Datasets:
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MathVista_TH

Dataset card Data Studio Files Community
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
text
101
general-vqa
scientific figure
['scientific reasoning']
TQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ในตอนท้าย คำถาม: รูปร่างใดที่ตั้งตรงที่สุด? ตัวเลือก: (A) รูปหอก (Lanceolate) (B) รูปหัวใจ (Heart-shaped) (C) รูปเส้นตรง (Linear) (D) รูปช้อน (Spatulate)
['รูปหอก (Lanceolate)', 'รูปหัวใจ (Heart-shaped)', 'รูปเส้นตรง (Linear)', 'รูปช้อน (Spatulate)']
รูปเส้นตรง (Linear)
C
multi_choice
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
integer
102
math-targeted-vqa
abstract scene
['geometry reasoning', 'arithmetic reasoning']
IconQA
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: รูปทรงนี้ประกอบด้วยสี่เหลี่ยมหน่วย พื้นที่ของรูปทรงนี้คือเท่าใด
null
6
null
free_form
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
integer
103
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำถาม: ลบตัวต่อสีม่วงด้านขนาดเล็กทั้งหมด ลบตัวต่อทั้งหมด จะเหลือวัตถุทั้งหมดกี่ชิ้น?
null
2
null
free_form
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
float
104
general-vqa
natural image
['numeric commonsense', 'arithmetic reasoning']
VQA2.0
visual question answering
คำใบ้: โปรดตอบคำถามที่ต้องการตัวเลขทศนิยมหนึ่งตำแหน่ง และให้ค่าสุดท้าย เช่น 1.2, 1.3, 1.4 ในตอนท้าย คำถาม: สัดส่วนของผู้หญิงที่หันหน้าเข้าหากล้องคือเท่าไร
null
0.8
null
free_form
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
text
105
general-vqa
scatter plot
['statistical reasoning']
FigureQA
figure question answering
คำถาม: Dark Violet มีพื้นที่ใต้กราฟน้อยที่สุดหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice
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
integer
106
general-vqa
bar chart
['statistical reasoning']
DVQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ที่ท้ายคำตอบ คำถาม: มีแท่งกราฟค่าเล็กกว่า 1 กี่แท่ง?
null
0
null
free_form
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
text
107
math-targeted-vqa
abstract scene
['numeric commonsense']
IconQA
math word problem
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้องด้วยตัวอักษร เช่น A, B, C, D, ที่ท้ายคำตอบ คำถาม: นาฬิกาแสดงเวลาเท่าไร ตอบโดยพิมพ์คำบอกเวลา ไม่ใช่ตัวเลข มันเป็น (____) ตัวเลือก: (A) หกโมงครึ่ง (B) หกโมงสิบห้านาที (C) หกโมงตรง (D) อีก 15 นาทีถึงหกโมง (E) ผ่านหกโมงไปแล้ว 15 นาที
['หกโมงครึ่ง', 'หกโมงสิบห้านาที', "หกโมงตรง", 'อีก 15 นาทีถึงหกโมง', 'ผ่านหกโมงไปแล้ว 15 นาที']
หกโมงสิบห้านาที
B
multi_choice
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
float
108
general-vqa
bar chart
['arithmetic reasoning', 'statistical reasoning']
ChartQA
figure question answering
คำใบ้: โปรดตอบคำถามที่ต้องการตัวเลขทศนิยมสองตำแหน่ง และให้ค่าสุดท้าย เช่น 1.23, 1.34, 1.45, ไว้ท้ายสุด คำถาม: หาค่าเฉลี่ยของสองประเทศที่มีคะแนนต่ำสุดคือ??
null
51.04
null
free_form
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
integer
109
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ลบลูกบอลเล็กทั้งหมดออก ลบสิ่งของสีเขียวที่เป็นโลหะทั้งหมดออก จะเหลือวัตถุทั้งหมดกี่ชิ้น?
null
5
null
free_form
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
text
110
general-vqa
bar chart
['arithmetic reasoning', 'statistical reasoning']
ChartQA
figure question answering
คำใบ้: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ท้ายคำตอบ คำถาม: ผลรวมของแท่งที่เตี้ยที่สุดสองแท่งมีค่ามากกว่าแท่งที่สูงที่สุดหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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
integer
111
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: ลบสิ่งของขนาดใหญ่สีเทาด้านทั้งหมดออก ลบกระบอกสูโลหะขนาดเล็กทั้งหมดออก เหลือสิ่งของกี่ชิ้น?
null
5
null
free_form
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text
112
general-vqa
synthetic scene
['arithmetic reasoning']
Super-CLEVR
visual question answering
คำถาม: จำนวนเครื่องบินสีฟ้าขนาดใหญ่ น้อยกว่าจำนวนจักรยานเอนกประสงค์สีเทาเงาหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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tG1e60vURrejjbcp8t3Zt0lHcH39D/XIr2jRPGmh65awywXiRPIOYpvlKnuMngn6V4TMskMy3lsuZUGGUf8ALRfT61PDdx2cg1GECSwuP9fGR9xv7w9D2P8AXjHNXo86utzpoVeV2ex9IAgjI5FFeV6RqmpabIiWl0UDKHS1ucmORSONp9xyCDzXd6L4it9WY27o1tfIMvbydfqp7ivOO82aKKKACiiigAooooAKKKKACub8ZeLrbwnpXnECa9m+W2t88u3qfYf/AFu9a2r6taaHpVxqN7JsghXcfUnsB7k8V4BqWsz6tfTeJNWzuc7bW3zwi9gP8fqa3oUud3exjWqcistyG7vLhbuXUtRf7VrF2chf7nt7AdPwwPWora2ZZDcXDmS5fqx/h9hSW0MjSNd3PNxJ/wCOD0H+f/r2q9JI8+UgooopkBVuyY/vE4xgN+XH9aqVNanFynGcnGPrxQNF+iiirKCiiigArPuf+Pqb/fb+daFZ9z/x9Tf77fzqZCZFRRRSJCiiigCKe3WdRklXU5R16qfakhlluLiIGQ2urWxDwXCcbsdx/h/9cVNUNxAJ4xg7ZFO5HHVTSaKTseu+FfiJZanZ/Z9YdbPU4TsmUghG9GB6AGu1iljnjEkUiSIejIcg/jXzdHNNchbqFQmo2vyyRsMiRfT3B7f5NdZomqSiCLULC4mso5G2lwMx7h1Vh0yPT0554rzq9Hkd1sehRqcys9z2iiuX0nxXvljtNXjS3nfiOdDmKX6Hsa6iuc3CiiigAooooAKKKKACiikJCqSSABySe1AFTVNTtNG02e/vpRFbwruZj39h6k9hXg2v6/P4ov8A+2dW/c2EORaWmc8ep9Sf1+grR8ZeJf8AhMNaeGKUroNgxwQcCdx1b6ent9a5cMdUuBO67bWPiGPHB9z/AJ/+v6FCjyrme5w1qvNothQsuoTC5uwRGOYoOwHqauUUV0nK3cKKKKYia1Yrcx4xydvPvx/Wr9ZVaxO75sYDDIHpnmnEpCUUUVQwooooAqX3+si/3P6mqtWr778X+5/U1VqCWFFFFAgpskaSoUkUMp4INOooAq7ljQWN/mS0c4imPWM9gT/I/wBOnongnxy2lbNC8QTMY0XFneYJ3KP4G9x2/wD1VwbosiMjqGVhgg1DCPMT+zLlmBHzW03fj+o/lWdSmpqzNqdRxd0fR9pf2l/H5lpcxTL6owOPr6VYrwfQ76eYyKVkiv7QDzZbfIO3+/x2PGT6ntkV6BpXi66tY0/tIrd2Z4F3EPmT/fUfzH615couLsz0oyUldHcVz/jv/knniX/sFXX/AKKatyGaK5hSaGRZI3GVZTkEVh+O/wDknniX/sFXX/opqkZ8QUUUUAff9FFFAEc88Vrby3E7hIokLu56KoGSa+e9X1xtf1u88SXYYW0f7uziPZRwPxP8yfSvQfi1rkkGm2ugWj4uNRbMuOqxA/1P6Ka8sukSa8g0+Mf6PagM4/vN2H+fU13YWnZc7OPET15Qs45GL3dxzPNyf9kdhVuiius427hRRTkXc2OgHJPoKG0ldgk27IFQt6ADqT0Faem6FqGqg/YbKSYAZMjfKv510vhDwimoomoajGfsgOYYDld/u3AyOhBB5r0qGBY4xHEipGvAVRgD8K8atjalR2paL8T2KWEp0V+9V5duiPJZ/BmvWylhDGQAcmMA8Atjp1GFB9fmAxniqT2NzHII2kjVgxUpOoi5A556dTjAOfUCvbDEexrnvEmkw3MH2vygZ4RjOwtke4BBbGTwSF+Yk1ySqYiHvKTO2ksNUahOC+R5hcW89nN5N5A9vL2D9G+h/wA/WoyMHBr0PTBa65pUlhcxrKYB0Zo8gdMBUYlQCCATXHaxo0uj3Sx5aS3k/wBTIev+6ff/AD9PSweYc9o1Op5+LwPs23HoZtB/1cn+438jRQf9XJ/uN/I16z2PMMqiiioICiiigAooooAKgiZbO7KOAbS6O1wTwrn+hqemTRLPC8T/AHWGDSGnY7vwDdWt/FN4Q1hBL5KmWxkb73l55UHsQf69hVzWNKutFuoknlke33f6Lej78TdgT/nPbmvOrO/urZLbVITi/wBLl3Hn74H3gfYr/Wvfo2svE3h+OTAktLyEOM9RkZ/Aj+Yrz8TT5Zcy2Z6NCfNGz6Fbw5rbapbvBchVvrfAlCnhwejr7GtuvM7aWbQdVDTNmXT5fKmPeSBuhx7ZBr0zqM1zG4UUUUAFFFFABRRWD4y18eG/C95qCkCcL5cAPeRuB+XX8KaTbshN2V2ebfEXXD4h8SLocD/8S/Tm3XLA8PL6fh0/76riw/8AaN8bg8W0J2wr0BPr/n29KbMJbbTEg3E3l+xaRm64PXP+e5q3FEsMSRp91RgV6sIKMVFHmVJuTuPooorQyClALHAGTSAEnAGSe1dF4a8OS67eGMFktY/9dKAeT/dU4x6cVz4jERoRu9+h0YbDyrystluzJstPuL6cQ2tvJcy56IOB06n8a3j4I1+OEuLaFWHIUEMR97/4kf8AfQ98epafptpptutvZW6Qxjso6/U9T+NXfKPrXjzrV6urlb0PWhChS0jG/qeKT6XfWW+O4bypFB/1keFPzbR8358nA44Jpk9ndWsSzTwfuG4WeI74z26j3/8A1V6/qumQ6jZtb3EYYdVPofY444JGRzgmuX0WeKG9k0u4UbZjjYwSMZ9drOXYnBBzzwM1nDF16M7OV0dEsNh69NyjGzRwXYEEEHoR3oro/EfhsaaXvLNT9mz++hHOz/aX2/z9OcIxXvYbEqvG/U8OvQdJ+QVn3P8Ax9Tf77fzrQrPuf8Aj6m/32/nW8jnZFRRRSJCiiigAooooArz77eVb2EZeMYdc/fTuP610vhPWYNF15ROEk0XVyscyuMqkh+62Pfv+PpWFVe3hV1udLk4jkXzIT/d9R+B5xUTipLlZpCbi7o9a1/w0+lQyXFijT6ceZrVskxj+8p64/UVb8K66yvFplzKZIpB/ok7Hk4/5Zt7jt/+qp/h9rza/wCFoxdHN7aE21yCcklehP1GPxzWJrekf2XqzW0B8uG5zPaHOPKlXnA/z39q8mUXF2Z6kWpK6PRqKo6NqA1TSLa8xhpE+YejDgj8wavUhhRRRQAUUUUAFee/FPxJJY6bFoNi3+naiMOQeUi6E/jyPoGrv5po7eCSeZwkUal3Y9AAMk1863+tSatqmp+JboHDsUtkb+FBwo/kPzrow9Pmld7Iwrz5Y2XUo3KLmLSLckRRgNO4798f5/pVtVCqFUYAGAPSq1hC0UBeQ5mlO9yeuT/n+dWq9FHnyYUUUUyQqaK3aSVYwrvI3SNBlv8A61WdL0641G9itbVMzycgkHag/vHAOPrXr2heG7HQrcLBEHuD9+ZuWY/Xt6cYrzMVjXGXs6W/VnpYbBxcVUq7PZdzzm38Fa7LD5v2JIgVztcgseGPQ9DkAf8AAh74jl0DVbB9t2rR5YKGEW9epHbtgE4AJ9q9mER7nFRT26SxPHKiyRuCrKwyCDwQRXnylX+LmZ6MJUF7rpqx4uljevbtPHClzEvLtAwZl9MgdOnpUAKuu5DkfqPrXcSLH4c1kbQRF3J2LvB5ILyOBjqcKAAeOtO8R+F4rsG908KlyV3gDG2Ueh9/et8LmNSL5ampni8BT+KlonscLRR/wEqQSCG6gjqDRXvRkpK6PEacXZlS+/1kf+5/U1Vq1ff6yP8A3P6mqtSQwooooEFFFFABUVxAJ4toO11O5GH8LDoalooAk0/VrmyubXXbVQL2yYrcRZ4dP4lPtjJr1i40W21nTYtd8OuIpLiMSeWOEmB7EdA39eteOq/2TUI5/wDlnNiKUe/8J/pXovwt1Y2l3e+Gpm+Rc3Vnk/wk/Mv4Hn865MTTvHmXQ7MPUs+XuWNC1p9GuGJRksi+26tj1gbON6j09R/9aun8csH+HXiRlIKnSbogjoR5TVn+MNMS2lTWYkG0kRXaY4dDwGP8vxHpWbeXjP8ADDxZp0j72stMuVRs53RtC5T+o/CuA7T5DooooA+/6KKwvGeqf2P4O1S8VtrrAUjI7O3yr+pFNK7sJuyueM65q41jxZq+uOd9vbkwW3PG1eOPr1/4HWRp0bC1M8hzJO5d+PxH8/1qCZBBodlaA4N04dyB1HX9Mr+VX4f+PccY+c9PoK9ZK1kjypyux9FFFWQFaOj6edR1G3tdpKyNufj+AfQHHPrx0rOrqfBRRNbIfqI8LnPBPXvjqcc55IxXn5lNxoWXVpHpZVBSxHM+ibPVrSBLa1hgjUBEUKAAB/Kr4GBiqUDboVPtirisGGa8ynY7Kl29Rar3kayWzqwBBUggruH5d/pViopWzxVz+EmOjucvoyXMOpMrreiFskedbRKDx3KcjkHjH15p2s6cmo2FxasBk5MZ/usOhrM0oQr4lYL9mwqgiRYpYGk+8Tgljvx0O78K6BjuYn1Oa4qb0PRrxtP5drHkpzgFgQT1BGOeh/XNIf8AVyf7jfyNTa9IbTWL1UtppV89jmPBAzg45PvWauoxmOTfBcxnaww0LHsR1AIr6qjU5qSb7HzNWPLNpFaio454pTiORGPXAPI/CrcEDSyIiqWkkYKiepP+eBSqVY0480noRSpTqzUILUjWNmGeAvqaNqdAzFhksAvQAZP6V6To3w+jjCzatIJpe8Sj5RyMfXoR9D2rqI/DenxoESDamFG3PBAYtj8SefXA9K8ipj683+7VkevTwOGh/Fk2/I8T+yuefKmVORnYT0xn0/vL+YqPyifukMfTv+Vew3XhC0KgwgK6JhN4yNwHy5IwcbvmPOScZ6Vy+seEJovMkCtIAG2s3LE5IXJHJZnkZiPQAVnHMcRB++ro2/s7C1VanKz8zgqK0L+ya3nZGyRuYI7dcBmUBvQ/IazyCCQRgjqK9jD4iFePNE8bE4aph58s0Rwt9n1RGP8Aq7lfLb03DkE/hkV6X8K9XjhsL3QbmdVe0uM24dsZjk5AGepzn868t1DeIQVwGj/eoT2IP/1q1rJwdctJkkKJeQMoc8BWA3qfr2orx5qb8goStJHqHi20B1qBhwt5ayQvx1K8g/r+ldF4fuDdeH7CZjlmgUMT3IGD/KuWvdR/taDw7dkjeyzGQD1CgH9f510XhNWXwtp4br5efwycV5h6Js0UUUAFFFFABXj/AMUtROp+KNP0JDmC0T7RcDsWPQH8Mf8AfdevkgAknAHU1833ep/br7XteLczzMIjjlRn5R+RX8q6cLG879jnxErRt3K0bm91a5uv4Ih5cfQ8dD/P9at1U0yMR2+0f888njuSDVuvQR57dwooopiJIkZj8gJckKoAzljwK9n8LaXHpWixQooDt8znHU4+gP5ivItLAGoWu8Eq0oyuD82Og4IySeBz1xXttjIrxHaQR1BHcGvAxs+bEtPoj38JHkwaa+03f5GjGMIPenUyNsrjuKfRHYze41xlTXIXcNxBrHmW6Xgj3HcYrSEp2Ixn5j3yefauukbC47muH8RCIa5Fn7MxZxuaSGUeXheMyq3y57YH1rmxLSSZ2YJNya/S50V9GruyuoZXXDAjgjpXlWp2X9n6jcWoB2xv8hP9w8r/AFH4V6nKQWAByFUD72f171wPjf8Ac6lBMkTyM0GCqYzw3B5I9TXVgajjXXmcuLhej6HP1n3P/H1N/vt/OnrqILbXtbqP3MRb/wBBzVaW7gkupMSBSzkhX+VuT6HmvfbR4jQtOVGc/KPr7UqJnJbIUdf8K7Tw74Hl1KGK8vpBHath44l53jI6kHoQO3Yj6VxYnGRo+6tWdeGwcq3vSdo9ziyqKPmk5xkYGc1Its7/ACrDMWBwcKTj5tvTHqQPrXtNn4W02zRBBBtKFW3ZwSQCATj/AHifrzUVx4SsHh2Ipj6YbAbGFCg89wASP9ok9a82WNxT1Vj0o4TBLR39TxlocHAbnAwHG0moyCpwRg16VqvguSXKwYKkhUH3ggJKqBnkBUZmJzyxGOlcZqOmNbfMEbyiN4U9VDFyNvcjamSTitaGZvm5ayt5kV8qi48+HlfyMeq91ujEd0gJa3bfx1K9GH5fyq0ylDg/UH1qKb/UsCAVb5WHt/kV6901dHiaxep1ngXVo9H8abJJlSz1SAgsWwokQZB9uMj8a9D8YIsuhxXsTAm3mjlRl5yCdp/DDV4VFMy6RDOCXksJxkLxuCnGPptNepw3/neCdW04yrIbZkETDujsNv65H5Vw4qNpKXc9DDyvGx0PhBtkWo2uciK6LL7BgDj8810lcx4UVvt2sNn5fNjA47hBn+ldPXKdAUUUUAFFFFAHB/FjWH0/woLCBj9p1KQQKAednVv6D/gVeQ3cStc2WlJgxRAPJwOT0GR9T/49XYfEO8Gp/EWK03AxabbglT/fPzE/+PJ+VcXZSfab+S6znzJwFyP4R0/z7V6VCPLT9Tz687yZfJJOT1NFFFdBzBTkXc4B6d8elNpyZAZhnIHGKzqy5IOXZGlKHPUjF9WelfD3Slitn1KVB5sw+X5cYXtjKg9PQkc13sQ6mub8LyRjS7VY9u3y8cZxnrnkk4PUZ7EV0cbYOD3r5ui9mz6HFfG120JqKKQkAZNdRyHM+IbeUzRyW63BkGCTDbxvwD1Zn9s4AIq3HvbTLdpBJvHB81AjfiBx27cVQ8YbDYK7LG7APtje3abdwOgBAGOuTn2qXTig0i3VGjIOT+7kdl/DfyPp2rhv77R6Vr0Yvz7fqcZ4s09bXU1uI1wlypLAD+Nep/Efyrn67nxkgbRUfaSyToQF6nORj9a85OoFGw9ldKPUIG/9BJr3suqXpWfQ8PHQtUuuo6+/1kf+5/U1Vp13ewPJHlmjwmP3qFO5/vYpEHmY2kEHnPbHrXa2tzhs72AAsQACSewp/lhRl3AHfHOP6Vv+HPDFxr0jNG4itEYLLJwWJ64H+e4616Fp/gvSrOAIIi8mwq0ucHldpIPUdz14JOK8qtmEm+WivmerRy+EVeu/kjyCKAysESKWRmICBVOTkkDjHqDSGHaqliy7gDl1IGCMj9MV7bceGbGcsxiIZgRlT0GFGB6cLgegJx1rCv8AwYrxGOF8Rt94IuMEhgzbenCYVQMYzmuX69iou71OpYLBT0TaPLGRkxkde9Nro9T0GayVmaMRtjMifwAlHkYexC7QAM/WsCWIxseCMEqQeqn0NelhMdCv7r0kedjMvnhve3j3IJoRcQvCejjH49qn07VZLCbStdBIlsZwJx3KE7XH4j+dR5Iyy9VGfy5qvYqskl5ZMcLPH5gAHT+En65wa7Gr6HFB2Z9E3AttY0m4hhljlimjaPcjAgEj+fSvML2dx4U1pmJzceHbxGH+0iNj9M1c+GurNGbOCR/lu4SjoTyssZIyfcgfyrO1JWPhK/Knj+xtTc8dQY2x/MV5ElZ2PVTurnzFRRRSGff9ecfGO82+G7PTo2Alu7tQV/2QD/XbXoskiRRPJIwVEBZiewFeFeN7mfVtc0q9kdgs8ztFGR92NCu38/mP41rQV6iM6ztBnOagd2sxorfLBBnb6E8fyIqeAkxFccK2c/X/APVVOUCTWL2XHKlV/T/61WbY/My88jIHuP8A62a9PqeVJ+8T0UUVQBWnoMzJcC5QNvQ7nKpuIG75iBtOSA2ewzg9qzKm0u7/ALP1QHZuj3fcP8Snt+IP54rjx1F1qLitzswGIVDERm9tn8z2bSNTS5tlmG3a3DBTkK3cA98dM+1bKtxlTx7V5xp05025V4AZbSbBjdYwu4sQFjBLHA3MxPTBGPauwt7oPEssEm6NxlWHII9a+fp1Hs9z38RQSfNDZmzvY96inO2CRueFJ4IB6ep6VT+1y4/h/KoLl3uIJEY5DKRjAP6Hg/jWjkc8aepzWjSeZrU7rIBv5JEkjGQY4+Y/LIBzzxjnHGK6QkKCScAck1x+lXLQeIPLd3KyNgl7jJztx03BSeP4QQOnOOL/AIs1dbOxNlC3+k3Axx1VO5rCh7ysjuxi5ZJvscRc3n2nU53yCk8ruvqMngfpSVnnzDPuRG3KeBjkY6VosNrEc8HvX1mHSjBR7HytWTlNyZDNb28wzPDG4UE/MAfyrvPh5pFuLBtVePM7uVjY4wijjA5J/PHQcdzws+fIIGMMwUj269/pXrvhmNYvDtmi5xs7kn8sgcfgB6V5OZVOasqfRK56uBp8uHlV6t2+RtRL1NS1FEeoqWsIbCluIQCMGq5GDirBOBk1XJyc1NQqJxniXwxBcjdboFI2/L7DcOPTl2Y9zivNLmJkc7kZWU4YHqPTPv8A4V7heH96PpXmvjiwitL5LpV2pcIcgDADAgk/Ug/nn1owcnSrrl2ejNsX++wzU946p/mcXcN+9AOGCgY/n/WnWs/2XTLO5diWsLpGOP8AZfGPyNQMxdyx6k5NOgRf7K1OJucEyZPqVB/mK9/fQ+dg9T0fTtOupbzUIrO1lmnjdlRt4EcatyM5P8q9KsLUWWn21qMYhiVOPYYrjPhxcPeLeXUhy88FvI31Ib/Cu7ryGraHsJ3CiiigAooooAxfFt+NM8JardbtrrbOEP8AtFSB+tfPEsZTQLG23bWnlBOO4JJ/qK9M+KOovfadfwxSEW1jsVsdHlZgCPwUkfjXnF/GBJpdu3JjiJz9AP8ACu7Cr3GzjxL95E1ux81gBkuDn+f9KnqrEwWVSSQM849O9WyCCQeorqRwoSiiiqGTWOJb1YyPmyAv459j3I7V6n4b1YzwLG/E8Sjem0qR65GBtGcgDrhc15Gz+RPHKuR6n39v0rtrOczCHULTHmEhJwseRG3TzOW67SxHy9yK8DM6UoVFWjs9z6DKasKtJ4ee61R6hHIsihlP/wBapPMb1rntO1BL23WaIlSQGK5yQCMjOO5BBx71oC7lA6g/UVzRnpdGk6Li7Mvk561w2sTb/EiYkCtGxAZpZGKHjoy8RkjPy85HXtXUNcysMbsD2ridad7TVw6s4wTwZvLADYPAVlA6fxHJP0zWNeWh14Gn779DsR065+ted+Mb3OvEIQVhjWNh9csf6V2uo6rBp2lm9kYEFR