebileceğiniz gibi mevcut fosil kanıtlara göre insan evriminde kabaca 4 farklı ayak morfolojisinden bahsedebiliriz; şempanze ve insanın ortak atasının ayak morfolojisi (şempanze benzeri), <i style="mso-bidi-font-style: normal;">Ardipithecus</i>’un ayak morfolojisi (erken hominidler), <i style="mso-bidi-font-style: normal;">Australopithecus’</i>lar ve bizim yani <i style="mso-bidi-font-style: normal;">Homo</i> cinsinin ayak morfolojisi. Bununla birlikte fonksiyonel uyum yani biyomekanik bakımdan bu dört grubu yukarıda belirttiğim gibi iki evrimsel kümede toparlayabiliriz; Alışılmış dik yürüme (erken hominidler ve <i style="mso-bidi-font-style: normal;">Australopithecus</i>’lar) ve mecburi dik yürüme (<i style="mso-bidi-font-style: normal;">Homo</i> cinsinin bütün üyeleri). Bütün bu ayak morfolojileri içerisinde insan soyuna atalık eden hominidin ayak morfolojisi dik yürüme sırasında vücut ağırlığını taşıyabilecek büyüklükte ve güçte topuk kemiği, yürüme sırasında vücut ağırlığını topuk kemiği ve başparmak tabanı arasında iler geri aktarabilecek taban arkı, görece kısalmış ve düzleşmiş ayak tarak kemikleri ve ayak ile kaval kemiği arasında güçlü ve dik bileğe sahip olmalıydı.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 65.2pt;">
<span lang="TR" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Darwin’in çalışmaları ile aydınlatmaya başlayan projektör o günden sonra eklenen çalışmalar ile daha da güçlü aydınlatıyor ve her yeni fosil keşif Dobzhansky’nin analojisi ile insanın kökeni hakkındaki bilinmezliklerin bilinebilir olduğunun yegane kanıtı olmaya devam ediyor. Yeterki insanın evrimsel kökeninin asla bilinemez olduğunu kendinden çok emin bir biçimde iddia eden o insanlar gibi karanlığın içinde bilgisiz kalmayın. Yazımı, Muzaffer Süleyman Şenyürek hocamızın 1940 yılında,<a href="http://www.blogger.com/post-create.g?blogID=6595802990282026345" name="_GoBack"></a> henüz fosil buluntuların çok sınırlı olduğu ve bilimsel yöntem ve metotların yetersiz olduğu bir dönemde (Stephen Jay Gould benzer bir cumleyi ancak 1970'li yılların sonunda kurmuştur) yazdığı “<b>İnsanin Tekâmülü”</b> adlı makalesinden bir alıntı ile sonlandırmak istiyorum; <b>“insanı insan yapan iki ayak üzerinde şakuli yürüme usulü olmuştur… Bugünkü insan yüz binlerce sene süren uzun ve bati bir tekâmülün mahsulüdür. İnsanin iptidai bir maymun cedden geldiğine hiç şüphe yoktur”</b>.</span></div>
</div>
Ferhat Kayahttp://www.blogger.com/profile/09079065926744505800noreply@blogger.com0