Gelir Dağılımı İstatistikleri, 2022
En yüksek gelir grubunun toplam gelirden aldığı pay %48,0 oldu
Gelir Dağılımı İstatistiklerinin hesaplandığı Gelir ve Yaşam Koşulları Araştırması 2022 yılı sonuçlarına ilişkin gelir bilgileri, bir önceki takvim yılı olan 2021 yılını referans almaktadır. Gelir hesaplamalarında; hanehalkı gelirleri, hanehalkı büyüklüğü ve kompozisyonu dikkate alınarak eşdeğer hanehalkı kullanılabilir fert gelirine dönüştürülmektedir.
Son yapılan araştırma sonuçlarına göre; en yüksek eşdeğer hanehalkı kullanılabilir fert gelirine sahip %20’lik grubun toplam gelirden aldığı pay bir önceki yıla göre 1,3 puan artarak %48,0’a çıkarken, en düşük gelire sahip %20’lik grubun aldığı pay 0,1 puan azalarak %6,0 oldu.
Sıralı %20’lik gruplar itibarıyla yıllık eşdeğer hanehalkı kullanılabilir fert gelirinin dağılımı (%), 2013-2022
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)
Gini katsayısı 0,415 olarak tahmin edildi
Gelir dağılımı eşitsizliği ölçütlerinden olan Gini katsayısı, sıfıra yaklaştıkça gelir dağılımında eşitliği, bire yaklaştıkça gelir dağılımında bozulmayı ifade etmektedir. Gini katsayısı hesabında hanenin ve fertlerin elde ettiği yıllık gelirlerin toplamından, gelir referans döneminde ödenen vergiler ve diğer hane veya kişilere yapılan düzenli transferler düşüldükten sonra bulunan hanehalkı kullanılabilir geliri kullanılmaktadır.Daha önceki yıllarda eşdeğer hanehalkı kullanılabilir fert geliri üzerinden hesaplanan Gini katsayısı; yapılan sosyal transferlerin gelir dağılımı üzerindeki etkisini görmek amacıyla tüm sosyal yardımlar hariç ve emekli ve dul-yetim maaşı dahil diğer tüm sosyal transferler hariç tutularak iki farklı yöntemle de ayrıca hesaplandı.
En son yapılan araştırma sonuçlarına göre Gini katsayısı bir önceki yıla göre 0,014 puan artış ile 0,415 olarak tahmin edildi. Tüm sosyal transferler hariç tutulduğunda Gini katsayısı 0,487, emekli ve dul yetim maaşı dahil diğer tüm sosyal transfer gelirleri hariç tutulduğunda ise 0,423 olarak tahmin edildi.
Eşdeğer hanehalkı kullanılabilir fert gelirine göre gelir dağılımı göstergeleri, 2013-2022
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)
Toplumun en yüksek gelir elde eden %20’sinin elde ettiği payın en düşük gelir elde eden %20’sinin elde ettiği paya oranı şeklinde hesaplanan P80/P20 oranı 7,6’dan 7,9’a, gelirden en fazla pay alan %10’unun elde ettiği gelirin en az pay alan %10’unun elde ettiği gelire oranı şeklinde hesaplanan P90/P10 oranı ise 13,7’den 14,2’ye yükseldi.
Yıllık ortalama hanehalkı kullanılabilir geliri 98 bin 416 TL oldu
Türkiye’de yıllık ortalama hanehalkı kullanılabilir geliri %28,3 artarak 2022 yılı anket sonuçlarına göre 98 bin 416 TL oldu.
Yıllık ortalama hanehalkı kullanılabilir geliri ve bir önceki yıla göre değişim, 2013-2022
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)
Yıllık ortalama eşdeğer hanehalkı kullanılabilir fert geliri 48 bin 642 TL oldu
Türkiye’de yıllık ortalama eşdeğer hanehalkı kullanılabilir fert geliri bir önceki yıla göre %30,1 artarak 37 bin 400 TL’den 48 bin 642 TL’ye yükseldi.
Yıllık ortalama eşdeğer hanehalkı kullanılabilir fert geliri ve bir önceki yıla göre değişim, 2013-2022
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)
En yüksek yıllık ortalama eşdeğer hanehalkı kullanılabilir fert geliri tek kişilik hanelerde oldu
Yıllık ortalama eşdeğer hanehalkı kullanılabilir fert gelirlerinde en yüksek gelir, geçen yıla göre 13 bin 257 TL artarak 62 bin 554 TL ile tek kişilik hanehalklarının oldu. Çekirdek aile bulunmayan birden fazla kişiden oluşan hanehalklarının yıllık ortalama eşdeğer hanehalkı kullanılabilir fert geliri 60 bin 696 TL iken tek çekirdek aileden oluşan hanehalklarında bu değer 49 bin 902 oldu. En düşük yıllık ortalama eşdeğer kullanılabilir hanehalkı fert gelirine sahip hanehalkı tipi ise 36 bin 210 TL ile en az bir çekirdek aile ve diğer kişilerden oluşan hanehalkları oldu.
Hanehalkı tipine göre yıllık ortalama eşdeğer hanehalkı kullanılabilir fert geliri (TL), 2021, 2022
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lR/JzWzjOxLfBQ6rn6Afi6uWPtvU/z+nmj7RA+BH1XP6D8XVyS9q3Pu6fTvXtXZ/xD6rf1mP2eOrkl7RWn3bLp3b2qtftIdVt61j7PHVyP/wAm/wD4wdNx9cWfxhuqw9cN+/HVyP8AUb74gH5gFdY42gQJJs4wHYmLGTBhHnD+yP4Uu3/FWp2Y69KGbDw5QBDGYZWsu3Oc2n0f+brR1rtmDLtkbJIjwPHHoqp/eLXGeVVP7ya49FVP7xa49FVP7xa4zyqp/eTXB+T9EzjHfsW+yHGeSeuxxjObF3j0K637yd49Cut+8nePQrrfvJ3j0K637yd4p+VtRSWQLBKyZ8cPe7nAlLPPb3bTs4mtZ4l+W04UWuiKgmWyxAkhxzOGFrDGM9ltji80Ra5bi07ZmyWIsQxx6Kqb3k1x6K6f3i1xnlTUYx2/OLXHoqp/eTXGeVVP7xa4Y5P0LGY+JYuf1ePQprfvJ3j0K637yd49Cut+8nePQrrfvJ3jPJbW/eLvGucu0Ncem5XWTGCzDkWc+Ttve3DgbkK5pisvEJAcswhhO17PyWv5OJq2WM/1rbi05doWT5m2bM+Sl7Myz6Kqf3i1xnlVT+8muM8qaf3kzx6Kqf3i1xnlVT+8WuD8nqA88TnYOcehbW/eDvGeSut+8nePQrrfvJ3j0K637yd4zyV1v3i7xr3LpDW2zNV9kfBCC8LOfJ23vbhxe7EqaYrHxCRhnMYYXssZzjFrxlSyl2Zza8WnLhB94zbNkfJi5xmfGeVNP7yZ49FVN7xa4zyqp/eLXGeVNP7yZ4zyqpveTXDHJygNPvksXO3j0K637yd49Cut+8nePQrrfvJ3j0K637yd49CeuZxnOLJ3jW9HW1qDWK6zN/b5hmeIJ2vdx2WnZwwvcQjDIn8Tz4sI548Cy978ZBZY/wB34Y5Y1TBznnZM98s5Tlx6Kab3k1x6K6b3i1xnlVTe8muM8qqf3i1xnlXT+8WuC8mteKSc5WLnbnj0K637yd49Cut+8nePQrrfvJ3j0K637yd4zyV1z3i7xrWlA1obUK20NHB5RlPEVbWWO3FrxkdkFlfBGvHFOUsEx09nyzjPMJdzOMS7M93Kd7eAY2SVo3W+Up5RibOdsr1YuYfz3JrzUjKFbuFFYthVDJvBSSLDHCW3ryvbGrchMXh2cVFyH3KgUI1BojIsAEYuZw22kmm0eWWoSAUQphPv1cGyDDMDZT8gwY8sbLU/OS6OZmxM88QEWk3+TJwheCOOTqYmKDGwqx11y7VhNgIQGLGC+7pdsptxlCJIJYAAO8oyeY7J/wBygkIkJR3CnMQAAyYkwXxf7GjenY06DkpilI4YzzL5Yv7P/SrNVlqr8DCfm8yb3StlV27CE5TMsgwyDhK/WsKdt1Ttn4AJSzNPdBu1NU0GYfEKdQLEp7miwNCaE8907YhxmjzFYyrUsN5QGNiaGGeLzZJV9GnagXnmBm1hdwez1hEIuCg2TGWCAyGO+a5PIO4c84EEsTxX9trF5PAhKeTgwWEZUe5oWVVgpMGGYSIWjiud+wCGZVwMSlBexkcaGz1TYVCRJPODngvCfy7lYXlQhB1AqPdwYIpwY2JSpkJW2ajNmI8TOSt2cR76zqDY/tgueEGB7+sXs8V88nkbHh4Jm33utBWvGRlmZgxlIOWdxrxzSNA8cJTg3IhLrfkVK7JkQHIxjwM9023VkwWHlZzkUKzRAS16+WukRHFnMpYCPJpubjX+Tt8rzkNlNPLGMI7uCAnPOxl4kbBkAh3G9ILZSghLzMyuICyQW5a+QTZsMFiMC82O/S7DW2vmPK4Pgge534fIztj0Nktq35yrFIKmDAcY7ZS4s5Vspn8eLWFZTuNirKbuZd8xiHc785g2OuLcYqshdgzmEyY4Y20COyv1r0ZQXCumSJ6Xa1HZqLFnkjRvMS4LsNWGz+bpSPI2JQgSVtvlcKuYOhPMyQzDIssbnWhKufxsYQyu4Uk7jelVVseTAebHjKQnG23OtVXtYrylJhYTHhSpLxa5VwUGcy8OMMTncbogoCxgKeRsgAUg5KbonAJ5WEJ4LF54UBmtEBfN2cm7YPTjBect314AQkyQ8ozHMuZY7JRxKOcZxnHbjKNrsdl3nk1k5JYcmGK9jt9YtiwCKc5HBA0YSBuC7KFQwGY+0zC4mJ2XMGoDSMupQZKXCRmARxtdVAqq5yzwaYweLLU9nBfJBlLH95wPMmME2iswywnjxoMRAxMUqndRlwzl7Ec93KcV8XOzCX1Rm9QzA0YQjKOFdrpmDjXiQ8DymWGQj3VLNkHHfxhA9eqcJmt3oVSlFKbMyCmeM4E3vXoHwHBWSZySAoyLulCJBZ6U2cgNDM8zxfVmT5X8WXi+cgpiEt611XzmDzZF4A/Elmrt0bUJyLeNGQTZEUf5k+ogOLaRTan3LnOO/wAD0Rmc2CuXPjGMzXGzJfUBqupM4elPILBxvul0yBGyseeljv3YbLun5VwOd4srfHaeDkO/a6CrZfO+St9sm2FDwwvy5AEDMMOjhk9a2pPAeXERXqlnmyxLIGRGhhTlqFQ6jYrPOG1A4gsZPVxA1olLNmUoTCwPJH9MtgHqTJO5KfLiHiFLywUMFrBrDMynxCc502iBq2hsxaF3sKtBnCjqo1FQih4uS4WDgeJ/LmmhC/zbePntyhhXwkOViKKlioJoGBHrzphlU6tCrrHawDXYmUeYgEry/BXIJ1y1jKCq7CjMQ12jmncMlOWYIKuiKKYuVVdJZRdl7JwCylmUGdaM5ToIs2UiEWZAbx39Bi2GY8WGOyVqw9KCvLYS9YdHFpOWCASFibPLVM1u87BgEYsmKeXBdCjNU4Y2hIZJTgr+/HlWHAmYfOcIYNBzGYp6SNOCC4XcxUTeG0uD5dhpY3VblKR8ixk4S9/ZOX6d5bfOEjAjKYIAPFbUxKbA1drOZgy0x3z8HrbYW1wLXGOFawjCdhP0S1+AOrRaBEJRlgPLmgCIuNXFnOCwBuiVFY6PJrDEV7eQAswTw1Gv5aJJFckJgGIFA2MWde1cWupkTWZ7VMjhgYE+WgQis4ZtsZy3XETlOx5bKHzgnnRSPhps0cz0GEcwCraSCn5lBgoK7lemirYrDaDGBkSqBnXUUK+xfbixmeWQqjzH5M67drW9s9W3SwYPkFOYjahDLJjSflmZLsNlnG26OLZDd+dh4UcpyBmFPr1rXWTbhrddnDU8yLxbaiWwsn2Y2mRrPAVC0tQamOlbgxB2RO6qcPdnW2YdpLlIxxovRid6QeVFdlVlXzQPBlDuQ4sOXwmVPJ/O04gEm6qtCw0gjp2ZgtsgXbMoZkJ+V6ZHLIsGwwg1JmeM0GvD15YiazPal/VyFc/KwLRnJ5uPymG3DM3+WKrcsFw4HJvMOz7bTWB2GvxqoNTWyOIvAPd8uK6xMkQMwCwFGKeYDjEQ4DhjsjCOI44FRWwrglYm40GnKTLk5M8tkJWT7eGQRizNgvCeghXTTRBYSgoq0FgYWOXhM1oVFbmQJfNEq05GeXqE7cb+Dgz6rkuNZ04Ws4zBZzvBnD+2EHl8OFyWxzZ96UsucH5YqeVjCb0SThNWYuM6hAmpToBt4DjMMY8c2lNzcxY5u8fOWTzmU+eXwsJqihbTwQCCi4iKaDMTDjJ7bJTMwewTKeiiQgrj5xnPwbBVvHFjyxC6mFf52/qwExDiFFOe6xsu4eAFq+Is5DyrH32Z5t+3JRzFmddURr2rg0T5n553zOcfqu/t2kI1wlRCmy87FYOQbpYYuSsyDHOcCSUKu5uFzADk1K8c8gtmlJzhzBOW6qgAgqdRphcEp0u4Wr9miBtVSC7hbIYczvres2e+l2CMjG1rlpQHzGe/9XzhVYgw1DT6smeYFynOSTKK0nClTwGTOy7AZ6icWXwuXFXazOsfmG0VqviEAsrs+VETGlbLbZtauvyWZpt09ZPJtatSWtbNggowzFpgPZ0bVtVy2CvsO3AUSSsYiEC9fjsoGYx7UmLQ1dgQuZlvJAzUKftFMPfWlvFu/RI665PEyFhYR8wJm/uVbA8hrQZZzXpTli82VlwKxQnkMskMZnInMiyD85MCqczVF5yMM3+xbGZJgGPKBym3VwaKXmHYhbsfBqpTVAVsOM61slrZNNqvhWgQaabUMz3GxaVLiS4RKvJ2fk5VW6PBrFYyXGWYj0ynfV3yxwlazfXWWZACBhgV3+/dlBUCacWcHeGSdFZ/O1JV2Xh9zzagT9zZ5kFrl2QRJQnBA8oTxs1qE+voPjhk3YkxAq+2bA+hRYgshFmzSI9HjU97tMpUi0UjNREBALRarcbdu2SCdZSKjdg8oLNtd2iO62ssmDLEQJCTFDcr96ho3a5ZHLT+ZiinPZbCsav4RJAp53WRBhsGyMNaBV3gonHM5K0+Qg226k2y4BOBSlQULATO7FgYD/hxIT5nP2wxtd9W391XmgM7hrCEIcP7/dhVyyCrAKAKSFkwG7tnlz1CaAgZZsCkiKVNubbNz4+A58N4lUDwT7rbxrBOgrRdzDD8TEV3oxdlVQDBYqjJjBgXV9xtrRyvG6qqOD1cZsH6seqULFWSzoImFmUZdktT1yQJgzVg8OQIAzG50moYpSIJLgWnksijKPVtdicLPzYDzA8ilGY6WoWItMCY4SBM8hSLQ05ZnmRIUpGOE5ch0zVw+P4dUHHjBKEnDWsULcTYPXin4sQxnkWt0QYAgOuDGIQFCPH9DNX8YZvmoPfhgfcyLVdeFCEB1oYxjgGI8KJKpCyJYMRwzOc8x6GtR1YzJjzqATIXM8zlnTP/AOpBclZXzEJ5nHAen6x2nJipB2n/AMfDiCLOV5HBAkgF8UWRUmsW1OzGvSBjHZNUc0dVphIKLNJAPMK2A5IzqmtTZaPOqBMrEZxNk9bq1nbnAevGV1MS058W9VqqcLC5frhdmBTyctR8ymm2xXijGcJYSNIes0ImW2IVwsFZhOBsn1PWcnAfNUDJQ4Dgea3TKpfN0My6xFnZRxECmqa6lPE160MJds895RVdNVdVYURhCOIxQYWAyuUBx4mIsMwnBXUNaUjGIKsMMRLEmOGNZoWUUki14pLqRxFeENQ1qB0zQqgYmtCEQ8CoqcEwEGkOEgHMcWX9ZorEpStoDISfh5lMGvaW8Y4A1sMTrpyXzg+p66xjsLWil/b4N2zpaiFcvXRSF5UEh5EF6j1krTlaNJcbzq82MSV16nr6eEGlAG8BAgDlq6zRrVdldJAc4RyA5OJa1QkDMUq0HcInhScLGlq7NaK7qsSjjLEo4LqmulEQU6wPcnEMc4u9IqGatZNNZZbAj5nGUNY12D/nh1YYMYL4kSApKdOSslkhjyuCYA5/V+f9AHWr5DHmkaovmyEvcnwlrd7KsslM1h4ANbVZRis9X2WHaEaRs14nLOKwLPV7orj73kzldGtS4WYtde2ttq2nCnLDLC1gIuEdcvln9iOwkY0G52eEMUwziqK0RoyiQaookx+aa1mzxsLtqBAvmc7CtMRkqDacr7H/AOlnBJylzDuWmrXYDMhQQnisw6oWa5tRtXEkIuJMszDrrkByfpdrZt1zyqjeLDMMENr2tX6V2o46gaaURV45K6sq4rQqAbhOB4zPmcf1fc2MayubemPJIhh3sw1ncB7EdsIU5AyEOJ4y7smw1jTyE21Wi48iPDKtnbuUrJc2SahEHWgONB2nY5w0qRa4IB2RBxanwhzVSc2ANP8ANJ4Sm5lfxbi2uKu2Q7WlzLsmJjyWvXt/ZRIAx1fMs1C1gvNW0vmVLntuEhBrm5wzY6+45YUta42DATnWgQkP1TjPydvHbx2447eO3jt47eO3jt47eO35O35O3jt+Tt4/J8nbx28dvHbx28dvHbjjtx+bsa4D6Z1GcZyI0e7PFVqlXS5blX5KIhhdzJFdEyGqNXFu2TDlOBoTY0bBq9RSFuzDAm5tGkzR5ajTTbdIQyDWDxJ2cK8uNXVtR2YgHwzBjJ8SDq5xXDlp88Hn5rPYQC2iQVrnlA3LsZmTGmFg2inKgglm/PgChcTGJQJhAHAzGTTjHskX9UFwaxPfHYatMYSZ8uFWG5XLGAL1YTuSCjAxTF2O1A+/OUZxzE5ZYXxY2y2rNWbM1iMxSmxCDWy7SJqKAloHYGkNssmNgv1L2wYlk0pz8gsuiK92k065SSolTnaNDJ5blbQtgDhlc6ZSNixNXZtskBf+7JssOU2H1xUF9N2qcYYLApVpzwSJdl2FctbaMmXmsejbcGq3d7BSGKgQqzLZMoyGYu33wjyrMBGZ2NiYGTvbZtgwnzFJZUi1SVwsF7+3zerVzeQSnCxFDM7iw2BbYLqaLa+F06ULMgK7HcPPQXSyAWGXpYxO8PZlfrqtA4gFMEzEjx3K+KmyVSKY4I02HC4r760dYsm8RWjXpzkKYTbXtDWu2DskWACNUlZCeu2GyeLSmNGAoMWBQeXsrW0Q2S6nmyANUdUvIQ2t1v4RhIq55kUt144GzttujAcDeSOd1EJq6TG0bEKdiJTKePLBtmJyoLi0ZfsUnvLZmNdY45NbpbCRZ7gF8OIhZm9HO32iBnAf1Dd5h7Aswuthr9ibVcaAx33Eg441d60sKhd5+a3eYhEkIfr1/W6V42WDgLg04YhOZtS100Fx/N8RxCHIYRJrdJOZZZSj/XzLt4KgmRGSMxYkCQcikOw12lsJim0tLMhhyKMja3Rng1AiMcxPgOJ8K0FQpIEgLZxIRJkjOOn63E0DeQzmcJzmPgutUZgiFNLGYCU8qPivqka4RBrDljBJ98kgahrgDSMOuj3pAKHsX1WgAGQ4qSl2lCTta1qkY8XxFc98jPmZExrFDARBRRj3JqyWnjFHVeew75XHmMFgTxLHWKGxck20nmZsiiKUoU9YNvDUFsRP4si9+zpayzgHDQpykPOcwn/Ryj8MwsIwjAqUU5wjr9MKww9BXsPjGMdotP1wcDwwh2jKGYpD+YaeDmHIqYiz4kSd97X6WwLM7K0plmKIpZX1XX1i4MJHPi+PA+SQ1yjhhDEUY48mxM63GdcpczYl5LHacbAy8ArUl2CsiDiJSCGOc1NZVlO8LYCCWdmSHj4nrVFPJpTQhLJYmiThfUteVJkok5ZJk0DZIrXKKiVCAchjXj3Rw/Xv/8QAPhAAAgEDAwEFBgMFBgcBAAAAAQIDABESBBMhICIxQVGCEBQwMoGDYXLSIzNQUpFAQmBxkqIFNENic7Gyof/aAAgBAQATPwDpOnWT9jPMIkJJPeFoRCNmd5Sv92lFrwzC4+oII/w0hUmSOCUSxn9VRpC6sitl/wBVGq4J2oVsGOPmST/hWVMwk+pcRKaLnMLLIQ5H/kNw1MbK4WNmVWoucrvq8Aw8y4sDWXfFAy7YYeSGwFZBP/dHwDC/9q1moGmjxBChA1jd3JoTlp85VvliBYqK1up2EAjZFCrYG7MXqXUlZ3aRMyIo7chaJ4dy5VkUeS/w8yKJXXzCE3IqORXaNvJwpOJoyKJWXzCXuRSSqxjI8HsezUMiyLceF1J6WUGzKbhhfxFPGrSJfvwYi4qVFkQ28w1NEhaL/wAZIutLGokcDwZgLn2en+1TxGQbM1rsliO1UySGSGFVCuVscTI/i1T6fclVJe8xsP8A5NCC2rZ9MgVQ0l7Hu76mKsb7hkLFgo/h7wZSmAxgDUo57hFVrFdUZ7hX/wC7hjTwZTDTGABdUj+ASoIHRv8AmEIScHkyhVa61BCIU1I2lvwveY/kv06lWeKNIlyYlUILE3AAqIu+42tYgGBuLKoseRUwLRoApdmKqVJ4FNkzXmm2WWIggDGxNzSXEyvoyLlyTYh/Z6f7TKG4wx8iKs/6qs/6qs/6qtJ+qrSfqqINe4ZV8T/DWlVWH0JreSt5K3kreSt5KRw1v87dDxby2lQowK3WmiBM7aVzIrBrjC5PIox7q3sVIdbrcEGmiDNqFgk3gQ1xgWPfW2FMb6sguS9+0OLLTCvT8Fu5VUXJNENYiQ2QkgWXI8LlQVnZiBkbKgJNgKBuJGk5UC3nWLANgbNgxAVsT3261UtiZuEQebt5VKhWSNlF7MovU8JSSRJWwQxr45NxSwjcgZBkd0FhYWN6kQo4Vu66mv8AR1etPiXsFSSRY2dj5LlW6d/3iNC92jtYIbVJLtsIp3KLtLY5EYkmhL23n06ByCpFgpqCUyqEkYpi9wtnuv8Abftr1ek9EcUkzu5BbFUiDE8KaaGVbCUlUD3X9mWIsA9iaVHkdnbuVUjDMTSo7KVlIVGZgCEDE2BasHCkx2DBWICsVLDIAm3s9Pwd0o7tgQgVQrZ1FG8kE7wPdl1UgAC7feL41o4d+ZZJQhjOIV+/Agm1JLiYnJvM7oFIFSaOdA5bh5nkZAgBtZBfqIuA3hetNIYZZ54nMhdGc8SBuaneNtQVjjVFDlOwGbGhLDEsSRPmkenZXftqe1du81qHRp10aYI+6U7N3VDwvs/0dXrT4i4GMpp5hL3FSQaj04TVSEJgiTSeKre9SafPVRDPJ9h/DMUYzms+oQJZzexQVEriWWT/ALszYKBwqj+2/bXq9LdH/D0zkV2iKAsBdqCApH7rIS+6y8IwWoUMkmDIyXCjk2JpVyTTumpMriVhwmCtTLaORdURthG7mJqRSwt/kCten4Cxs98LX+Wvd5a93lr3eWvd5a93lowuoOILHlh0oFIsSR4kVin6qxT9VYp+qsU/VWKfqqQAfPj5E9XrT4cuV7szCu3Xbrt1267dR5XJzC/2Y9yqouSaIIeQy8rZaggee1vFsAbCo9JM7bRbEO4C3UU0TrE7xrkyI5GLMB7Ptr1elvhen2jUl8ArBVGoxXsFgbi16hleVZmQdu2aJwp4q9g8gfAxLQmYwkzxCZXL43sFrLILJExjdQfEBlr/AEdX2m6fU3xPWnTJJtoLnlmaxsAOTT6kro7acE5JMFN9zuSlS813HyW861mq2YoQiljk4U1vkEe9HEGAY9sD2et+r7i/EsTdm5VSQLAnwBqx70tkA1rFlvyBVmsGflVLWxDHwBNX5jja4DN5XtQBBBIDC4YA8g3HVO7Ju2U4KCqv40vLRxRd92NDwgdxun/RcVppQmkRke4Ey/yjxyuLU5B0hgKEFoxcjNsvzez7a9XpbofuBRcmkP4IKCJjqW1v70vx/TGowpdEVC5xzDAE2pUTDVPJqTE+dwbAheLUVUJD7oRgykC9zY3vSIzn+iAmvT7YIyjyCbxluT8oFKLZyMSzsP8ANjUuDlWeQyZEqi3ANBG2LQRbATz5WgLBpJnMjkDyu1f6Or7TdPqb4nrTplUuhsblSAQeRxenjb3QDUoEIRe+6hKPe1q1WnLqdzxQ94qXTg60LAbsEfwD+z1v1fcX4ggJ0kwVwxeSQCw2wCRcipdOF06RsxaKSKXEZO/5jS6OeRZ5VIeNEdEZQqmxdjSJYS6h3kJu3i1TRNCxaGEK5xcA2B46i7c4Natx63GrcatxqzalNwLKB1eluiWNXKZCxKlgbGke0cg0xvGZFHDFSahcpJG44urUshCSJAwdBKP71mF6Zy0aNMQXKL4Fiov7PT7Hve5Yiu3Xbrt1267dJfnO3V9pun1N8T1p0mIMeUDVsrWytbK1srWytKoUWBJ6vuL06gMyIlrk4pYsfwuKmLbM40r4YQWI5ehbN2lAwjH4km1AnBbNZ2J8lFSKx1E7OmbBCGAHsETv2W/KK93lr3eWvd5a93lr3eWjGyWy/MB0+s9X06vS3RGUUKqi5ZmcgV2QsA1ZtEHBN6jKqzsQT3uQAABQxHuyTvtLmCbkhu8CmK7cr6YgSKACSLX9np9nrb4n2m6fU3xPWnT9tfifcXpaIyiWMd8ZCvGQG8SDSf8AD1wwfgNCGcmN1HANyKhmeF1KDEHJCDQllAKl87GMPYijADOZNNYpee/IuATcFvZ6m6vo3T6z1fTq9LdE77YKkcEXDA80ZGDRHRuWKqCO2CLBad9sSKyFCA1jY81mV2Win3nKC3aBuQKDkvKdaRYFPDEXpHeM/wBUINen2etvifabp9TfE9adP21+J9xel0JPKg1tt+qttv1Vtt+qttv1Vtt+qkFhZSer6N0+s9X06vS3Q7BRfyuaLC7AeQ8aYhQPqaLAFvy+dAgsoPmPZ6fZ62+J9pun1N8T1p0/bX4n3F6fQvxPo3T6z1fTq9LdGpZFQuV5YmThVUd5pWyLqsrZmA8nEG96mttfI2Gd+LXp/nv73xtX5va16H73aLLt5/7cakYoLfQNXp9nrb4n2m6fU3xPWnT9tfifcXp9C/E+jdPrPV9Or0t0MoNYjs/5URcUQOP8qtyfZ6fZ62+J9pun1N8T1p0/bX4n3F6fQvxPo3T6z1fTq9LdEzFUREUktYA5HyFGO5mOtNmIbwxHdRQSbaqhckKa27idpZzC4UnlQACRQSxiOjIs2fjkAaJtXp9nrb4n2m6fU3xPWnT9tfifcXp9C/E+jdPrPV9Or0t0JbIK4sbXpSu3OdIbxl7i4sfKosc0cAjgOGUixoMpXUJA+6u6WBN8u+1OV24X1JBkZLC/NvE0ygivT7PW3xPtN0+pvietOn7a/E+4vT6F+J9G6fWer6dXpb4GLWuAGKhrYlgDcre/s9Ps9bfE+03T6m+J606ftr1fU9X3F6fQvxPo3T6z1fTq9LfAMbCI6d9O0YAfuLEvbGsQ3/utlSVsO6thKSNVFgSastWWrLVlqy0AtdnpdVZe0pWthK2ErYXssRyK2FpEVRYEmrLVlqy1Zastdnp7NSIrjEkGtha2E5YDgVsJWwtIigcALVlqy1ZastWWuzXZ6ZEVwRcGtha2F7R8qEC0YFpVUDgWqy1ZastWWrL1yRq/yVsJWwtgrNZm+grYWthaCqBdzc1ZastWWrLVlrs9UkaubrWwtbSpiApINx+PwSLgH8RxUOlmV3DQrLcXle1r1AHmudWP2YF0W5JqSB4xuQ/PHdh86+VLE5jYtErhXfuDmngdUdICFkMZI7eNPA6zGSaxjVYyLkvfihBIZoZIJVRhIneqqDzWy+y7lNzASWsWxqBHeV5DO8WKrc3AC3NAFWfZJBH9RUcMrziTVIXwcf8AzahG++Z3maEw4d+QYWtXu8mURiIV90WugUkXvUYZUN/5Q/PR7rLmU3MML71sqlidIpxCDdkY2zS9YERNIqZEIx+YA8EijHIYM5+WjjZe9xU8EqpNHIrkNCwFmuVq0g2V1OneZjdvxXs1LE4fCZwpsnDZUmmkaZZYiQ6sgFxjalgcxomrNoi7WsoNGJ9g6hIzJsmTuz/CtiRSyS9zRAi7qSLCtVE8bxy6SFZVUqbd+VCNtt5mW5CN3ECxF+ieB5CTNIqXBSRLAXrT6dxDEjNirycvgv4k1EjO22EDGSTvxFza9Rwu6RbvyCRlBC5VNE6wTiOQRyGN+AwWniku66ZAxaAgWZal08gRBPIEQyd2OQ5WpInWGc6YHMRubBwpHNqVGEQkZQzIjHhsa1UEqIyZFMxYXZLjwrTQvK7RaexMhUXoRu0CprJFHLjgMUN1poXVZIYzZpIiR21FTRNEwEgyVrOAcWHcfbNo553k3I1cm6SIBWy4iE7IJAmfdcg0kLyJGl8cpGUWUU+ndEKIbFg5FrUkTuFOoZ1O6wuFW4FaaGQxiOKd4QzFx2eVsajiZ44nk5VZHAspNTxOkU0e8sTvExsHVb08MubrpQDnDxYpUunkVIxqJQlpDxixU3WnicQSTwIXMQfuLC3IFBGERdluwjY8Nj3G1amCZYHELhHKlRdwpPhWnieVtnSPiZXC3sB4mlBZWZlLDnwuBSQOwSGNsDM9h2Y/Jj7GyE7xxvg0wkyCr5hLU0T7DTxRmQxZ9xajFIYi0sRd0hZeCy02mlxZIxxI3lESbZUkTNDE+oF0R37lLeFRIxiQ5lQuRuA1he1SwusMh04u+LWGWN+bVpYpHed9RAJiFQ3NOrW5cIwYCxBFSwukiGFNxsg3d2TcVg2ZfUymJQRUWneQr7uAZD2R3LlUemkdGlkTdSMMBYs69wpNPIREqtgTLx2LGsGuZXj3R6SvOVPp5FzTPayjuO0MqljMciOBezK1iOD8IKAYrQiHj+l6TTiNQNA11UDJvmrC1/e1K4+msO4xIE2/9te7jdK6tsv2rlruUpog6I+lFgGW/bVqh0yQoDqnDl1VT4Y0YAZf2cIhMZkLfJxcCjCCU/bNK1xflXD4sKxAa07M3/5lWwAkS6OJo8yhfkG9NCCragTtqGcpflGZrYVDpkgjJ1DK1wq+WFEYlrdGPHz55XpdIizIk/jJJclyKwtsZpi2PPKk8gUIhYTQfOy88CSk0yQJqyA5LuiOQXu/L2FNEBmNHA0I/wDq9bfLiB8gCL958TUsAlibf4wZMhfHwNGIAgaN8wfVTaVHnWSVChxlY8LQTuELZZ9/c3cVqLTCNFOrhWE4rkbAY0I+ExQqyA3+Uk3HQFy/cyCS31tU2lTU3RGLDbzNkatvh4cAu03PNiMlahCjqracWUKzNxmODwaGjTeCyyByJJCbvW0DtR6xAmAN+QnhRgDl20dsGQlhjkBZqGlTfT3q9y8tyWC1gF25AuLunkH77UumCsQ7hxI5yOb1PpRPGF1VrqULDkFQQa93S7yaHADEqVCKwQAgCk0iJMqSm95HuS5orYL7shX/AHX9s2jMxUxxiPhhKlCPxihEOFNAJcCTfOK7AK1HSFJSoFkQPuEBU8BahCGyTTOzjFy3BbKimPE2pfU3/wB9q2UcZwgIEV2bs5gcjE0NGm7gZRIRK5JL8Latq5hg1YAVL35EdrLWyHLS6QgqVYkYg4i4o6RHnR9SpU/tSblQTQQKIjbthf8Atc9q1e7DcK6pxJeRy12KWsKn0qzphrHEhAQsO0pHDUiKHieIgq6gWFTaZNSu0ncUDkBXFd3ApYgGR2cO0CTZ3Cs3JGNHSI86y6hChtKxvgL3oRCyvHGY3tzwr3yowB9yEksCAWGLAmpNKkrltKAAY3cnC9hetsKHmyJ3e/gkGzVsDcYatStpJC12wv2al04kjvp4Ngh0yGQYVHAiAPubpZY1sor3a8TI8OxgI8+LKO+9GEN2tJLuq7C9CEIuWtCgkC54XGtsDI6aDYxp9MJCpnl3c47sArimsqTT9yun5VJFDTAO4M6zh5GyJd+zaitsDgqY/wC3+GS32kJUuWe34LWZMIkbXNpnkSsJZgqQC4dkhBc3qJZnxeeHevulRH6ajLl0Ohkwu/5qd3zj95jRbxeAAJuaRJkRhp2sFLShQ4P8yVCk0yKmqR5DkiBnYqErUbqRudM8fawNm/LegkxeJ9VDucyWEYIuLLe9al3aJbIzPY+Mz0pJFoZCgPTBPJFMwg7H7UimnclGhhLtKqd12KU0M8aJaYRYyO6hXJDXulaXICW0TEj8lQtLNAFmlYGRIl7T2H8vJqCWVEV01qRMMHCkNWzOuLaTxeUqIyHt3LULSI7HUzI1o/wxNjWzPw+mQvm8uO3ixW1gb1BlbDVhiFOXiuFIzCeJtGCLyU7nJxrUTJ2PmL1Ik6MA7lOQVO6PJorg1Mk0aW0kayghGs4LB+5qvfHdQNalNirBDYg1BNIFdJon4l/mN0olxHHAqKwTzL9qjFPLK7alATLugFAEvchzc0hYyK2jy7TX4s2NH3mSxmzZiIYMs37FOJCzPG5RmBX5I1C3JNSLPOAqaVZWWOOEM1qguZLSTIWRfMtUTyzJHFNMy3MQsWkQfPiL0kkiQbw1SQ2ZHClSCebi60iajUQxJFo0c4RxBn7VajMSi7WMQqfIRIIozKS2PJJAp3JWEyiYO0f1Sik0yIujlaNchCGZQ4Xl7ECo1mNmhgM990gRte1rLURclBDKsZV7+eX8MNxZlNwQRYgird8aNmo+jG9FXYo7/M4xZTc0oK2aJQisFHAIFDvU6g5SEfmPfX80kFsGP4raueY5vnT8prkG0H7uxHIK0B3Rz2Mg9Vua542gFQgeYAoXFhpv3VvyUvdk5LMfqT0m9iX+awvYZUkBSUu0e0A75WIAPgoJr1Z8eQLckCm/uPa2Qpke0b6WRgLWZWsj3tYisCuVnEh8T3sL0b2Ik4bjuBbxIoqwspYtF+DWK0VZ+HGDHEeJHBIoKV/5QkBOe8LkbV5iT5wB3DLxtXNl2P3Zt3ErSxsojjXkJdmb/bYUL3vKgRySfFgoBNL3KiCwAo9zKwsQa5NmRSi/0BsBXI21AxspHhagDZRF8nHccfCh3rJPfNh+LXq5Vv2VwlipBFsjSGSIR7h3ioKkcEterm5kCbeV/wAosa/uoYmDJb8pFNG5F0e+4SpW1na9gQawNmiPbcEEnvIvREiNlNFdGyJvcpQWwMA5EdvKiSCpHFwRYigCvGnvt2I7sb0UdrLI2cijF0+ehcYsUKEgdwJU2NL/AHI3YMyD8CR/gDcKbiyuzQBippY/d12UZd6yZuVpIt8x7jgwSIu7Fawvi1zjVwHLwy/tyLG18e+kX94zSo0N3eRjJdR5ALQ491eS9n77ETedE3IYKL/DDWJ0phwk9FRqYr6lZb/M0js72bh6Ee8kg93KuRFnHlZ7XF6lsrpO75QrYO1nUUFu7xPpTG2UrSd2TcoFrgYyppwm/wAHtbZ4pzc2aZmX+IA2JqR8gbm3hSQFE0+o1k21gwuQ2IOdPBkpXTEjMISAt6YnIF43fFE9PsMqkAhiuVqWIiRII4yzS538CK2iFhGp/wCmwv28aOmukqJGGYBMsRg3BNWIxLD/AAkDY2rMvb8QGoxQrIuoRxIJiyqC73HjWETjUzOSxaVWUr3m4FYoplcIydsKLAWb2GZiuZN6eKIjaAsIVbHJUoYbmn08Xyoht/uNLptOIziLKrphZgp5plVS58yFAH8J0ErxOoxU7hCFcyS3jTaIs8zszIEKI6CL5DdqldrRYf8AD0mwspAIypI2SNexkEN2YtUGieRW374w/vQVtj89YO4gfUoXYsgkCuy2rUaZlDxxoHDrCJLjyILUmllREeCJ5QBM72kPYswC1DE64EOiMhyc58Pcd1JBJpnWy5WeKQsVb6kVCGjAYmIoshLMGxDfPTb20qTy7DAo7ubi1wQeag0rSIUiiSbIQ7gNyHsRnWpie8hikKAKA4wDgVCHjBSbSPMFK5m5Uipwzq7K0pIWzLgWC2L1OrzbaLpo5uFzXm7U4cgLCVXELG6E3L+dTCSd5XSSSNkVsl4OFwxrFjOzJEshcNe3e1sbUkDQnTtgGQBy7bl/MAV2xNEIoXJ3iGsWJF7WsKmikZEkllKZHBiWP4AXNQwNpZNTFLpnkwaN3eoVcRvLJKI2Q3Ylgua1MssuXuU2IRe2LBqiQqFGoUnA5M1ytu+irFVaOURRgC9wH76lucGGrSGMfkXOkR0RUkhlclULNgxKVDGyBAR3EszZfx6GeXTl1HcHMLLmB4A1A76cbRNzGdkrkn4GgWHzRCA8A/yC1XNsCMcajlkhYxn/AKbGNlLJ+BoMV/ccRlSpGBXwK08jyOXkGLMzOSWJHnRmlZYzKCH21LWQMGNwtB3BSHINiCD5qCD308jyu7WtdnkLM1M7ugilILxqjsVVD5CpJZJXyg5Ttuxay+C3tSSyRuJsBHmrowZTiLG1ZvdonJYhje5JJuW76yb5kjMSm17cKSK3JEzjQlgjhGAZLm5U0Gb52QRk2vblVApJHhdMhYgPEVax8RQLAGBb2Tj8xoSPhcLgGKXwL48ZWvRmlZFSTlljUsRGD5JagzWzVDEGte18TahI6dlGzX5COVblW7xTyySO0salFdi7EsQGI5q7Hake9yv9azbtLqmylHqNXPKRCyj6XqPJFMcQxRaJYhhOwd+CfEi9PNLK5eNSiszOzEkKxFB2xC2tYi/P1/j3/8QAPBEAAAMEBgcGBAYCAwAAAAAAAAECAwQRIAUUFTRRcgYxMjNScZESITBBYXNQU2KBEBMiNUChgNEkQsH/2gAIAQIBAT8A/wAj3hubItQJ/VwEK8vgIV5fAQry+AhXj4Q7vJtVqLs/DTUnEh2k4kO0nEh2k4kO0nEh2k8RCJY/A3/UiZx3isvw173xzOPehXP4G/6kTOO8Vl+Gve+VM47C+f8ACW1QzKKjgK278YrbDjFbYcYrbDjFbYcYQ3ZLOCVROV2cGzwg1IhAjgLHevpFjvX0ix3r6RY719Isd6+kUu5tHckEs5nHeKy+G8PJsjh2fIE/K4CFfVwEK+rgIV9XAQr6uAg7vBtVGXZ8v5j3vlTOOwvn/CftlMznvi5S0JdmmebSnWymcd4rL4b9vU5ZnDeLy/zHvfKmcdhfP+E/7KOcznviloS7NM82lOtlM47xWXw37ellmcN4vL/GZUMhbJCzbGXaSRwgLCR88+gsJPzj6Cwk/OPoLCR84+gsJHzz6Ck2JMXtaIxhM47C+fiOFHJema1KWZQVAWGz+aYsNn80xYbP5piw2fzTFhs/mmKecSdUsoLjM574paEuzTPNpTrZTOO8VllcKNdm7ula+1E8DFjOWC+osZywX1FjOWC+osZywX1FjOWC+o0gdmbs9oQzjDsTOG8Xl8NbdkzOClQMVthxitsOMVthxitsOMVthxhDVC9k4yul2Y5EzU1f2szjsL5+JQcau0zzaU6mMznviloS7NM82lOtlM47xWWWibmjmc2lN+R7ZTOG8Xl8N+3pZZnDZVK6XZjkTKQpq/teczjsL5+JQd3aZ5tKdTKZz3xS0JdmmebSnWymcd4rLLRNzRzObSm/I9spnDeLyyuVFsW7ulopRkLEd+NQsR341CxHfjULEd+NQsR341CnXZDs+EhJxLsFM4bC+crpdmORMpCmr+15zOOwvn4lB3dpnm0p1MpnPfFLQl2aZ5tKdbKZx3isstE3NHM5tKb8j2ymcN4vLLRVyR+H2H2H2H2Gk/7gn2ymcNhfOV0uzHImUhTV/a85nHYXz8Sg7u0zzaU6mUznviloS7NM82lOtlM47xWWWibmjmc2lN+R7ZTOG8Xlloq5s5tJ/wBwT7ZTOGwvnK6XZjkTKQpq/teczjsL5+JQd3aZ5tKdTKZz3xS0JdmmebSnWymcd4rLLRNzRzObSm/I9spnDeLyy0Vc2c2k/wC4J9spnDYXzldLsxyJlIU1f2vOZx2F8/EoO7tM82lOplM574paEuzTPNpTrZTOO8Vllom5o5nNpTfke2UzhvF5ZaKubObSf9wT7ZTOGwvnK6XZjkTKQpq/teczjsL5+JQd3aZ5tKdTKZz3xS0JdmmebSnWymcd4rLLRNzRzObSm/I9spnDeLyy0Vc2c2k/7gn2ymcNhfOV0uzHImUhTV/a85nHYXz8Sg7u0zzaU6mUznviloS7NM82lOtlM4bxWWWibmnmc2lF/R7ZTOG2vLLRVzRNpP8AuCfbKZx2F85XW7MchTU1f2szjsL5+I7Pzd2SpKDKBnEWw94p6C2HvFPQWw94p6C2HvFPQWw94p6B+bLfYfnCpMPUVJjgYqTHAxUmOBipMcDDN2ZoVFMYg5HZ/eHZBoRCBnHULYe8U9BbD3inoLYe8U9BbD3inoLYfMU9A/NVv3Z/O8sBUmPqKkxwMVJjgYqTHAxUmXqGTuzZKMy85WFJPDBn2EQgLYe8U9BbD3inoLYe8U9BbD3inoLYe8U9A+nXWpNG21CHcKkx9RUmOBipMcDFSY4GKmxwMMmDNkcUysKSeGCCQgygLYe8U9BbD5inoLYe8U9BbD3inoLYe8U9A+/8xqTVrtQh3CpMcDFSY4GKkxwMVJjgYqTH1DJihkUEyopZ7QhKE9mCSgXcLZe8U9BbD3inoLYe8U9BbD3inoLZfPp6B5ZJeGptF7RipMcDFSY4GKkxwMVJjgYqTH1DJkhmUE/58smRtWiERhEw+OC3RKDUsldqVL0lTX8vsnH4b5/CULUhaVJ1kYeHtu8QJoqMJSYIJfbh3/Df+hK8zLoDKCz5EDOCGp8IX+k+z9gR95lgEbKvcMoiJdoi+kz6DyjiFFBZJ8o95g9mITsNcSJP9iPelOKoDWlB4x/oxqifoX9hCSM230EGetceIhDvV6GD2j5CPeru1KSUMwaQR2o98DEIKSWsoiHf1CdR4mYIu/0gDIzNRF5EQX3H3cBGD1KhrScAo/0rMvIi6hRF22SOJEYjH0QZ9BhyI+vx/wA4g+8jLHWD7zj+H+4iHfH0h1GHoDMzMeUAWyZYkMPQ4jyIsPwI4dr6tYIoRHkPMf8Apl/QUcYx8x3/AIEUDiI/2PX0gI932gDj+r1MdxIJH3BmeI/1D4//AP/EAD8RAAACBgUJBQcDBQEBAAAAAAECAAMEBREgBjRRcpEHEhUWITE1c8EwQVNUYRMyQFCBkqIiM3EQFGKAoUKx/9oACAEDAQE/AP8AY9zOojwMsAxxLm2Jqoo8wdNVFHmDpqoo8wdNVFHmDpqmphWDI+XKrd6hWsKtEwmPD5aVUtMEQVmH6J7Bf4R/tFPYL/CP9op7Bf4R/tFPYL/CP9op7Bf4R/tFDEOQYGIJf5D5HRP9xo/gJqWVNRzeny2j3DFP1SAWJALEgFiQCxIAlKq0ouD8jon+40/wE1LKmo5vT5bR7hin6zUrrSi4PwTIwNTYJgUK84Q37U1fevl/yBNXnt5f8gTV57eX/IE1ee3l/wAgTV57eX/IEaXQ3sqoVi5VmltiErU8FTOcCmDuTTTPYKaaZ7BTTTPYKaaZ7BTTTPYKUKayNAtBihNSypqOb07N0ORW3qDrBWmLA8E1SU+YOmqajzB01TUeYOmqajzB01TUeOdHw5iO9SqOVYJs40NvxlHuGKfrNSutKLg/BUT/AHmi6E1I+GnvBK/K0S5Nk4GBWmallTUc3p2dFKit5vRO+WllUZub0+Mo9wxT9ZqV1pRcH4Kif7zRdCakfDT3glflaJcmyc7mmallTUc3p2dFKit5vSallVZub0+GWvo5FpyApKMDCG9NPLPADFNPLPALimnlngFxTTyzwC4pp5Z4BcUowt9q6FBoTUrrSi4PaPB4nZVpSlKAxLFNOLfDBNOLfCBNOLfDBNOLfDBNOLPCBKCNotKxpExZqR8NPeCV+VolybJzuaZqWVNRzekrc82pQ0GIQSw/hNMttpME0y22kwTTLbaTBNMttpcE0y22kwSgTSsaHStOshH2wzUsqrNzenZsrrbmtWKxQqzigMIxBNX3t5b8gTV97eW/IE1fe3lvyBNX3t5b8gTV97eW/IEamJpZDAVeTNEd0rTWV18ZqJcFZ5qV1pRcHtH5WSXJsnO9pmpHw094JX5WiXJsnO5pmpZU1HN6SvWtmmydcFW88U7paWVVm5vTs6K8PWc0ZqV1hRdGVprK++M1EuCs81K60ouD2j8rJLk2Tj3mmakfDT3glflaJcmyc7mmallTUc3pK9a2abJ1wVbzxTulpZVWbm9JWx6LlC85CgCaaabATTTTYCaaabATTTTYCaaabASgzSdpc5zm8Y01K6wz3RlaayvvjNRLgrPNSutKLg9o/KyS5Nk495pmpHw094JX5WiXJsnO5pmpZU1HN6SvWtmmydcFW88U7paWVVm5vSV51w82T3gZ+eaaldYZ7oytNZX3xmolwVnmpXWlFwe0flZJcmyce80zUj4ae8Er8rRLk2Tnc0zUsqajm9JXrWzTZOuCreeKd0tLKqzc3pK862ebJ5wM/PNNSusM90ZWmsr74zUS4KzzUrrSi4PaPyskuTZOPeaZqR8NPeCV+VolybJzuaZqWVNRzekr1rZpsnXBVvPFO6WllVZub0ledbPNk84GfnmmpXWGe6MrTWV98ZqJcFZ5qV1pRcHtH5WSXJsnHvNM1I+GnvBK/K0S5Nk53NM1LKmo5vSV61s02Trgq3nindLSyqs3N6SvOtnmyecDPzzTUrrDPdGVprK++M1EuCs81K60ouD2j8rJLk2Tj3mmakfDT3glflaJcmyc7mmallTUc3pK9a2abJ1wVbzxTulpZVWbm9JXnWzzZPOBn55pqV1hnujK01lffGaiXBWealdaUX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Toplam gelirden en yüksek payı %46,2 ile maaş ve ücret geliri aldı
Toplam gelir içerisinde en yüksek payı, %46,2 ile bir önceki yıla göre 0,9 puan azalan maaş ve ücret geliri aldı. İkinci sırayı %21,0 ile önceki yıla göre 3,5 puan artan müteşebbis geliri alırken üçüncü sırayı %20,2 ile önceki yıla göre 3,7 puanlık azalış gösteren sosyal transfer geliri oluşturdu.
Tarım gelirinin müteşebbis geliri içindeki payı %19,8 olurken, emekli ve dul-yetim aylıklarının sosyal transferler içindeki payı ise %89,8 olarak gerçekleşti.