5agj5yRwBivKb2Wa5uWklDNI7F2OOrHrivQwML1FJ7I83Gz5abit2W/ocjqD6014klUpIiup7MMiiIMII94YHGORjp/wDWxTwSuWHVQWH4DNe+5JRueMk27Gx4J0Sz1DW5d8INtaLuEa42lzxnrn34HYc+vrKLlgO1cP8ADiFU025fkMzjIycfl0z+JPrjpXcIcNXy8Z+0k5y6s+hrw9m1SW0Uieiiiuk5CBxtasDxDodvqVu5KhZXyN+M87SoJ9cAnHvW+5y1Vbw/uR9a5qkVK6Z00ZyhJOL1PFdV097G5eB42Qj5lB57ZI/X8wcVkXBIiUZGGbJH0/8A116b4z0+ObTFvdvzwOu7A5ZCcEfhnP5+teXTvukwDkKMCvUy6o3TcH0/I87NYR9oqkftb+ounp5kl7bMcLNGCB6cFSf0FddoAOo2+jusE0xltAgjjIBZ4jtycnGOK5CwG3Vkc5O+Jk+mCD/Wuz+HMzPq9nB0jtbu4iQexRmNdGJV4JmGFfvHpnhzT57Gxma6jCXE8zSsoIO0cADI9gK2KKK4DuCiiigApCQqlmIAAySe1LXM+L79hBFpUDlZLrJlYdUiH3vz6fnQB4xqN8bvV/EuqhuJJ5FibuACQv6bazbLMENueu0Bvz5/rUakr4XndiSZpt2fxH+FThBGNg6LwK9e1kkeRUZeIKkg9RxSUA7lVufmGcnue/65oqyQpN37xEI+VifzxgfzpaZMv7vcM7lIOR2H+cVM4qUWn1HGTi1JdD0XwtqP2crZyfKHO6LgjORkY+Ubj97J6AKBXewTiVcHhu4ryPRp01CwWI/8fMGWRVTcZE/iT7w9/fB9q7bRtTNzEIZvluF4ZeBhsBmVQOy7lGe9fK2lRm6cj62fJiaarw+Z1wdh3pCSeprOW5lUY3Z+tKbqU9wPoK15zj9mzE8ZSL5cULYIYAlWZmDDcM/u15b3J6ducVb08s1hCWk8wlfvb2f9W5P41jeKQ+xJQ0mTjo+zJBzyR85/MAdSeKvaPepJoyzyyKAgO9jLvAxzy24/qfyrmTvUZ6Eo2w0X5mR45uhHY2sCsA7SGT8FB/qRXHRv5sav69fr/n+dT+IdUbVb6S4UN5P3IhjooPX6k1TtFcRPuVgAQRkcc/5FfRZfHkhruz5zGz5qmmyJyARgjNGm6Vb3ms2llHEI/tDDzDEFBK9xyQM9+/0PSit/wREH8Uu753IGUFSRkAY5x2474H17LM6jhSUV9p2NcspKVVyf2U2emWtrDZ26W1tGscScKi9BV0AAYFVwcHNWAcjIrzKdjpm29WLUUo6GpailPQVU9iY7mbqmnW+oWbxzpn5GUMOoBGGx9RxXlniLRW025eQp+7ldiWUfKMnPA9i2B3+U9q9elOInz6Guf1bT49T02a2cDLKdjEfdbHB/z2zXK7xkpx3R3UpqUHSn8LPHZMxpJ2YAgg/kf51Ut2Meo2smcKWKN75HH6irN44yEAIPBYHscf45qjIMNFIc4jlR8evzAf1r6aMuZKR8xKPLUce2h02jFRbahbjf/o9+kzFTg7ZFwQPxFdfq2kXNt4L8TXM9q1vDHoV1DCsjAscxsSTg8dBXD2krR6vfWycJPaLK/uUY4/nXsPjr/knfiX/sE3X/AKKavPxCtUZ6VB3gj4hooorE1Pt3xhcsmlR2MbESXsoi46hOrH8uPxryTxNcrP4u0+GP/UwI6IB0+72r0jxXcf8AE/gUsALWzeVT6Mx2j+VedeJ7P7FqfhqZuGuLV5G47szH+TAVvhv4iMa/wHKxMTqN/k5/enr7E1aRtjhsZwenrUIjEeo347+YDz75NSV6DPLluXiMHg5HY+opKZC26LHdf5f5/pT6pDCorgAoGAy+cBR/F7f57fSpansIdxF04yWGIwegX1/H+WPei19BpXLWmaiYbf7NdqsyN1yBlSe6E9D/AD+tdPofiJLeRoJGzHknLgqQAAAOScKqg98n0z15Ge1IJaIEr3XuP/rVXEhAAIDAdAa8zFZaqkuem7M9bCZm6UfZVVeJ7YrB1DKcg02WaOCJpZXVI1GWZjgAV4/b6lc2qFIri6jU9o5yo/KtnQ9LuPEmppFLPM0CYaVpJC2PYe5/xrinhKlNXmdMcVTqO1MvmC/8S6xLLoonSAOCbiRyqgj9cf7PPXoK37f4e2rN5upX1zdTH7xB2g/nk/rXUxpaaZaRwr5cECYRBnA5IAH1JI/E1G2r6egy11Gq7nXJ4GU+/wA+gxyemeKwTjDbQ1k6tW17uxjN4C0EqQIJVPqJTmsfUfh+8KM+mXrkDnyphkfmP8K7mK4hnyIpVcgAkA8jIyMjtUtXGclqmYuPSSPEbyC5tLlbW6h8iQsB82NvORnJ4xz15xivQ/ButRXGnLazMEmQ4APAPPQE9fx5+ucm9r+i22p2zQzIMMCUcDlG9RXn9vpV/wDbZbIc3Nu6lsNgsm9TvHqepJ69KxxE6kp+13fU78LGi6ToS0u7pnrZkVQCXAzjBz1qJtVtk2jz0bcUUbeclzhenrXn1nBq8Vxbu9u+1CjsTGcjmPOBnGRmT/vkevOrp2iXq/ZlnkULEYmOJNowimNl+XnG07lPXscd5jXk9kE8HTgrykb8/iK1WPeoeTKOyqo+9tcIB/wJjx601vENmk8sb7gsbON45DbdoOP+BPt+oNZi+GLGOJUecNhBHkKCcI+6M/ULlT61n3fhKCWIJbzeSVDBCE6DMhX8t4H/AAH8lKdXew4UsK3ZtnQpeQ32ZoZFdT0x6VxHxDlUi0hJBwjuR35wAfzH61Def2joFwjSZRSSElQZB4HHPGcKBg9gOg3Y53xFqz6xqiysCmY8Bc9AFJP4E/yrpy9+0rarY5s0pewoXi7qWiMSpLQNKuqxgjBiUDPY7CKjqWBcWuqyLkExgZHsn/16+jW58zA9w8AWlvD4N0yeOLbLPbRmRj1bAwPw/wAa6esLwWhj8E6Ipxk2UTce6g/1rdryZ/Ez14/CgoooqSgqpqd6unaXc3jdIYywHqew/PFW65zxm+dHhtuoubqONh7Z3H/0GgDy3xrM1v4YjtGZjNM4nnPcsTnn/PYVzGrMRrtsAeBDwP8Avqux8Y2xuvCeqaiSGC30MSMB/CAf/il/KuR1NQ2q2c3UPEw/IE/1r0MN/DOHE/EMq4rb41b2wfqP85/GqdT27fMUP8XT6/5/pXQjiRNRRRVFDXCtGwYhQOdx7f8A1qsaRezWT7nVTG3HlSruUj/aB/yPrmooIRcznd/qoiCf9puoH4cH8vertxb+b86YD9x0Df8A1/8AP1znSjUi1JaGlOcqclOO5u6brkVjeK0W5InH3GUsFJI3EYPJwuBwB+ue8s7uO9t1mjI56gMDg9xkcHn0rxrLxlkIx6qw/oant72W2ffDJLEcY/cyla8eeVzhL927o9pZrTqx/eq0u57N0rjdfujq+pR2GkpNcXSAq5jbCL689j7jHpntXMwSX2sTx2q3FzJJK20CSYsMdyfYV61oejW2hacsEQG8gGWUjBc/57VzVKKg+WZrTxDtz09DmbTwDPdRxtrOpzSMowI42zt/4Ef8K1F8BaCq4MErH1Mp/pWy2r6eqM5uoyixLKWXkbWOFOR6np69qlivrWdtsdxGzFmQANySv3gPXHepU1smJwnu0zkr34d2hVm0+7ngfH3XO5T/ACNcdq2l6hpG5LuEbWyomjHytweD6f8A1q9mqlqNpFc27LLGroww6sMgitY1pwVk9DPkjJ6o4XwTrCWly9tOwCSgMGA4GeeccD0wOMjHB+96KJEZdyupX1B4ryq90OXTNZitYnzb3DA27scbWBzsJ/EnHQnBqxbafrEMUMLwv/CrZUkKCIwTwecDf/3yPauBSnS91q6PXqUaWJ/eRlZ9UelHULePANxHznHzZ6Lu/lzVZtetSBtZm3eTjavXzThf05PoK5O30rUbuPMx8kTJtkAKqULxLGxHfKlPoVPBz11V8PwGRZ55Y9+6KUpy4Dhdkg55KsuBjtitVVqS2RzSw9GHxSuy6PEdsfKxG580bhjBODIET/vrJI9gaT+1rTUJNtvMr7e3TPuPXjmsSfwnZGB4YJCoKKoYoMghXTP4hlH/AAEd6xNQ0i+0dHmjPnW6sW3gZKDcGGR/wEA/7q54zjKVSpHdaHRTw+Hm7Qlqbvi+YReHLgZAMhVQD35Bx+hryGTHmvt+7k4rpPEXiKa/0qG3kLHymJL9N5xx+Iz+OPXNc3Iu2V19GIr3suX7rn7nzWaXjXdN/Z0C2YjVbIA/89M+42j/AAr074T2MDJq08kQaeG+Yxuei7lGce+K8ztFD6nanqUEjfTgD+teqfCNG/snWZCcg6k6j8FX/EV1Yj+EY4b4keiUUUV5x6AUUUUAFeX67qfmf2tqgY5kJtrcjsi8Ej8cmvRtSuDaaXd3I6xQu4+oBNeawWP2yCOzGNsOnTTMMZIcoR/Ngaa3E9jy64JHhW0wSMynPvy1WSSTk9TUEiiTwnEef3chP6n/ABqw+A7Y6Zr12eRMsW7ZjK91Ofw/z/OpKqxPskDHp0P0q0Rg00Sgo47jIPUUUm1pZFhQ4Z+rD+FR1P8AIfU0ykrjbSSW2u/MhkIRG+8OCT7fTv78etdLBrMKSR3KxCJwy+YIkCo4BzggEbckDPB6cccVmG1jMCxKAgQYQ+n1qoySQP8AMCp7H1rjxWChXWuj7ndg8dPCy93WPY9Y0fVo9SgGWXzQoLY4z7gdQMg4zzxmtOvFUnaNw65Rgc7oyVP6Ve/ta8mBVry8IA/iuCa8x4CtBNytZHoPHUJv3Lq/Q7vxRqdtFafYQZJbuUjZFFyevcc8exBz6VS03wXq1/B/xM76W2t3O7yA5dj9ecD9a2PBvhpNNthfXSBr2UZBPPlj0+vqa6NtQtElWMzoZGkEQVTk7iu7GB/s8/Tmua0Yu/U2dSpKPItuxz8Pw/0ONcOk8p9Xlx/LFR3Pw90mQZtpLi3kHQh9w/X/ABroI9X0+UEpeREBdxJbA2525z6Eg4PftV2qU77MzlFx3R5Pq/hnU9IDuQLqAAnzEHzL7kd/1/Cq3h7VPsGqR3JGYy7KwVct69B16n34OOhB9dmiEsZHftXnHibQlsZf7TtF2wlgLiNR93PG9fQ8/gTSrzqVYKN9tjfB+yp1G5LRqzPRoLmG5jEkMiup/unND3sFurM88ahQSct2GM8fiPzFeZ2um6pANyozROFZSnzKy4j6YPpu/wC+RWhaafq1zCiuiRSBWyGAC5YRPznPG6NkOOR8p6ZrnVeX8up0ywNNa86sdu+s2qy+UZRu8xoyccKVTcc+wHeqS+IbZ0VhHJ8xhADYBzJyR9VX5j7Vmp4diuEzdzfK7TbkaTcTHKNxU84DK+OR2UVHceGbKX5iwaZ1IlbywA2YtjEDtk7W+o96uU6rMo0sOtGzT/t+xuo440l2PKivtcYwCMjP4YP4j1pZpFhhklY4VFLH6CuTu/DV5aO9xZS+dk7zGRg53FuOx/h46ZUfhiS+IrmDSbnTyWGU8sZGPKxwevP1z/POIpzlOoqclqzWrh6cKMqtKV0tzlbw7p93GSMkjv71Ru2K2khU4bjB99wqwx3Kj9AwJAznAyQB+lQzqHgZDzuKrj1+YV9VFWSR8c23O52vg6ygvPH8UdzEJYXsXyh6ZDA8+1el+O/+SeeJf+wVdf8Aopq89+H6M/xHyDwmmuxH/AwP6ivQvHf/ACTzxL/2Crr/ANFNXHiv4h6WH+A+IKKKK5jc+v8Axf8A8hTUvUWcf/oRrhvGtt5V5aXHmn/Rr825X0HB6/RcV6L4vsy+qwszFIru3Nvu9GVtw/ME1wvi21muNK1qOdjLNE8d2pwBk9GOB6AmtKLtNMzqq8GcjeIya7PlvlkjVwPXGB/jRS6kRJPp18EP71dh54GRx/M/lSV6j3PKnuPjfy3DdR3HqKuKm7oRt/vdqpIhdwo6muk0zS94iecf6OqFwH37cZ+8xQEqCQeTgcE8gVyYvFLDwv1OvAYSWKqcvQsaN4Svtdi3wxKlsflM0/RvUAd/88110Pw5tigF3qVzKR/cAUD8811GjaeunaZDbIG4yxBbOCecen5YHfFaQiPc15Tq1aqvI9N06dOTUNjh5fhzZqp+yajdwse7YYfpiuI1fTLjSNSazv0imbBZHjPzMv8AewD+h9D2r21kK89RXN+LtJ/tDTRMmfOgO5QWfaR3BVQc56HjpnmolWrUlzQeqNqFOjVlyVVdPr2PKvssDKHQuVxk5YduSOld/oEi6LoMLAoLq6UyF34CluFZvbJUfjXMXtks2nyXtq4WdBm6hUhsKTjccZCnOeM5x+NbUjx3Gp21o7qqOFjUSsBkYUEAEYdW4OByCue1VisZ7anForCYD2NWUJdC3bRahr19JKhlVopRkMdrJh1kA5yMjDLjHZSeDWofCVwWiZp1KoTuQuxyPMd+/HJ8skdPlro4Y1t4kjjyFQADLEnH1PJqyJARzwaxp0o297cupi539xWRwT2Wo6UqyTA7k+YMV3bWIQvJgECRy77QD028Z6He0fW11BjA6MsygcH5m6c79o2o3+znIrdlMbptYBuQRkdCOQfzritRsm0+5JAWO1iCiMu8nlp0VTtUgySEhifbHNTOPs3eL0LhUWIXLNa/1/Vvu136m8H7kH0Nch4gYabqFhrAB2xsYZto5KN0/I10Ud2bqxhZmLueWYwPDn/gD8isPxWVGgSZ6+ZHt+u4f/Xq4u7Rg4uKafQ1bW7gvbdZ7aVZI26MpqavHbLVbuwl8yCd42PVlPX6jofxroYPHd8igSxW83OBwUb8e1dNTA1YPRXRz08bSmtXY9BpGYKpZiAo5JJ6Vwk3jy7IxHbW0ZP8TMXx+VYWoa9fajkXNy8iZ/1a/Kn5Dr+NTDCVZPYqeLpRW5teMfE9rPB9jt9kkStlpcZyR2X/ABrgY2aRpZ3Ayx2qMdPXH6D8alvImkmRnO1WBYcdhgHH5r+tMY5wAMKBgD0Ferh8OqK8zycViXVfkJTkLQ6BfSDLCWVgv0JC1G7+XGz8fKCcHvjtWtpGnG5u9A0fBBnuUaRTz8o+Z66b2TZz01c990u1+w6TZ2mAPIgSPj/ZUD+lW6KK8g9gKKKKACua8W/f0r/r6P8A6Aa6WsDxdEx0iO5QE/ZJ0mbH93kH9DQB5lrtp5/hmaLzCubeS4A652SnP6KPyrjr0M9lpEwbgYjYn3Az/I16Rc2TJPaW0s3mWtxHNAOAMK+T19yxrzQwtJ4algeMiW0lII9CDz+hP5V3YR+60ceJWqZJQDg5HWkVt6q4GAwDAemeaWuk88uofNAKjk9R6GtTSdEu9YuDBZw+a4GXZjhEHuf8/SoNM02WdMAMFZlD4ByTydoABJOAScA4xXqfhDS4bOzkuYgAJflAVmx8pPZuQc8YPIIPOK8rFY6XtPZU/mz28LgI+w9vV+SMex+G4SELd6i4BOWjgXAyevJ6/lVtvhxpoGYr29Rx0Yspx/46K7UREjnigxEDjmuVub1ZqrLRHkHiTw3d6CY5JZoru0c7Q8mEYNnp1z+OcViLb28oJVZEYdUJxt/MV7XqlgmpadNaSZw64GHK89skdq80XS1nL2ckiR30Z2wNk7pTycFT8xB+YsxAGenHV0cdUo1Epu8WbTwVLEUHKCtOP4ot+DrZLQXV/Iu5o2FvEvdm6kD3JxWpPf3esanFDExdDiWNU+6yhsgjPHKsVyeAyAdxWHaTmHQIEkJQmVzIzPsXdvA+9/CwIDAn0NehaFaxW2lQmLB80eYxXgEnnIA4H4YHeuWrJ1arVzqpRjQoRna7exkR+Er77IkZutsqRxKGMhPKK4HAAGASjDjPHrVefQL2ydgkZeDAQIrY3KNipHvGCqlndmPOdvNdsknGG/OnGRcdc1p7Gm0YrGVVK7OQ0nxEQ0dtcgsD91vL2kjt5ca7iU7bicdea6WUZicexrA1vTCJUktYsJIcOEkMeSAoAZhysYVTkDqccU7Rb8S6e8YlWRAB5fl20sagHsHckP8AhWUZOL5WaVIRnFVIfP8Arp+X5FTxFZm80WbZ/rof30RHUMvPH4ZFP0fWbbV7VXikHnBR5kZ6qfp6e9X5tvkyb/u7Tn6Yrx0XUtvcK8bsrKFwVOCOB0NdVCi614rdHJXrKjaT6nstFecWnjbUYFCytFOAP+WqEMfYFf6irrePbny8rZQA46mTP6UpYWqnblHHE0mr8x3Vc34l8SWun2sttE0c1wylWU8qgP8Ae/wrlL/xXqV4pRrry0PVbdSufxPNc3eh5oNwGEDAE/U4H45x+tb0sDOWs9EYVcdCOkNWV5JhdXYOB5UfOCOv1+pwKQnJyaFASMRr06k+por14RUVZHi1Jucrsn0xN2qPIDkJBgj0Jb/AV698KYCngpLkrg3lzLOf++tv/stePW7/AGfTdRvD8pclFI6HA2g/ma+gPCmnHSvCml2TDDxW6bx/tEZb9SaxxTtBI7MLHU2KKKK4DtCiiigDK8S/8izqP/XBv5VwE8Y8+d9+xSbaInthg3/xIP4V6XqFt9s026tRwZomj/MEV5jcx3B0iS7SUhlEXnRFRkPGcc9xjJoA86FqYtH1WyDEtbzsOfRSP8DTIiWhjYnJKAk++K2tRto4vFmrW20+VeRidWz1DDn9WP5VgWWRbBGXa0bMjD3zn+tesneKZ5NWNrosVZhfdHtP3l/UVWq/ptpJPLuThgCQScBQByxPpipqVFTi5voTRpyqTUI7sntbKW6uEt4onknc4WNeuff0/wA9K7bTfh1dH97eXiWrMMFIRubHoT/+up/BuiRJeJMykSwAO2d6tkggAqwHHXBHHBBB616CqFue1eK8XVr67I9+eEp4ZqK1fU4v/hW+lFebu9Leu5f/AImsjXfBN1p1k91aXouYo+XjuABhfXJOK9NMR7GonXIKtnkYODis25x2dgi43XMrrseDxx284XMbRsRwFbhvoTn8v61seG9Ojm1uEPnyogbh93TC8D9a1dU0i3sNXmtboqtlKS4keQ5j4J+8wGepIC55Jyag02GfTbnUYpZH8wJGElCnIUnIYjrjpkfWrWPlUoShP4kaTy6FPERnS+GWx0Gqa5LKiQwllgLrG3l5LHOR2/vKwdR32kd6ntPDGovBmSby3JYgiXAVjB5e4bQD94A8nofXNP8AB0EEtvJfJs3n92AkgcIvXbkdQM4APKjiusR9vB6VyUoKXvTOmvW9l+7pr1OQl8L39s0f2d1JD/K2A4QllRG2nk7Iy2OcZH5wWWsy6W/lPCUiIBCSNhV3AEFpDlmkIOdgGfrjNd15i+tYuuWSXEDXESETICd6DLhcruKj+/tUAHqKupSjFc0GRTxLqPkqq6/r+vL8C/BMlxCk0e7Y4yNylT+R5rNu4Y5hNDIoaN8qwPcGszRLl7S9a1kdFP8Ay1iWOadg2M5eXJUHnnj2rUY7mLepzUqXMiZU+SVuhzXhzUordW0a5l23NtI0ab+N654x/hXSV5f4qk2eILrZ93zOR6nauf60th4t1OzVUE4kQcbZxuA/Ec12fVJzgqkNbnJ9ahGbpy0sen0Vwq+Pbgqf9DgJ9fMIH5GqV1411K4UiOSK3Un/AJZIS2PqeKzWFqt25TR4mklfmO31XWbTSIC87gyEfJEp+Zj/AJ714/rWptqV7IVRA8z7mCDAz6Cp7iWe8L/MzzOM73YsSfc+lZUKrGm9TkuOD6Kf/rV6GHwfs3zS3POxWM548sdh7YBCrjaowCBjPv8Aj1poTzLm1QH5vPU49QMk/wAqWpbCPzdVRsZEMZbI7FuMH8Aa9BLoedHVnoXwxhM3izWLorxb20cAP+8S3/stdr47/wCSeeJf+wVdf+imrn/hNakaFf6meftt2xQ46onyj9d1dB47/wCSeeJf+wVdf+imrzq7vUZ6tFWgj4gooorE1Pve9sbbUbVra6iEkTc4PBB9QexrgfFnh+30pYmtVdba6ie1nLOWPIz1PcjI/CvRqrX9hb6lZva3Klo2weDggjkEHsaAPmtYXm0O5s3x9ospDwDnoT/9kB9KbFIJYUkH8QzwMc9/1rrfG2ir4W8ZQyw7/sOoxAAsc4dcA/8Asp/4Ea5DyvsV9NaHhc+ZF7qe34f0NetGXNFSPKqws2uxsaHZG/1GK3BwZHCZx0B6n8hXpHkouqC2SNwNwWMJc7XQKFAZYujKOc55Iz2AzyHgRA+tQk/w+YR/3yB/WusVXGulBE8myZpnSO3EpA3LhmYkHOAMBeQMcGvBzKTdWx7+UxUaLZ30KgLwOnAqWoomwcHvUtVDY55bgeRiqksayI8TqGVgVIPQirTMFGTVepqWKhfc85kgkj1C70x0ZRMrquWbbggjKplhwQCSW49ATiq+kXgSe03yqkjNtdWlkiywwCNoBVz9MZ796v6wV/4Sr5Npy/zJgnewK4wE4Yj0fGOpJGKzNekGjeJhJblgswWaQB2XBJwfunocAngngV56T5Wl0Z7bceaLl9pfiekQXIICOcHsfWrVYtvMJ7eOUArvGcEYIqZZHT7rEV0qR5kqepqVk6+kT6exfJZAT8i5faeGC/3SRkZ7AmpDNKerms7Vb21srCV7uURoylR0JJ9hzk0pO6sh048slJmb4Zulkikh8pUYfNmNG2t2yGJ+bPt/WqPji+EdvbWisA5bzm+i9M/U/wAq5q21e/juJpdNXazg7jsVmxyckkFiODkkkfSrcvh7X9Tla4uo53YjBZlycAgdB6E/iORmpw8owa5+h1YulKbbp7Pvp+Zz1siSF1dcnHBz0qZ7OMj5C6/7xz/hWvN4Y1bT4y3kbtqtv/d9CpGeeuMcgjqPfIqlKjwMVuIzEdxUOOUYjsD/APr/AAr36OPoVHZ6M+fq5dWpq9rryKn2JQR+8JHf5cVKsEKHITJ9XOf/AK1SEYNFd9kcVijqq5gWQtgK4z754A/Misutu9UNaPkZ24b8jn+lYg5qJbkTGmP7RPBbYyJX+YH+6OT/AEr0H4dWJ1Dxtc3zAmHTbfYp7eZJ3H/AciuGsGWJLnUpP9WilI/cDrj1yele0fDjRX0jwlDJOuLu+Y3U2Rg5boPyxx6k1z4iXLTt3OnDwvJeR11FFFecegFFFFABSMqupVlDKwwQRkEUtFAHG+IPC1lZ6VLe6fC6z27icDzGICg8gAngY5/CvJJo1i8R39vJgx36ecOepOd2Pqd34CvoxlDKVYAgjBB715R8S/CcOk6Ta61piyA2c371S2RsbA/IHA/4FW+Hnyz9TGvG8PQ80tQ0ayW7/fgcoeO3Y/z/ACq5bqGnUHoOeRUeohEu4L+M/uLlArE9j2Pt/wDWNXdKQSXoRujYBz/vCu2q+WDaPPjG9RJ9T0KGxXTdMsYnRSWTfJ5lz5CMzEcFhyTjgDp3Pau50eLy7CBSJQduSJvvj2Y9yOme+M1yetqy3sW0HMiLGgWISu/zjIVW4A6ZJ6/KK6zST5enWymNo9qBChTZjHHTJx09TXzVN3qNs+orq1CKRpUUdaOldp5xBIMPXC+I4m07WVuIo9scvOVdkXd1+baSW5HTauc4ya7p23NmuO8alQ1qQypIpGG3bcAsM5ZfnUHnkZHYjODXFiLOLZ6GBbVVLuc27CyvrtGcx4k81NzPCVRyD99QQMEkEMP6132l3f8AocJZgyMgO5WLD8CeSPeuI8QQpBo+m38amOdcQgKrJlSCRxkMMEZGTn1roPDt+dQ0mKQhtwGGLEnJ+p5P8qhXUububVFGVLlW8X/wx1YIYZByKWspXZT8rEfSn+fL/fNbcxxezLd2sUlrJHKqMrDG1xkH6juK4fTrpYtekjMZdmbaZTGxcseu7B2pk5OOwI9a6eaZY42lmkCooyzMeAK821LV1k1pp9N+co5MbuqnJ5JAyOO+AMH6k1jVTdmjtwtkpQfVHb+Ir0WOh3L5w7r5aDuWbj/E/hXlQKtdAMA6528d+wro3sfEuvhDMszqGO3K4VWztHTpyDnjI70weENVgTzRCQcqQGi6KTg59weo9CCMiu/CYqlRu3rc4MXgqtWy0VvNGObSEg43hvrx/KmfYhj/AFpz6bf/AK9Xpbe5tsi6tmXaDvKclMHB3Dtz9PxqPggEEMD0Ir2qOIpVleDPHrYapRdpoiW1hXGVZj33Nx+lFzGZbWSJMKShC4HQ+tS0VvZGJzgZWAZfunkfSmyyGKF5B1UccZ57frUjKEbYBwnyj8OKW1h+06jFHjKQ/vX+v8I/rWS1M0vesa+kaT9u1XQ9CC5WSZXn29NifM/5819B15d8LdM+2anqPiCRf3a/6HbEjqBy5H4459zXqNcOJnzTsuh6eHjaN+4UUUVzG4UUUUAFYmo+FdL1GWad4Ss0qkFlcqC2PvEA4JrbooA+e/Eay2mo6fdz4VrcmzmBONoGQP8A2Y/lWNcxfZdYmjH3Jx5q9+e/9T+Ve3eMvBdrrmk6lJAjrfSR70Ct8rOvI49TjFeIyu1/osV0ozc2bfNnPIHXP4YP516GGlzQt2OHEQtL1F616B4a04RaLNeYJMkixKVcJhARklj90E9T1445rgrR1kmgdTlWZSPzr1KyjEfhHTnG0KjCRmYbgvJOdv8AEckYHriuPM5NU0jpyeCdW7Oh8MIGtnlClRIRjE3nIfVkc84Pp2IPrXS9BXM+FQ6acd8UqMxWTMkCxlgVHPykgnjrwemRXSqwYZFcGH+E78V/EYtRyjgGpKikbJwO1az2OeO5y3i+2b7LHexRM0kR+Yx5D4HPBB47/wALdeneuUuG3XNncniOaMw5/eOCynKneMNnBxuHcHtXc+JfLOiyCQAgsMDarHPsD1PsCD6HOK4+3tku/Cd20rDfEBMsyF2+dV6hm5PTHHA6CuCS/eWXVHrUpfuFJ/ZZveGL7fY71kWQbsHE7S/gSwGD7dq6dJFkXKnNef8Ag3VGuEltZA2VwV+ZiFGOg3E4HpzniutBIOQcGrptpWZjiYRc247M1aQkKMk4FZ3nygY3mms7P95ifqa05jn9mzltaeKz1qPZErqDlR5TEIM5G1VOW5LEse7AfTo/PQW32hjtj2byW4wMZ5rifF2rWb3SwwOJpEGJMAMq49iCCfrnHtVJJPEurwG0QSNDtCbY0UKRyO2OPlPPTtWEfdk+bQ9Ca9pTi46tb9vvMPU7pry9lnP/AC0kaTHpk8D8gKf9ngcBtrKCOArf45rYTwZqzFWaIjOAN0Z6kZXr0HY56HrxzVWXT9QttqzWhJIXCgbXII4wO/IIPB6V7eHzChGKg9Dwq2XV5Sc1Zmd9iUk/vCB2+XP9aclpGB8xZj7HAqcFWBKHOOCCMEfUUV6sXGa5o6o82UHF2ktRFVUG1FCj0FYMy7LiVM5Kuc+2eQPyIrfrGv1CXb4H3sMfyA/pSmRLYrDk4qS3cw6RdXigmSdtse0c4+6vHr3qvKGkCwx/6yY7F9vU/gK63wtpC6x4x06wVM2mngXU2eR8vCKfxx+FZuSinJjpRu7HrvhnShonhnTtOxhoIVD/AO+eW/Umqvjv/knniX/sFXX/AKKaugrn/Hf/ACTzxL/2Crr/ANFNXlN3dz1krKx8QUUUUhn3/RRRQBy/j7w3/wAJN4Wnt4kBvIf31se+8fw/iMj8vSvDJmbUtMjuoxi7tTh1x19R/X8xX03Xi3xA8Pnwz4i/tu2jI0y/bE4UcRS+v0PX8/auvC1Le4zlxEL+8jJ8GX8cOt2su4iNmxyOgYFefxxXf69bbJUuNgaFiN67Cy7uhZlH32OEVQcc15LMv9kXYmiwbOc5Ug8I3Xj6gf5xXr3hzWYdd0tPMKtcRgeYpHUjo35j8DXFmVB83MduV1+T3exseHtUW8gNo5Xz4AAQpQ4HbIQkKenGa3A7DvXCvp17ZyQQ280hjVwkAJysarHncR03lgfmIOM9M1NYeK7kwQxm3Msj7QoducsDtUtjk8Ek4AABABNedCry6SPSq4XnbnT2OzJJ6mq97dx2NnLcy52RKXbHXAGTj14ya5k+LZiwfbAkBMZLnJ2q54LHoOAevGSBng1ju+qa9P5c6vGdirIcZAyrK3GV+U725UnIAolXX2dWKngpXvUdkiSyEuqa00kux8OGky8mPlPdQArckgEseAvBxXNeK70XOuXDpgqjCJT/ALo5/U11mp3qeHNJ8mOZpr2YYUu7N/wL5icAeledqPPuVXqO5z17n+td+WYduXNI4s1xKa5Ym3oPiebSf3RVXtv+ePC7T3IOP0NdnbeKtIuAA1z5D90mUqR+PSvMpbR1OYwXX0HUVCJHUYDHGc47flXbVy6EneGhwQzCov4mp61P4g0qCBpPt0EmASEjkDMfYCudtNA1Lxhdf2hft5FnysaEkEDGRhccj3yCa5vRrZdQv4o7gosCkySttC7UUZPPoeld+NTu72SO2sYykcbxELtIKFZSkgZR94AFTwQAMV5OIgqUvZt3PXws5VF7SKt6m5p+n6RpKFI2hTYpkZmKggAkbuOP4iM9T3zW0FjJKggkdRnkVxUXhS/ntlSW5mSOSFInRHUbU+dnUcckMQATnGc1DKNe0NjKrrcuZGnkWQ7DJKYsH5h8pjQbck7Rn8BShLkjrHQqdFVJO07v+v68juHjwMjkVgax4bs9QglZI1jnZHAYLxkqFyR7BV/KrOj+IbfVV2o+Q25YnIIMuxV3tjHGC2Me1adVNRktDCLqUZdmeNalp76XevAylYCx8rJJ2DJAyenzYJH0+tVK9F8S6UNSsJY1XMsZOzjOOf8A63bn06150N2AJARIOHU9QRwc16eWYiUr0pdNjjzGhFJVodd15kF6u+xnUnAZCPzFYLh5GS3h/wBbKdo/2R3P4CtjVZxb2DSE4wy/j8wz+mapW6tYW5u5Y2e8nISKEDJ56KP5mvTlueXa5taBoS694istEjXNjbAT3h/2B0U+7HH55r3kAAAAYA6CuY8C+GD4b0PFzhtRu2866cf3uy/QD9c11FeXXqc8tNj0aMOSOu4UUUViahRRRQAUUUUAFV7+yg1LT7iyuU3wTxmN19iMVYooA+b59Ll0+71DwzfcTQOfKfH3l6hh+h/HFVNNmdZgkmVmjOxxjJz2/PAr1f4oeF5L60i8QadHm/sBmRVHMkXf645/AmvK7rbPHHrFmASo/fJ6gdc+4r04SVWmedODpzPYL4f2lo8V3bhmLR7sR8OykZ2A9Rkhc/Sjw3qscEqWTeUqTnMQjVUGe5VdxcqezECue8BeIorm2GnyuA3WEnv6r/Mj8R2rc1HTprdZ57MuIijSPDGxXewVFRflwdmFbIB7181WpypTv2PpsPVhWpcj6/1/X3HaBiOhoLE9TXEwa9d6XNPazfvPKO1Sw+XAUNkBQNqBc8AMSR14q2/iq5MiBbVEy3MZJZ/u78ADvtx+LY6KTTVdWM3gql9DqSQoJJAA6k1wWsX76prCxxcBGMaqXkQg8qeUUnruyMgYVTTL3V9S1dUt1UPHKPlaHG05jAYA9Mhi/DEHgcVdggi0G0m1C+uZGYkvtLMBuY5I27iCxJ6j+VZSk6r5Y7HRTpLDLnm9exh+M5Ut7ey05AuIoy7BRgDjaOvvmue0nWbjSrnzoWVS2PMBUYkHoeM/iKh1W+k1C9luJfvyNuI/ujsPwFMlsiFGw/MBhlJ6n2r6DD4SLoKM0fPV8XNVnKD/AOCeh2XjHTbhF+0FrZz/AHhuUn2YVojXNKK7v7Rtcf8AXUZ/KvIsyRMRlkboR0NTQGSVxEoVi3yqNgySeBzXPVy9RTknoa0sfzNRa1O0vf7R8Y372en/ACadCctIxKrIR74PPoPxrqNJ8MaToqqjGN5WOzdJgFt2QB6nIPQ8cZAFZdjdLpsEGk2ABKsI5mB279wddytzgiQY/KpLbQ9Xu4Yrh5ZIpQI5Ci4TLrBhSc5IO4lTyOnTmvLupT0Vz2VGUabTfL+bOzie3kVTHIjgkgEN1IODj6EU9oxjK1w1zomraTHK8F65HlSRK8gyERiGcqUGQzOcKACcfpqaV4s8+d4L6NYZo2YzqGyIMuqRpkfeJ3cnsQR7Vuqi2krHNLDO3NTd1/X9f8OjS1DSLPUoys8Q3YwHA5HKn+ar+Veb+INBk0m5aaFCYXZi4APzEsxAUdtqjJPTFert94/WsnVbWO6SSCQArIvORkZ+nfp0qNYS54aNBTkpr2dTWP5HknHUEEHkEd6KlubSWwupbWZSpRspuHJU/pwfTioWIVSxOABkmvpcPWVakqnc8LEUXRqun2OcmZYDM5ORvZsepJ6frV23tLmO2hsrdd+p6hIEVR2ZuPwAH5VW05PtIW+uflt4FBGejOBy34dq9N+Gfh6S4mfxTfRFTIpjsY2HKp0L/U9B7Z7EVE5+zjzMilT5pWO80HR4NA0O00y3+5BGFLY+83Vm/E5NaNFFeY3d3Z6aVtAooopAFFFFABRRRQAV4b410ceGPGckyxgabquXXjhJP4l/M5+je1e5VgeMfDUPinw9PYNtWcfPbyH+CQdPwPQ+xrWjU5JXMqsOeJ8/eU2n3zWpJ2Z8yFjzx6fh/j61634XkW/8LCBGXzImKqXXO053I2PbIP4V5e8Et7BJYXSmHVLFipD9Qw//AFf1rc8E+JRYX5huR5cb4jlX+6R0P4c/gfatcfS56d10M8DU9nV16nY6bfDR795JECqrFJDJtDsD03O7Aljwdqjpiu9jkDosiE7WAIPTiuZv7A3JS4tJfKn6CRDj5WZNxB/vbVwDWVDqd5o8iNJ5ghcysVbk4RtpJzyzkYOS2OvGBXgRk6bs9j6GpTWISlHf+v6/rXvi7HvTa5STxbOsLt9liQoHJLOcfKfmA4HTKrnjkk9BzS1HxFqE0U0CKoxuilEYIK8JhiMFgD+8wcY+7mrlXjuYQwVRu2xb8W6kDjT0IGQC+4nBByByAcY2vzjIZVrL1JjYeE5twUT3rBQNzsTux1L8ngHsMelWNO0iUzG+vZpIhyTGGKDG4v1VyCuWPBH1rlfFGtDVL390f9HiBSL/AGj3arw1KVaqmysXWp0KPJFmPBevbXYnhOx0YtG4UEp9M8V3OmeNreSJVv0ZGAGZYxuU+5HUflXDR2oktw2cOckc8EdP8agdJIWG4FT2P+Br3a2Cp1NdmeBSxtWmrPVHrcevaTKuV1G2H+9IF/nWPrOszajLHpWhuJZZuJJo8kIOnUdPc158krlwCw5PLMob+ddv4fkGj6U08ar/AGheKzRfLkLwxQEf7W1sf/WrysTh/q6u2enhazxDtFGvovgiy0yMTai6STEfNlgVBAOSGIBHHORgjHU12Fu9mEIikiwFEhCkAANkg/jzXINp+qaw08qM0SP5rQtkNkPHH8uW4KkFug424zUlx4b1OCUzxXU8m2RWWNyrh/LfEIbgHuWY5GBx245ael2onbWjz2U569u3kdmY1PTiqlxaQ3K7J4lcAg8juCCP1AP4Vy+m+I720uo7C92Syyvtt2ViROzSnc4yMqqg8A9QDjIFdXFcw3tvFc2774pUDK3qDW3NGa0OWdKdJ6/f/X9fcefeJfCiWkf2iy+URoACeAirvLFsDnjA6Z4FclzzuUo4OGRhgqe4Ir2e9A8tT3zivLvEOltp2qM6IVtp+hxwCBx079Rycnk1tgq7o1VD7L/AnFU1iKLm/iX4mTWNqKj7cXz/AMs1H5E/41s1hTo+oapPaoSI1cGRx2XaOPqTmvoJng2ugsNkaTapPxEilYvcdz9SeBXsXw10CTSvD7ahdpi/1JhPJnqqfwL+Rz+PtXC+EdAHinX0Rox/Y+msGm4+WVx92Meo9fb6ivb64MVU+wjrw9P7TCuf8d/8k88S/wDYKuv/AEU1dBXP+O/+SeeJf+wVdf8Aopq4zrPiCiiigD7/AKKKKACqmp6ba6vps9hexiS3nQo6/wBR6EdQat0UbAfPWraNP4Z1STQNU/e2kuTaXB4Dp2HsR+h9sVnWN7eeG9RRRI2AcxSDuPT/AOt/9avffE3hqx8U6Q9heqQfvRSr96J/Uf1HevD9S0650i9fQPEEfz/8sLgfdlXswPr/APqPv6FOca0eSe5xThKlLmid/pPjeyvIgLwGCQYBcAlCf5j8a1Wi0fUXEyywu20Lujlx0OR0PUHOPTJ9a8XXz9InZLhmaFj8k6jvjHP4fyrRExYK2FZSOMDgj1461xVMsv8AC/vOunmThv8AgerFNG0/DvLBGV3Ab5B0bkrjPIyc46elZF94wsrOAwaTAr7cgNt2Rr+HeuB81iw2ooPoBnP51ILeeQjeCoH9/jH4f4UU8ss/eYVczclpd+o69vpr24eaaRpJH+857+wHYVNbwmFCW4duo9B6UQwJDhvvP6nt9Klr1qdKNNWiebOcpy5pbhSMqvneoYnuRz+dLRWhJasCIPOMXyuYhGoU5JDE5+Ug7/8Ad79q9O8OWKWmlxttHmuMsc5PsM8ZwMDOAcAZ6V5PBMPt6IUBQHY3Tsc85IGOe/p26j161m8nAP3SBkelfLYlf7VO59LSf+wwUet7/I1kfHB6UsscM8RjlVHQ4yrAEcHNQghhkHIpapTsrHLbW5xuq6Y9jqj3SG4k3gGcxI0sk6hlOS2AsZ+QDA6j6DHR6TfNe2O+Xb50R8uYpyu8AFgp7gE4+oNGr2SXtiyvGjlPmUPEJRkeikgE+ma5fR777JqMllkhHUIoOwbFHKjah2qMsR1JYk9MVzN8k/JnoJe3o+aOic7nZvU5ry7WjDY6hfKdscUUzH0ABAPp+ld/rOuWGg2Rur+YIv8ACg5Zz6Ad68mv5n1e+n1XUlFvaF/MS3Y/kW9T04/yfTy+nP2ntFseZjasVT9n1ZXVvtT/ANpXh8u0iG6GNu/+0ff0/wA59A+HfhWW+uo/E+qRFUA/4l8DjoP+eh9z2/P0rN8GeEJPFc8WsapGU0eJs29uetwwP3m/2f5/nn2MAKAAAAOAB2rtxFb7ETioUvtMWiiiuI6wooooAKKKKACiiigAooooACMjBrxPxv4Yk8Iaq2q2MZbRbt/3saj/AFDn+h7fl6V7ZUN3aW9/aS2l1EssEylJEbowNaUqjpyujOpBTVj5qnibS51vbM5tJDkheiH1+n+fSvQNA8eLJEkOoKz8cSoMnA9R3+o/KsPxN4ZufBF4eHudAuGIjkIyYSf4W/zz9ciuamtHsJFu7QmayIJKryVB9Pbv+H4111aFPER5jmp1p0HY9n+16NqyIRcwSFWDr8+1genTr0JH0JFIbDR7ZDveNEwo+ebptPykHPBGcA9ccV5NFdC4i3o4dSeTjJz6E9akMvHCKD681wPK23e6O6Oa2VtUekXfifR9PaU2ircXEnLeQo+Yj1bv+tcTrGuXOqz753GFPyRr9xP8T71QEdxKOFba3ttU/wBKmitFQ5kIc+g6V10MBGDvLU5a+OnU0joMtITkTN0B+X3PrVuiivSSscIHkAMAwHQMMipLOOJLqE4VAJAxYuV6Akc84+uKjqOWXyygAy2d/wDTjkevqOlcuNT+rztvY6sFb6xDm2uei+D7TzjLf3CkyMxK7wAcnqeAB6ZxwcBhgk12KNtPtXK+Gn2aNbOi7Rg8YUdzn7vH8voOldLHIsq5U/UelfN0NIqx7uMvKq77bFsMp7iuU8Q6Ooe2urX5Wt3VoMIziEgg7ViQYIYjkk8dewx0dMmiSeF4pAGRxgg9CK2m+ZWMKUvZyuYfh29YqLCVZFaNMoJR+82jCln9Cz7sD0FaF026c47DFclK/wDYerRbECKr58tIY4lZsbcqiksxKnA3YA5Jziugnu7e3tmup540gVd7SMwC49c1z05Nrl6nXXpqMvaLZnHeMY0j1WKRVAMsB3EDqQw9vp+VcNNI+rTG2t222iHE0o/jP91f8/8A19bxHrLeLNQX7EHh06JTGZzw0wzzgdh/n2pnh/QpvFl9/ZWmHyNNt8farpewP8K+pPPP+T9DhIujRtPQ8HFTVWreHoWvC3h1vGGqLEqlNDs2HnuvAmYdI19vX2/CvcY40hiSKNFSNAFVVGAAOgFVdL0u00bTYbCxiEVvCu1VH6knuT61crmq1XUlc2p01BBRRRWRoFFFFABRRRQAUUUUAFFFFAHnPxI8HTXZHiPR0/4mFuv+kRKP9fGO+O5A/Me4FeWTxjUIV1OwyJ1/1kYPLe31r6Zryfx14Hm0y5m8RaBEWjbL3tmv5l1H6kduvTIrsw9ZfBI5a1L7UTE8L+OJLOFYJ1MtuDjb0Zfp/h+Vd5FrejapC0T3EXzgo0U/ynB4I5/pXjlxbJfxm/0x8SkgvHgckc/gantL7zwUXKyIPmicZK+vBrOtl8Zu8dC6WOlBWlqevLp2lIVlDLwc5aXIPG05yecjg+vFVp9X0DS1jIkhkeEFYxH+8ZR6A9h+NeZCXA+4p9zn/GnJ58i/IrEDjKr/ADIrnjlbT1sdE81uurOg13xTcakGgUGC2/55A/M/+8e30rn4omuJMnhR94jsKkSzOcytgeinJ/PpVsAKoVQFUdhXqUMNGktDza1adV3kHoAMADAFHYjseo9aKK6TIY0cfzv5ahtpwQMY4PYV1/h+1F9q8aP81vboEHzbgQOQA20Hrg4JypHHBrkZGCRknHzfIM+prsPBD+ZBcPs2t8ueB7475x9fw9B4Obr95Dse7lLSo1Wt9PxPQl+TG0AAdAKnVwR1xVKCcSLgnDj9amrljKwpR7mdrulQ31nLhVO7DSR7yiyEYwWKjcduMgAjn8KwdEup9NuI7aczPG+yLzJYfKLnCpGqIeeArs3/AOoV19cZ4hso7GeSeONEEmdzpHHHuDcMGlY7ue5APFY1m78yOzCtTTpSZ1N63yqvfOa5LxhEh0qKYqC0U6YOOcE49Pp+VbNnff2haR3JPJGG428/Ttnrg84NcL4x8Ux6gG0bR8TzK4M1wOY4sdge5z/LvW1GnKtNchhUlGhFqZzF9eP5gs7PDXTjk9ox6n/P/wBd2n6Zc3t5DoGkfPeTfNPMeka/xOx/z29qis7WU3sWkaSn2nVLpvmdj04yWY9gBzj/ACfavCHhK18KaaYkbzryb5rm5brI3t6AdhXvV63IvM8SlS535GhoGh2nh3R4NNslxHEPmYjl27sfc1pUUV5rd3dnelbRBXP+O/8AknniX/sFXX/opq6Cuf8AHf8AyTzxL/2Crr/0U1IZ8QUUUUAff9FFFABRRRQAVk+IfDuneJtMax1CLcucpIvDxt6qa1qKabTuhNJ6M8B13QdU8IS/Z9UT7ZpUh2xXirkAdgw7H2/LNZUUNzYDz9Km861bkwbv/QT/AJ/Gvo+4t4bqB4LiJJYZBteN1DKw9CDXj3jvwK/hmNtb8OhxZg5urYncI/8AaH+z2PcfTp3UcRze7Lc5KtDl1ic/a6vDe/uzIyTDhopDgg/1q3XPfbtP1NFW/g8mRhhZex+jf48VaWHUbVQ1pcpdw9Qkp5x7N3rsTOY16KyxraRMFvbea2bnll3L+BHX8quQ31rPjyriNiRnAYZ/KndCsWKKKKYFKCR7a6GcbkbOCSBkH1HP6169YXkWoWUVzE2Vcc+x7g15HeRYYSjo3B+v/wBf/Gr+ha/caRMSmHib78bHAb39j7/nXlY3Cc/7yO534PFci9lPboespI8Z+ViKl+2Sei/lXHP8Q/DkVuJJLwh+8SoWYH044/WsW7+Il/dEpo+kFFPSe8OB9do/xrz6eGrT2R3Tr0Y7s9EubwLC7TyokQHzFiAAPevJ9S8SoupiLQEa5eFiBMwAjXr0CgADqM9SCcEVmanPcXp87xDqrzDqIFbag+ijr/Oqf22eWMRadbi3g7SMoyf91a7aeWw0dV38jmeZTgmqStcsXk5W6+36xdPe6g+Ni9dvsi9hVey02/8AFmvWemqxRpnyUXlYYx1Ynuev+TVMhYPnw8s8hCgn5nkb0Fe3fDzwe3h3TXvb5QdVvADLn/lkvZB/X/61dtWoqcbI4KUXVldnW2VnBp9jBZ2yBIIIxGijsAMCp6KK809EKKKKACiiigAooooAKKKKACiiigAooooAhurWC9tZba5iSWCVSrxuMhge1eO+JfAmo+FXkvtFEl7pPLSW55kh9x6j3/P1r2iitKdWVN3RE6amtT5qjhjuG+3aPcCGb+OPoD9R2/z9atwa2fM8i+3204/vN8rfQ16T40+HNtqEM2qaFH9k1ZPn2RHak/qCOgY+vfv615JHqyTI1vqtoT5bbXfZ909OR2PXpXo0qsZq6OGpTcHZnRA5GRRWLDZyIvmaTfgx5/1Uh3KO+PUfzqX+1bi2GL+xkjA6yR/Mv/1q35u5nY1aKpw6rYzj5LmPrjDHafyNWwQRkEEU7iFqlcbo7jcRwRke46f41dqG5i8yLcPvJz9R/n+tTJXVmF2tUegeEdQju9HS33L5sHykAnlex5P/AOquhVipypINeNadqE+nXSTwOVdTwR39j6iu5tvH2jC3J1C4W2mUZZBls/THP4Gvn6+DnTlaCuj26OLjVV5uz6nZC7lA/hP1FI11KR1C/SvPbz4lRSZTRtMuLs9BLJ+7j/z+Vc5qWq65q6FtV1NbS1PWC2OxfxY8n9aqnga099ETUxdGO2rNzxh4g023vJLe1Y3l5Jy8UW0qD0+bAyTjqCeh/Cua1C7vtTjjn1+8xbQj5LZW+Ue7Y+83+RxxVCO8ggUxaRahz/FKwIUfUnk/Sq8qMZDNeymR1Gct91PoK9Chg6VB8y1ZxYnH1a0VCWiXQW+vZryLyYEeKA4SONV+eUngDHYe1e9eBvDQ8L+GYLNwPtUn725Yd3Pb8BgfhXDfDLwk99dp4l1GJhBGT9hicfeP/PQj+X/1hXrtRiat3yoeHp2XMwooorlOkKKKKACiiigAooooAKKKKACiiigAooooA808YfDeSS5l1nw0VhvGO6a0PCTeu30Pt0+lebSJDqE5imV7HVITtZWG1gR29/519KVznijwVpHimEm6h8q8VcR3UXDqe2f7w9j+GK6qWIcdJbHPUoJ6xPFE1a8sWEWphtvRbiPJU/Udv88VpJMk6iRJBIp/iBzmsi9fU/D2qT6NrFuZ2j4yBkunZh/eBHr+NRwW9pcv52lXhtpTyYx0P1U/X6V3xl2ONrubtFZQvNStMC6s/OQf8tIDn9P/ANVSwa1YTceeI2xysny4/HpV8yJsaFFNSRJFDI6sp6FTkU6mBWvFJRW/hBwfr/kV1PgfUo45pbOQqDNhkOTyw6j09+n8q510EkbIeM9D6GqCO8EuRlWU+uCCP61yYvDqtG3VbG+GxDoTv0e57X0qZbqVRjIP1rhdK8dW0UKRavKsR6LOf4v94evuKL34laTHuTTYLnUJR2jQqv4k8/pXhrD1ublUT2HXpWu2d2buUj+EfQVyPjLWtM0+BJLy4zcjISGMrvYHtypIH0xXJX3ifxLq6lRJFpVueoh+aQj/AHv8MVzonsLScmBXvr08ly24/Ut0HXqK7IZa5L967HM8wVN3pL7zRbU9Y1Kxe1aZ7DTWJZlU4kcd8k9AeSc9STnPbMlvo4oTbaYojhXO+fHA9cep96juPtV3g3jYQ9IUOF7dT3rZ8I+GJPFusC3AZdKtmDXUq8BvSNfr/wDX9M+jCFOhDlgrJHn1KtTEVOaTu2dn8IfDJtbOfxDdK3m3eUt9/wB4R55Y+7EfkPevUKZFFHBCkMSKkcahUVRgKBwAKfXnzm5yuzuhFRjYKKKKgoK5/wAd/wDJPPEv/YKuv/RTV0Fc/wCO/wDknniX/sFXX/opqAPiCiiigD7/AKKKKACiiigAooooAKRlV0KOoZWGCCMgilooA8S8ceAZfD7zalpcJn0dzultwNzW59QO6/y7+tcTCgT97ZXDwgn+A5U/UHvX1EQGBBAIPBB715p4r+FiXEsmoeHGS2uGO6SzbiKT/d/un9Oe1dlLEdJHHVw7+KB5pFqWoIpWSCO5ULyUO0/j/wDWqOS40eQqLqwkt885MZXP/fPJp7+fpd81pqltJZ3AGGSUY/EHpjj/APXVkHoQfoRXYnc5LtblOOHR2JNvqEsA7hZCn8xUxgs/+g5P/wCBQpzwQyNueKNz6soNXYrCyeFHNpBkjnCD6U0hpmeYLLGG1ucj/r6FQsmgocTTvO/95mZifxHFbI06yH/LpB/37FTRwxQrtijRF9FGBVco7mTDcoh/0DSJN395kEYI+tPmTVZYi8k0VvGTjbEMtz6k9OnUVrVU1CVYYEZ5FVCTnJxyB/8AXNDVkK5mxWUMT+YQZJCcmSQ7mp090tuVG1pJnOI4k5Zj24+tWNKsNW8SXJt9Ds2kAOHuZBtjj+pP/wCv2r1vwh8PbDw0wvbh/t2qkc3DjiP2Qdvr1+nSuepWjBeZpToym9djJ8AfD9tPePW9cjB1AjMFueluPU/7X8vr09Ioorzpzc3dnoQgoKyCiiipKCiiigAooooAKKKKACiiigAooooAKKKKACiiigArzrx94AfU5X1vRFVdRC/v4OguAB2/2v5/WvRaKqE3B3RMoqSsz5aWKNpW2LJa3CZV1UlGQ9CCP/1VcivtShYKGjugSAAw2sfp2r2nxd8PtP8AExN3C32LU1Hy3CDh/Zx3+vX69K8f1bSNW8M3axaxZmNd3yXKAtFJ+I/l19hXoU6yntuefUpTh5orS3tlKpN9pkiE8M4QEf8AfXBqNY9CkceRcyW7/wB5WZf1ariSRyrvjYMp6EHNEkaSjEiK4/2hmtzPmI/IssfLrk4H/X0KBBZjrrk+Pa6FW7Wys5EbdawEqRj92MnP/wCr9anGnWQ/5dIP+/YppDuY7xaMh/0i+kuB2DSFsf8AfNSQzafHj7Fpks391xFkZ/3jyK2IrW3hJMUEcZPUqgFS0+ULmYW1e4UlUgtEAJO472GBnjtVMWSu4kuZHuJPWQ8D6D+lbc5220rbgNq8k+mcH+dY8Ms1/drZ6XbS3t03RIlyPqT6fp71MrLcWr0RJJJHbxbnYIi8f/WFdN4L8DzeKLlNV1WF4dHQhooW4a5I6E/7Pv37dzW94W+FoSaPUfE7pczrylkvMSf73976dPXNemgBQAAABwAO1cdbEdIHVSw/WQkcaRRrHGioiAKqqMAAdABTqKK4jsCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5nxl4OtfFmnBSwgv4Mm2uB/CfQ+qn9OteE6lpk+n6lJp+q2xgvoz94ceYOzKe+f8+g+nKxvEfhfS/FFj9m1GHJH+rmTh4z7H+nSt6VZw0exhVoqeq3PnuO4v7f/AFVyJV5+WcZ/Ucmp31ASAC+0p2wMgqok/wD1Vr+I/BWt+F2eWSNtQ04ci6hX5kH+2vb69PftWTb3MVxGDG6kgYIH+Fd8ZqS0ZwNSi7SRW/4p+XoWhcn/AGgQf5CrCwWO35NanXj/AJ+QKmYBl2sAV9DS2tnaNLsa2gIIPWMfWrBSIfIs/wDoOzf+BQqOSHSxlptVmlXupn3Z/IZrV/s2y/59IP8AvgU9bG0RgyWsKsOhEYBFPlHcxo30VD/o1nJcnuFjL4/76q4s+pSqFtrGK3TsZm7fQdK1KVRuYDOMnFPlC5gzWUssrLe3TzbTgovypx7Dr9alRI4U2oqog5OBgfWori/iSXbkyzscCOMZJP8A+uuv8O/DTVNcdLnXt9hYZyLVeJZB/tf3fx59h1rKc4wV2EYSm7IwdB0G+8ZagLSxDRWMZ/0m8I4Ud1X1Pt/Svd9G0ax0HTItP0+ERQRj8WPdie5NTafp9ppdlHZ2NukFvGMLGgwB/iferNedVquo/I9ClSVNeYUUUVkahRRRQAVz/jv/AJJ54l/7BV1/6Kaugrn/AB3/AMk88S/9gq6/9FNQB8QUUUUAff8ARRRQAUUUUAFFFFABRRRQAUUUUAUdU0fTtatfs2pWcNzF2Ei5K+4PUH6V57qfwfhVmk0HVJbUk58i4HmJ+fX8wa9Qoq41JR2Z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integer
113
math-targeted-vqa
abstract scene
['arithmetic reasoning']
IconQA
math word problem
คำถาม: มีลูกเบสบอลกี่ลูก?