Gelir türlerine göre dağılım ve geçen yıla göre fark, 2021, 2022
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I0tQhGtrxo1ySkfilU1EWstYlTU8hEFKFfXgBEAv8Arr9imgDBWEbtB+BsrZtE4vZS47YqoqlYPB1XLGQcDYJzdOpgp4jHKefFjnXHCHGIcyTE0E0PGLryT6kHVU5uWCiQPPZZt0lgAObrzMo4x1yHbKA5xghi3SllGOP+DJtNeAp+M21crB3M1r6tPCEs/cVRB9tDLey06iJXDDta8kowjC9qs+ZmObWuiNafGnVFR4mf1msG0stnNvVeDM+W14hU4S+q9Xq8wPLCWwVj2CfT/kXqLkmKZ5eyqdqsCyPOGrbFg1dnM9bLns3hTwepL8nnKgd1G3GRb6Umn3JUXsEPql5/mTJadUv18n5Fr0CPmECuFrNge3CxjSqO1rWZSbZ1q9xMeQjri1DciWtJQ3JaymNDGmWxq8sT4pHgUG5ILOUilsrXP1sM3hVdeBZ/8G3RbCCvcrEDaZeyK/DNFqlkhegcaudetS3bDywdNu5jt5mhpl5A5oTzpdhg9PnLWkX3mNeHbcfQzp2j02p3IapIE/su5EhTwE/RukrdZXGDRtgkQWT0+sWdXsz1pL/gYDhDMsx7yDgTHSffGOMY6Y8OOvX/AJw2wWWJunVc2tAGHIwQ28Df0YpM7NXrtNrTnu4IWQhwjtVdkwV853GpxE+ZL7ZWslgIGybSClVelEm4qQYLhgW31ZcYjCe8UUM/tWX6tg2QAFt7XMgwZlW7VcK9CAN1RwPMzh2utYkKALDdUV0WWFkNgUecEFYe6KwUcO1LeEANWoDubjUpMtjmttlYw3FTjuz1KX1GDqbqqxAgzVm+pPLAyX/oT+oTahYrjl2fJ4ZbmOs1WFW2ueFhpy1jiw8yfZ8mVcoSo6XBacDYS0CCJME4zpECkhy71M1p9bIDOjwIMoJWGhKuNQayLRgQEWGKzWh19o69DOgyIqVU61KFcVkGUdLzGaRWFdROi6ZlKXZuhBVlXCGswrX4HHY9nuHsMwmDSwKvzcwPs6BCtgnyeqjy5NuVhqnqdtaNFBov0zWXVq3RoVzSh5BGXEMeb/0H/8QAShAAAgEDAQMHCAYHBwMEAwAAAQIDAAQREhMhMQUgIjBBUZEQFEBCUmFxgSMyk5Sy0lBTVIKhsbQVJENgYpLBBnLRM3OzwkRVY//aAAgBAQAJPwD/ACXIY2lubeDWOKLNIEJHvwamd0hur1Ime7mkHRuTGgaE4RQtQxo8MQd9kcSSMt5sAsZ1FV1gVKjLd8nySPEmdMMkMgXADbwelhveP8g39uUnuDbwsHGHmBKmNe9gQeZIka97EKPI6qo7ScD0G9ggLglRIwXIFcq2bRuMMu1rlez+cgqWCW3t7iOON48HIMSuRn4mk+leMIWJ9UEnA7t59IXVcw2crwrjUdaqSN1f9QSLbxsTb3m1DTtGlukkpjODqKM1Skia4me2R5BLLHbk5jSVhxfHo8UkjmSEyRoCWeESAyKAOOVzur/p+6v7nXNc2diYHKLC9ywg2gHBU4lauHmkitlV5HRoyW4kBXAYAcB1k2ymkiKpJkrpPfkVeecSPMHRtbPpXGMZalg83tryO7RNfCZ5PpD8kWtzTsjAC6foOInUsp18NRFO5DWAeUPKXUYVUwgUgDpDgRV2zaLyNYEErZltFcyEEll6fSxx4LRe4ubYOLlWmAL64HjBLHcdDEGhM9y4gBuxesqmJTFmMIDxAU76keaKUkwqZyEkCzrJGBliQUQaaGOthMrKuRGCFLe4FsCjNCFaRp42cmNLMW6FT7G6Xtq6M8RN09w4aXoodGxRkcBFx6pUnUK/Z3/F5f8A9iv/AMCejuKgaQFscQKs4wPeSasLMva4EIMeVG1OGrk2zA7kBSuSj8UerlrduxZVxUySIeDIwYfw9BcCkJPeaa0twzlVL9rfOr6OMM6opIVcs3ACr8gG3iJyqney1PDL7niFcmxP3tGxRqeS2c/rV3eIqZJEPBkIYHw/QABUjBB3gjyWkMxUYUyIr4Hzrky0+xSuTLT7FKiSJBdwYSMBRk26ei9I/wAKc47h5DgIusnuC8TU0ypOXSxhLmWfKRk5OrOGbGQDUryYmh0uWZlIwpOktv5l1LC3ejEVBtk/XR7n+Yq6SVe0DivuI607+4UdI93lthIZdYB1hdGsZBOeK99Wiie0v4Crk8UjZWd0r9lg/DzLqSFh7JwD8RUHwni/5WrhJY3HRKHI/QbqCbuDH3dKOfQjW5e4cz1kIpQSp3E8QeFd0X4+dcPFIvrKa0QXfANwSXqz+9R5nrx/xHk/ZYPw86YgevEd6OPeKOzuEXLwH+Y7xzgdro6GOOa16tfQ1Y4Y91JLcf2bERyRE6kgC4UO/wD3lOC0hMVw74m2BGhIHydepE3yAgDdQml2trEHg80C5NxbyM46IB6DKKgb+5m2SVxFvEdzhwygK+9F6J3GkVbhoFMoVWUavgwBHo36yD/4EpdU0XJskkY73SMsK5XYxwzaIb5nTVoMSOzasaTpZiKnMrwX08JfUH1BGyoDgDXgHBbr+PYKPO7JDXsx/jHUSccLDcN+F+pPQ/nzvUfHybyfs0P4efK0csbZR1OCDWlLyMdNexx7S9VEiGRy8hAxqY9p7z6PCHYXUAByeHm6UuFUYA7hVrEAiuqAKAAJPrDA3b6jVEUYVVAAHwA688/10B8N1ewn4x1MmZ0X6CQ8XUeqeed3aefxC6h+7v8AJ+zQ/h6iQpLG2pWFELMnRnj7m/8AB/QH7XB/Tp6DcRwwqcB5GCLk+81dQmYoHEYdS5Q8GxxxU8RmRQzRBwXUHtK8QOd2Eqa9hPxjqXKSIwZWHEEUQJ16E69zj/g836zcKSV4lgcusWoyMuN4TRvyajuI9uLuS0tY9oRa3DPFsI2PeFyT2Us6z+dYlvisyx26QSguoHAu5Gnm8CCK4qxHhX7PH1JOyPQmQeshpw6OoZWHAgjywbaaGEtFFgnWw7MLXJws5IpwiIEdNSlc5w9Xl2zR8prcyylidrBPKUSFj3BtVTrLHsEluYR0meZ7aSQ24PqkMlQWQjedUd1YMzhghwiLK28azwLH3U1vYJFyqiNK7jEarK0eJwr5KsBneFqSIbfku0YWWXDkyGUNLB3AABjQh6NosiFCXfoquTI2okE6uBUei3U0QMVsSEdlGdmK5Ru/tnrlG7+2euUbv7Z65Ru/tnrlG7+2euUbv7Z65Ru/tnrlG7+2euUbv7Z65Ru/tnq9ndCs2VeVmG6M1KoSEq06FA2ULDUzEkEIo7gTRnj5OEam4njiSQB5ZVjRWLHIHw8vFqsUuLt3VYy2giDPGbDkZKjgK5LmMfJsJMs0pizKggK8EbO1zuHFcVbXFvbl5rmZZTGQXuIETSukluzeDzuKFWr2E/GOqbFvc4ilH4W5vDs8oCjJOBu3needwYhh86/UR9U/Tg6cWe2PnhiYZlmQKxQB14E6cZoejm5DxSwRLsn0jSIEamv/ALamv/tqa/8Atqa/+2pr/wC2pr/7amv/ALamv/tqa/8Atqa/+2prvbxBguuQMuHBWrSKZ4jlC4zp3g1apLJFI7pJJ0mBd9fgDw8vAbh1PrIwr2E/GOrbMqDZS9+pPLxbcOq9ZCvhX6iPqjhVkAk96NuNHIIyPTv2uD+nTr+wdX2EfjHVnKuiyoPeu4+X1R1XqOD8jur9SnVtvji2Tn3oceRNQiQtpzjNQbPRIFxq1dmauYYrS5uLiNbc275UQ6wBthlRIdGSGwKs5lcyiJF1IweQlMIpU90oNWM+xl26JFhC8rJcJbBg2rCjU9cnXETMUESu0fTLSNCd4OBhkNWE6FIW2U0oGkTC3NyFZAdXAVaXGiS2W4jOU6UbzLAp47iS2cGgusXd1F0RgaYZmjX+A9BmjTCMUVmCtIVGdKZ4mraPbwiJwsWcMs8SzKOl2jODVusEoubiJolbWFMMhj4/KmLEcqhV+AhTr+1ur4PEjfxA6mGRs5xpUnOKRtecacHOe7FHAeXZt8HGPL7XVdsZx8RX6lOocJq3tIeCL3mpGO13qBGdGCxXe/f0eFTFkEqROChUa2UthTnpYxvrhHOr/Jx5FDKRgqRkGoY4wTkhVCgn5VybCzvrJyCU1ONLNpJ0hiOJqBY1tpzcBMFiZjHsg5ZiTuWrCIiEsYuPR1SCY4+LqGrk6MDGAQSCOmZdxBBB1EmuS4TGWyV7Cdnsfwbq5NiYq7ON7DpOwc+LAGoljQu7lRw1SMXY/Mn0GJHG/wCsAeNPNGokLOGcuZBo2aqxbsUAYpCqNNLKQST05XLsfmTTFtfKEcnzeBD1/cT1fs6T/uB6mZkhs3nLxsukkBQw1YJyXYVdxYup325I1OoByxPdmjvW5Rgf3vJ2Cojx76DCnx8RUq06n58/1QB1DgdJSysAVbQcgGreGWLUm0XBBdEcyBO4DLVBFHHbriIR6hjvJBJBJ7TXBrYHwPp37Xb/ANMnX+z1LAVMnjV0j3OQwRd+ADvJ6vscV7Ir2DVyqRrPCs0ZQMCkjhSx9b3DFOP7PLQxOY2QuZppNAyCCdI5jGpX8akNOnzwKMZ+BqZQ3sKctSOsUoGkPgHKdE9X+xv/ADHkJCqMmiSFbByMVZRrPPyo9tMms4igBwJvmGFTXEhOSFSFmYoEMmsD2Sqk0T9BPbqrRqXylyqGN5PZDNJgVHrS25OmuA5ypMkMjxMmO7KU8oSaB5QyoWQiIKZCh7VUtxoXcsiyiP6OFnBdmZFUEd7IQKndzcW6TxqqHhLkRhu4uRgVE0SXNukwjf6y6xnB9DVNJngbf/7CUsP+00kXgaCg62G73VavEIYFuVAYSGSBwxVgBjDHTwqNY3iSF2VZRKNE6606QA3946ruNMBUq0xPwFIxqIfM1pHyqfSPkKkkf51KseeC/Wc/AUzQx9+cuf8AxRyZIJhk9+gnq/WlQeJrsFdoqGBpYWOzdwpZN/YTVvBriLaH0AuupixwfiaLH4Coz8zUaj4kmiB8qlb5bqvFU+zqy3gKti59uTcPAVcsqH1E6A8n+FeSRn4Oobq+CWwHi3kXKsMEVGFDHJqB9qFiGS5O6JzKv8WpJtKrIiKZDhEkjMRUfBWpJ0d9nl0kKt9EqBP9uzBFCY7a2kgkLSFiySu0jfMlzUekpDMkKSOTEu2QI+4djaa2rSWyWqhy56RtdRVj83JNRyg20CQrhz0kjJKh+/BNF9lBGscQc5IVRgZPocqrpngU/d0qdPCrhPCnDdMndw31ezHWUVi+klYIw2mJcAcC3GppJpbl1aWRwiltA0rujCjqidzkeNTie3hiLTvoCrA7EaIw3rMRxpmVsSNHCYwAEjlaLKsCSeG8HyOBSE+87qbSPdUyovexpNA/WuOl8hTs7nizHJPk73/Aa9SRl8D1Qzm5Qn4L0j5dAkWVtOsEqMnPAUsSz9IOulnAKMQRpBzq3cKCBpIwzBTkBu0DyXMae4nLeAq3aQ+0/RFXBRD6kfRHN4pKsg8OrG55EjH7oz6cP/y4P6dOv4qNQ+VWcIM7apTGuC7ZDZPvyKs4o5JTmRwoDMffinPw4eR1RBxZjgCk1t+tYYX5CpmkbvPZ8OZ+sP4TXB9L+I6pcpbQE/vPuHlUmO4jBOCV6S9xFS7JBGFCbVgdzF9QwdRYntq0LIgwmegoqfZofVj6NEknief2iM/zFcUcr4HqhhpgZm/f8hwBTA4qGdIV22LlwohbYNpfeGJXB9vFco2h2ys0OJk+kC8Su/eBXKFqmtlC65kXJcZXGT2jhU2yB5RawXXu1Tg6cCuUrM7ZykWJ06bDiq795rlWy2asEZtvHgM3AE54mruKLzW5W2eSSWNVaYrq0J0s5q6iZis7MVdSkWwwXEpz0SM1e20jSR64kWVWLr7QAO8cy2nimgQORKoAdGYqGXBPavbg1YXUElroEm12ZXLjIAMbvvxUYOO3NQr41CvjUK+NQr41CvjUK+NQr41CvjUK+NQr41CvjS4Ju4f6dOvGQRgitWzR8dEMd2cqTo34pLg3gtumfXWJiwEg1YySBuHEUro4tItYfiCFGc0BPJ3g9AfOpiwHBBuUfAc79eBQ+tGV+anqhiS7k1/uDcvld43tH1vp4tEdzUSSeJO89V60APg1cJFDj+R6n/FlAb3LxJoYVVCqO4DyHAIok5Oav0DTQyR7SK2EUkuttSm4w2JNFX6bTzlp7gJCyB8uX0KNZXR7mBNcoPbF3n1Iy6iImKrChMbgZjRAO0VdDUOWP7QVjHkZL6imM1yoUjsYYUI2RAkMMqyhsK446eBzXKKI8VlDAH2LAjZ7TLgo6kE7WuUWDNPMzEowVkmhSFgRE6ZPQq+ZAjXrBgm/N1KJRnDeqVq5ErzwhH6Lcdq8pbMju2/X5XmXeDmKV4m3e9CDU8EruiQ6RDssxa8kyEMdciruU1IXae6lndsYOZDw+QwKAxgcaC+NBfGgvjQXxoL40F8aC+NBfGgvjQXxoL41xF5D/Tp6AOGElx/A0RLPwKp/9mqTTH2RJuX59/UftUf86H1Jf4MOp/xH6Z9lBxNLhEUKo7gPKgaOWNkdT2qwwaz9E52be0h3qeq9a2cfxBocGKH57x1K8cxQf/ZvT/2uD+nT0AHZTRMjEHBGe0UOnE+5ux1PBh1PZcx/zrGQmofunPUpie5XoA8Vi5sRN1ZqdQHF4eq7VkHitDJUax+71HF26TdiIOLGlCxxIFUe4c25BF3JKkHRbptDnWPlpPkk0IZY4gcE9OVgijd3k8yVI41wC7HAGTgeV2MluVWXosFVnGoDURgnFSYluC+yXB6Wgam8B6BDI5aeB8rj9QgpHRS5XDccirjW0BxJlWXtIyNQGpSVIyKlZjCQJFZHjYahlThwDhhwPXKvn9qpMffKnalKVZSQQdxBHYeo7LiP8VcGUr412HHPQ+ZwMNX/APRvYoYA50Z8wuH+xc8V6ntmx4ihuYEH4GuKOVPy5yFnZgqqBkkngBQBu5gDKfZHYg5kmhpEK6uOKuBLrkDZAxjdip4FvEe+Mju0jRsLkPgBTketU9oXjiv9hxIie5lSSMrhFA0aewVfxuZLuGXXq3uEuhPlgEXpBdwyWq7t5dlIzdLpiRxFIizFQidMs4JySansmCXxuQgGUB81MG5QiD6/SqayaR7pZ0UNiNG2GyJxsdJ378aae3lllu3nDMDsyWn2wyCCRU1ihtOlK4GCZdqsmtW0E8Fx2GmtG128AlUMUEssU7yl2JRwdzAdJTVzZ7Rpw8oQCNHPmwhzkxvvVgSKvoEnaW/Z5xq1uLkYTJxTQP8A3ZkiUHWYS0jOdBCRgDB7AOvgMiCSBSQRx2CVGUcSu2CRwNbGcCKG0iCOw+hWZ5No+ocRr4UbdGvDETHC7uutAQ0mXAILezwHXwf3njcwL/i/6099DBFRtJI7BURRksT2AVbASWoczxmRA6BBliVznApAIA5TWzquWAyQoJBJwezmfr4/xDyfrSf92/nApbIRtpv+F99RBIo1wqjnwrLDKhV0bgQa1S2ErfQzez/oerM3TSSBVgDFdZPAZWtck9lycJBs3zAkygBwCd7YJqBxO0V64kJZdn5siMoxw6Wrm9lzH/FvIN0gDj581SWJwABkkmkzdkZjj7Ih+bnOyCW6toXdTgrHLKqOQfgagvo4OU1JtH15CbGQBAgUkprj3moYRFEYzImwcs4kvjbYU53YTDUkSF761jSV7Y9COcOWyoc70KV0TPybaXMke/Ecz6kYKGyVDBfR/wBrg/pk9D0Q33F4+CTf+GqKW3nhfpKcq4qKVX5SuoirNgYhQlmU4PEnFXd1d27RyJBE6KsQeTSdrxyGUjmdkqfz8nCSJT8xu5uqCz7+Dyf9tRLHEgwqjqYVlikXSyMMgipJ3tky2EJE8HhxFXczNImiRi5JdPZbvFXkxEoQSIGIVggCrkDjgDm8VlQ+B8g4Eof5jmQNLK3YP5nuFaZrzv4rH7l56B43GGU9oq6hYp9cCRSV7OlTg47jnyIFeVgZG7WIGBTrqHFcjNMCO8HPD0X9rg/p0q5hleF9MqI4Yxt3MBwq6hnMblH2bhtDjipxwPoVsC6rhJ03SJ8DSG+tPbiHTX/uSgQRuIPM7GBq5ieWMDaRq4LL8QKkUyR7nQEalD71JHvwfLaPJ3vjCD4tTLdTjeEx9Gp63FleHeXReg5/1LVkxi7J48vGeb2HNQTGFkQvMoXSmohRnJB4nsq1mczSqInTQRrGSdxIOAAST5EZ3Y4CqMk/IUfNYD6vGVqt1Qes3F2+J5/1yvR7KY6i3ac7q5Dmiu7ae7eeVokAlSWUlUGfr5yDTubpohNc7MR6C3nRRjEU7dkMCprnSttGLdXwqklnyWAySwGmru6mkRLBrnejYLs+22Bj9XcMe6oJ1nmKbS4VI1fpC1RiOODpVqSeOzFxI2MBgQ91I0hl+KEEVJO126ap9qQSGPZu9E/a4P6dKtW0CPzVGRlcymS4eXbYHAKHqEREW1tbKA6vr83DZk6PANq9E5PjMp/xk6EniK5X+EU6/wDKVyZt19qB1euSb1Md8L1bTf7Grkedkhh2NjBDowyOyl3bBzrarVZjciBllBK5dXbdhuAVTVzBAvcMu1K93KP1p6HgKRURRuVRgDrwCDxBGQatPNpjxe3OiuVYZR2JMpQ+K1yUZQO2J1euRL75Qua5Fv8A7vJQkSO1RJDaywkq0oAwz9JTlamj1QpdIExgETkAHd2qoxV9JMfZjGhas4ou9gMsfiesiRC5y5VQCx7zjifJEkYZizaFC5J7Tjqppi8TlH0W80gVhxGUUinuvulx+Snuvulx+Snuvulx+Snuvulx+Snuvulx+Spp1BZVBa1nG9jgDelPdfdLj8lPdfdLj8lPdfdLj8lPdfdLj8lPdfdLj8lPdfdLj8lPc4e6hK/3WfsgQdiU9190uPyU9190uPyU9190uPyU9190uPyU9190uPyVPOiKMs7Ws4A8Up7r7pcfkp7r7pcfkp7r7pcfkp7r7pcfkp7r7pcfkp7r7pcfkqVmeMKWR43jIDZwcSBTg4P6EIAAySdwArlS0Nuhw8yzIY1PczZwDV/bK1wAYA0qAyg+xk9Kry3e4j/9SFZFMi/FQcj0pwiRoWdjuCqoySaz5rdFJkKIxaRrkjGE4lmJp9cUqB0bGMg81ZNptA8ZeJxG0kOJcI5GCy8akbzkDgUbRnGsrq4agpzjmlwrOEUIjSMxwTuVck4AzT4S8xIXiRnLqkedodPBVQZJ50chZ0foSxOiSqhAfQxADaSRnFSszwE6wUKggMUypP1gGUjI5rhIo0Lu5OAFUZJNFmS7hiEbpEzSOmGkUBAM7gSadXR1DIw4FWGQereRr20M017O0hIBMJEdoo4HJIJX1avJnsH5Hsbm5SOVnM927kKp73l7Vq/mgK8t2zm1jkDKEmugUhd+LBFOPRoTNbiBzLEEMhdMb1CjJbPdUTIrcq20lzapE5FtBFC8cWvd0nDMCxFWT2pv5JZZrt4HzFYm5eSKJMKemQdw9SoDaQ8nyXYiTYuj3M826WQkjAT8R9K5TuYEIXMQCPE2k53qyknNSwyScnpaSJO+VR5YHzoKrwUgcakDvEnTYcCzEsce7J5kjJqUjWuNS57RnNSw3UEETJZ65DtVyu8soQKXc7iewVJCsJmN0Y1JLidoBAU7igA5skSz205kQS50NrjaIg6fc9SQxi0tpbJXkJO0hnhETPheDjsFcFUAfLmx2dwd0VrpldTFCzjK6SuMnixqeJ0ETw24XOdDzPOS+e3L45t00BLqxcKrZ0nOkhgQQamtzPyWiCKZ8hJi0LQvkLwwHpiVt7eOIMeJEahc9Xydai51FtsIk2mo9urGc1ybaGN5No6GFCrP7RGN5qzgSJWDLGqKqBgc5AG7Of8AL0uhC4RcAszu3BUVclmPcKd9UT6JY5EaJ42wDh1cAjINM5nEaSFFRmwkjFVYkDGMqalWOGMZdzwAqQbQDOj4AH/mpMzwxJK6Y4JISFOeHFTQYgDOFUsx+AGSfKwCoCWPcBThlyRn3g4PkkxNOsjRJgnUIwC3hmnKQhgC4UtjPDOkGnZEllijTKnOuYhVBHEEk+Q7u+rzLPFtFJRlQrgv9YjGSoLAd1OQbtC0GpSuoAaiN/A434P6EtruSCCfYz3SR5hifOCCc5OCekQCBVzGXtbd55olYGVUQaidNTpFtGCxLI6KzlgGwBn31cDzi3SFniG9htjhQAN5Jq6RUSOR9BIErbLJZQhwcjFXUW0MImMRdQ6oRnUVzkCry32aKCZdtHsxkkYJDcRir23CzkCBjKoEhPYhz0jVxFCmoLrkcICTwGTU4M1woaFV3h1Od4I+Fco2gQSCPJmTGs7wvHjTHN1crBAilQzu3dqIFX1rpgYLL9KmEYnGH37qnU6bmS3XLAbR4wGOj2hg+kwGdrC6eZ7cEBnR4mjJXVgal1VBcvYi9ifza4itnndVR1JZE0KyhiuFY1aSsI47QEs6ZQJPM+g4PqK4rk1POfMIdpBhCXmTSWyeBauSJwh5Rv7lHDRqgjuLR0jUANxDNiuTwlslpyaLiFUR9qYhKZF0EqHIZwxzVg0kn9hXMNoHKZjklndlRQDhCENWmwvpuU+Uj5zkBhDNCyx5YHOnVirZ7WN4IESJkjjAlQHU+iNn+bE5arIPPDyQq8oSRTIReMt1G7gsjcZFVt71yYLa0El/JaQSaCLVniiRG0AkDLqWAFQPCBYxwzZWNBNOrZL9BmLn/Wa5CZr2Kz5SS5u9aqLl52BTBVwxyKsj/Zj3heO0m82gEhNtp1JGGCDSw4VZSCPzXkU9JhkCC4eR+PcprkstOvJ1nFCSy5R0u3d9JzuOg1BsDPLdmwRMBQkkIxoA4AtVoNc1qpMhciICOPSqMmcaiToJxkLmhILw8tpLFrEYlEEKZkZxF0e9f0IHUPdTz2t8l0YNl5w5f6VRvYoTTl9UnKEqTGSNVc3cbqqkBNeeng5bFQwlEF0QchiDNHAi4+yNWscimXk2dBrCljZuxdPmGyDVrbrLc8ncpxRLtA2l7ucyIM0xYecTziXaRhPpYTGEwE15Gcb204q2t9jbW/I6SrkYzZO7SUoaOdL2BIkkiQRrNcNKrHWj9Eht+jfUSXKxW11AYZcgO0kYAfVgjUMY7yDVlEpnTkqQzs2HtPM1TVGF4+r0aiBaC0vYJoIniUFrmTXrzKjgjsatDvYXETyO5J3RwPHnvO8irVAotrCJ1eZGUtbXSTNoRFAVMA6aRJYLy6ucozA7CM4ZHi7tXB1/QSKCxycDGTzEVh3EZ5oGf05FZ+bW1yYMTy7N53T64jJwq44DNLKzRCZUkKEQvPEhkMQf2qWRp7l5FVIoyQuy069RPYusb6S5aS3kjjYLESGllAKRp3sQahdbVbWSW5leM60dH2WxCj19VR3azvK8bQmE64zGodi/cArA5pboPG1uNkYTtG85OmIqvc1RXcj4zKiQlmg6Zi+kHEdJTUMs88Fm1wURCyovBTIRwBIpGWBBIPOAGKGSKPatGu7ewANRXhnZkCW2wImcOm0DKvs6RmjdSKFgLPHAzKnnDFEDe8sMUzK6QuzxuhWRGSTZsDUUlu6NeaC0bGKTzRyp0HixAGSKEoFo5SWRk0xhgMkAnjgVBPEz7HYIqOzzJO2hXQFV3E1FdyuwJkRIGZocOYjtR2YYEUjuURnhaVCkU6o4RzG3aFzTkpJFM8bshAkWJlUujdq5arS6hSC5uUfEerEds2lpW7loNptJMrsEMjmAQrKZXHYo1VM2LW3eWcrEz4ChG6BHE4cVFdxSmcQHawlFWVk1qjHvZd4qVwYZjE6hCWBWPa5A7RpqOTzkXLxLbwoXZ8O6rp+UZJqGcTzTtGkEcRYnLyKnHHZESf8AId+sdpfOz3ELQLKVZxpcxM31Cw9xqS3VJ2mc5tUeZXmQqcSt2Vdu5i85wCoGfONH8tFSqTPeQXSa4xIiPAgjAKn6ykCpogHgKEQ2yRRhjKJgwQdxXgauIY3C3AItrZLZfp0VMgKScqFrlBTvs8qlusYJtHLhjgklmz0jV6mBdPcazAu2jLzGYiKUEFK5Sa0N5Z+a3P0Ql1IMlSuSMMNRrlBxatLPMkIjGVmnjZGYt2qNRIWp42ljWEIJoBNGNkhjOpCRnINXYXaGyYhIUjUGzk2m5UwAGq6ZzcbXKlQAu0k2lcrvJCPOzbqIQpja7JySc9LSGIWpDKl5PJI4IxjaKFKiuU3la0ECW+IwmIoH1hW72OAC1cqmJp2fb6oQ+pXmaYBcnokayM1LbrBIjxoRaR7YK7hyHk4vV2zRxJcRwQFRiKOdlcoD3KV6NcpDZyvdkI0CybMXZDMUyca1PBqu8zyMu3OzAEsWwWBom9x0hhXKMpOwuYmmZQXfbshyfeoQKKu2GeU4b0rp7YYhEErXBHNyctsrZVgzMcmQL3gdGuUmS5WcyxO8QZVLNISrLkZBEtcpSTyRS7ViUC6zmU9n/vU6s3awXSD8sn/IX//EAEMRAAIBAwAECQoFAwMDBQAAAAECAwAEEQUSIVEGEyAwMUFhcZEQFSIyQFJTYnKhFDVCUIEWIzM0YLElVII2Q3CQkv/aAAgBAgEBPwD/AOJkilfOqhPdX4a4+C/hX4a4+E/hTI6HDKQe3/YETKkiMwyAdoq8mhmkUxR6gC4I9o0T6svePLpL/VNt6h7PJdQR+s4q805DbprCJnp+FM+fRgUDtrg3pCbSt7xMoVV7KOg4eqVqfQb/AKZgal0XeR/oz3UyMhwwIPb7DJcQx+swqXSkQB1EJo8INJzGQQW49EbcAmhprS0utqEkgZIUdFcHLaK80RBNOMu2cmm0PZnoDD+ak0Ev6JT/ACM1Lom7j2hdYdlMjKcMpB3H9iV3X1WIrjpviN41x03xG8aJLHJJJ9kNXGkI4zqp6RqW8mlPr4G4Uau0Lw4A25GKvLUi4tlZVJjCmZsaq4LVwcEY05FqqBlDkciWCKYYdARVzoVTkwNg+6amglhcrIpB52e6ihG05O6p9ITSbF9FeyiST5IWit793klKBTnGCc1b3MNtLMBKTHLC2wDoJ6Aa4IfkNr/PIlt4ZhiRAaudCkZaFv8AxNOjoxV1II6j+x4J9jmnSFSzn+KubySYkZwu7kSDKMOyizguusdxrgKSdMD6eVLBFMpWRARV9ox4MvGCyfcc0SAMmrrSPSsR/miSSSTk8jSiATKwHSPJwQ/IbX+eVdWkNyuHXbv66u7Ga2b0hlepuUmrrDW6M7an4rWHF9HtdkBqHZUv+R/qPsNzcrAmT09QqaZ5n1nPKuU1LiQdtcA/zlfo5Z29IrSOiwutNCNnWvMEgAk1eXpkJRDhf+eVpRMwo24+Tgd+Q2v88uSNJEKuoINX9g1s2Rkoeg7v2FZZEBCtiiSTk+wTTLEhZqmmeWQuTy9JJqz53iuAf52v0cwcEYrSlhxZ46MeiTtG7l393kmJDs6zy7tNe3kHk4G/kFt3nmJI0lRkcZUir21a2mKno/Sf3A1dztPKVUEgdAFFHAzqnGa1GxnGzlaVTKxv/FcA/wA6X6DzLoJFZWGQRV7bG3nZOo+qeTfXHExYB9JqQM0i4IyTTcUGZcqSANY7NoqGPVjlJxq42Lsya2bOQwypHZUi6rsO2uBn5Bb/AFNzN9ai5hYdfSKZSrFSMEHB8rkqjEDJAqCR5FJddU59rvXYOuCRsrjJPfbxrjJPebxrjJPebxrjJPebxrjJPebxrjJPebxrjJPebxrjJPebxrjJPebxrjJPebxq0dzOoLHoPJ0hOY4tUes1WxjEuXfCgePZRkRhKDIPTOwbqeVOI1Cyltg2dh5WkE1rZuyuAn50v0c1pS2E1uSo9Jdo5BIAyaup+NlLdQOzy5PKvk1bl+2uBX/p+3+pua0zbakolUbG6e/2+SBJCC1fg4Nx8a/Bwbj41+Dg3Hxr8HBuPjX4ODcfGvwcG4+Nfg4Nx8a/Bwbj41+Dg3Hxr8HBuPjSW0UbBlBzyb2XjZ33DYOZmXWicdhrgLs04v0nm7+DiLp16ukeW/l4uAgdLbOa0qmHRhurgX+QW/1NzV7Bx9s6deMjvojB/bbiTi4XbsonJPNcDV1OEWO/m9OQ7I5Mdh8uk5Myqg6hzWkk1oAesGuBX5BB9bc3fxcVdygdGcjyO2qpbdUMvGAn2uMlgSfePP6TfEAG883wYXV4TRnep5kugOC4rXXVL5GK0nHr2cvYM+Hlum1p5D281cprwSDeK4E/kEH1vzF1cLbxFyM7hUV2JZzGF6BtpbljcmFlA2ZHX41ptMTxtvXyEA0FA6AB7Wq6oPeTz+lW/wAQ5vg6v/XrZ+wjmD1ijbXebrWjBLgYNXEQe3eBI2yijG41MutbOvWUxXXTtqqzbgTTacj419aM+saXTdoepx30ulbI9MmKW+tG6JlpZom6JF8a1lPQw5JFcDV1dCIN0r8xcW0c64fPYRX4JFJZHYHBx2EjGagteKkd+MJLdOa06v8AaiPzH9t0r/kTu5jIoyRgZLr40LmAnAcGuDSk6UgYjZtxzHVg1geR9qMOym9Y1c/6eX6DVjBBO9ykkJLarlWyekDNWdpbyWc4ZD+IGswJyAFUZ8uTQmlHQ7ClvLoHZNJ40mkL8dBY/wAVFe6Vb/2if/HFRS6Wbps/E1El4w9ONU/muCwC6KROsO2eb03/AKeP6/JPPHBE8rnCqMmrHSFtfxu8DZVTg+16f03c6OniSNVIZM7a/q+/+Glf1ff/AA460Hfy39iJ5AAxcjZ2c5pUYaMk9NGVB0uPGnvrRfWmSm0tZL0OT3U+nbf9KNTadb9MQ8abTV2fVCikuNK3BwgY9wqLRGkpSONnZR31DoO1TbIS53k0kMMY/txqO4VoVtTSMB7ebmOrE53KaO0nvqVdaN13qaEGk1aZIVlCsxBA2A0bTTcwcMXAfGsucDYMVHwevD0ugpODZ/XPjuFJwdth6zs1JoTR69EZPeaTR9mnRAnhSxRL6qKK2Csk+TgvJ/YkTt5vThHFRD5vJNEk0bRuMqw2irWytrNCkCaoY5Ptem9BSaSmjkWULqriv6Nm/wC5Wv6Nm/7la0Po9tH2YgLa3pE57+c4XK4tYJASMNg47ams0GjILgxskjsAuWJLjrOK0no6K2gheNMjIDPrEkkjOCKAJOADUGjL2b1YiBvNQcHGODNLjsFQaIsYeiIMe3bSoqjCqAKz5dFnF7D31Gcop7Oavn1LOY/KR5ZFCzNkbAaKqJKcarEbvLms8ng1JqmT6hzenJP7kSbhn9t07am50bMirlgNYDtFW1tpx+LzKyqgwoY7BSaGLqi3NxJIE9VeoVDY2sGNSJQd/lzydHnF5F31atrQrR6eZ01KFt1TrZvLdgrKGrjGotk5NZ5jQTYaX+DSNrIp3jmtJSiS7kPUDgeRmVQSTgUkscgyjAjn7i/MMhTi8152PwvvXnY/C+9edj8L7152PwvvXnY/C+9edj8L7152PwvvXnY/C+9edj8L7152PwvvXnY/B+9W83HRB9XHZz56MUUKTEAUAOOJJGrmpMa7Y31ms8qx2XcffVg2UYc1pecS3WqDsQY8t5HrRZ6xW3PNaEP9+QfLVo2tCOzmbqYQwSSbhRJYknrOfJJGJEKHoNW9usCFQScnPP3djLNKWXFebLn5fGvNlz8vjXmy5+XxrzZc/L415sufl8a82XPy+NebLn5fGvNlz8vjXmy5+XxrzZc/L415sufl8atIXhgVGxkE+wXkZwHHVWsaJ5iz/wBVF31Yt/cI38zdzrBA7k7QNnfTMWYk9J2nykAjBqaMxyFea0O2LrvWrBtrrzOmroMVhU9rft7qGUqeupUMblTzNqcXEX1CrZtWZTzOlrvjpeLU+ih8TybuHXXWA2jmtFnF2lWz6synmLq4W3heQ/wN5qSRpHZ2OSx5GR1H2vSOl4bCREdSSwzVjepe24mQEAsRt7PYLmDjVyOkURg45i3P9+P6hSHDA0DkA8vSd9xEZRT/AHD9hy7uAo2uOjmbA4vIT81KcHNIdZVO8cnfTMFUsTgDaa0jeG5m9H/Gvq8i6gM9vJEG1SwxmtF6PexikRpjJrNnPtfCDR11dTwtEmQExWhLaa2sFjlXDB29hubbWBZBt6x5ACTgDbXEvt7OkUFJUt1DkQ/5Y/qFCoG1okPZyr6+jtk3ufVWpJHldnY5JO3lsAykEVcW7RHI6KQZcADNNHCTJvC0kS8USRt2/bk2pxPGfmHktHzD2jklgoJYgCtJaRM5MUexB09v7pcWokyybGrDRuMgg5p5VPGb2Na6qhQEkbuRH/kTvFJ6qmrJsxY3HkdVX2k44MrGQz/YVJI8jF3bJPMlQwIIqa2dDrx0XcnpoyOdmenkxHEiH5hQ2qKsG2svImmihTXkYACr7ST3B1U2Ju38vP7fJDHIMMKltJE9UZFEEHkJ6694qJgUXaOgVYOMuufLPdwQDLuO6rvSss2Ujyq/fnZrVJNoABqS3kj6V2clfWHfSPiKM7wKt5eLnUY9bZmhTMigkuAO2rrTESZWIax39VTXE07a0jE8uUMY2C9ONlWqTIpEp25/cZII5PWWnsB+hvGmtJx+mjFIOlDSo+uvonpqJ8YY4xqjG2rO5ignZ3cYI6qk03CuRGhY1NpW6lyAQg7KJZjkkn2B7WF+rHdTWB/SwprScfpzXEy+41cVL7jeFRuhgg1mAIUbK/Fxq6t06tS6bmbZGgWpriaY5kkJ/wDpcHbRJ1WO4E0R/wAA0DnON+K6z3DH81vO4ZNDb40NoyOjfQ6QPmAJo7Cd2cDtrf2dNDacV+ktRPog9gNHYM0OgUOnw+9Lg6u411E11Kd4oZIPYxFDbn6tX+aAz0dv2oHLADrOB30MlEbfn7UNoXtz9v8AYYoglSvZgVn/AIA8KGzxJ8axtz2D7V1OPeFA4xSjVVRuoDw1g2O0V1g7jkV1ufeO2l2Nntz9sUBiMp2k11Y+UDwojIx2musHtyaGzwH2obMdlAnBG/H2rHo4rZ6Q6mJz/NA7Qd2PtS5XPe33pdn/AOg3hQJCKvUCT40NgAA6M/f/AGH/AP/EAEQRAAIBAwEDBwcLAgUEAwAAAAECAwAEEQUSIVEUIDAxQVJhBhATNEBxkhYiIzJCUFRygZGhYrEVM1NgcwckY4JwkNH/2gAIAQMBAT8A/wDiZpEQgMwFcoh/1F/euUQ/6i/vSsrDIII/2BMjPE6q2CRuNWUE8MbCV9olvaNR+tHu7D57H1dfefZ1hkbqU1NE8SbTUZeAq7u3hgd1AyKGuT9sa0mup9qE1FqlnJ9vHvpHRxlSCPYVjd+pTQtHwSSKLsDjFekatQvrqG5ZUkwMDdS6xejtU/pUeuv9uIH3VFq1pJuLbJ8aR0cZVgR4fcTIrY2lFeij7gr0UXcFABRgAD2WO1d953CkgjTqG/zXq7UDeFEDNan6nJzIp5YjlHYGrbWmGBMuRxFQzxTLtIwI6WOF36hu41Haxr17zQAHmnUpM48a41q3rjflHMiuJoWyjkVa611LMv8A7CkkSRQyMCD2j7jyB7HHGznCiordE8TzJRmNh4Ua1H1STnRTywttI5Bqx1SObCSkK/8AB6OC1zvf9qAAGAN3M1BcSg8fNqvrjflHOtrua3bKN+nZVnfRXS7jh+0c587Jx11Ft4O17XcZ2hvqP6i+72GKIyNUcaxrgDnTrsyuPGtR9Uk54ON4rTdUJ2YZj7m6G3twuGbr52orlEbx82q+uN+Uc+OR43Do2CK0+/W5XZbAcdY4/cLIjdYoDA9gRC7ACo41jUAc++XE2eIrUfVJegBNaTf+kX0Mh+cOo8efbQbttv0rPOu12oH82q+uN+UdBHI8Th0OCKsbtbmEMD87tH3jBGI0yes1tKT1isjOM87UV+o1aj6pL0KuUZWU7wc1Y3QuYFftG5hzbeLbfwFNuU0Nsrnf4CnbLKBnmsMqR4U67JI4GtV9cP5R0NldG2mU9nUaVg6hgcgjz20aS3EUbvsqzAFuArVbO1tJkS3n9KpXJOQd/wCntfkxBBJay7cSMdvtGa5Hafh4vhFcjtPw8XwiuR2n4eL4RXI7T8PF8Irkdp+Hi+EVyO0/DxfCK5Hafh4vhFcjtPw8XwiuR2n4eL4RXI7T8PF8IryhtrePS5WSFFO0m8AA9fNto9p8nqFShiuFGa2CNn5vVQQ+kzzr5cwMeFaj6pL+nRaXdGG5UE/NbcebBGEjA7e3z4512uzO44nNar6435R0Wi3O3GYWO9d493t9nq13ZIUhKgE5ORmvlJqnfT4a+Umqd9Phr5Sap30+GvlJqnfT4a+Umqd9Phr5Sap30+GvlJqnfT4a+Umqd9Phr5Sap30+GvlJqnfT4au9avruEwyspQkHcOHNt02IxxPQzLtROPCtRGLSXohWnz+ntUY9Y3Hz2ybcg4Df0Woph1bjWq+uN+UdFZTmG5Rx1ZwfdQIIBH3bEu1IoodCRkVq42YJxwPR6HNh5IiezI89muFLcei1BMxA8DWqeuN+UdFnHVWny+ls4ievGD5o0MkioDjJq6tTbuFLA5Gfa51ClMdqKentFzLngOj19cRyniB0IRzghTvrZO1s4Oa0yTYvYuzJx54BiJR4dFcLtQOPCtV9cb8o6C2gaeUIDjialtjHEHJ66a3AtxKCeBrQ3zDIvA58wJByKZmbezE+/wBrdy+z4KB+3T2Q+uej8o1/7Ut4Y6AdY/muU2uLXZcgITkVBLsTpM7qQ7HNQti5Rh2Pmh1CgMkCls32Vww6qNpKOBo203cNGGUdaGirDsPOIyCK1ldm/kHgOgguJIGyv7Vyx2AVlBGRnxAOcVNcmVFTYAC9WK0JvpZRxX7ts+p+hwT2UIpD1Ka8orKf/CZJTGQqkb+g7a3+aPc6nxpfqr7qT66++pXdBHh927NSyyLIhDDYOP3J8+BwoovdFehiP2BRtoO7RtYOzIo2kfY5pdMnkOEBPjXlXZSWmrOj9qKej0P1iT8vmRGdgq9ZqeCWBgsi4JHtdhYR3MbszMMHsr/BoO+9f4NB32q9t1t5zGpyMA9JZHc1AE9hoQynqQ0LWY/ZAoWcnaRQsR2yULOLiTQt4B9mtmJRujFQwSSnCLUGnRpgybzXldEG0C7AHUB0cIzKg4sKXcB7qU4IoCN1QsAcAYoJCpBCDdW3W2a2jWTW+o7aWT6sZqLSmP12wKis7eL7GTxNdXVX/USHF/DIB1p0ehA+mkP9PmVmRgynBFSTSStl2JI9rstQFsjKUzk1/jS/6P8ANf40v+j/ADV5ccomMmzjcB0mkMPTSKQDkUsp5SyAgqBv8Ktp2kdwx39gx5toUXok0kbyMFVc1b6aBvkOfClRUGFGPN5TLt6LdjwFSjErrwJ6KxTbvIR/UPPbuWtY2B37NLI7QbQxtVE+1Gp3ZPmSCaT6qE1FpbnfI2PAVFZW8f2MnxoADqHM/wCoMO16E8UPR6FHiOV+Jx922Evo7qM8Tg/rRig34Qb+ulCqSQAM9ZrPHzKrMcKMmrfTWODKceFRxJEuEUAczygGdIux/SKvk2bl/HotFiLXLP2Kvn0xw9uyHsNR2LvuRGxjFQaSwA2iFqOxt48fNyfGgAOoc/y4j2o7Y+BFSJsSOvA9FpkRjtI+J3+YAk4FMrL9YY6eK29Im1tYrkR79ciPfrkR79ciPfrkR79ciPfrkR79ciPfrkR79ciPfrkX9dSp6Nyuc9ONxzUciy2wY9o30XfkxRQdvG/jioAzRJkHOOqoNOkkwX+aKht4oh81d/Hna4M6Vc/lrVFxIjcR0Wjweitdoje5z5/J+aOO/VJACsgxv40AANw6LyzT/soH4SYq/TZuGPHf0NrCZp44+JpVCqAOwY8ysVYGpZDIQSOngnjRMHNcsi4GuWRcDXLIuBrlkXA1yyLga5ZFwNcsi4GuWRcDXLIuBrlkXA1yyLg1TOHckewaVPvaFu3eKgsJpTkgKONQWcMIz1tx6DWBnTbnxQ1qaZiB4N0NpA086IOO+lUKoUDcPOjtG6upwVIIrTrtLy0imHWRhhwPReV6bWlZ4SA1qibkfodFtcBpmHgv3fDK0MqSL1qQasbuO8tkmTtG8cD0OpjNhc/8Zq9Tat36HSLMxRelcfOcbvAc3yd1Lk1x6GRvo5D+zdF5TptaRN4b6vU27dvDfXhz7W3aeZIx2nfUUaxRqijco9vLhTvoEEewaHqhsbjZc/RP1+HjSsGUMDkEZB6C/GbKf/jb+1SDKMPCmGGI4c/TLEzybbj6Mfzzu3NaBq4uYhBK30qDd4jodeTa0m8H/jphlSDTrsuw4Hm8KVWZgoG87hWnWQtossPpD9bmHeKUYHX7XIhY0gwuPYdC1z0BW3uGzH9hj9mgQwyDkU8iRqzuwCgZJNHUbbER2mxJjZIU4Oaa5jWcQ7y5GcAZwOZdjNpP/wATf2ojBI8auV2Z3HjzrCxkuX4IPrGo40iRUQYA58UskMiyRthlOQRWkaxHfRhWIWZRvHGrtxHBI5l9GAuS3Co73UCli7EBHlI3j5xHZVzqEy36JGw9GCox3trm6mu3YXK8UNHrNX6bM53fW380KWICgk1punehAlkGXPV4femka9JalYp8tF2HtWi8F3bEowdWHvFQWE0Zsg5UrCjZH9Ro2lxNcQzsiRtkEsCdrA7OZcjNvMP/ABt/an/zH95rUUxPniOYKsdMknIZxsp/eo40iQIgwB0MckkTq6MVYdRFabrtveRi3vVXaO7J6mpba3CIoRdkHK+BpLS2QqRGMrkqT4825XaglH9Bphh2HjWpp9R+ZDDLM2wikk1YaaluNtxmT+33tZajdWT5hc4PWvYasPKO0uQqS/Rv49RpWUgFSCOZP/ky/kNTqVmk3bto1qiHEbY8PPBZz3BARD76tNIihIeTDN0una/dWmFcmSMdh6x7qstYsrwfMkAbunca93MkGY3HFTVxHi5nHaHNXcPpbeTfgrv8yo7HAUk1a6PM+Gl+avDtqC2hgXZjUD75tdTvbX/KmIHdO8VbeVbYxPBnxU1D5Q6XIB9MVPiKS/sX+rcxn/2FSXNsY3+mT6p7auQpllA75q/tpJ7cIi7waj0Sdsbbhag0i1iIJBc+NKqqMAAdOCQcg1a65qNtgCXbXg2+oPKyPAE0BB4qaj8odLcD6YqfEUuqae3VdRfEKa/sO26i+IVe+vXZQZDSHBHCmt2dGXGNqotDiG+SQtUNtBCMRxgff+T/APQ8BllHE0CSuax/bNHqBHE5/Tzdv6Zo7s12UMkD+aIxR3DPhXbisb8UOse4Vv3+FH3V2/rjzYNHcR4qCK8PDNHdXGiMMw4EfzR3F+CkD/YeTuNA4YHgc0Ny4o7/ANsVnd+/80NxBrto7y3jX/5iuPjjP6UTnZ8BR3gDgMfzmjvYniB/FA4OfHNdoPgB+1HeGHEUSTs8R1GsnaJ8c+ba3g13fAACu9402858AP2rPVROSx7xH8Ud+14kH9v9h//Z)
En yüksek yıllık ortalama esas iş geliri 87 bin 451 TL ile yükseköğretim mezunlarının oldu
Yıllık ortalama esas iş gelirleri sırasıyla yükseköğretim mezunlarında 87 bin 451 TL, lise ve dengi okul mezunlarında 62 bin 835 TL, lise altı eğitimlilerde 46 bin 916 TL, bir okul bitirmeyenlerde 34 bin 755 TL ve okur-yazar olmayan fertlerde 25 bin 406 TL olarak hesaplandı. Geçen yıla göre yıllık ortalama esas iş gelirinde en yüksek artış %34,1 ile bir okul bitirmeyen, en düşük artış ise %28,1 ile okur-yazar olmayan fertlerde oldu.
Eğitim durumuna göre yıllık ortalama esas iş gelirleri (TL), 2021, 2022
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Yıllık ortalama esas iş gelirinde en yüksek artış %41,3 ile tarım sektöründe oldu
Esas iş gelirleri sektörel ayrımda incelendiğinde; en yüksek yıllık ortalama gelirin 66 bin 072 TL ile hizmet sektöründe, en düşük yıllık ortalama gelirin ise 46 bin 106 TL ile tarım sektöründe olduğu görüldü. Bir önceki yıla göre; yıllık ortalama esas iş gelirinde en yüksek artış %41,3 ile tarım sektöründe gözlenirken, bunu %35,5 ile inşaat sektörü izledi. Diğer taraftan sanayi sektöründe %32,1, hizmet sektöründe ise %29,1 artış gözlendi.
Yıllık ortalama esas iş gelirleri ve geçen yıla göre değişim, 2021, 2022
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)
En yüksek yıllık ortalama esas iş geliri 220 bin 482 TL ile işverenlerin oldu
Yıllık ortalama esas iş gelirleri sırasıyla işverenlerde 220 bin 482 TL, kendi hesabına çalışanlarda 58 bin 697 TL, ücretli maaşlılarda 56 bin 899 TL ve yevmiyelilerde 25 bin 632 TL olarak hesaplandı. Geçen yıla göre en yüksek artış %61,8 ile işverenlerde, en düşük artış ise %21,5 ile ücretli maaşlılarda oldu.
Esas işteki durumlarına göre yıllık ortalama esas iş gelirleri (TL), 2021, 2022
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)
En düşük gelir TRB2 (Van, Muş, Bitlis, Hakkari) bölgesinde gerçekleşti
Son yapılan araştırma sonuçlarına göre, Türkiye’de yıllık ortalama eşdeğer hanehalkı kullanılabilir fert geliri 2022 yılında 48 bin 642 TL iken, İBBS 2. Düzey bölgeleri itibarıyla en yüksek olduğu bölge 69 bin 904 TL ile TR10 (İstanbul) bölgesi oldu. Bu bölgeyi, 59 bin 798 TL ile TR51 (Ankara) bölgesi ve 59 bin 272 TL ile TR31 (İzmir) bölgesi izledi. En düşük yıllık ortalama eşdeğer hanehalkı kullanılabilir fert geliri ise 23 bin 063 TL ile TRB2 (Van, Muş, Bitlis, Hakkari) bölgesinde gerçekleşti.
Yıllık ortalama eşdeğer hanehalkı kullanılabilir fert geliri (TL), İBBS 2. Düzey, 2022
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)
Gelir eşitsizliği en az TRB1 ve TR81 bölgelerinde oldu
Son yapılan araştırma sonuçlarına göre P80/P20 oranı Türkiye’de 7,9 iken, bu değerin en düşük olduğu İBBS 2. Düzey bölgeleri 4,5 ile TRB1 (Malatya, Elazığ, Bingöl, Tunceli) ve TR81 (Zonguldak, Karabük, Bartın) olurken bu bölgeleri 4,9 ile TR42 (Kocaeli, Sakarya, Düzce, Bolu, Yalova) bölgesi izledi.P80/P20 oranının en yüksek olduğu İBBS 2. Düzey bölgeleri ise 8,1 ile TR10 (İstanbul), 7,9 ile TRA2 (Ağrı, Kars, Iğdır, Ardahan) ve 7,4 ile TR52 (Konya, Karaman) oldu.
Bir önceki yıla göre son %10’luk grupta olanların %70,5’i aynı gelir grubunda kaldı
Gelir ve Yaşam Koşulları Araştırmasının panel bir çalışma olması nedeni ile ilk defa bu yıl yıllar itibarıyla geçiş istatistikleri üretildi.
Eşdeğer hanehalkı kullanılabilir fert gelirine göre sıralı %10’luk gelir grupları itibarıyla fertlerin bir önceki yıla göre yüzdelik geçişleri incelendiğinde; bir önceki yılda birinci %10’luk grupta olan fertlerin 2022 yılında %55,4’ünün, son %10’luk grupta olan fertlerin ise %70,5’inin gelir grubu değişmedi. Ayrıca 2021 yılında birinci %10’luk grupta olan fertlerin %23,7’sinin 2022 yılında gelir grubu birden fazla yükseldi. Son %10’luk grupta olan fertlerin ise %8,3’ünün gelir grubu birden fazla düştü.
Fertlerin bir önceki yıla göre %10’luk gelir gruplarındaki geçiş oranları (%), 2021-2022
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Bir önceki yılda işsiz olan fertlerin %45,4’ü 2022 yılında çalışmaya başladı
Gelir ve Yaşam Koşulları Araştırması panel veriden elde edilen sonuçlara göre 2021 yılında işsiz olan fertlerin %45,4’ü 2022 yılında çalışmaya başladı. Faaliyet durumu 2021 yılında çalışan olarak belirlenen fertlerin 2022 yılında %90,5’i çalışma hayatına devam etti. Bir önceki yıl işgücüne dahil olmayan fertlerin ise %11,4’ü işgücüne katıldı.
Fertlerin bir önceki yıla göre faaliyet durumundaki değişimi (15-64 yaş) (%), 2021-2022
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)
Kaynak: TÜİK