null
20
null
free_form
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text
114
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
Geometry3K
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ที่ท้ายคำตอบ คำถาม: ในรูป KL สัมผัสวงกลม $\odot M$ ที่จุด K จงหาค่าของ x ตัวเลือก: (A) 6.00 (B) 9.45 (C) 18.9 (D) 37.8
['6.00', '9.45', '18.9', '37.8']
9.45
B
multi_choice
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
integer
115
general-vqa
natural image
['numeric commonsense', 'arithmetic reasoning']
KVQA
visual question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: อายุห่างกันเท่าไรระหว่างบุคคลสองคนในภาพนี้ (หน่วย: ปี)
null
3
null
free_form
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
text
116
general-vqa
scientific figure
['scientific reasoning']
TQA
textbook question answering
คำถาม: ใบชนิดใดมีเส้นใบมากที่สุด? ตัวเลือก: (A) เรียวยาว (Acuminate) (B) ป้าน (Truncate) (C) แหลมติ่ง (Mucronate) (D) แหลม (Acute)
['เรียวยาว (Acuminate)', 'ป้าน (Truncate)', 'แหลมติ่ง (Mucronate)', 'แหลม (Acute)']
เรียวยาว (Acuminate)
A
multi_choice
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
text
117
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ท้ายคำตอบ คำถาม: ช่วงของฟังก์ชันนี้คืออะไร? ตัวเลือก: (A) [0, 2] (B) [3, 2] (C) [2, 4] (D) [-3, 4]
['[0, 2]', '[3, 2]', '[2, 4]', '[-3, 4]']
[0, 2]
A
multi_choice
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integer
118
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ที่ท้ายคำตอบ คำถาม: ค่าสูงสุดของฟังก์ชันนี้คือเท่าใด
null
1
null
free_form
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text
119
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
UniGeo
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ไว้ท้ายคำตอบ คำถาม: ดังรูป P เป็นจุดภายนอกวงกลม ⊙O, PA และ PB ตัดวงกลม ⊙O ที่จุด C และ D ตามลำดับ ทราบว่ามุมที่จุดศูนย์กลางของ ⁀AB และ ⁀CD เป็น 90.0 และ 50.0 องศา ตามลำดับ แล้ว ∠P = () ตัวเลือก: (A) 45° (B) 40° (C) 25° (D) 20°
['45°', '40°', '25°', '20°']
20°
D
multi_choice
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
integer
120
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: ฟังก์ชันนี้มีดีกรีเท่าใด
null
3
null
free_form
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
integer
121
math-targeted-vqa
table
['arithmetic reasoning', 'statistical reasoning']
TabMWP
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ขณะที่พยายามคำนวณว่าการเตรียมอาหารกลางวันเองจะช่วยประหยัดเงินได้เท่าไหร่ แมนนี่ได้บันทึกจำนวนเงินที่เขาใช้สำหรับอาหารกลางวันในแต่ละวัน จากตาราง อัตราการเปลี่ยนแปลงระหว่างวันพุธและวันพฤหัสบดีคือเท่าใด (หน่วย: ดอลลาร์สหรัฐต่อวัน)
null
5
null
free_form
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
text
122
general-vqa
synthetic scene
['arithmetic reasoning']
Super-CLEVR
visual question answering
คำถาม: มีรถประจำทางสีเหลืองปกติจำนวนน้อยกว่ารถโรงเรียนสีเหลืองขนาดเล็กที่เป็นโลหะหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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math-targeted-vqa
puzzle test
['logical reasoning']
IQTest
figure question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ท้ายคำตอบ คำถาม: แผนภาพแสดงการหมุนต่อเนื่องจากด้านบนลงล่าง รูปร่างต่อไปคืออะไร? ตัวเลือก: (A) A (B) B (C) C (D) D (E) E
['A', 'B', 'C', 'D', 'E']
D
D
multi_choice
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
text
124
general-vqa
scientific figure
['scientific reasoning']
TQA
textbook question answering
คำถาม: การจัดเรียงใบชนิดนี้ประกอบด้วยใบอย่างน้อยสามใบที่ติดอยู่กับข้อ ตัวเลือก: (A) กระจาย (Whorled) (B) ใบเดียว (Simple) (C) ตรงข้าม (Opposite) (D) สลับ (Alternate)
['กระจาย (Whorled)', 'ใบเดียว (Simple)', 'ตรงข้าม (Opposite)', 'สลับ (Alternate)']
กระจาย (Whorled)
A
multi_choice
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u4/3mLY/PNHIu4uZl0MrDIYMPY5pahijMShV2KP7qgY/SnjeOpU/TioasUmPooBz2xRSAKKKKACiiigAooooAKB1ooHWgZeTv/vU+mJ3/wB6n1ZYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBz/jn/kQtf/7B8/8A6AaXwR/yIXh3/sGW3/opaTxz/wAiFr//AGD5/wD0A0vgj/kQvDv/AGDLb/0UtAG/RRRQAUUUUAYF/wCC/DOqX0t9f6FYXN1KQXmlhVmbAAGSfYAfhXlvwh8J+HtXt/Eh1HRrK5MGrSRRebEG2IAMAZ6Cvca8o+B//Ht4r/7DUv8AIUAdjqmreHfh14eR5I47KyEmyG2t4+Xc87VUdSeTWJZ/FjT2vbaDVtE1nRorpgkFzf2+yJ2PQEgnGfeub+Kg1Bvif4LS2ube2U+YIJLuMvCsxPUjIyfu498VN440TxXdeEruHxN4r8PwaWxXfI1iwIIIK7TknOR2GetAHZ+L/HuleCrrTI9VWZYr9pAJkAKx7ACSwzk5yAMA15b8SviOfEXguE6do2tWcP29CLuRPLVgM4GQc/MDx9K2/HVpHd678LbW8dLxGuNsjMpCzYWLLYPOCRnBrT+O4A+H9uBwP7Rg4H/AqALXiHxRo13oOh6h4i8M36/aNVSC2tblFWSGb5gshG7pwfXr0rc8U+OtO8MXVtYNb3l/qV0paGysovMlZR1JHQD6+hrmPjV/x5eFP+w/b/yard9r+pav8Qr7QvDVnpUV7psCG61G+jLOofBCIFwSMEZ5xQBf0P4ladquux6Je6bqej6lMC0EN/Bs84AZO0gkE9fyNR+I/inofhbxBc6PqUV0J4rdZkMaBvOLHARQDnd9eOK47X49Xh+L/gWHWdZtb+5EkzCK2tvJEIKjkjcxO7Hc/wANai2dvdftKTtPCkhg0VZYiwzsbcq7h74Zh+NAG94f+Jdnrmv2ejPpOo6fc3lq1zCbtFUOqkgjAOc/K3btWr4j8YWnhzVdH017ae6vNVn8mCKDblQMZZskYAyP1rlfi5bvpTaD40tlJm0W9UTlRy0DkBh/T/gRqLQ2Txj8Z9Q1xGWbTdCtVtbVxgq0rjLEH2Bb8xQB6pRRRQAUUUUAFFFFACUyf/VN9KfTJ/8AVN9KAPN/i5cPH4IaGNgrT3CLz6DJP8q8SsLOWWKJXXcjNtKjpknG79a9d+Mrk6LpsS5Je4Y4HfC15Zp0Vzp9xazSI21lZWHoOoxXm4h3nY9fARSpXJ7TTvK1oxsW3QqWcKM5VemPaq3iQtPbK33lIyAOQv8An0rq7K3UX8UgRvMdGVGz1yMgH61mLBhbuCeP5mVgit13DrgVzwxHJLmS0O2dLmRyvhua3juAswGM8HHDV6TYWEDzLPGVyV2hSevoa8sNm9tJK8a7WBzt6qP/AK1d94Ovo9VEduk6pdR/ehdsMx9V9aus9OeOqMqV0+WTsz0uz0IHT5rdQnmxICGbknPPFcvq9hCJGS1ZmPBYHgqe4r0PQ7eWGBViwZcZk8w5B9MVlajpIFxNMyDe7E/L61z1pfuk49f6+8qhXSqyjJ/1/Wp59HNJBLEZkUENtIPXFWHEaPJGEby3BZWPr9K6eTSYoLeSW4i3qzD7y4ZfpXIaxqryXwzbiMxBgrDjco6ZHSuSNVrXr0OtqNX4TmtR05LiMIFYYbgY5B9awlkvtF1BLu0eWGaNgVdThlP+HtXSPOsrSNuYEtkAdqqPJllR3Zue4z/kV10Kztqc9WjfQ9d8A/ES38VQLZXpW31ZByh4WYD+Jff1Fd1Xy0bZ42S6gkkilV9yOvDK3YgivWPBnxPS78vTPEbLDd52x3ZG1Jf970b36GvUpV4y0Z4uJwrh70dj02igEMoYEFSMgg5BFFdBwhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVleJNWXRtDnutwEu3bH/vHv+AyaCoxbaSOG8W6lFq/iJ7VnxaWUbDI5/wCujfXA2j8aNGsJNQuMSIqeaA0qjpFGBhVH4cf99HvWHYQhwHkUmSYrNKO4XP7tPqT8x/D1r0Kytv7M0wKwzcTEM+ByT6D+Vc2KqqnFxW/X+vw9bnpSapQSW70X+f8AXkJOjTSLbW6ZLYCqOyjp9PWsddLhvdXZy5kSH5FP8IPcqPc9++K6K6DaXprucG9uvkGP4R6D2A/Wo9MslggVDwSOT6mpwWDUH7Wovee3ku3r3PPnVa0THaZYBZCzqCc4B24NbfKpsHXtUMS+WuOtTRDe5fnA6fWvRk9DFasmAwoHoKQkAEk4A7mmT3EdtEZJXCr29SfQVmNNLf8ALZSDOQvcj39amMHLXoOUki+byNuIf3rZx8vT86VncMAXGT/Coqoj7R5cICluS2OlSJtQ5GWOMDNXyxRHM2WEhUMXf5mPbPFOeZEYDILf3V71RlnZm2KwCj7xz1PoKTOTwwyfei3VhcuPcyHgBU9zyah3O3V9x/2qYqBeTg/WpAvtgVNwGEPuBBA+gzUiZzy7fhSiPoeQakUc9SaLjHoV/vt+NTBuOWzUcZzwFB+pqTDDrHj8aTGiOV5ERmTaxHZlx+tU4Lu5uppI5LXyQoysiSBg34YrRBTuNppHU4BjEZ9cjr+VO+gWKQS4BwLhS3YFNtSIZc4YYPvyD+Iqba2MSRr7FScfrSfTkfkah3GkLRQCD0oqRhRRRQAUUUUAFA60UDrQMvJ3/wB6n0xO/wDvU+rLCiiigAooooAKKKKACiiigAooooAKKKKAOf8AHP8AyIWv/wDYPn/9ANL4I/5ELw7/ANgy2/8ARS0njn/kQtf/AOwfP/6AaXwR/wAiF4d/7Blt/wCiloA36KKKACiiigArnfC3hCw8Ipfrp8txIL65a6l89gcMeoGAMD866KigDF8SeF9J8V6Z9h1e2E0QbejAlWjb+8pHINcxafCHQIb2G4vr3V9VSBg0MGoXfmRoR0O0AZ/HNeg0UAYGt+E7DXtX0bUrqSdJtImaa3ETAKSduQwIOR8o6YqTxP4Y07xbor6VqiyG3ZlcNG21lYdCD69e3etuigDi5vhxplxoelaTdahqlxFpt4L2KaadXlZwTgMxXleegA+tL4i+Gui+ItY/tc3GoadqJQI9zp9x5TSKOgbgg9vyFdnRQB55L8G/DLi2lim1SC/gl83+0I7sm4dsY+Z2B4+gFdHF4TsIvGcnilZbg38loLNlLjy9gIOcYznIHOfwroKKAOH+JniPw/pnhTVNN1a5iNxdWbiG0z+8lJBC7R/vY57Yp3wr8Lt4U8BWNnNHtvJx9ouQeodsHB9wMD8K6m50rTry6hubqwtZ7iL/AFcssKsyd+CRkfhV2gAooooAKKKKACiiigBKZP8A6pvpT6ZP/qm+lAHlXxkjf/hH7C4jHMVzhj6BlI/nivKILyd4LcgFmtXDYI7ZzXv/AIz0g654Zu7JQPNZd0ef7y8r+orwu2vJI4pBHEqzKNrArkrjqMeoNeZjElJSa3PWy2d4uPY6KEmx1ZrlwRBIodM9s9vwqXU7B31uO9VgACrE9tvc1mPqr39japI4EgO11/vD1H866FborbwW1zGsqldrbTyPcGvPqySk1F26/M9aOtnIzNR0A2mrx3rBBBKclSoKMp75rm9T8Mm2ujjfbvndAynA/BhXcSukulvZR7pki/hB+eMk/eHt7Vl3StqOhfZlEjT2jHcJB8zKehH0q4VfZvRkuj7SNpGTpnjPxdoBKxXovYh/yyu1LMo9FbrXX6P8YNOu8Q61ZvYS5x5qnfEfqeq/iK46C3l1HTJVgkZry2bcYTgbk/vKepIPasowte274iDXMR3OoGG2+vvW7lGcbSWnl/VjlnhLO8T3e41PTNd0wy2N7DcsuCfJkDDHuB0rz7XNLaVi8allXJINee2tpPAftmnieKeMktJbkqwHuvQ1tW3jfWOFu4YbyJRtZox5chHrjoTXLWwcpPmpNO3yLw9T2MeWadiC4tpoNzRs+AckDtVdLnfPuc7R0O7pW/BqlhrcpWCQxSEDKSDawP0qpc6KGd0EZ8zk78Y3CsYzcfdqKzOq8WuaL0KUSoWkVXYZPHPGetWDYJdR7sADIPsPx71CYLq2dBFudicMoA5HtW7paRNcfZWl2nG4Er3AyOKv2lrcrM5QTRLoHjDWvCjpAW+26d/zwkc5Uf7LHp9OletaB4r0nxHFmyuNs4GWt5Pldfw7/UV519giugrA7D3+UEHP9Pes+Tw7OsweJ5oZEIZZVO364I5FddDHSWkldHn18FCeq0Z7hRXlWmeOdc0g+TqcB1C3Xo5IWTb6hhw3412+keMdE1pglveCKc/8sJ/kb8M8H8DXp060KmzPKq4apT+JadzeooIx1orU5wooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvMPHN6dY8QQ6ckrLY2BMl1tP3iBkr+OQv1r0LV9RTSdJuL1iMxp8oPdjwB+deTWERkG+Qs8945mf3UNhQf95iT/AMBpOSgnJ9Nf8jrwtO8ub+vP8DT8EKdZuZ72SLbDDMxZz0d+ny/7KgYH0Feg2kHnzm7lACLxED092rO0jTVtLSDT4gFCjdKyjGM8mrGt34gRNPt+JJFw+3+FP8TXFQpurP2ktunr/wAD8/Qzr1eaTZRNwdS1gznPkR5WMe3r+NbqQqE4x0qhZWaRqpC8bcVqxDEeK9PY5VqMIDEKOpOKZd3qWahEXfKR8qA9Pc+lUp7m4kuJYrYKu35d+MnOOcVHBClnG09y/I+ZmY1fIt39xLb2QoheY/aLt8t2HYewFTllVd5GBj5VFVYZnvJhLINsYPyJ6D1PuanmVVPmTNtUD5VFW30EkESs3JPB5Y5pHulwY4uFPBfufp6fWq0shmOwZVB0Ud/rTBEwGN2P+A1DsPUnZkTAUOxH91acLhiBtQj1zwajVEUcPz65xVuIlhtkA46Niocr7jSHRPkdG/DmplZcZG4fhUQt03bwefUcVYRQRjIJ/nQPUerAkKQGB6EHFSFfXcPcjP61AYkPykHB9+RQitE20SuvsTkGiw7k21XHGGPrjFKN68BSD79DTCSWOJCr/Tg003EkbqkwUhvunb1osF7ExZ1B3IwHtyKYoJH7uUA/3Wp6T5Hytn2qCeZFw0kRC/3l7fUUrDuTGV0+9wffpUodHXkYPtVVTvwUfcp5ANPCMrAr0+tIESlR94ENjuKKjc5bKupboR0NSAYGKljQUUUUgCiiigAoHWigdaBl5O/+9T6Ynf8A3qfVlhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHP+Of8AkQtf/wCwfP8A+gGl8Ef8iF4d/wCwZbf+ilpPHP8AyIWv/wDYPn/9ANL4I/5ELw7/ANgy2/8ARS0Ab9FFFABRRRQBzHi3xtpvhJbaO4iuLu/u2K2tlaJvlmPsOw96zdF+JEF9r8Oh6vouo6Hf3IJtkvVG2bHUKw4z7Vz926Q/tJWbagQEk0krYl+Bvychc98bvzrs9e1bw9b+ItD07U4kn1S4lZrBRHvaNgOXz/CPf29qAMzWPiVa2mtzaNo+j6jrt/b/APHyligKw+zMeM+1XfC3jzT/ABNeT6cba703Vrdd01hepskVfUdiOnPvXL/BKSKLRNbsrkgazDqcpvlbhyxPBPfHB5+tJ4iaK6+PfhZNNIa7t7SY35T+GIg7Q2Pcng+ooAsxfF+3u7+/03TPDmrahqNncyQPBbICNqnG8t0AJBAB54rovCHjmw8XLexx29xY39i+y6s7pdskR5wT7cH8q5X4ORRi88azhB5ra7MjN3KgkgfmT+dR6DJBa/Gzx9NP8sCWMDyED+ERqWOB+NAGnJ8VftM1w+ieFda1iwt3aN722iAjYqcNtzy2PatK6+I2lR/D2fxjaRT3NnCVVocBJAxdUKkHgEFs1y/hzw3r1ho0d18PfF9pcaJM7SQWWoW2VTLEkB1+Yc54wKx/EXiqfxN8GPF0N1p1tZ3um3KW9wLU5ikcTJllP4H1+tAHr8usxxeGX1vyWMa2Zu/KBG4gJu256Z7Vzk3xHtIPhknjc6fObZgp+zbhvGZfL69OvNP1TULS0+D811NcRrA2jbVfcMMWi2qB6kkgV5zqH/Jp0H+5H/6VCgDqp/jNZQ2i6mPDetNoZZVOpGECPnjIBOSM8Z70+b4x2SQf2lF4d1qXQQwU6oIcR9cEgHkjPGal8fQx2/wHvIYkCRpp8AVQMADclLrcccf7PsiKihRoUZCgYGfKU/z5oA6vV/Fej6J4b/t+8uwNPZFdHTkybhlQo7k+lcpF8WYopbaXWfDOs6TptyypHfXUQ8sE/d3Y5UH3rg/GAuR8N/hjIkyQWytbeZPLHvjjbYu1mB4IHzHB64NdN4v0DxVN4TvR4j8daWmkSIPOY6WoyMgjBDZznGMc0Adh4y8e6b4JbS21GKRre+lZDMhBEQABLEdT17VJ4M8ZJ4yhvJ4dKvrKCF1ET3SbfOBBO5R6cfrXA+N7OGb/AIVZZ3EgvYWvIY3d0KiYYjGSDyM9cH1r2YAAAAYA6UALRRRQAlMn/wBU30p9Mn/1TfSgDPlTchFeP+OvDzaXqra3aRA28p/0hQv3W/vD2PevYzyKzNTs0uYHV0VlZSGUjII9KxqU1UjysqlVlSkpRPHRc21s0FzbQxG3kUblCgkHuM/rV2wvbK3vlikRWSQ/Iw5IDDjPpVPWtCl0C7Z4VaTT2bcV6mI/1WpUisbrTfOhiQXEJ3bl/iXv+I614tWMqMvfufR0K0KsbxLP20WfnYRSCxVnT7y+59RULzvbSJctGFLAYkQcZ9ce9Ng1GLazRxqtzH8ysVB3f41dj1QarprAOsNyoO4qMKw9xWEpN6XfkdUXbWxQlie3uxfQsVEikFo1AK7vasqfT57BXkdzLHLwSv3hWrbLc39tLFLvUKNySAcZ9DUj2ourN45nVbm3IUorZDA9+KqFSSta5pJR2djlHhe2mEaXLSox3FFb5lP070ySGRZdhZZOCoDYVl9vWtYabHeTMh2rcL90/dJx7+tZ0tg9wrYBe4U8MudxHuO9dMa0W79TGdLpp9xk3cDqg32weNeA8akMvv8AUVZ0vxDc6VIUuxLd2h6sTh1HqD3qeWNp7SIHK3CMQ0igjgdAw9fenFZZISNqhQcBGIO4+tatxqR5ZK69TjlF03zI6jSrnTNViNxYsshTBKNwwPritYaPDOIbpHw0IPybcMVPY/SvMrSYWl2zRSGzu1yRjgf/AKvaux0DxdcPcrZaiEEj58uZW4J9Px9K8+thJQfNDVfibQrcys9zfN3La6hH9is/NtmTDLJyVPc/T0ram1KMW9tFfypvViGSIfMAf73rUEUhurORGIVugdACM+hPUVjS6Y2mTSXLOZ2CkrC2cN6c+1TCpyxt3CVOM36GvPZ2s8ZijtisBb5WZcqT7+lZOqeEoXLNEiDapYIq5Ib2Paqdt4gZbFrm4uJSpBV4FHzZHQgela9jrc17p5kQ/ZYmQAFyMt+PrXXTlHe1jGdKSV+hz9j4j8S+HXAhu5JbcH/UXKllH49R+ddXp3xdsGATV7Ce0foXiG9frjqKx4byz1H5GPykkBmON2OtVr7wpb3KSSQMrFhkYOR/OvSpSdtGeZWpxb1ieo6X4p0PWcCw1S2lf+4XCsP+AnmtfFfN2peC7mF/NiDZx8rLwaS08SeM/DJH2e/uWhHHlzjev05rfmOV0ezPpKivItC+NZykXiHSni3cfaLX5lH1U8/lXpek+INJ12ES6ZfwXIPVVcbh9VPIqk7mUoSjuaVFFFBAUUUUAFFFFABRRRQAUUUUAFFGainuI7aCWeZgsUSs7seygZJ/IU7CucD8QdSa81XT/D0DfePm3Bzwq+/0Gag8O263V+14UIhiAZFI9sRr+C/N9WrlLLVJNZu9R1uZGVr6VoolP3hEOW+ny7V+rV6j4c08WllGXVdwO9/dz1/756fhXFVUqko0l11fov6/E9KpJUaFur0/z/yNbemladLc3B+ZVLyH1PZR/KuS095L26NzOd0szbmPp6D8OlaPjK9IsILVTgzPubHdVH+JH5VU0ZfuE9sV2xioaLoeVKV9jqrZQYl47VK7eXEzY+6M022XC7fypt8/l2krEkBVJ4rRblLRFSKSK1s1kZwGYFix9TyaxBcvrUhl5W1RyqA/xsP4voKy7y5udTuk0+3ZlgVQZZB2UjkfU1p5WCNY4tqpGoVVHIFbxjbVmbd9DQNwluQsahnHQDoPqagE0jPmVgf1qgnzyZI3EnOSa0EjJwduD7VEnbYaJCgYcKCfUipYlZQchlx27U6KMng9e1WVUpggZ9QagYwBWADqrA9yKlETIvyk7exHNOEasNynbn8hSqrox2Eqw6r1B/CkkMdEwbrjI68fzFSjYxx0PamDa7A42uO60pGc8bj3A/niiwEwXI5O4ejVGQMbeSvbPUUqMpUDccdj3H+NRhnVzkjB7+tOwXGlc8BsMP4TyD9KDIpUxyqCp6qf51I6B1Ibg9mHUf41z+r+JLDQ5YotYlWKOZtsc/O0n0J/hP1qoq5L0NYzLC2JMtHn5XAyR9fX61Msqsu+Nw6H+JTkfjWOupWNwge01CGViOArg7h7iqEFvqZ1OOZbm0giZjvVQwZh7c4zVctxOVjoJnaJA0dt5oP/ADzbDD86bd3dzpcX2l0lltxy4RDIyD1wOSPpViFhEoBy567mNTic/wB0VLjJdAjOL6jEnUyofK+SYbllUZUnHGe4yKs1GJM9gKcGzWLizVSXQdRQDmilYdwooopAFA60UDrQMvJ3/wB6n0xO/wDvU+rLCiiigAooooAKKKKACiiigAooooAKKKKAOf8AHP8AyIWv/wDYPn/9ANL4I/5ELw7/ANgy2/8ARS0njn/kQtf/AOwfP/6AaXwR/wAiF4d/7Blt/wCiloA36KKKACiiigDn/E/g7RfF1rHBq1qXaJt0U0blJIz6qw5H06VQ8N/DnQfDOoPqNsLq61Bl2C6vZzLIq+gJ4H5V019e22m2M97dyrDbQIZJJGOAqgZJqPTNRg1bTLbULdZVhuIxKglQo20jIyDyOKAOb8QfDXw94h1L+0pY7qz1AjD3VjOYXcf7WOD9cZq94Z8E6H4SSU6ZbN9on/111O5klk+rHt7DAro6KAMLw74V07wwdRawMxOoXTXc3msD87dccDA9qSz8KadY+KNT8Qxec17qUaRzq7gptUBRgY44Ud63qKAPPbn4OeGJbmWW2fU7COVi0lvZ3bRxsT1+XnA9hXR2Hg/QtN8OSaBbafENMkUrLC2T5m7qSTySfXP8q36KAPO7b4NeE7ZsML+4txnyrae7Z4oiQRlV6ZGeM55rZl8AaNN4EXwcxuv7LUAAiQeZxJvHzYx19uldXRQBjav4csdb8MS6BdmX7FLEsTFGw+1SCOcdeB2oufDdjd+FD4cl837AbVbQkNh9gAUc464HXFbNFAGEfCekS+FIfDVzbfatNigSBY5jk4UAKcjHIx1GK5qx+DvhW0uoJpP7QvIbdg0Ntd3bSRIR0wvHT0Oa6jw54n03xXp817pTyPBDO1u5kQqd6gEjB7fMOa2qAMLWvCuna/e6ReXnnCXSrgXNsI2CjeCCNwxyPlHHFbtFFABRRRQAVHN/qm+lSVT1K7hsNOuLucsIoULuVGTgcnA70nsFrkVMddwNc3B8Q/C86hjqixA/89kZf6VpxeJdDmQPHq1mQehMyj+dZqcX1E6clumUtX0tZ42BUHPtXmmo6LcaVdNPZr8hzvi7EH09DXsKXVndr+5uoJR/sSK38jWXqOkpcISFBz6UThGpG0ldDp1JU5cydmeTac9i1wvmoTtOGRiQRWjHdppV/wCVHHG8ZbIDAEOh7Gn6/wCGyrGRAyuvRl4IrnY9SlsplS/QMF4WXb0+teViMDNO8XdHs4fHwkuWaszp5GFprqfYCWSQbxCTwVPUVR1DSjaXzXBDWyyuSq4JGD247VojUI9R0YSAobqzIdH4y0Z4Iz7cGrMkhvvDjkP9pWFwSF4ZQeoOe1edJSTa/q56MK+qb9DlLlEt5pVZZmZH+UjkEYz1pJZxII7gBSGG5WC4ZT6Vr3Vss1os0KMsq4+VmzkCp5bKO1t2kADNMoYAgFVHofxrSlT9o0kbyrJLU5y9kktgs9lJkS9XUZx6g+hrmro3kGXNx87NlW4If61v3V5ttZowkXljkKONzZ61zt9h0CMFYAc7Tjb9K6oXhJJswqRUo3RQluXl2yypllbBPQ/WhLhxlXbcVbICjA2nof5VX3ot7uLkBccY6+1SPunQuykMerYxn6V28t1qcNrM7rwx4muYJgl7IHjI2swPDjtn0PvXpVrPa3dsHQKYwuGVjkqPUGvA7K4eCVGzx1K/3q77Trye1jjmhdjCwDAegrmlhedNw37BUr+zaUtn1/zNm50JP+Ejh1AL/o0PzMgHDKBx9ea5vWb+5dW891to0kbyoFXhs9SMdMf1rsrTW4riHYxC8Yx2/wDrVU1G1ttQhFvMiZBJRwOQfX2/rXPTjKL5ZbHT7RSVzglme0mUBDHFKN0LSvkKT/FxWxDrsloI4mmLSDqyYKsfbuKr65odw95FCEDDYCjR8qD3/Cs19E1TTphLbQrcwMPmMbBwp9x1BrvhJS1Ry1YpOzO3svEjSx/vbZmXowZMfiPWrzzaLqEfzlQW4ZSMDNedWmpRM8sN7dy2VxyFLnMRPuOoNRnVo7QxpJILtDzujyrBvx4Naqb2Zg6UX8J3M3hXTrjmF0wfQ9azZPA7wMZrO5aOdTlWRirD8RVbSNSsL18Rm5tppRtRWJKjjhlI5+uelWdL1u2/eSf25bwQRPtaWcEl29l9Pc9ar2iS1M5UpbIsp4p8c6HCYjdLconKm4jDHH+8OTW/4e+L8M0qW3iK1W0kY4FzAS0Z92HVaba6jBePBG0tndW1y2yG7hOE34ztYHlSe3as7UdCtp5pI3iSOQEgkDrVxldXTMJUtbNHsSOksayRurIyhlZTkMD0INOrxvwz4uu/Bt3HpWqbptIZtqOMlrcn09V9u3avYILiG6gjuLeVZYZF3I6nKsPUGrjJSOadNwepJRRRVGYUUUGgAoNHSkNNCbEJrhPinq72fhqPTIHIuNSlEXy9fLBBbH14H413R5NeJeNNTbUPiJdTBt1rpEKxRKOjTH/7Jh+VE3aJrhoOpVSSuaXhTSftOoRW0YHl2o2s2OrA5Y/i36KK9TRFijVEGABgVz/g3SP7K0OJpFInmAds9QOw/r+NdATzSwtK16kt3+C6L9ScdWVSo4x2Wi/zOH8Q3Iu9dlQH5bdREPr1P8609IA2jHYVyENwbm+upCTmWVnH/fRx+mK6XTJCqjnnANVF3bZzx0Vjs7YgqD3qHV4Xm024jjOC6FVPoTTbSUMqkGp7l8Qsewq4r3ir6HIJClgggX5mPLserGmPMehQ+2Kjv5Ga4fHUHGPpUCXDn5eSfUda6uW6uZOVmaVsqysMoc/lWvDAy4wQc+hrJtZQcGRcH1xxWzBKpAw6t/snGawcWXGRICiMFfco9x0qzsOPvAg9M1EfLmUoHKP2DcUizSQfJPHuHZgMg0uW+w7ji/lsNyFD0z2NTB+gII/untUYeNkwGJU9A3akDbMp1HoadguWHG5cgfMOoqMSBup+YdCOtRm4WPkggDv6Uh8mc5D7WPPB60JBcHYhtwOM9cU8OuOSfpiuS8W+ONI8GCNNSnleeVS0cEKhiQPXn5fxrybVfjbruoCS20qwgtUlQop+aSUE8ZUjAB/A09Oo0m9j1jxl8QLDwdYmQXEF5db1X7EJQsmD1PfAA9RXhXi/x/q/ji7WF1it7XePJt4xuf2ywGSao6P4G8TeIbwFNMujvb5prhWUfUswya+gPBHwxsPDFtHPPHBcX2MtIF+6f9knmk38i7KPmcd4M+E9xAkV3qmoXis6hvKgdo9uexOc59uK9Ws9BitIEhhdlRRgbvmb8ySa2VjRBxhT6ninB1UcbWPtUuXYl67leK1Ea7SA31p5t1PIyPxqUTg9AR9aabhFBJYYFLmkJxi9yExlOSy4+tAPsfyqtLqyBvLjgeQnpj/PFVv9MvXyzGGLpgHJNP3mK0V1NMzIgy7qv1NSAhlDKcg1nw6bAj72LSHtuNXxgAAdKhplxaHUUUVBQUDrRQOtAy8nf/ep9MTv/vU+rLCiiigAooooAKKKKACiiigAooooAKKKKAOf8c/8iFr/AP2D5/8A0A0vgj/kQvDv/YMtv/RS0njn/kQtf/7B8/8A6AaXwR/yIXh3/sGW3/opaAN+iiigAooooA8z+KV2dS1bwz4MVysWr3ge7x1aGMhiv4n/ANBroPGHixvC0WnWWn6cb/U9Ql8iytFcRglRkksegAxXLeMAbf46+BrmXiB4Z4lJHG4qwA/NlrU+JZ8MTSaLZeJRd2wuJ2FrqVvJ5f2WQAdX/hz7gjj2oAbbeLvGem6nZQ+JfCsUdldyiEXWnTGbyWPQuvJx71b8U+OLvT/EEHhrw9pX9q65LH5zxvII44I/V29/T6eorjNV1bWfAup6ONL8aHxHBe3aW7aZdbJZijH7yuvPHTPAyR1qprOn+T8dNVXUvEWoaBFqVrG9pdW0yxCbaqqULMCOCp49QPUUAdzoXjfVh4oj8N+K9Gi0y/uY2ltJYJvMhnC/eUHqGHPHt9Ms1rx7qUvimfw14S0ZNU1C1QPdzTTeXDBnopPdunH+BxzKaRokXxE8PWreLdd8Q6pBI08MfnpNHbKANxkIHyggAcc8fSpvAWoWvhv4leNdK1meO1vLy8F1bvO4UTRksRgnrwwOPr6UAdP4W8a6hf6/deHPEekjS9Xgh+0L5cnmQzR5wSrdsemfX0NZsfj/AMTeJLq6fwX4cgvdMtpWiN5eXHlCdh1EY9Pc/pWk/i2z8T+INX8MaNF9oeLT38zUonUxROwKqmR1OTng9j6GsX4Qa/pVh4Gi0O+urex1LS5ZYruC4kWNgd5bdg4yMHGfagDa0b4g/wBr+HtduHsGstZ0aKQ3VhM2djKrEfMOqnaeR/gTzuifEfxr4p0RNT0HwhbSwRqRK891sErj7yxDqQOBk96zdPmTXvEvxJ8Sad82kNpTWaTL92aRYvmKnvjaef8AaHrXa/B8AfCnQcADMTk4/wCujUAWPDXj7T9d8Ez+JZ42s4rTzBdxucmJkGWA9eCCPrXPWfj/AMZ6lp51+z8GxtoOPMVWugLmSIdWVenTJA79s1zHhbTbjV/gp43sbRWaeTUrlkVerFRG20e5Ax+Ndz4R8ceHE+G+nXk+pWkKWlikdxE8qh0ZFClSuc5JHAxzmgDnPg9rMOm/C3WdYeGaSOLUbibyol3SN8qEAAdzkCtF/GnxDGltrZ8F2i6aIzMYWvMXAixnJHY45xjPtXF+EfFl14W+CGq6vpka+c+tPHG0i5EIYJ8zDvgdvUiuj8QLpVr4Our3VviPqF+81q2yGC7jjSdmU4AjQbiCT0z060AdPq3xCWP4Ut420u1EgMaOkFwSMEyhGBI9CT064rnv+FmeL9Q0i81zTPCKpo8FqZ0uLuQqZtuN21Rzj7xH061z7ypJ+yfsSRWZEUMFIJU/a84PpxXsuiQRTeE9Ot5EBhexiRk7FTGAR9MUAVNP8V2l74Fi8UNtS3az+1SLnhCFyy59iCPwqLwH4g1DxT4Ttta1Gyis3umZooo2JHlg4UknucE/TFeKy3V5pug6j8KIXf7dNrK29sec/ZHO8tn04Gf9419DafYw6ZptrYW6hYLaJYkAGMKoAH8qALVY3ikMfCuq7Rlvsr4GcZ4rY71keJyy+GNSKgE/Z34Pfiom7Rb8i6avOK80fODx3z24cQqyN1U4z/8Arqi+lSTOWe5ACnG1Rkj8BXSLZXGqruNuIo8hfNUFQKhFtpemsc/aZbgcEMNqj/GvAVeVrpn1LoRvsc2baKKUrH5zOOAykqM/hWnYTeJkytnd3MSL1zMwA/M4rfnuHvbWGPTY1gJO11VAC3uDTU8O6jJEyXOWQ84Lcj3qliZdGEsNT+0jPTX/ABCCySayZGA/1b7XJ9s4rKu9Yv7ltlxbxtk9QmD+ldRP4f0vTLVHkWW5uGGQqHaqn3PWrFg88lnJDaaZFDOx/wCPhl3YX0yeB9a6KeJkpWctTmngqDXNynLacl/EDLaSqkTfK0coIHP8q7TQ9VntNwkgLpIpUlVJBptv4W1R7hHvbu1t4n5BlcYYewHWul/s2HT0X7NqiTx7cGOIZIb2B7Vo6Krt86sYunGlaNN3+8wo7g3EjPImwQg4Bbbu96kvH3WosQQEMXmO4GWA5wBVyXSm1PLRmUuoxuK8D6iudvtL1qNHiF8rOfl24+8tZvLnTalTl8n/AJmkakmuVr7jgr+4/wBIZlclQ3y59M1nvcnbKx6t8qjHStvU9EuFJ8tt0mMsqjAz7ViwaRdyZDQyqG4LYwK0jTUfiZMpyb0Rmu5LcnA6fWuj022kax81xmMjA9T+HYU/S/B9/dT4MZaIc5PRvxrotRittDtTbZiaR+Cp5/Ct5SilZGEVJv1OJwIbkYywLc45INej+EEivbGa0DqzwkNj0Vq86KkTTdNoyAFHevQ/hnAH8QqsTBhNZsJFI2lWUj86zhO1VPuXiaV8PJPpqal1oroxaMFT6iqLm+tz13KPavTZdNUghkxWbc6Kjg4QV2Spxn8SPFp1p0/hZwyauyqUnQqQchlGCKiMkIkZxcPFIxDLJDwQfpXSXnh4Nn5P0rDudDkiJMYZa5Z4NfZZ308wW019xqw2EerRM9zd2t3EQFaO+tl6+u4YIrO1H4cWVyqPpn2eykAJmwWki/4DnkVSEl/ZgofnTGCp6YrW0/xVLZp5c0QZehyMZFYtV6e6ujojOjU+F6/cc0fDd7psyyRarYPGUeLKZUqSp6E1xofX7TQjawbZbJ2zJF5KyFWHHcbhznpXs41nStQIRoo4lIwVKjBJ9qz5fDGlziSeO7kt7hj/AMu7BVb3wcjOKqlidbNWYqlFtNX3PPbPxhMug2+kXdrAsizR4eGLYyopDAsB1bOefSupTxVJfXSrHJFLufcc/I2PcVZj8FJpsst1aQ+dJtJE0zBmYkdMHpWLB4dmaWVzbNHKh5kiBXBPXg8GtZVYt3W71CnSel9kdt/Z8eraLI0sasynC7Rzz2HrVXwbrM3hjVU0ydybC4k2mNj/AKpicBl9BnqKsaRqqaN9nF9E8ltbxExbBuaZvT/PSqMNpJ4o8QF7K2kjeSYSSh1wIlznrVyqLRrcmpRjZqXwnshooAwoGc4GKK6DxgooNApoANNJpTTSapEtkF5cpZWU9y5wsMbSH8BmvE/AemTa/riyXIDKJ2v7w9QcsQi/iSx+gr2DXbaW80W7t4VLSSRsqqDjOQRiuY8GrZaBZXEF3bnT7q4uC2yRw25QAFAIzwB29c1FSDnNRe27/wAjpw9VU6U5LWT0Xl3Z2ZNMPPHrQHV1V1IKkZBHemk12xR5cmeS6cRDdNDKyrIkjRkMcdz/AFFdJbzogUh1x14YVzviuwe28U3A8jEU371GVdx569OnOetS2Vm3lBgsm4eqkZ/SuWKcW0zW91c72wvESTaXXaeRzWyZEkiK71IYetcHa27DA8qXHoENb1pCygApKB/u1q49RqRT1WzkWZ7iIFl/jUcke/0rDZ9pztJ9wa7N1REyXUDp8xxWVci2fJLIrDoVreDfYzaXcy4LxABztPvWrBqKrjPlH68VjyGcsfLWPGeCVJNCrfMeG2j2FW43EpWOj/tWAr95uP4cbvypD4ks4VCzTKgPH7w7f51hpHdg85bPoQKgu9Otbja19YrPt6b8Nj6Co9kh+08zp4tYsLkHyLyFvUbwf5GmjUW3FCUlUdGVxkfga5vT10q3YxwaSIgTyFt8A1v281ouMW4Q+ojwaHBroNVE+qLDpc30WI1ktyRw7EHH4Un/AAjsE0IjuZp5F74lZc/984xVyNmIyobB75qQb89Tj65rP3tkiuaPVlCDwf4bgO86NZSP1Lyxeax+rNk1sWenada4a20+0iI7pAqn9BUILDncT/n60qlgc4Y/RsVLjJlKcV1NYOD0H5UksZZSY/lcdvWqcczY5VqnS4Ydd341PJLsV7SPcqSTuoJlUAd++aYdjJtRnjB554H4VJcMjkkvtB/GqUqO5yZQy9AGTIApqEjN1IrqPdQxCC9csP4UxnHvUga3T/WfMegHUmqAiOdm8g/7I2k1JGqQEkIzMepLZNaKk+rJdVLZFwbW4CKi5yFUfzqQGoUYsuSpU+hqUGqcUlZGak5O7JwaeDUKmpAawkjeLJaKQUvesWbJhQOtFA60ii8nf/ep9MTv/vU+rLCiiigAooooAKKKKACiiigAooooAKKKKAOf8c/8iFr/AP2D5/8A0A0vgj/kQvDv/YMtv/RS0njn/kQtf/7B8/8A6AaXwR/yIXh3/sGW3/opaAN+iiigAooooA4r4k+HbrWtBt7/AEsZ1jR7hb6zA6uynJT/AIEB+YFbMCab4y8M20t9p6TWt3Esht7qLlSRyCGGQQcjNblFAHN6N4C8LeH7z7Xpeh2tvcgYEoUsw+hYnH4Vf1rw9o/iK1Ftq+nwXkQOVWVMlT6g9R+FatFAGJofhPQvDSuNG0q2szJ99o0+Zh6Fjkke2aNc8J6D4lVBrOlW14Y/uNInzKPQMMED2zW3RQBmaNoOleH7P7JpGnwWcBO4rCuMn1J6k/Ws/WPAnhfX7oXeqaJaXNwP+WrJtZvqVxn8c10dYdh4osNS8SanoMCzi805UacumEIYAjac88GgC5Ho2nQaS+kw2cMVg8bRG3jQKhVgQRgeoJp2l6XZaNpsOn6dbrb2kIIjiTOFBJJ6+5Jq9RQBmaRoemaBBNBpdnHaxTSmeRUzhnIAJOT1OB+VZc3w+8Iz6t/acvh+xa837zIY+C3XJXoT9RXT0UAY9n4Z0Ww0y602202BLK6kaSeAruWRmxkkHPXA/KqGm/D3wlpF0bmx0CyinII3lNxGeuN2cfhXT0UAc3F4E8MQaTeaVDo1ulheur3EAyFkZSCCeeMEDpWneXVtoOiSXBhlNtZw5EUKF22qMAKOpOB0qLX9fs/DmlnUtQEotVkVJJI03eWGONzeigkZPbNaSOkqK6MGVgCCDkEHoQaAPLvClkPF/wATrzxw+m3FpZW1utrZfaYjG8r4IaQg+gJUfX2r1WiigBKyvESo3h6/WQkIYGBIOD09a1ayvEXl/wDCP33nLuj8o7lzjI9KzqfC/RlU/jj6o8GkuL+do7GFmKhsBVbljV2WxNqqLfXFs1xj5Iy25h7NVm5v4JZo44rKOLHC+V1A/rUQ8Oqkj3t+lwLZV3bUUbiff0FfNcup9cqq0exSOrXksogt7GIBTgiNMk/U1oy2txIUFxdm2LfwK+Tj3qJ721fEMMTQxnjcrHcPfNZy6NdvfBVnUI3ImZiFA9zUrXbU0UlbXQ1WvNJ02QRj7RcyZ+YycKfwq9cXl1rMES2W6OMcGMrtBP171Bb2WkwqEkuxcTrzvwNqn29aoXmo6xa3awLOskQAKhE+VhVRlpZPTshpJu6WvmdJZWtu8aJrFxEyp92JTll9hjpVmVrLSpkksdP81GGQzgtt9jWAmmXM8DXM8Jtpidyktyw9xWjpeoJBmB7zyDnbJuGSfbFdVGpJWi9F0fUyqUou8k7910/A6y11S5uIAfJjtEPLMFxn8KqS6bPLcC4S5iKDowUYPt71l3Sot8GS8W5hK7lUZUfj/hVyfWlubSO1tollK9cIQq/jXd9Yv7s+nVPc4fq7TUqa0flt95HeadYiMy/ZVecclVYAfUCsSXTnuZVeZDsz8oVcKo9MVry3Gm2SieWSRiOFI6E+lZeoa4+rGO2tCYiSAAvQj3rmquLvGW/bv9xtCjN7Xt37EWpatZaHHJBbOstwybdqjgfWvPryOebNxO0jOSQkR5z7n2rs70afpUoS5uFuLtR/q1G4Ifc+tY7WiqhvbyYsHOVGMFvbHYVy/A7RW19O3fU6KdCCV779TnY9KWC323UTCWbDBVOGUZ6n616F8LLIt4puJVIMdtAQGHbcQAP0Nc1ezCSGS4IVbgqAoPUL6/hXpXwy0htK0XzZlK3F2fNcHqq/wj8ufxrrwqlUqXeyOHM6kaVFw6vQ7l4kfqBUD2inpVqivWPmTMlsQc5UGqFxpKODlea6IgHrTDGrdRQBxdxoKtnCj8qyZ/DgOfkr0ZrdT2qJrRT/AAincDyufw5jOEI/SqraNcxn5HdcdMGvVX05G/hFVX0hGzlRUShGW6NY1Zx2k0ebeRqKcedkehFSCbVem5GGO/Fd6+ipzhahOjqD939KzeGpPobRxtddTiFtdRuGZN6RoxyduTj6eldv4WT+zYvs4yVY5Zj1Y+pNTQ6SFOdtaNvZbWGB0q4UoQ+FGdXEVKitJ6GsORRSAYUClNWYCUtAoNMTGmmmnHpTTVxIkQ3DhIWzuGQR8q7j+VedWCSQa9uukVpAWVjGPK3KehA4wfXPWvSG5BB5B4NclquiyW+qQ3FjbCK0VS0hjb+L1IPQfStOW46dTlbT6nSoyPGrI25SODnNI+dpwQpxwT0FZGk3+Yz9pumYtwobp+daksUc6bZEVlPODW0Xc5ais7HKXCyS3jPcMrSfdLIAAwHQ8VaijDYyWx9Klu4PKnKxweSoPykEncKsWqyseJDx2qjJE9tAu4Hc3H+yavkhEycficUsQYAZYn61Fcwo6ndu/Ckld6lXsZN7KZWKBQB9QQao+RuPCk/hWg9v8x2g49xSpCR3rdOy0MnqVYrfAGEP0Iq5HANuC5XPXAqxEGUAb1qwo75BqXIaRXFvHt+4CPVqUWcWNwRfwFWDyACMe/SjZjktuFK7GQhFVSEVQfWmG3JYsXbJ7A1bIAHSkwCMihMCoVeAHy1JJ/vNxThczKo3QsT3KjNWtgNJnHRTTuIqtq1pGwWaQxsezqRUqapYMQBdRD6nFQy6dazszyW6lm5LZOTVWbRrZY2eNHJA4VWzn86fLFi5pI20mhflZFI9QaczbhhTj3rjlSe3kypkjI9RjFa9leXDHbJcxkejjBpOnbVBGpfQ1CmOuSPpSYwPlTmno4deGVvoafwepqCyBt5GPLU/jTh90b0/Cpgo7UFQwwf50rjREdqAYJx6EU5WBxgg0GCM5JVs/WkKMo+QkY7HBpNlJEy9KkFU1uJEI3xnHcgVbRgy5BzWMjaJKKdTBT+1YM3iFA60UDrUll5O/wDvU+mJ3/3qfVlhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHP+Of+RC1/wD7B8//AKAaXwR/yIXh3/sGW3/opaTxz/yIWv8A/YPn/wDQDS+CP+RC8O/9gy2/9FLQBv0UUUAFFFFAHE+MPG9xomq2GgaLp39p6/fgtFbl9qRIOruew4P5Hn1pad4w8V6f4lsNI8XaJaQR6gStteae7PHvAztYHJH14rE1y6h8L/Huz1nV3EGm3+mm1huZOEjkBztJ6Dp/49XWXXj/AE2TxZpfh3SQmq3N0Wed7eUMtsgGdzEZHPp/iKAKGoeKPGt/rt9YeF/Dlt9msnEb3mqO8ayt38sDBIHrzVrwb401DWdb1Pw9rulpYazpyLJIsEm+J0YDBU9R1HHPWuM8N+IF8YpqeoeI/G1zozQ3UkY0y2uUtPIjU8bmI3MeuTntUPwyvdHm+MPiU6Xfz3FrLaxrDNdzM8k5BXcQW+ZhkEj29qAL1p8UvF2s6pqukaF4Zt729sr6WIzM5SFIlYqpYluWJB6ED2q9f/ETxP8A8LB1Twjo2hWt5cwRxPDJJIUWMNGrOZDnkAvgAYp/wcA8/wAaHHP9vzjP40vhcD/hfnjbj/l0tuf+AJQBf8OeN9afxkfCfirS7az1J4DcW0tpIWilUZyPm5zwfyNQzeNdafxH420zTrCyefRLaKa2Lq26YlQxVsHnjIGMdqr6z/ycV4c/7BEv85aZ4QAb44+PgQCDFagg/wDXNaAOr8IeLIfEngi08QzeXCHiZrgLnbGy5DDnnAwT9K57RPiVJL4B1DxhrdrFb2K3DrZRQA75VB2qDuOCxbjjA4Jrz7VL278KJ4p+HVmr/aNWvozpYAOPKnOHAI6AAY/E12nxL8MPYfCewsdMgaWHRZ7ed4kGTJGgIY47/e3H6GgCSTxh8RrfTTrtx4R0/wDspU857VLpvtSx4yW9Mgc4xmtXxH8QY7H4ZDxhoqR3Eb+UUSYHADOFYEAg5GT36irF38SfCi+E5NXGrWckTQEpAJVMjEr/AKvb1znjGK8w1DSLzRv2XmhvUZJZpo5xGwIKK0ylQR24wfxoA7rTPiJqp0fUfEuv6INM8PRQLLZMZMzzknABGeN2Rjgdepquvi74kzaaNbi8IacumlfNW0e5b7UY+ufTOOcYz7UfFrS7vUvhAi2cbMbYQXDpH1KKPmwPbOfwrFtLfwrL4cj1c/E7xDHbiEM0Z1kh1OOV2dc54xigD0nStS0vx74MW5jj3WOowNHJE4BK5yrKfcHP865z4QarcT+Hr3Qr12kutDu3si79WjB+Q/kCPwFXPhTa6fbeCIX0mDUYbKeaSaJdQYNIQSBu4A4OMj8+9Yfwk/0nxP491FAfJn1URoexKl88/wDAhQB6rRRRQAlY3ipZW8L6iII2klMDbUQZLH0ArYz0qOf/AFTVMldNAnZ37HzrBqNzp90Jrm0uLcqMHzYSufoSKsjxCk8hP2tju67j1HpXts0CzKVdVYejDNc5qXg3R79mabToSx/iVdp/MYrzp4BPaR6EMxt8UTzq2e0juDcjypAvO1uefYVdl8QJMhjndShGNu0AAfSte4+HGmgkw/aIj22yE/zrIufh3g5jvZsjpuUGsHl87WudMcypt3dyPTbKyvL5TI5W1PJIPU+lbN1LYGWOKK2KLHwpXqPfNc4/g/U7UZjvA2DwGUipFGt2eBIFlA/z3rF4GvBe6jeOYUZyvKRdWC8u71o4bieSUHox4I9fpWnPoVxGqTTPA8uPnQHkj6+uKwh4gurWUSfZmR+jELncPTirdt4isLiXLbopD2Zu/wCNZxpzpK8ov5nWsUqjSjJW8jaFxHFH5cNkI0x992yfw9KqPLM8RjtN27+JicKPxqWzlt1uDNM6SxseEU/dPvVq61OaZTGFiihP8KDrXVHEKO/4DTs9F82/6uZcdjAoIv7yCUtyIUJOT6k9qzm/tFLprfTrOKIA8PGuDj1LGpJoHiuSPI2qTlWPG4Veksmu7NlJZQFydh6/WuX2rb5X8v8AhzocklzXv+X3IzZbKLypmVoLjVsDDDlR6n0LVQtIvLuFMjteTE5cMcoP/wBVats8NrHtiRIkx8zMcsw9PaqyIb28MVouyDPLr+v1NVThKq+Vbr+v6ZjVxMKUbyeg3RdEGpa5JJKN1vC+XY8+a3Xb/uivWdMTAzjAxXPaPYJbwpHGgVR/nNdbaReXEM9TXt0qSpxst+p8ricRKtPmfyJ6KKK0OcKKKKACsnWNcj03bGirLOcErnhR703W9bTTUMMJDXTDgdkHqf8ACuJd3lkZ5GLOxyzE8k13YbC8/vT2/M5q9fl92O56JY3sGo2wnhbg8Mp6qfQ1YKivPNP1CfTbkTQnI6Op6MPQ13dhfQajbCaFuOjKeqn0NZ4jDOk7r4SqNZVFZ7k5jB7CmGEHtU1FcpuRCIDtUgUKKWigAoNFFAAKDRQaYmNPSmmnmmkVaZDQw1n6rbyXFmUhUs+egbbx3+v0rRIqOSJJUKOu5T1FaRkQ0c5bIIZF4VSvDAqDg/TtW4jK6gqc8emKqfZ/LnZAOAcp7CrcBJQA844qua0r9xTjdXKN/A5cONxjxzzwD9KS2RAB0z9KuTW+WMm7I/umnJ2wgFXzGPKPRUApZC6oTGoLdgTingEjpj6VE9vuOd7fnQpIXKynudjtdm3dwaQxVaEJGehH0xXP6vqwG62tm9ncH9BW1NObtEhqyux1xq0EF0sarvRTh2B6fStiApJGrxtlWGQwrh60dK1R7CTY+WgY/Mv933FdE6Pu+7uZxlrqdaFz1zShcdKWJ0miWSNgyMMhh3qQLzmuO5tykRXPXNLtAGO1P29u1Lt/KjmDlGYxjFBXJ96k2UbKOYOQi2+1ASpdlGynzj5CFsKpJxj3rPnhimz88rHtgDFaxXII9aaIlUYAAoVSwnTbMeK0lQ5CA/WtCISbfmCg+xNWChJ4OKUK4bk5FDqXBU7DBuzzjFPzTttLsqHJFqAzJpcE9acFpwWpcilEaFp4UDoBQFp4FZuRpGIop3akApayZtFBQOtFA61JReTv/vU+mJ3/AN6n1ZYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBz/jn/AJELX/8AsHz/APoBpfBH/IheHf8AsGW3/opaTxz/AMiFr/8A2D5//QDS+CP+RC8O/wDYMtv/AEUtAG/RRRQAUUUUAUtS0qw1i0a01Kzgu7duTHMgZc+uDVXRvDGh+HxINI0q1sjJ98wxhSfqeta9FAHPX/gjwvqmoG/vtBsLi7JBaV4QSx9T6/jVn/hGND/tW31T+ybQX9soSGdYgGRQCABjoMEitiigDP03RtO0g3J0+yitjdSmeby1x5jnqx9zRb6Nptrq1zqsFlFHf3QVZ51XDSBQAAT3wAPyrQooAz5NG02bWYdXksoW1GGMxRXJX51Q5yAfTk/nRb6Pp1nql1qUFnDFfXYUXE6rhpAowMnvgCtCigDMudA0i71m31e40+3l1G2XbDcsuXQc8A/ifzrSIDAggEHqD3paKAOdTwL4VTUv7QTw9py3Wd3mCBcg+uMYzWpqmlWGtWD2Gp2kV1aOQWilGVJByOPYgVeooAjSJEiWJVAjVdoXHAA4xXPN4A8Ivem9bw5ppuS24v5C9fXHSulooAwPFmqXGh+GLqbTrKW5vCohtIIIyxMjcLwOijqT0AFQ+BfDI8JeFLXTHYPdcy3Uv9+Zjljn68D2ArpaKACiiigBKZP/AKpvpT6ZP/qm+lAFIikK0tFQZkZiVuoqJrVG/hqzRQBnvp8b/wAIqlNokbg/IPyrdxSFaAOPuvDUb5+QflWJeeEEbOYw31FelFAetRvbo3VRTuM8fl8K3Nq5e0nlhPorZX8jTFvNW05lFzYNcKB9+AZ/MHoa9ak0+N/4R+NVJdHjfoorCphqVTdanRSxlWnondeZ5nJr4niKHTrxWPcwkn881H/aWpONltaSKG/ic4FejPoSE8oPypF0NAR8g/KslgqXU3eYVWrJI87tNAubmXzLp2bJyVHArsNL0YRKAEwB7V0EGkopyVFaEVsiDgV0xjGCtFHHUqyqO8ncr2dkEwSK0QMCkAAGBS1RmFFFFABWNreuLpyGGEhrphwOyD1P+FaN6br7MRZqhmbgM5wF9/euUfwxqkjtJI8TOxyzFyST+VdWGhTbvUat2Ma0pJWgtTDd3kcu7FnY5ZieSaSruo6XcaYY1uChMgJXa2elUq9iEoyV47Hmyi07S3CrWn6hNp1yJoTx0ZT0YehqrWvbeHL66to542h2Ou5dzkHH5Uqjgo2m9GVCMm7x3R19hfQ6jbLPC3HRlPVT6GrVcpp+iaxp1yJoXg9GUucMPQ8V1SklQSNpI5Gc4rxK0Ixl7kro9KlKTj7ysxaKKKxNAooooAMUUUUAFJilxRTuKw3FJtp9FPmCxWli3OrY6d6EjAJqzTdoz0p3FYYVypBGfrTBHt61OAKMU+Zi5CMLQUyKlxWZq8OoXMPkWRjRWHzuz4bHoOKqLvJK9iZRsr2uY2u62Dus7RuOkkg/kP8AGubrb/4RXUfWH/vo/wCFZd5aSWNy1vNtLrjO05HNetRdNLlg7nBVjO/NJWIKKKVVLMqjqxAFdBkaWkau+nS7Hy1ux+Ze6+4rtInSeJZYmDIwyrDuK5P/AIRXUfWH/vo/4VqaPp2q6bLscxPbsfmXecr7jivOxLpSXNGSv+Z10ozT5ZR0NvbRtqXFLiuHnZ1chEEo2VLRS5mHIR7aNntUmKMUcw+Qj2e1G2pMUYo5g5CPZ7UbakxRS5mHIR7aNnHFSUUcw+UYFAo20+ilzByjQtLiloxSuPlD6UCiikMKB1ooHWgZeTv/AL1Ppid/96n1ZYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBz/AI5/5ELX/wDsHz/+gGl8Ef8AIheHf+wZbf8AopaTxz/yIWv/APYPn/8AQDS+CP8AkQvDv/YMtv8A0UtAG/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFMlUshA6mn0yRiqFh1FAFbyH9KPIf0p32k+go+0n0FLQnQaLdz6Cl+zv7UouW7gUv2k/3aNA0G/Z39qPs7+1O+0n+7R9pP8Ado0DQb9mf1FIbdx70/7Sf7tIbluwFGgaDfIf0pDbv6U/7SfQUfaT6CjQNCM2z+lH2Z/SpPtJ9BR9pPoKNA0GC2f0pfIf0p32k+go+0n0FGgaDfIf0o8h/SnfaT6Cj7SfQUaBoN8h/SjyH9Kd9pPoKPtJ9BRoGg3yH9KPIf0p32k+go+0n0FGgaHIeM0ZJrPPdW/mK5eup8Zyb5rM+it/MVy1e1hf4Mf66nl4n+Iwr0bRIWbRbQgcGMV5zXo+iTldEs1AHEYrHH/BH1NMH8T9C95D+lHkP6U77SfQUfaT6CvL0PQ0G+Q/pR5D+lO+0n0FH2k+go0DQb5D+lHkP6U77SfQUfaT6CjQNBvkP6UeQ/pTvtJ9BR9pPoKNA0G+Q/pR5D+lO+0n0FH2k+go0DQb5D+lHkP6U77SfQUfaT6CjQNBvkP6UeQ/pTvtJ9BR9pPoKNA0G+Q/pR5D+lO+0n0FH2k+go0DQb5D+lHkP6U77SfQUfaT6CjQNBvkPXAeJVK67Op6gL/IV6D9pPoK8+8SsW16dj3C/wAhXZgbe0fp/kcuLtyL1Mmn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n/A/I66eJT92WjPQwwYcGnVgWuphgPmBB71rQ3SOByK9o6SzRQCCMiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKmpOEsJMn7wC/nWBoGqBmkspj+/tzgZPLITwR9On5Vq+IZvJ0wPjOZFH864XWvtdk8GqWI/fxEMR2Ze6n2IojL3uU5sReNpo9URllj7e1RHg1g+HvEdpq1l59u/3WCyRt96Nj/Cw/ke9dAxDAOOh61TRtTmpLQbRRSMSqkgEkdhUli0U2N0lQOjBlPcU6gAooooAKKKKACiiigAooqJ7m3jYpJcwow6q0igj8CaAJaKh+2Wn/AD92/wD3+X/GnGeFHWNpoldvuqzgMfoM5NAySiiigQUUwTRGUxiaIyDqgYbh+HWn0AFFFFABRRRQAUUUUAFFFFABQOtFA60DLyd/96n0xO/+9T6ssKKKKACiiigAooooAK8l1Ww0Hx3481PRNd0+XSNYsAv2K/gutkt1Cc4ZflAOMjj5sZPoa9Vmnht4988qRJnG52AGfqa8jl8G/Drxn4h1i7l1G9+1wXbJOWvAihzyfLz/AA/TigDo9A+E/h7RNTj1KWa/1S9hOYZdQuPN8s+oAAGfciu+rxTWvht8MtB0qfUrzUr5oIQC4ivg7HJAGAOT1r2O0EYsrcQkmLy12Fuu3Axn8KALFFFFAHP+Of8AkQtf/wCwfP8A+gGl8Ef8iF4d/wCwZbf+ilpPHP8AyIWv/wDYPn/9ANL4I/5ELw7/ANgy2/8ARS0Ab9FFFABRRRQBxWv6p4a1jxVD4J17TRPLPb/aYGuEXy2OSMKc53cHp6Vh6l8GdAtrea60LUNQ0K5RS6yw3TeWCBnLAn7vrgiur8WeCNH8Y28KajHIlxbnMF1A2yWI+zemcce1cu/wf+1xi31Txn4jv7IcG2kucK49Ce9AHBa34p1rxF+z/b3N9KJJf7US0uJzkCWJckM2P9raD64rvfsnxFk0D7F9m8FDTGt/L2bZwnlFf97GMV2X/CJ6H/wix8NfYIxpRj8vyBnGM5znrnPOeuea5AfCBBa/2afF3iA6P0+weeNu3+7nGdvtQB59f2bWXhP4faNf6paajpH9sOs01q5aFgGG1SSBnG5xXtvi1PD48L3S+JRCNHVQJRICFHI24xznOMYqC/8AAugaj4Tj8NS2KrpsSgRJGcGNh0YN13cnnvk561z0XwltpprddZ8RazrFhbMGisrubMWR0zjk496AMnThZz/HmBZebSDQY30gPkjacZK55zgt78Va+NASO28M3VrgawmrxLZkfeIOdwHfGdua6vxV4H0zxULWWaS4sr+zJNre2b+XLD7A9x7Vn6L8NrSw1uHWtV1bUdb1C3BFvJfSBlhz3VRwD70AYOuWcF5+0ZoAnjDiLSGkQMMgMGlwfwzUnxORV8e/DuVVAkOplS4HO3KcZ9OTXXXHhGC48fWniw3Uq3FtZtaLAANjKSxyT1z836UeIvCNv4i1jQdRmupYX0e5NxGiAESH5eDnoPl7etAHIeAURvix4+e8AOorPEIi3UQEHGPbGz9KrfEeCyX4teAJ0CC+e6ZZcYyUDLtJ/Etj8a6vxL8PrHxBqsWsW1/e6Tq8a+X9ssn2s6f3WHQism1+EdhDruna3c61qV7qlncCdrm6cO0oXomP4VHPT1oAjtNbvr/xjr9l4L0PSo5LWZY9R1G9Yr5svPG1BubGGGSe1ZnhF9QPx515dVms5bxNIRZDZoyxg7ozjDEnIz1Jrf1T4YwXOv3msaTruqaLPe83S2UgCzN64PQ/1Jpuk/CrTtA8RW2s6VqupQTqu263yiQ3gLbj5jEZ5OM49BQBi+F9Ns7v49+NLm4t45ZraK38lnUHYTGuSM9+BzVjx1EPDXxJ8LeLowEt7iT+zL5scbW+4T9Mnn/ZFdfpXhK30rxjrXiNLmV59VWNZIWA2psUAYPXnHeub+MWp6KfA2paXd3MTahIE+zWyMDKZSw2kL1/+tmgCt4NQeJvip4m8VMA9tYEaXZN2O375H49/Rq9RrmPh/4c/wCEV8Fadpbj/SFj8y4PrK3LfkTj8K6egBKZP/qm+lPpk/8Aqm+lAFKiiioMwooooAKKKKACiiigAooqOeXyIHl8uSTaM7Y13M3sB3o2ArW2q2l1M0CSFZ1JBjkUq2R/OpbK8ivrdZ4TwxbAPXg4PH1Fc3d/bNTnLpoEsT8YldwjcdD1GfyJqgrX8F7NDpmnzSSIpScxygKGJztyfzyK82WLqwkouLktdUmvwdvwujLnkntcm8YWHmRTo6/Kf3sbY4/2l/A8/jXD+GdRufDWqIl3GwtJyShYfKy57V1k+l+LNSBRoIreNhjMs5cgfQZrTsvB4bTYrDUGWeFQd2epJJOV/u9eK5qeEnVnKbi4p6q9tyFCTk5WsXLu2ivbYXFs26NhnjnFc1PaYmJZcbfu8Vqx6dfeE5GaB3u9KY8huXiHv6j3q5cRW1/D9otmByM4714uOwjpzckrPt+qMKtG+q3ORU31t5rpKxLnjcM496msvFNzZTbL9BJETgTRLjH1Hf8ACr08LqpXAzVJ7NAjxhVPZgR1NRh80r0bK90unQzhXlHRs7DTNes712S3uopWUAuqtkqD0JFbSSBxkV4jcxXGiXo1Gx3RyxnnjKsO4I7g12vhTUta1FYNQvtQhW2kDFbSKHHHIGWPPvX1WDx0cTG6Wp3UqqmtjvKKjjcMoIqSu41CiiigAooooAKKKKACiiigAooooAKKKKACiiigDB8WzCLSE4yTKpH61jwIt5ZlHHy49a2vF0BuNAcgZ2OGI9u9c5o048mOAKQR19qybtM0qUuegcxLb3fh/WzqFig5G2SMkhZVz90/0PavQtC8S2epwh4JtzKo86Bj88Z9x6e44qO70+O4iI2AjHWuMvdEuNNv0v8AT2Ed1E2Vb1HcEdwfSum6e54kZSoy8j1rquQRyOD2qG0uVuYycbZEcpIv91h1H9a8gh8ZeIdO1DbCNtuzfPDIN6Kx67e4HtnitSy+II03W5Jb+Bngugok8jnY4PBA7jBxU8r6HdDFQl5He3kw02b7aufszNtuFH8Po4+nf2rUBBAIIIPII71zkGtWmqNeIufs8owNwwSMYJxVjwtfNcWMtpK2ZrKQwk/3l/hP5VMU+X0NoyTdkXrvUBY3dukyYgmYIJR/A3YN7H1q9WZrsMdxpjxSDKtnHsfWjQNR/tLR4pWYGaMmKYejqcH/AB/GhO9/Iu+tjTooooAKKKKACvnLx7otv4i/aBOkXU7QQXXkI8qEAqPJByM8dq+ja+cvHehxeJP2gv7Gmmkgju/IRpIwCy/uQcjP0poqJ1C/ADwwWAHiG9Yk8ANEc/pT/GkXh2H4v+Gor3+1DqKQ2qwGDy/JIEjBd275s5znHbpV3SPgXpWkavZ6jHrmoSSWsyyqjRqAxUg4PtxXP/Eg5+P/AIXP+xa/+jXoA9E8YfEvQ/B18lhdJc3eoSAMLa1UFlB6EknAz2HWofCvxT0DxXqf9lwx3VlqBBKW92oUvgZIBBIzjnHWuP8AGfhjUbj4ntrvg3XdOfXFGJNPllXzkYLg4Vsggr2OMVn6Z4ovLb4m6baeOvClnHrUzxxwX0KlZELEqjYVirDJIz/hRYLFCbX9P8M/tEazqupSFLWHzdxVcliYgAAPUk4r0Dw78afDXiHWI9MEV3YyzNshe5VdrsegypO0n3rirGxtr/8Aacv4ruFJo0klkCSLuXcsWQcHrg8074120EHxB8LTwwxxyShd7ooBbbKAM49BQB7zRTn++31NNpEhRRRQAUUUUAFFFFABQOtFA60DLyd/96n0xO/+9T6ssKKKKACiiigAooooAyPEPhvS/FWlNpusW7T2jOshQOyHI6HKkGvK5vhT8PPCpv7rxTcwJaz3BaySS5kjMUf9zAbLkevNe115N4e0bS/FnxL8W3fiGCO9vNOuVt7S1uAGWKEDKsFPB3dc+/vQBB4c8F/B3XL0f2KtteXERDeS13KScf7DN8w/AivXlVUUKoAUDAA6AV5T8VPDOgaJ4YPiHTLO20zWbGeJ7Oa1QRs77gNm1cBsjPGO31r1G2d5bSF5V2uyKzL6EjkUAZOseMPDug3a2uraxaWc7IHWOZ9pK5Iz9ODVH/hZngr/AKGbTv8Av7W7daRpt9KJbzT7S5kAwGmgVyB6ZI6VD/wjeh/9AXTv/AVP8KAOM8X/ABC8IXvgzWrW28Q2Es8tlMkaJJlmYqQAPcmup8EjHgLw6D/0DLb/ANFLWX408P6ND4H12SLSLBJEsJmVltkBBCHBBxwa0/BH/IheHf8AsGW3/opaAN+iiigAooooAKK53xP4y0jwlbQyanLIZZ22wW8KF5Zm9FUdeo56c1l+H/iXpGu6ymkS2epaXqEiloYNRt/KMoHJ2kEg/T2oA7aiuL1/4l6LomqvpMNtqGq6hEAZrbTYPNaIH+8cgA+2c1d8L+OtF8VvNBZPPBewf66yuozHNGPUqeo56gmgDp6K85f4x+H/ALVd2Vvp+r3d9bXEkDWttbCRzsOC4w2AuemSD7V0PhTxtpPjC3uH09po57Z9lxbXKeXLEf8AaH4H8jQB0tFee3fxd0WK7nhsdM1rU4Ldikt3Y2e+JGBwRuJGcewNa118QNEh8DSeL4Hmu9MjC7hAo8wEsFwQSMEEjIJoA6yis2XWIIvD760UkNulqboqAN2wLuxjOM496wZfiHpUPw+Txo9vd/2cwUiIKvmjMnl9N2OvPXpQB2FFeaz/ABr8Nw7ZhZ6w+nMwQ6itmfIDem4nJ/AGnT/Gnw1E/mpa6tNpofYdTjsybYHp94kE8+goA9IorJ1TxDpWj6E2tX17HFpwjDibOQwb7u0Dkk5GAK5K0+L2hT3cEd1YaxptvcOEhvL218uFyenzZOM+pAoA9DrJufDWiXerpq1xpVpLqMeNly8QLrjpgn0rP8UeNtJ8HyaaNWMiRX0jRrKoBWPABJYkg4wewJpPCHjfTfGkV3LpcF4kNs6r5lzFsEgIJDLySRx3xQB09FFFACUyf/VN9KfTJ/8AVN9KAKVFFFQZhRRRQAUUUUAFFFFABRRRQAVSs9OSzvb25RyftTKxXH3SAe/fOau0UnFNpvoFgooopgH16Vzl94clima40iVYyxy1u3Ck/wCyf4fp0ro6Kxr4enXjy1FdCcVJWZwt7dz2Kn+0bOeMjncqFlP4jii1JktZL+e1WKNhlQ5O4j19q6++nWOIqZNgHLN6D0/GuA1bVZdcuzY2IYQqcO46Aegr5XFYGnTq+zottv8Ar+v+HOSdOKdlqyiNQtdUe5ggUkLxyP0rStpG021iMjNsAwcD7o7fhWBc+DtRF8JtEuWecncYXO0dOx6fnVi212e3cad4gs5LeTPzK67c+47flW/1fE5fPnp7PfqiFCVGV0d9p2pK6qQ4YHoQcg1uI6uoINcCbd7WIXujsLi2PLxZ5A+nY+9beka5FdrhWKuv3o34Zfw/rXu4XGwxCstJdv8ALudkKil6nTUVFFOko4IzUtdhYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAyeJJ7WSN13KRyPavNwTpWpTxk52nCDvg9K9NjxuIPQiuI8YWTQS/b4xkqNrY9Ox/Csaq6nZhrP3X1LllfKqRRy482XoM1dntkmJAAPHNcbp1wGuDdyN8yJ8o7VsafqjRQo0jM09w52KfSt4SUonnYrDWk00Vr/Qo3LMAM49K5V/DUwnaQ4x2GK9JNxBK7puU7R8x7A1GYInXeOh6A1Ti1qeXKi09Dhd19agDcGAH3cYOKzV8T6nourSXNkQDNgSI43KwA6Ef4V31zpqyKWGA2MVhyeGoHkMkiZYdM0KWmooyqQ2NqLxS2radD59r5L/AHmZWyrcfw9/zpPCGoIviLVtNzgTIt2g/Da39KxpbV7ODbHkADpXFy6rqem68uo2LskyL5W7GflzyDn1ojFO7Ounirv3j6CorgdB+I8d2Fi1KIJKRy68Z+oruLa8trxA9vKrgjPB5/KpasdcKsZ7MmooopGgVw938N4bv4mQeNDqciyRMjC18gEHam3727v16V3FFAwriPEXw5i8QeO9M8UNqkkD2KxKLdYQwfYxb724Yzux0rt6KAOC8XfCrTPE+tDW7a/utK1Q43XFtyGIGASMg5xxkEVB4c+Edho2vprmpateazfxcwvcjCoR0OMkkjtzgeleiUU7hdnE2fw6itPiXceNBqbtJNvzamEALuTb97d269KPGvw5i8Za3pWpyam9odPACxrCHD/Nu67hjpjvXbUUXC4pO4k+pzSUUUhBRRRQAUUUUAFFFFABQOtFA60DLyd/96n0xO/+9T6ssKKKKACiiigAooooAK8l1HR9H8c+PNWtYm1Lw94j0sKovLeUK1zEc4baOq4xzweRXrVeSeMPhz4cGszeItc8Zalp0ssjNGxukjEYJztQkZwPQUAa2k/Ce2g1eDVPEGu6n4guLdw8C3shMaMOh25OSPrj2r0WvGbL4e+H79rVbX4jeIJmvIzLbquoAGVQSCygrzgg/lXsMMXkwRxb2bYoXcTknAxk+9AEtFFFAHP+Of8AkQtf/wCwfP8A+gGl8Ef8iF4d/wCwZbf+ilpPHP8AyIWv/wDYPn/9ANL4I/5ELw7/ANgy2/8ARS0Ab9FFFABRRRQB5NdlJf2k7NL/ABsj0ktYh+m/JyVz3xv/ACrtNfn8NJr+hRawsTao8zHTQVYuHAGSMdB068UnivwRpXi+OBr37RBd2xJt7y1k8uWInrhvT2NUfD3w403Qta/tia/1HVtTVCkdzqE3mNEp6hQAAP8A659aAMD4IiI6HrbXG06ydUl+3k/f3Z4z3x97H40niMRL8fPCp07H2w2k32/Z18nB27se+evtW9rfw00rVdYk1eyvdR0fUZgPPn06fy/Ox/eBBBPvirvhbwJpPhSWa7tzcXeo3AxNfXknmSuPTPYcDgUAcl8G7aFdR8bXQRfPfW5oy+OSqkkDPpljTfDxgtfjd4+eUrFbrZwSSt0AHlqWJ/U123hjwjZ+FW1VrS4nlOo3r3knnFflZuoXAHH1zTbHwfY2Pi3V/EIlmkuNUiSKeF9pjCqoUYGM8gc5J60AcR4b0Lxb4d0ZD4J1nR9Y8PyO0ttDdoyMFJJIEi9ec9f0rI8R+JYNe+C3iy3XSI9KvdPuY4Lu2hwY/N85MkEDBzg/lXWt8IdOgeRNJ17XtJs5WLNaWd3tiBJydoIJH4Gt6w8CeH9O8K3PhyKzL2F0G+0eYxZ5WbqzN13cDB7YGKAK2p3MNt8IrieWVUj/ALFI3E8ZMOB+ZIH415rqH/Jp0H+5H/6VCuwh+DekJALO51jWrzTkBENjcXOYYyc4IUAZx1APHFbE3w602b4cp4Ka7uxYqABOCvm8SeZ/dx146dKAMbx3awWnwEu7eCJY4Y9PgCKo4HzJS6zbQQ/s9yRRwosY0NGCY4BMatn655+tdbrfhi013wlN4cuJpo7aSJITJGRvAUggjIIzwO1F54YtbzwW3hiSeZbVrMWZlXG/aFC56YzgelAHjXjE3L/Df4Yxo8Kwu9tvNyC0O7Yu3zAOq8tkema6jxjo/jfUvCd9a6/q/hWDS2QGWY28o8sAgggknBzjHFdrJ4K0e68GW3ha+ia7sIIUhUyHD/KMBgRjDe4rnoPg/pReBNR1rW9UsYGDR2N3dbohg5AIABIHoTQBznj2xjvY/hfY38kV7FLdwxTOoOyYERgkZ5w3v617LHHHDGqRoqIowqqAAB6ACsDX/CFl4gv9Du55poW0e5FzAkO0KxBGAwIPHyjpiujoAKKKKAEpk/8Aqm+lPpk/+qb6UAUqKKKgzPOPjL4p1nwn4c0+70W8+yzTXZidvLVty7CcYYEdRXaeG7ufUPCukXty/mXFxZQyytgDczIpY4HA5J6V5n+0R/yJ2k/9hA/+i2r0Xwf/AMiPoH/YNt//AEWtPoV0KHxCvNXsfCjz6HqVpp14J0UT3ciIgU5yMuCuTxU2ja7FY+EtKuvEmt6et1PEN9y06LHK/OSrDCnjHSuY+O3/ACTKX/r8h/8AZqXQ/DXh/wAQ/CHw43iKPNnZ2fnbzKYwg53Eke1AdDrf+E08Kf8AQzaR/wCBsf8AjWlc6lYWVqt1d3tvb2zAFZpZVVWBGQQScHivmbSvCFh8QfHMtt4YsZLDw9bEebcOzOxUH73zfxN2XsPxrtPidYeF08Waamv6/dPbWtvHHFotrAzvtAxkuGwpbjtnAosFj2HT9a0rV939m6nZ3m3732edZNv1waVtZ0pNS/sx9Ss1v8bvsrTqJcY3Z25z05+lfNunyabYfFzw7L4a07UtJs5riGMx3uQ0gZ9rEAknaQccmtXx3pFxr3x/k0m2umtWvEhhaVeoQwru/MAiiwWPoCy1Kw1GGSWxvra5jjYq7wSqyqw6gkHAIrG1jxRpzaBrLaTrNjLqFrZTSosM6SMjKjEErk9CO4ryr4jaOnw1+G0Og6PeXTxapes08spAYqqjK8AcE4/KrF98HtG074ay6pb3Fyusw2BumuBLhWyuSu3pggketFgsjrPg54n1jxV4WvLzWrv7TPHdmJG2KuF2qcYUAdSa9EryX9nv/kSNR/6/z/6AtetUMT3Co7iX7PbSS43bFJx64qSgjIweQamSbi0nZie2h5d4h1974pbJIUhLZlZDkn1NWbHVdHs4VhiWaJDw0rR5/E4OcV1Gp+FbC/uBILO0UEfN+7wSfXiudvfC+kWJnZNTNpLDjcmCwORkAKev4V48MLVwi51JN93p+NzmUJU/eun6nYaM2nSWoksbmKcN951bnPoR1H0qxfadZ6nbmC9toriM/wALrnH0PUfhXkEV55GpQNG3kyF9rup28Y43AeteuaVOk2nwn7QszbBuZWB59OK78JiFiKd2rdGtzWnP2kb2OafwXcaZP9o0G/eMd7a4O5T7A9vxqnewBmVr+1l028B+WdBlGP1Fd9SMqspVlDKeoYZBrCtltOo+aDs/L+vyB0ovbQ4G31jUrDH2mIXMOeJoSM49x0/lXQ2HiazuiE80bv7r/K35Hr+FWZ/D2nylnjRrd25JhOB/3z0rMuvCjspKSRSn0ddp/Os1LH0dHFTj5PX+vvJvUj5o6OK4ilA2uM+nepa4OXT9Y0xcxpOEH90+Yv5VJbeKby3fZPCSB6cH8j/jW0MypX5aicH5q347DVeG0tPU7iisK08U2dxgPlW9Oh/I1rQXdvcjMUqt7Z5rujKMldO6NU01dE9FFFMAooooAKKKKACiiigAHBqpqlmt/aOmASQRg96t0UpRurFRk4u6PJJYn0TUmtZgxjkP7sdiK2BAz30UwkiaVU2xxK3IP16V2Oq6HZatDsnQq68rIvDKfX3rg7WGfSPEa2V3xIudjr0YEcEVgnKlLyZ6ceTFR/vI0E0fVI4IUElvKGffOythse2etSPdzG/kaRJIbS1TduYcN9DW9GQ6nDKTjjIxWRfI8cgQEgNy2PmB9c+1d0Jcy1PJr4dRehQg1mSWGNiP3lyxZF9F7GrA1RHmKEEqgwzDpmse5uo7OZ7raqy7DGjoMqo7cf8A6qbaCExQQLNmMqZZ5WOMt3B9Pxq5Q62OOVM6FjFcxhx39azLnQI7hSxVV5ySB1qKO6NxE12pMVpGdqE8Fvf6VowagZFBkXaGGFDcE/hWbg0c8qVzir3w08U/mRu3ByFxUlhqV3YSDLyHB/hOMV2dxGHT7uSRjPtXO3dl5W+RUbdgnH4VLuczjKL0Ois/HKW4VL6RZQcDj7wrqbDWLDUkBtrhWY/wNww/CvBBbXNxMHAZgrZxWxaXlzZyq0bFSuC2fSlZWOinjJR0lqj3KiuS8OeKjeosV1jI43Hg11oIIBByD0NJqx6VOrGpHmiFFFFI0CiiigAooooAKKKKACiiigAooooAKKKKACgdaKB1oGXk7/71Ppid/wDep9WWFFFFABRRRQAUUUUAFeOado2m+LPHPja78RQx3t5psnkWdrP8ywwhSVZU6Hdwc+v1r2OvNNa8JaD4812/1DRtZu9M1uwc2V3c2mVyQPusDjdgcZB7ewoA4u90+xT9n3Qdf4h1fTURrG5XhwxmPyD1B54/GveLR3ls4JJBiR41LD3IGa8kt/hjo/g2wg1TxV4lu9R0zSSGgt5UKwREtwdgLE8npXr0UiyxJIhyjqGU+oIyKAJKKKKAOf8AHP8AyIWv/wDYPn/9ANL4I/5ELw7/ANgy2/8ARS0njn/kQtf/AOwfP/6AaXwR/wAiF4d/7Blt/wCiloA36KKKACiiigCC5uYbS2lubiRY4YlLyOxwFUDJJ/CotO1G21bTre/spDJa3CCSJyjLuU9DhgCPxFcF8VLx7+68O+DYpCg1u8AuiDg+QhBYfj/Suk8VeK9M8D6LDPcRPIXZYLW0gXLytjAVRQB0tFeZt8TdZ0i4tpfFHg650nTLmRYlvBcrKI2bpvAA21reI/Hd1p+uroWg6Bca1qQiE8qrIIookPQlyCMn0oA7aiuF8PfEC5v/ABMvhvXtAn0bVZYmmgVpRLHKoznawA7A9uxrL1v4tNpHjDVfDUHh+5v7+28oWqWzljOWQM2Rt+UDcOec0AenUV5jq3xVu9F1TR9MvPDF0b7UrFZ1tYZd0iSszKIsFRnpktkY9Ktad8R9Ri8S2GieJ/DM2iy6gStpL9oWZHb+6SAMHkDvyRQB10viHS4fEcPh+S7C6pNCbiO32NlowSC27GP4TxnPFa1cVqXiOK3+J1noMejW819Lpj3MV6zgMuCwEf3SQCV6579Ks+AvGa+NdFmvHs/sV1bXDW89sZN+xh74HXPpQB1lFcbofjqPWNc8R25tUg0rQ22PqDTZDsAS3y44C7Tzk9vWsSL4ma7qkLajoPge+v8ARgTtumuFjeUAkEpGQSw49aAPTaK5O08c2GqeAbzxTpsbypaW80r20h2OrxqWaNuuDx156g1jeD/iZc+MdQtks/Dt1HphhJudRkbEcUoXJVePmGeM8fSgD0Wqeoahb6Vp09/eSFLaBDJKwQsVUdThQScewrgf+Fm6rq1zct4T8JXOsafbSNG941wsKyMvXywQd36V1HhbxNYeNNDe7gheMq7QXNrOo3wuOGRh9D+INAG3aXdvfWkN3ayrLbzIJI5FOQykZBH4VPXmnw1uX0bxD4i8DyuWi0yfz7Hcc4t5OQv4Ej869LoASmT/AOqb6U+mT/6pvpQBSoooqDM83+M3hfWfFXhvTrTRbI3U0N2ZXUOq4XYRnLEDqa5iwn+Nmm6da2FvotsILWFYYw3kE7VUKMnfycCvb6Kdx3PJPEejeOvFnwolsdW01G106grrBG0ajyQDg53bepPfNZ3ivwp44u/hr4Z8OaZp7t5UBGoQpNGpDA/KCSwBHJPGRXtlFFx3PDfDcPxY8KaLHpel+EdPjiUks7tGWkY9Sx8zk1PrHg7xtp/xDg8Z6TpdrqU88SPPbSyKBDKYwrrhmHAOcEE17XRRcLnhup+E/iFqfxC0LxNqumwXC280TvBZyqBbor52/MRlsZPGa3L7wfr0vx+t/EsdgTo6bN1z5i4GIdp+XO773HSvVqKLhc5D4j+C/wDhN/C5sIpEivIZBNbO/TcAQVb0BB6+uK88OjfF3UPCkvhe4tbSGyigMX2hnUyTIo+WMMGPXAGSBweTXuVFFxXPO/g54Z1jwt4WvLLWrM2s8l4ZUQurZXaozlSR1Br0SiikAUUUUCKt/e/YbbzjBLMM4KxjJHufQV574i1VdYkEj6Y6rbtxcBWHHoTxn8q9MrlPFzrcPZ6XEF8ye4jEh9i2AD+GT+VcWMpOUXzSaT0tpu9F0M6qutXoVfC/hG3OnNdalCHnujvIJwVB6AGt7TvD1vpt0biKaUsQQEJAXHoQOta+AvAGAOAPQUVvHD0k4yUVdaIpQirabBRRRWxQUUUUAA46VDPa29yu2eCOQf7Sg1NRSlFNWkroGr7mDeeFLK4y0BaBvT7y/kaxZ9D1bTyZIt0ir0aIlj+R5ruKK5JYGnfmptwflovmtn9xk6Mb3jo/I4m28TX1m2y5TzAvBDA5H9a6Cx8RWF4APM8tj2fp+dXrmxtbxSLiBJPcjkfj1rn77wdDJl7Odo37LJyPzHP86SliqfxJTXdaP7no/k0F6kd9V9zOnDK6hlIZT3BzS1wDDxB4fcsUkaBf4l+Zcfh/UVqaf40t5dqXcZRu7L0raGJpzdr2fZ6P8d/kVGpFu2zOroqC2vba7UNBMrj0B5/Kp63LCiiigAooooAKytc0OLWYEO4RXUJ3QzY+6fQ+qmtWilKKasyoTlCSknZow4le3WMTDaw+VgFyA3+FOvbOO6iLxlC4HY4Na8kPmo2OCB6ZqqilDtZHYepUc0QbizsbjWjd7nHXOmCSRY5FPHO49R+I/rWnpPheFG82ZFYsPvqcYHv2IrVnt45ZshCrHvnFVPE92LPSre0DYFzII2IODt6kZrf2jsc8cM5TUV1Mu706yu7tRaP5llCdzoq4QsOmPUe1UrSwuLjUJbq7Q43bYkB4VfU1vXtxBYWkccKqisAFA4q/pNujx+Y/zFhnmqVRIHhElzPYyzZsikiFmGOAHAJrOu7eOawnkjD5jyHR12shI4yO49xXU3LIjlQPwFYc9zDPqE0MfzDyCkrL90EsCoz6jBNaSScbs5pYeMk7I5TRdPQMysu0YyeK1LnRYnU7FAyOQBUlzE1jCZFAIzyaiTW3G3dGCmcFyQAPxNYSi0zzJYe2lihNYyWTK8WQVHb1rqtA19nRbe56jgHPIrPWa21FWaJwxX7wB6Vk3kL2knmxlht7Co8jOE5UpXR6eGDKGByD0NLXIeHPEQlcW0+Ru6Nnoa6+k1Y9alVjUjzIKKKKRoFFFFABRRRQAUUUUAFFFFABRRRQAUDrRQOtAy8nf/ep9MTv/vU+rLCiiigAooooAKKKKAMTxP4Z0/xZo50vUvPFuXWQ+TJsbI6c+nNeO3fwv8DeEpb6XxXrr28U07NYxx3LCTyvRlCksfcDFe+15BoNlpuqeP8Ax3NrcUNzrFtJttUuFDGO2CHaUB45yMke3rQBR03wB8Kr260oRahdynUEM9pDcXDKLhVYgjDAZ5B44Ne1IixoqIAqqAAB0AHavBNRgsB+zpoV9MqLqluEbT5V4kEvnHAU9TxnI/HtXu9o0jWcBm/1pjUvn+9gZ/WgCeiiigDn/HP/ACIWv/8AYPn/APQDS+CP+RC8O/8AYMtv/RS0njn/AJELX/8AsHz/APoBpfBH/IheHf8AsGW3/opaAN+iiigAooooA8q8Xjy/jx4Hlm/1LQzopPTdtb9clai+KTrp/wAQPAmrX3GlQXTpK7fdjdtu0n8s/wDATW/8TdBu9S0a01nS13atolyt9boBzIFILJ+IHTuRjvW/GNI8beGIJbi2jvNOvollEcqZHIz+BB49QRQBR8XeLdD0LS4JNQjS/F1MkUFrEElaVieCFJwQOufpXMQeIdb8V+Ndd0aw1q30Gz0l0iKrCklxOxByw3cBQRjgHqK6LRfhl4R0DUUv9P0hFuozmOSSV5PLP+yGYhfwqTXvhz4V8S3/ANv1PSle7xgyxSvEzD/aKkZ/GgDzq1MUX7QGgwf8JFNrU8NlMs00rJ+7Yo5CAIABwQcdea3vDEaN8fvGkhUF1tLYAkcjKJnH5Cujf4ZeD2Fhs0WKFrBt8DQs0bA5z8xUgtyO+a17Tw5pdj4hv9dt7dl1G+VUuJTIxDBQABtJwOAOgoA4bW1Vv2ivDe5QdukykcdDmXmnfFP/AJG74ef9hpf/AEJK7efw3plz4ktvEMsDHU7aFoIpg7YVDnI25wfvHkijVvDmma5eadd39sZZ9NnFxasJGXY4IOcAgHoODkUAcRqf/Jx2i/8AYEf/ANCkrE1XWU+GHjvxVI3yWmsWBv7NegNyvylR7kkmvU5fDmmTeJofEUlux1OCA28c29sLGSSRtzg/ePOM1B4i8H6F4pezfWbIXLWbl4TvZcE4znaRkcDg8UAcBB4SvdP/AGftRsYkY6rfWrXlxgfM7sQzL7naNtdX4A13R5/h5pFxBd28UFvZpHMGkA8plUBg3PHIJ5rsQABgDiuMvvhT4K1DUGvp9DiErtucRyPGjnOcsqsAefagDg/Cy/afAXxO1e2Uppd/JeSWYxgMojbJHscgfhXV+CrSSb4FWdtZJiebS5RGFGCXYNj8STXaSaLp8mhSaILWOPTpIGtzBENiiMqVKjGMcE9KdpOlWeh6Xb6ZYRGK0tk2RIWLYX0ySSfxoA8X+F2m6lqXge2Ww8e3GmG2eSOexW3hPkHcTzuGec5yfX2rsPhdaafBeeJJ7DXbrWWmvFFzcywLHG0qhtxQrw2cjJHHA9a1dY+F3g7XNRkv73R1NzKcyNFK8QkPcsFIBP1raWPSPB/h6QwwRWOmWUTSMsSYAAGScdyfzJoA4LR83H7RuvSxE+XBpSRS+m4lCP0Br1WuA+GWkXK22p+KdSiMeo6/cfaTG3WKH/lkh98HP4iu/oASmT/6pvpT6ZP/AKpvpQBSoooqDMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsNNAD+I5tUuHLKrhoIgeA20Asfp2FblFRKEZ2utnf5iaTtcKKKKsYUUUUAFFFFABRRRQAUUUUAFFFFABWZf+HtL1IlprZVkP/LSP5W/TrWnRUzpxqK0ldeYmk1Zo4ufwff2TmXSr4uAciNztb8+h/Skh8R6rpcog1O2Y47sME/Q9DXa0yWKOeMxzIsiHqrKCKw+ryh/Dk15PVfjqvkyORr4Xb8TOsvEFhejCzBH7q3BFaYIYAggg9xWDeeEtPufmhL2zc/dOV/I9PwIrPOn+IdFJaylF5AvOwn5sfQ8/zpqrUj/Ej81r+G/4MfNJbr7jr6K5iy8Z2zSCDUYZLOfoQ6kD/wCtXRwzxXEYeGRZFPIZTkVtGcZq8XcqMk9i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text
125
general-vqa
scientific figure
['scientific reasoning']
AI2D
textbook question answering
คำถาม: จะเกิดอะไรขึ้นหากจำนวนหนอนผีเสื้อลดลง? ตัวเลือก: (A) พืชลดลง (B) พืชเพิ่มขึ้น (C) ไม่มีอะไรเกิดขึ้น (D) ไม่มีข้อใดถูกต้อง
['พืชลดลง', 'พืชเพิ่มขึ้น', 'ไม่มีอะไรเกิดขึ้น', 'ไม่มีข้อใดถูกต้อง']
พืชเพิ่มขึ้น
B
multi_choice
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
integer
126
general-vqa
natural image
['numeric commonsense', 'arithmetic reasoning']
KVQA
visual question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: อายุห่างกันระหว่างบุคคลที่อยู่ซ้ายสุดและขวาสุดเท่าไหร่? (หน่วย: ปี)
null
9
null
free_form
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
integer
127
general-vqa
bar chart
['statistical reasoning']
DVQA
figure question answering
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายสุด คำถาม: อัลกอริทึมที่แม่นยำที่สุดแม่นยำกว่าอัลกอริทึมที่แม่นยำน้อยที่สุดมากน้อยเพียงใด
null
5
null
free_form
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
integer
128
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ที่ท้ายคำตอบ คำถาม: ลบตัวบล็อกโลหะขนาดใหญ่ทั้งหมดออก ลบกระบอกสีเหลืองทั้งหมดออก จะเหลือวัตถุทั้งหมดกี่ชิ้น?
null
6
null
free_form
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integer
129
math-targeted-vqa
abstract scene
['numeric commonsense']
IconQA
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ที่ท้ายคำตอบ คำถาม: เลื่อนไม้บรรทัดเพื่อวัดความยาวของกิ่งไม้ให้ใกล้เคียงที่สุดเป็นนิ้ว กิ่งไม้นี้มีความยาวประมาณ (_) นิ้ว
null
3
null
free_form
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
integer
130
general-vqa
natural image
['numeric commonsense', 'arithmetic reasoning']
KVQA
visual question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: มีคนในภาพเกิดหลังสิ้นสุดสงครามโลกครั้งที่สองกี่คน?
null
0
null
free_form
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integer
131
general-vqa
bar chart
['statistical reasoning']
ChartQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: มีแท่งกราฟค่าต่ำกว่า 40 กี่แท่ง?
null
3
null
free_form
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
text
132
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ที่ท้ายคำตอบ คำถาม: ดังรูป ในตารางสี่เหลี่ยมจัตุรัส 4×4 แต่ละด้านของสี่เหลี่ยมเล็กยาว 1 หน่วย จุด A, B, C อยู่บนจุดตัดของเส้นตาราง และ AD ตั้งฉากกับ BC ที่จุด D ดังนั้นความยาวของ AD คือ ( ) ตัวเลือก: (A) 1 (B) 1.5 (C) 2 (D) \frac{7}{3}
['1', '1.5', '2', '\\frac{7}{3}']
2
C
multi_choice
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integer
133
general-vqa
scatter plot
['statistical reasoning']
PlotQA
figure question answering
คำถาม: ในกี่ปีที่มูลค่าการส่งออกสินค้ามากกว่า 0.92%?
null
4
null
free_form
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
text
134
general-vqa
natural image
['scientific reasoning']
ScienceQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ท้ายคำตอบ คำถาม: ผู้คนสามารถใช้กระบวนการออกแบบทางวิศวกรรมเพื่อพัฒนาวิธีแก้ปัญหาได้ ขั้นตอนหนึ่งในกระบวนการคือการทดสอบว่าวิธีแก้ปัญหาที่เป็นไปได้นั้นตรงตามข้อกำหนดของการออกแบบหรือไม่ ข้อความด้านล่างอธิบายวิธีการใช้กระบวนการออกแบบทางวิศวกรรมเพื่อทดสอบวิธีแก้ปัญหา อ่านข้อความ แล้วตอบคำถามด้านล่าง คูเปอร์เป็นสถาปนิกภูมิทัศน์ที่ถูกว่าจ้างให้ออกแบบสวนสาธารณะแห่งใหม่ สภาเมืองต้องการให้สวนสาธารณะมีพื้นที่สำหรับคอนเสิร์ตกลางแจ้ง และมีพื้นที่อย่างน้อย 20% ที่ถูกร่มเงาโดยต้นไม้ คูเปอร์คิดว่าพื้นที่คอนเสิร์ตควรอยู่ห่างจากถนนอย่างน้อย 150 เมตร เพื่อไม่ให้เสียงการจราจรขัดจังหวะดนตรี เขาได้พัฒนาแบบร่างสวนสาธารณะที่เป็นไปได้สามแบบ โดยมีพื้นที่คอนเสิร์ตอยู่ในตำแหน่งที่แตกต่างกันในแต่ละแบบ จากนั้น เขาได้ทดสอบแต่ละแบบโดยการวัดระยะห่างระหว่างถนนและพื้นที่คอนเสิร์ต ภาพ: การศึกษาแบบร่างของสถาปนิก สิ่งใดต่อไปนี้ที่การทดสอบของคูเปอร์สามารถแสดงได้? ตัวเลือก: (A) ว่าแบบร่างแต่ละแบบจะมีพื้นที่ร่มเงาจากต้นไม้ อย่างน้อย 20% หรือไม่ (B) ว่าแบบร่างใดจะมีเสียงการจราจรน้อยที่สุดในพื้นที่คอนเสิร์ต (C) ว่าแบบร่างใดจะมีระยะห่างที่มากที่สุดระหว่างพื้นที่คอนเสิร์ตกับถนน
['ว่าแบบร่างแต่ละแบบจะมีพื้นที่ร่มเงาจากต้นไม้ อย่างน้อย 20% หรือไม่', 'ว่าแบบร่างใดจะมีเสียงการจราจรน้อยที่สุดในพื้นที่คอนเสิร์ต', 'ว่าแบบร่างใดจะมีระยะห่างที่มากที่สุดระหว่างพื้นที่คอนเสิร์ตกับถนน']
ว่าแบบร่างใดจะมีเสียงการจราจรน้อยที่สุดในพื้นที่คอนเสิร์ต
C
multi_choice
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
text
135
general-vqa
synthetic scene
['arithmetic reasoning']
Super-CLEVR
visual question answering
คำถาม: จำนวนรถบัสที่อยู่ด้านหน้าเครื่องบินสีเหลืองขนาดใหญ่ น้อยกว่าจำนวนจักรยานสีด้านที่อยู่ทางด้านขวาของสิ่งเล็กๆ หรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice
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
integer
136
general-vqa
bar chart
['arithmetic reasoning', 'statistical reasoning']
ChartQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย คำถาม: ความแตกต่างระหว่างค่าสูงสุดและค่าต่ำสุดของแท่งสีน้ำเงินคืออะไร
null
64
null
free_form
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
text
137
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ที่ท้ายคำตอบ คำถาม: ฟังก์ชัน (f: R → R) เป็นฟังก์ชันหนึ่งต่อหนึ่งหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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vTmoxICeeDQTjPGBUZbnpihIVrHl2aQn14pM0jEDvXOdgdTzmlzioi/NN3jNICbcaTNR7sc03eKQyUtTS3YVEZAO9MaUnigB0j7ahZyT3pCc800mmAuec88UKrSMI0XczcBR1NIAzuEVfmY4ArWgt0sgykiSQ/eOOOOw9v51jVqqlG/UqMbsihsUhAaXEknULn5R/jTS8ly/zFiqPkfKQM9M+/8AnFStJ5zshkUDOGYHowx/IdvemyPxsWPrwDtIz7CvLnUlU1bOiMUgYJCpCRjeTyOM57/y/lUiGRpAJD8gxngcfSkEZjzvxknaNx/rSg/KVOBwcdhis7tPQroTPPs2woApBPv1qJlYElR06KByaagVFV0Eh4yCRjHFQyMLj5MDacE5yc0Nt6MEWTLjhVYYXOe5qJ1Lb33nc3b/ABpWQDLICT1Zm9aaxDEAEBT6UntYLlORwGPQD24pFfKljwoqeaCMuCD+GKbIqRrGMbvXFZwoy5rsHJAJhGhJPzMPlFVWdhkocv2Y9qR5NzGQ8dlHT6Ux7iJFXJy390V0xa6mbFAxkFtzdc+lOePzF2qe/GapSXDTPnhV7Af55qaBs8AnPWtIyT06EtPcnVY4mAf5vYVYkuGaUCLKIB24NMEGWBfqtTCFjK4jA4Gck10Ri1oiG+5IJBEnCh39z0NUPL2q7O4CnJbJ61cQhUJbHr7VnatMxjViCCTgntVSVldkrexDJcoQBnYB6dTTUvo4iuPMP97JGD+FZjPleDzQDt68muR1ZX0NeVdTbN5FMAWmI5ztPy/nVuA42mXn0HHP0rCXBJHNXIFKyD064reE23qZuJtBVk+ZsRkH5BnFVLSJyCu0q2ece3WpRE6Dz2UEKpOG9uwpY5shmVAH/vFuPyre17XM7la71U200sRWQKnzbUIGR1+lZr69O8rssEPlOflRs5Uem4dT17Va+zJdXzNI+flI2n9f0rHFkYpmiBLJvx/+usKjqLVbFxUepqpci5TlfLUH+9yake2Vl5fC4wOOtR2lqQRvKDDc45yPSpduyQRvxhRtANVFNr3gbs9BoRIIwJC2Tzgc04PCDmLcG7ntUFwC9wSh3BRg+2KcqMEONnQ/ebA/OmlrZIV9CycA7n7nJzUn2rykY79iDlsViLqIdVKZO4A81HPcM6gFss/Ydsf5/Stb21RD1NqDUElIY8HJ3AnkDtV5dc+zx/I8p9AcEfrXHy36Wf8ArGABQNk9hVE+IoZCVQsWI+UtVKqo9SlTctkdndeIpHDSuEVcY3P/AEFUJvEdzMqwrNcpKw2KfMwu09iOgB/PiuUeWW5u0Q+Y4/hIXqfX2ra0zS2udRdJQvlryEB6isnUm3ozpjShFXkdxoGryjSVDEs0JKoWPUdR9eDj8K7O0mFxbJKBjcOnpXllzOLGSS3DKq7cxLjgfhXb+FNXs9RszDF5cdzHzJGJN27AALKOuPUdq6sLWvLlbOKule6OjB+XmpByKjHfipB2r0TnHripM8e1RL61JuGKAHqaeKamO1OapYx65pS/bpUQye9SonPXBqWrASL92g8HkUq/KeacV5qAFV/al5b6UnXj0p6GpYhT8vQCgNml70w8dKQDmNV8npT3b5cVD34qooBc+tGScCm9W4p4yMA1YwYc9Me1OXhs0EZGc5po569anoBIZhnrUbS569Ka656ioWBPQ01FASFst1pu/HXpUe05oGS3WrsBJnJp4aog2P8A9dLzmiwExcbh+lN8xaj60cjr0pWAs7wVqIt83J60zfTS2cYoUQPKzMTTC+e5qMkCmF/SuK52EjPik8yot2aQtxQBIXpN9Rlqbnn0oAk3ZPJpCaYp/CnYoGLkmnJG8rYVSfw6U+KB5nCqM/ga04rZY08sZYnP0rkq4pJWgaxp9WQ2kAjcAH5urY9KuNsLnP3vvNkdPQUyPNqgU4M2ME9dv+RUDM0mEQ5RTzgZLn2FcMpN76s0t2CUqGxEAAeuOlRpHjeRE5K/JhuA309vep40ERbcArE/dJ6f/XpJJlXAd+W5H1rNtFCZRFGN4/uqT1NMG8R5wN7Hlm6fSoLhTdrKsu8xEbAkfyADuPx9atKuFG8fdXCgdFHtSvYAhGFclv4erdqrq0jqTgDnoB2p05bzCsRUnj747U2V/wB23YenrUybtYENdgGZV+7nnmojJhc9APWoy/HtUMgeRgoxgdzWV+wPUtRys544FOZmGWODx+lNjVIY8MeveqU0nmSABMde/au2CcY3Zm9yK4LMx5yc1AI/U1d8tXHOd2aeIkyoQbvXnpVeyu7k81tCosDSLtAx2yTV6C3MS73YfKMnHWrKxhYz8qbupx/KoZp0jUJgMxPNbqCjqQ5XJfv/AOrzjvTVnVnYR8r6+tUbqeRLf5AdmNvHQGksxIwC7sHrn0p83vWQuhfaQtLl32w7doXtVS9QT2xADOVIOBU9zIqKsWNzNgk1FE6ySNjoowgrTyZPmY89rJuDJEVXGSBSRxMGw/DdORWsHLSZyRycCp9i3EwGQSP4TzWXsU3dFc5nLGwxgfXitG3hMUZaQhfXLY/yaiNyI4t0cSrzjbiqbX8UjEZPB4xzmrSjBku7NW6myo8t/kIxwMZ+uKgjLTDyzxjnIqCK5i3KJZdiMcDPIB9/b3qdCN42hwu4q2f6VW/UWw3zhDMVVAeSCc0C3Rbhn3quexNJdHYy4Q7urEDGfzqACTcvB5xyaNVoxF1I9zDbyF71VmdFfc2PMIIAxyfpTkdIBLNO/lRIDvduAorkb64n1C7dlUosQwvP3ffPqfaiWiHFXZ1Hnx2dmZTHJIsf3xGASo9f/r1i3Wtz3UEtuEijhfjaF3Hb6Z/+tWNJdzsAkksjquf4j361NbDd87g49KwlVlsi1FbssB/lHJ69qmgJklLHkfl9KlicbCETLEY3Y4FQM4s4pWPDL8wx2q4XtZgznNWu0uFvN2TlmCH6HH9Kp2OkXt1am4iCqApK5PLYP+etSQ3NvGTtRmkXhWPI9/pV+wuZolVSOcl0PUn2/wA+laSbitEdVKLWhFZ3txZBZBL0jLkHoT6f0rt/CWoC5j3yNGWC/KB1ya4a4IYyFsHf1yOOea1vDdz9ivIArERSHZ03YqKkbJMJe8n3PRBYpPrKXJXeUiCqpHAYk5PvW7/witldNDqNhPJYXoG4NB9zd67eo/4Cfwrj9Z1BbLSTcZYonOM4DHIABP1qPw3441xhDa26Q3dvDgF2t8fL6blPH1PNbYeVP7WxxSpTkro9dhaUQIZtol2jeF5Ge+KmDZrhofHx3PFPpUn2hThUimGH5HTcOuMn8q6uHUrWXAEpQntIu38PTNenGrB7M5XFp2Zeyc04Hjmq8Nzb3DMsE8chX7wR8kfhVgc8VoncQ8e1SD1zTBxTgaYiQHFSq9QClDVLVxlksaepJx71WDU9W9OlQ4gWAefan471AGx3qZZN3cVm0IcOaUimbl6A0nmjBpWYDZBlhUfln0p5cHk8UhlHSrVxhsGM5wfWmlgBimu2TTSM96aQD/MxSbhnjio+tNJwarlAmY59DTM4+lR7s8igMc807ASGmN9Rml35zjio92e9NIBaXPHFN7UZ44pgOJ570Zz3NNJNNJosA/PrSbqaDzRTsB5ITTCcGjNNAOOa847Bd3PvTSfwpCeTTc/lSYx26m55phOalghaY+iDqamUlFXkNK4qZY8VcW2YqPkLE9hViC3ESrwAexPFaMUasyhEI4GQTXnVq7qe6tjeMVErRWphjG3AcjIAPKirEk0dtHukcsygbUFEjpbx+YXUY6lzn8azZmdHRlaIxjc0sjnkEYwcDg5zzzxWC0Xulb7kpZxC4GFLtuHfn1NPUsuXjALPxkHpTEeSS7G6EfZ9o2P5nOecjbj6c57mguJV+VShzuYZxz6VEhjwy7t5yA3AyOarMAoZlAyW3Z689M/0p7752KOhRB8pGM7l7E+meuOvHvUqKOcsCxPakMyyLxdWt/kj+ysjb2K/MrD3z/TtWp56qpbO4kbd2M4p15F5tpJGjCNSAvmKOQOvFVBJtuNvG33HQU3K1kK1xd/zdg3rUdyrcMTnI6VZSMP3B5+8fSoZiAxTGfpUOLauwvqVhHKzAKhx9Ks7RbLllDOeADTULBMB9v061AVZnyfljXgYNb06aWpnJg6793fgc+lVZA2TsGRu25Hen3bE+WgPXk0xcxN/e9B6Vtu+VE+ZLCjYyxOemMc1NEvluy9Sp5pE3tIm1SCR3702dnjcICQzH5sdfpWqVkRe4skziNj56oc/xdMU1YPOZSuDnncO9MByW81QQo6FRT944VFCqo4zxVaPcQyVhETHs3Y7H1qe1BVeEXb1571BsP2gnO5ePxq2SIonIGBjG09qqG9xPYgknMitI2M7vlyP0FRxxZmaXgfNnHrUF3OY49h24VsL6/jVSS8kSFNpyDnk0pVEtxJM15YEyGyVOMdOppoMNo+9rjbux8pX+ZrPs73zisTnGfuv2z71PcBZFUElRk7cU+dPWIrPZj7s27psWRXlcbsqcgfX61QjgcdYQ/pubGPxq9awLDI26Qv04foP8KsSSyib/WY3ehqWr6sL2IobTZaKHiXeDuzxn2OaZNdC3KqER5DghTnaPQ1aLsQC7HHBH9azWLPds7YYnjpwB2xVN22FuacCGYF2DFm547GgT2ahi74RdwLHpx/T3rn727mMywruMEYyqjox7sf6en40+JwyETrmM8EetHtVeyFy9Q1ZE1bRXun82Nox5qDzeOB91hjDdTjjOTx1rn/KCKvmo8adowcOx/vN6CtsjfB9mXPlGRWwe5HSs6X97cBWyNvC+/vUOakXF2KPlZzhdoq3awYmwe/rU6xYHTnp0qSLMT7imR3+UZpeyHzmjb+WkOyRgMnHtXOeIJY5hJBCSgf7zY9P8mtVslVdicHIAz2rnry0nN6x8wgMxKkH3PFO7RUUm73KVpbQB9o+aQ8AvjP4CtCd0iAuCu4RxlcgDKjt/Oqs9pLaojSQJ5bd+zH3/wA9qFmQgBkZUx8xDfKx9hWl7xunc6E+ozZPIjbkKp98M+cnJq/okcbaharGhG0Dex6Eg81JEv8AaN2EMyIjp95/rn8/b3rftLO2iu2Ftuby0VGJxyfXHaiSbh7pMp2LyzIZiGjjaILtKuoYe/BrQsmijhCQRRxpnhEXaB+AriBquy6kh+YDzm3Hd975q7XTrfbaIS4ctyM8Yz2rlvK9jlurmpDFC0m94lMg7kZNXRLzgZAxUEaDarMQCOOOtWCiqpf9AaPeHoQ+e8ciurMhU5UrwfzrqNO121uoV8+VIZgdpDnAY+oNcZLJvJKkhen4+lRq21G6/NngH+Va0MTUpPuhypxmj01XVlBByp6EHINPDGuE0fWZ7PKRpGwY/NHISoJ9QR0Ndla3K3tnDcorKsi7grjDDtg/lXsUMRGqro5alNwLYb5uacT9aiVuxqQHitzMcKXPvg0wNzRuoGSZNHmYpm49qbkjvUgWFlb0pGkJ6jFV9/HWl80GlYCbPOMUmc1EGzjrS5P4U7AS7iBzQCKZuNITz1osBISDTDTaWnYAOKO1IT7UnNUApYjtSde1N5pd1AB04oJpPpRzimA7rmkxjNJn2pCcDrQA7NITTSfajJ280gPIAeKM1GGxTt3vXmrU7QJ5pD0pSc0BQxAyF9z0FJtJXY1q7DoYfMc5+6Op/pWrBGuF2hRjioreAYAHUHp6en41pw27+YjOMopAHy15tWo6j02NklFCJblm2yHauc57/wD6vWrLpE0ZjOGWRSm3/ZxUrRCOMeY23ODx1ao4lUDdyGXp9ayfu6AnfUpTuDINuSF3Dnufp9KgJZGwXI3fy4/PnNXBb4Xb90bcYFVpolj2hdxdsn2OO1ZyutUVF9CNyYx8pw7twGGD7/pT1AQL8u0gc4OaViqvuYMduCoJ4NNAlVpQyqZBllw3HTp7Vk3bRGg9QVwACWbn6miFhKzbWjeM8J5Z+9xzz0qReqM3II4PfNJHCiRgRLxwPLQhRj8KdupNxjnbG4X5iAOg7VXVtpYjG4+2ae/zFg2eo4pDP5bkbQD0waS1WrGJFJsZmZu2f941Wd+pbkk05zhuD04qu33yc/KP1raKezM2weborHnsPWmTM5iA296hVN8zSM3O7OwfypDNJJJg8c9BxitYu61JYjbzLn+6MAVMoRQZpH27RkkilG0SAZPI57VBdOWJjyNp64raMVFENkMuspE5WGKSTB+87bR+XNSRXq33I3pLnd17fWs6SycvlAcnpkcH0qeBI7RGZ5VNxjaFT+H61kp1HK0timo20Nd/nRVYhmPO4GqpVpZ2Ab6AelQRX0/mj94cHjkCtOKHzHSQkc9cd+9bTnHl5uxCTTsKhVfnO4lVHAXOarz3UssErqu129D0q85UR8cVnu4WYHsTz/Suani25Wa0KdNWujMvm+VEGTJwzlu5xxT7e3Z4s+WJcDcAcHNMZWeRnc7pG6/X0q7vFrbg7cOeAB0611RjeTbIb00M2zgcTJGF2vuLcqeg55FbLhZgBuym3oB0qIyEQCTb5jM23G7GAasu0aRmeQhFjUsy55Pf8T7VUIpJpESYsEUXkjfy2NuT1HvVa4uhFeeXwwRV+buD3rMbWZLrVEeGMrEvyJHIPvE8l2we2OMHoPep4riCNgWkaSU/MWbOc+pPrUOpFrRjs1uSG7me58rcoR8/P7DtUM80iqyx4WT7uT1FMkfzURFyApzn1pWRYRmTk4zjPb3rCVWwWKqwu7dQv48fnUu1Ix13HpTGnLdCBxz6fSq7v83XAPTFZczYwu72S3tS8XDswRMLnBP8X4f4VDGsg2NM25m44H+FKJMXKBzjarDH1H/66vxlvs6rkrHGNqxnjC9+ldVCKsJuxAApzxkGmsigfMhFRpKfMZcDgmrCk9nwa6iCIxMU+VznORmsS58SJY6mFjt0mAG2T5tvHYKeeema25pBbWU0smESMZZwP5VybQ2N3qUs1udkUr7Uj2/T8u5qHZXudFKPMW77UbvVLZlCr8y/OVzjjB2rn8OayofO+ztNIAscfCxno34+1TpNb2+1lfcyvjDDA61clljvInEYVBkZ2gH5e/tSi+TRLRnQoaaDLL9za7wxjUtlsNxjp/Ku10QOql5V3RMpfzPUAZ5rktLsZrqZlmO/c4YnPbOa7qe3SDR5kRthZdi/ien86mT5ndGVZpaHM2cMFzIhFpIHbjeRt/MevvW7BZau7ovlFrdPl/1g5/2sZqfS7IR4YgndziuhhUx7S/C5wcLmuaS5viMlo9Bmn2ksHmo4OSAck9PpVi4bykxkkry+e3pSy6kkMZEKeacc87R/Ks4zy3JLSKBu7DoBVLlSsidb6lK7upvOVIjsTG44HXNPtUkAd8MfQCp45Y5hgYwOmal8xUwkS5Y9Wq4xKuOt5NqKxG2um8P6m3nC2d3aNvljz/C3p9DXLKyvzkkZ9a09IJjv4HyAPMXOfrV0ZyhVVgmk4s74H1pwxj0pgODTt1e8cA4GlpoPqaGPHWmAobFDMMc1GzYFRlv9qoAkJzSDJHynmo9xx2oEhOeRmgCeMtn5qXcVP0qCO4Qjng1KWVuhFNNNbgL5jEZxTRK/oMU1htIxnHrSDnrQBIZtueKRbjJ6UnBHeo2T86d7DLQYEcflSdqrglTUiu3fmmmFh9Hv0pocE88U/oeTVCG45p36Unmp9KOD70gD+VNIzTuRxijHemAmKTFO4/Gl7UAeLE05W4qInB9qfbqZXCD8T6V5V0kd9iVVLsAKvW9ujY6FccA9z6/SpIIFXCgHPXJ9KuQIGO7GFC/KK4KtZ1dFsaxXKPt4+uPmVTkn+97VchXBySXPc+tR2ynyhtB2EZIx3qeOM7Du4YjHNc04PSw+ZdRHdZJdq884UZ4J9fwpVIU8ZIU/QU4oryBQ2AABwOnrSInzbRk96tQle7J5lshcKGVQevH41BKMqBjDfe5FPc5fPP8ASmYwWznJ/nVvsIZIiiB1zhj0x2rOsY5nhKzOsswIidtm0FuDkD8a0ZMeYp7e9RNsimVyV7KuTjJ9PrXPNK5rFiucyLErqQnXaeV+tF9N/Z1jLdgKTDESqkZBb+H9cVFDDDFdS3Pkr507fvXA5bChR+QGKsSIjxlGTKkbdrc5/Cp0YbHN6a882lxyyOXdhuZ2PJq0CeM85PWnbgQcKBz2FKqbImZjxjislFSqaFyl1Im/E54qEjcQd+FHUVJIW8tccZPaqc0xBaFQoHc966Y2itTF6j41IlO77vZqkAhjUuCCTnq2KhYlYFPY+tRjBxnmt42RDuXIYvMYPKfmGMYxjNMKRiRi/JXn5qjEMs06MylQuMMRU0jx4xn73B4rZLTYhkNw2InlaQIjDaC3XOOK5tp5PM+9txWpebvN25O0dgapvZiVtwJGe4Ga5615vQ0hZFm1/fRo/QntWurvHDuUfODux2+lZlva+XBsVSxUZ29z61qeXKERkBIbGcj7prSFO8eVoly1IhqcT27FSGJ5Bz2qB5BIrHdk9qp3FmwZlTOCSpAOCp9fpUsCNDCGflwORXBTw81Oz2NZSjy3RqxBXILsViHIXOaz70NJdhRuCKg2jPuaeZiQdpK5+8Owqm7yTSARAqudvBI3V6U5LlscyWpbjbyFz8jDrg8iq81wJpGGRtX5s1PhIIf323nhUz97pWZrFz9r8u2QhRkEqq4AXn+vNRN8sdWNLUchtYpd0OC3l7Ts6A5/nSxR5YnufSm2lrxtUcepq48iWSB8gyEfIMZ/GuaUnJXtZC6kc8n2aMqv+s/l/wDXqhJK77csS7N26/561G8mX3H7pPOetVfMIyg6bTxjrWVm3cpLQtht25CfxHWkEu+TJb65qmJNqYx16YpTMpTsRnJ56+1axaQWLJYPMjJ98fKTWkq5b5mwP4mPT3rLtkLKeOpyxqxcTnH2ZG/3z3P+zXZTj1Il2ImdJp3kTjcxIDDH/wCqrCbgO649earGPBAbk4/zzU8UjR/KzEqB0NdPLoSYvisu+nW1qn3prhmHOOFX/F/0rlYIpWm8lHAVeC5HC1t+JLpbnXksY32eVFsbOcb2O49P+A/lVSG2kt52g/1iuMZjyNwB6jOD+dEnyo66Ebq6JbiOGKzmXy4/OcrEgXHHqc9/rSWVs7xTQq5VFGevWnfaDNa/Yp44t5beso+8v/68H9auW8BheSHYwLHOXIOcjoaxldRNnLVmnoFyWuoY0Vg7fK4wMLiuxukDiFDyxbdz2GMVjaHYLbWn2jZl2fG88mtOOaG4uX2yZ8v5Tg46dawukvU560lKWhsWUXkxjgk1ceUIoK8eoFUbNnEPykMPXvUF2xh2pli7ttzjP51Lk2tDNLXUbf8AnXAdo2O4/dUcAc/rVJ5JSvmTMAmOQnT8qtpeeWUZ1yp4OOKinRHIhmzskz07VHK2rrcteZT1M3CWcb6e3zMcFCOo9famWt/LDpk5l+eaPhTng5q+YCfm3NjbimGxSSPZs4PJFV7yYklzX6EmjQutqWkd33H7xP5/hW1ExSRdmS3FVLaAQ26KOMdM+lTocBmPIFNOzQ7I7+CSdot08YRyfujtUgY/WoYruCeJZY33I6hgfanNMhHc178ZKy1OBp3Jw7YHSjfz1xVcMnYkfWl8zgjIPtVqSFZkxIY/eoO3qRUQx2JA+lP2E/dORQArEY64qNvkQkHrTjC38RxUkcA2nJz7UpJtWQIo7KniJAp7pAeCCKI40UYDblrno0pRnqVJpoUM397NBOee9KY/RqTYc8V12IED4PWnqQeTTWX1GTTN2M4WkMmKqRwcUnPY1GHY/WnKc55/CmncBc4NG4n8KaRzmm4OetO4EmSTUgJHPNRoMtmp8AUwE3kc07dn2phPPekzg0CHEHPHFA/Gm9TnPHpQR7UAeLEFnAXlj6Vq2tsIEJPLEcmktLPyQZH+99OlXolDSKTnjtjvXzVevze7HY9WMbaiqvBGee471PGFUANzxnNMCbhxjjIB9KnRd64x3Ax3rCLuhstWJLRrglQOvueavSKhVfmHJ7delU4Y0UKoJC9yMj8asrL87PjOD8orWE2tzOSuyu3yylFxgnrTDNhjsPr37UTKAWKNuKdx796pjcqllGc+lVKQJDnkz3GD79KkX5ecFl7mqZd5I2EbLFIRtVmTcAexI7/Srfy+WMnoT3yKzXva3G9AEZ3ZyMbu5p00QK5KBsDeAR0NLCOTgZPbNS78RnIbA6EU3FNBcqLiMEhxuAHfuadPja25m+5x9aHj2SHjK9VH1qve8oq8kMcce1ZXsrWHuylHH8vIOSSTSXUZaRR/CBU6ud+Rn8aiaRgzHGflxilSUWhybuV225XcVX0z3qnGkc8hk3HrnkU6W4zMibBnu3p7U5DBFHjk84xiuhJPQz1QXjJ5S4GI1OBzmnW9uqEM+PmHHOKJp4ooAcBec9OW9MVR/tCWWQ4VFHYFc49/rWrlBO7Js+hqMxLlFI+7j6VBbW4lb942AKbHK7EZBBbvSyny48ZA3HrWt09SNtBJbdJp2RUBCnGfWq0MOCBt+bOCKtmR1gTZJht3bqwqaLYQzsuXBwfejlTYXshIkKfvHjwMZHHUVZhdfJWRJMoB35P5VH9pRGEQ6jqB0B+tQXN+UZ41T0w2O/vVtqKFuZt9MsDYQn942eeuOuP1qOB/PHJyKbqKeZHFzyX3H1xg/wCNJaq2VCofu8dgK59eYroXpEzbuqqC5PYUQ2S28CyO4HmtwA2eg6/rircLZjy+1pG7KePrWddl3uY4YGVd24qC3bj5s/pVSVtSV2I9RjDeWCdvlhsEHk5x/gKz4o90m7OfetC7R0g8sucZxuPVqg3LAm7+L+H/ABrjrvXUaY95Vtl3EZbsv9TWXPcs8m9vmLdP8KdLIWZuuTVYYDDeuQo6A4wax+IpaAXBjKjgjP4VW5ZuTjI60EEN7k4qtPcpH8rAYwD19+9bKN9Bobd3RtykmA277o9KWG4aXPm4JPYCsKW4lurgNF8yqcKCeK07YuoBZCDXQ6XKl3GdBb3sUQxsZ29OBUaqxcsxPzHdk9ajiO6PZt6HI9R61bRM/Ke/TNbwWhmyWJ/MYRycE5wT2OKikuY7eCSaRCyxqW2N7dvp2pASh9G9fas7XzLPcRxoDHA3zsegkYdBn2/r7VXPoVCF2c3LHLc3zzSlPPkcy+ZyATySOfekmluIZSgLK5YjOTx6itOewMH+lu4OxflUcn61XtmBaSVhtkfc25xwB2ocurOuLW0R+mW8YkzO5WVXX8F/GtORo7m5ItMGTrkfw+nNc3DBNdTGIgLIx79M13vhnw3LMi3c7bAndgcsPWsqqd73CXLy66GtYwSWejrC7fvFQtjOeTUWn2EttfRedC4jc4JPTOK2oY/tt19o+Yo3zKuOw4H8qfNE7yMijAwGWsHFONmcew59St7L9wIZCwGQRgCoorgXBZ3Qbh0warTWzNIu7lveqN4sllcKQ/DD5sH7vvUpzutNAdkWVcXNy6btiYIGK0RGpCucEjpmsWIFGyvT1NasHzRA7iWbjPaqpv3mi3tdEr2yGQNvwv8AdJqxGmABt+UDgmqpCs47t3BqwT8u7nGOK0aW4gkuFcgZOfarkcqeUEbIDdXHb61kOjjkDP0NP028eWXa8cqFeoZaxVRKWqL5XbQ9JiiiEabTldoxj0xTyiDgZrO0i7hubJVjlBeL5XXuvPFaSkDGXAzXvwcZQTRwSTUrAI1HIz+NP2IT1pRx1pyn05q1boLUVQq9KkDjA5qLPzcj86dlTVpiH7xnrmmu6quc496TC96r3dqZ4yElIz1GetKUmldDSTepOyq3LHNGVXoBUUERigCM4bb3NSnae4pRldXsDRC0j7uuBQWl4w3FQXERkc7JGUenalgh8pmO9jux1rFubla2heiRKrGT7r54/GpNu3GXxniotgByTinA4B21rG/Ul26EqDGQSDTjt/P2qsBk8VYXG0ZrVEi7QOaAM+n40ZFJn1GaYh2dvQUb27U0tzzTd2e3FAD/ADGHUYpd26ouvQ0oJDc96AJd3NLn8aiJyp/wpFOB1FK+ozgyqqNo5JHf1pUUhG2ZJBySe/pTljEjgnO0daaR5SyjBLE8kdAfSvlHoj1b6kqnaPLGclfvBcAinxBZWw/GTzmo0jwuT8pJJC+gqUA7lAwWA2he/NTF+5cHuOFykTsq7mIXnnHPYGrUSP5ChmALDOcdfeqMTieTzlZXjH3SOR6VPcXQQbPu8/NntUwldhItGJWzlewX0qpNAI5OvDd+v51PA6cvv3cYyTkUFd65xx7c4roTTRm1YypEO08g984/lU8cgePkbTjgHmpnjSOPbhdtRxqkj7GIXPA47+9SlZ2KvcEnEbBlGavKVZip+4/IFU2tCHWTfwnYHhv/ANX9easq3mKGGFCjP1NaQTV0yHboOa2Rz8sgyOq+1Ub22dFjk42gnketXZZYgcK+N2MZxmqupSM7bA3yLwPSicYtMIt3M5QANx6Z7VRvpgqHkhh8wAPardy5SEkcMBheO9ZewHO7ndwc96wuloit9WVLdWluSWHGM1JcXKwEom15M/NuHA/xqaKFYEYs2O+aypf3kjPkfMxJqtYR8w0bHPI8rBnO6p4VGcNxVdCFK881o2sO58kfjWlKN3qKRajVEwT06f71QTSxwQ+a2Cd2MHt9as3snleWqHqfmyOcVn3Mplt2i2RlG65Gfy9K7XZKyMVqS21xFKPm2ksflPAH0q1JKYYkMYAdsZB521iwqUkZAhXoQc5BrVJT5WdgWPOOg496mEm1bqEkkEUHlkOVXYepJxUdzOkcxUBC5AC4PbuTVe/1GGGOMoAzlj5aPxtx1J/OsmCeSe63SSFmOMk1MpqOiBJvVmleQSz3KeWB5ZAXrjB9afHEI0EPmKZGyMLzxSmOR5kBTKlQMkcde1TTXVsky7kLNgYcKOMdP50+VL3hX6Dt6Q4hA3cbSSeeajaMu67cBlyM47U62i82RnkuML7GqyxmNr64QtKsj72SNRu3D+EHPXtzRJXERtcGQbZAAkZ5Pc1nzTb3ySBzjHYVLNPmMfKVLfMyHtntVBuSN3+favLnJynqaJA7EgkDbjLAUxlZyFQAtgseeMUu4sAB16c9KkUPHyuC+OjLx9KqLfQCrIAspiLgSDGcevtXP3od7ubnndgDPQgAfzp15cXz3TxXK+WWOSUPDfQ+n0qSK3cKsgC7UPTPX8K7YRcXqNIm0/T0MaggYH6VsR2wjGMbuOp4qvHc8Hy+dv3sDkCo7i98mJ5w2I15A/i9v1rW6W+4KMpMvLCIwSMbl5Uevr/jVxVSRlAB56nvnvXFXWs6nvjlgupIUC5Kq3DH1xSJrup3NqbR5xIrAh3ZAXZfdutU4Nq60K9m72OiuNVsVlZIZ1kfqxVvkUDrk9/w496y7/UIb2WFYSWSNW2vycFiS2c/h9OetY0mFWRFUAYUu47j0/lSQMstyAuFjC5xzyaXs1fmOiCUdDSjubi9Me/bjZgIgOAB3q/PpjQQrHFukkYfLGRyq9/y4rOtZ3t5pJreNHkXaqq/v6DvWhpV7MmoJczMfN3EE9sd8VnNu9+hooWWhe0bRILzUY1uMvhPvBsfjXf39xFZ2cdgn/LUbWOMZUdR+NcXps7aWzuq+Y44UM3C89fxrRmvJNU/eglWXHyHke5U/wCNYutaDSepzVLyl5HQC4hEAjG3G3G0Gp42Pl792Qq8msGDfGQd53H2qy8zlnViwwvQHgms4Sb3Ikie6u22ZRcnsfWqSRtISX5PUsaYLgSfKnIFWY8RwvI4OBXRCNzNkaKVj8sk7QccccVYRgibEYiqktyANzso+pqJLoOgMTbl9R3qJSjF36mii2jct/mcDHPrTrkPH99sd6zkneN1YHaPap53MjoN3ak6icQUHclQPyc+/PerKbnHy9QO1V4FaTA9K1bZAGTIxk7c+lYJOUrF7FaWxuNNlstWim+RiMw7trfT3zXZWcr3ECTSR7GYZwe1MjhSdk3xq2z7ue1X0hwMla92lR9mrLY5KlXnWqAZIwefTmnqD2NPCnH3cUbOa6kkYDcHuelO5+v0pfKNSLFtBwapCITkkikwcYNT+WenH1pCFVcdfwoAi2bm9aWSP5c56c09cYx0p4696SirDuQBCDnNPEW4DJ4p+znIo27TkVSiK5H5HGeuKURbuuRVhMN+NOK07AQeWo/ClKcfKf0qZVz/AIUvl4IqgK6oecnNOKVOFx/DimhAzYPSgCvs5/wpNnPpVgxAd6QqBRcCHy8UbGH/ANarG0U3Yd2D+lICHqen501lb8an2c+9LtHpQBxK/MegHYCqciLPGoGCpO5SKuMVjxvyFIzk1APmKK4BxzxXytRaanpx0J8ARb9qjjjtUNwz7BHuZd+7gDn6/hT0AMgHzbF6nPcCoG2mQOy52HjPODjtWMpdEWkQiYWVstvEhVY1CoR0wMDr+FQQbRK54BON5I+9gcfkKfcPsuNjlOMKgY4zwD+PWqwUxKsew7V/iDZ/z9amcnEaSNq3uE25QuytkMduceo/+tVtFQkFQWRTjPasPzCB8oeV1y4RDtGeRgnvjPf2q1BNNwXdFAGWJ61UZqO5Mo3L0zYfnAweahijPmLuY8nnHbmpJU8xcYAOc9KWNWC8itlrK5D2EKlt/wC8x2wO/eo5YnR1UfxcgDmrsNsDM8rcqo+6e5qPAOGZsMvQYyDWko3RKZkTuqy/vE3Beg3Y5pWmafJxgmpLqMEsSPmI4qojArgevWueMmpON9DWycbkU6ANt3ZI45qtKEdl2ljgdxUs7HcUXqerVC37rfIT0HANapambK9zIFhwByfl9qzVh+bceM9R61oeU8kJLDBL5HGKkWzON5OB9KtQc3cV7FWGAlunHTNaUKrEhdyAq9+uaYoSKMuxIC0sMv2lgPl2nrXRCKjoZt3I7jM7q27OOx64p0sWFTdtTowLD17VHI6rJ5gAKg7eD09/eodUl8xl8k/IBxj1rS6SuySWQQLIF/jx25/GmybZpEijPT1qG3tzcRI7AiQjax9u3HrUEZZZOrKQcEdPyouBma6Gi1CLMyO3lLlM8gbmGfQ5Pp0PWq0d2FkXa3z+mKXxXo91dSW19aQvIqoySeUfmHOQdv4sOPSsKC31Hy1mjiuzFG3+sVCQp+vWsp0/eujSOsTtrS7Z3VXdkI754pNTeewiedYYrmFTlzvwVBPB9+orN09384ZgkD9TGyEY/OtW6e+EZeGVV2r/AKsxenXnnrTjK61M2rMis9at7pXWJVtpGXaquu7DeoPQ/Q4rM1aXUYbNUhlVkCt5sq/eZz1Yhv6ZohmuWZ0eyjDqMgRReXj/AID09f6VSkgudSn2vGwwcbSOf16VPPzO27KSs7l4TbrSFThvMij+Y9QdoFVm+ZiB0Helts7TbOMOv3Pf1/HvT1hZs4XjrXnzVpMYkfBBA5zUuSOTxtwS1RruJIzil8l3ZcHG71rSDfQTM/UbTzo43CfvBkj6elVSTHcMI9oDuAGc42gn/OfpWzOR5YUdRwprJuJlS+e2RPNkdOo/hJHTjvXVFu+hpRV3Y07KyVtPW5jYxM4yCDgt26fpWXqki3LRRAh3jJEjgcEcYU+/GcdvxrLvry4JNm534A5bk+uP1p8ccttCuASq4dsLg+/WrUHHVnXZGW/mrcNbL8zK2PlOcfjU80KwoiIfm6uV7+1S2kHlh53JDNnjp1prnMhkZgqBsH1H/wCuupswV2yu9hcBVkfOxzgZOO2elbGleHprza6Z9MqavaNaLqrL5UeQp2qT+v8ASvUtG0ZLS0DFANo6bcZrLmlLfQJyUNFueay6A2nyq80ClV5bOcnPTkd/8Krx2kpkR/Kcb+wHb1r2GTTINQmMcsZVhwNvb61manotppFvvgUlvlXDdeTg1zPnbdti1iEo2e5yUenPdRp8pilIxz0b39qlhs5YVMWCCDzkdK3LVcIMoGNLLIPN3NHtA+9jvUqnFq73Odzd9CvYW0YSRpJFUL1zWeJvNO5XYDOA69akvrtpAYocqenpimW8SxiONedy7m78iplulEmTJrC13NjPAGSaXWLkRBLZO43N/Sr1suFB29eSBXJardSJFNcs+ZGbAz+lbTnZWiVCN2Z2q3zT3aWqsxGfnOTya3rMrDbJEvYdR3rj7WUw3MSyo0hd84H15ruo7UFEKLsHcelZzg9LHTUaiuUdl8DnIFXIiWCtu9hTrW3Qc4YcZyajTHmkj7tZShy6szUr6GpaHEmBzxmte1O+cb1GByKxbVT5g6jNblmuZMZ4FaYZKVVEVHaJ0tsMRgg81dG8JnPHvVaywFG76CrhwBXvo4WwEpHXmp0KsMj8qp5wx5p6nack1SEWiR0P4UKtIvJpwBFUSAX/APXSlExzijpxSNyDTYxgiUg/4Uu3HWlBx0p+V280xEfQZP6UjDI9qk2hhkZpuCMjqD2ouMaCQOuKWC6il8wJNG/l/fCODt+tRyHdC6g8njpXEa7apBGNkMcMsZyHUYP0rKrV5FexUIczO4h1G2nl8tC249Mj71Wt+RnGK8+8OajdTu7A5MXHPQ13NvObhCWTaQemayw9f2mj3KqQ5Sbcp6ZpVYHtTTgd6ByPSutWMxcbj6014zuHH4CpUFKfakwIQCOSDTse1BJJp27A/wAKAGnpSDAp3U0zHNMDhbhTtIODu4AqJ0eIg5HC8Y5qTeSq/LjvjvSS4aaNSGALbeP4e5/ka+WqWbPSiMBKRPIz7iR07VDCu2HpuZuWJ+lTT4MRBOAx6+gqIbQpYthOM5PWuaEbz1Lb0KUrCS6klbfncMYHTPH9BTHdfKZzuI4P3ud2OlNjikkXdIUEYG4nklXHQ59KfMQQ3zY6rn0//VSnvqNDbCeQKGU/OR82eua1tu4oQGDjoBjP/wBbisWNW84bU3jjJIK4yMmtSOfy0Dbc4xlv73vWUVfSZb8i+FmZcKR+dOjLoVUj5z1APAx71AJsMh4UP2HPNTLv3YIVmC7mx0zXRHyMWSpM7J8wBA/DihgFUtu3H1NRxhcY3dh16UjykxuEA2njpXQnf4mZ+hRkKs7N0Y81RlXbOUxgYzip5X2Senv6iopZD5Zbvjbn2rFJfM1vYiUBnwOpqvMUZiucn2p6/LHuY4zVB3ZrgnHU9q2vZWMty0mCSnXHUHoTTHMpXcSGU9xxSq2xsdDjNQzyR29qWf5/KXcyHjb7ZrphtqQx08bvEo+bAOSCOhp9lH5f71wSncjrXPyanLeygMBGg6Kv9T3rWgvneDyiMNj769WHoaIVIuQOLSHXUayqnlKWyckd/wAvWs63uGF8+/BXftKbvu4OBitVrnZtiC+Zu5zj7o+g71gghbu5BUKySkcemciqqO1mhRNXLNPluO2B0FSmwkebcdpQ9Tnn8qdtRpuDkZyOetTajNc2lqHT7ylV2uv3VOfmX3zjr+tWl1ZDYNG0MUUfytzlivH4U/YWkU8llBw5bgGqaXE88UkwKidY8jCjlgM9OnbpTNPv5J4mTcrAYYMfT0P+NPmVxWZOfKtFXc2fxz9Tms95rkTyswUxEHIJyGBp+qOkcq+cUiiKA7pCFGM+tcxd6zNc3QitGAs42DDKcyEc5PfGeg/E1M2VFXN2W4jfaExwOKhDOrl1OCq7iOzDPeobWyuJV8xpcyE52txwfw/pV9baK2hd7meMsw5TBxjnj1z71xKhV9pzspuNrC3VhA1vJOVxLtypBwN2M8+tZMsgEhKFgPrVu+1J7jEWFROPmXPzfWs1uOuOe1GInGUrRCKfUs+YGjzj5xxkUK+3JbgeuelRxMDuzgcjHtTCd+ApLEgEe1Zwi2Noi1SfEE82WKx/M2B+f865htRWBJCsWZ5cHd/CO/FdJrDSWukzmJ33TBY5DnJwT/hx+NccluZnKswBReB68/8A169GjBJNsuF7aGlYs1y4lnbdhcZYdvQeg5q9I/2QPLGQ6gAKGBw2e1Ube3e1tTJNuTzACpHPGTz+dXHYPY+WUYzcBIwOeO4I/Gipa9nsdS2uVliw0eWYsTtXYeufT+VStZpbRypJKHmf7p64P91h/WrNnpGqGESSWMioOFAXIPvWxY+G3uLuOe7QqoPJ3c1Mpa2JTile4vgqMWt+iZysu0EHtyfmHt2/GvYYR59qQny4wM9uvauCstL+zzWyQnIjbLHHP0/Wu2kvo7G0VAwLj9KcE9ec5q81JpxIZboab5jyPvds8k96577Q+qXW5ssg5wc4+pqHUrw3Ts7HG1TgelZd1d3MK2sVqreWx3S7OrD0B+vWsHa/kSjWuLtbZ8LsZQuMdOfrVZpy8zKwB6ZzVJc+cQU3Aj5jxjPpip5JUtV3EZZ+ABSjJyVxtWKki7rhsY2544q/ENibtoJFUkV5LgvghD/D15rVEeF5GD0rSySuSMu5pItJeSP5SxCj1Ga4bW3LXEFuR8oUsT6V2N+zLAtsoP3g571yerWjx6jFOOVKhc+lRfW50UUuYsaHZwBhOVVnU7VzziuztVzFu7dMe9c9oduksYIx8rcgV1Kq0dsfLj3tjO33qqeupNZvm1JhEIbZixB4OB6VWtbQMu480gM4tUWYYLNnkdBWpbw4h44zWdZ3Yo6Dba3Ctn0rV06Eu+4VUCiONj1P8IrX0yI7BXTgaSvzGVaXQ01TaFqy0gKgHuKiAOOeaVjx6V6pzAozT6apHJpUOTgDmqQi1APlyx6ipg2OlQgBY0TOMEdK4jXfGOIza2qSRzrIUmY4woGeh9+KU6igrsunSdR2id3uXNKTxxXlWi+NprS4hhvAptUG1gg55Od/1r0myvYry3EsZOM4I7g/5I/OppV41CquHlTeuxYDsGHQDNPO3oevWmgcZzzinggjoMe9bGI0OQMc0uc/e4pMAHJ/KjK7fUUhilB6Vn6hpdvqK7JkBYdM9DV/cSeAQKXqM4zUyipaME2tjGttFaBP3JiiPoBWlaW72+7e+9jznFWMHrSA57VMKMYaobm3uSHaecDPrScg1GQQ3PNHVw3JwMda1JJ0NOzx9KrqSCeSf6U7zMD3pgSGm47Uok55XBpSAWBFADcGl+tO70g5oA89ViygbQWxuwpz+VKj7kBfg4YnNQpKEYrgDjCryP1oKiV2RtzAbehI75H8hXy3dnpD7qMtG43MOMLtOCPx9aq3A2wCISZfjmTksfU471enGyIEtu5yR1x71m3kiRTCSRgsaxM2W4AHrn0pLRBe4sSkW4CsA0gOFz7561E8RIUfMFbhh/tZ/QVYVl2gDqvykjtjj86Zu5YM+Mc4rGSTepomRyDbsYryOGx/U06FxIHxwSODjv3od8RAYA3EKPUnGajVGST5SAmBx0IIqGr6hcvgojb8neEVS7dGH8P9asiR9x3Ahjxzxg1mq7tPF5cqIFb5wybt6+3oQcc1dQtkk5G3uT37/jW0WQy2AvlDGfTI5qGVnwNrYGMdKWNj5K72G7P3Qciq1wzFTk49h3+tXKWpKWoxow8jfKx/xqrJiNmRhu+vSrYPLPgg9PaqMxOd5OVxx6VKdncb7FSWItGrZ2IrAsM9eDTVwx+Q4x7UwP5obgfeqSNQqEN9Tmt4au6IZDLMokZFLGXGOP8AGuY1bUJLm7ePO2FGwozwxHG7/Cty4hmlu3lQYVsnI/hOK5doiVUEgnFOpN2sOCV7jreQ7jx0HTrW5aud6nkGsOJAJNrbdzLjA6mtWzlaRnDJjkde2amOlhyN0Rq+wjkjnOOlTXTOqRoI0MJ+8AeCRSW7lIUz0xjIq08ccgVg5yB06Yrujscz3KCW0Szma5YoisfmDYHX2/Cp7yVJHFt94bc49uvFPusASfPkHCE/3T61jyl/tRwx+TnO3kUm1HRBuX47SEQShz8rqVdt2MDnp+BrGgRtN1CRDNmMhQsr/Lljj5fTNa07ssSuQGXd82M9+hxWb4rgR9HIu7xbRFlEkcnLbnwcLhfvcE/TrxTsnYSfQ5XWbi/TU7+zubmSaJ5hKPM+bjqjLn7vynHFLZQqq54z6msxJJJn3yuzOQASzZPAwBn6cfhWraMAOgx6Vz1ZamltLHURJ9m0We5XPmrjLHn5iQoz9M9D/Wsmed7iV5pG8tMEL1I4A+Ue/Oe3WrE10s2n425lklXcfoDg479vyrMmfc3GNo4UDsKitUuklsTGIvmKW+XjB4zzUbTEjG3BpAM9eB60pVWbj09O9c8Y3ZsrIRcyZ3ZPoKshkt4mdzzTBtiTe/5etc9qOrmeUxQtu5xu6g11U6bvoJJzY/VtT+0zBASEiO4jGAeP8/nWPapI7706MduCaddLsjVS25yO/XrzV3TrcyGNVxktgj1Ppmuu6jA2hHW3YPskslwsEYG9ju3DofSvQtA0RbcpNMFaU45xwPpXFWlyr4YkB33Bj/LHpXaaJq0zkRSOH4+8Tk5FYOpaSUh1acuTQ6iRQE28VRcYYBR79KXz5JBhRgep/wAKax8levJ/E1bld3OO1i1G6wLkkhveqd7du0bOmSAcFqrzO8oOwZw20kc00zOcW6Rcscg+3espz6DUepn3EUiTbi4YsBnnG2p4SBbhBgAtn6VfmsLVt8k24jGfvHsP0rJs2O8cVlezsi+hfVQuCuFA71mtKZ7nJO5RwMjtWhMu23ZQfmc4Yd6bZ2W6TlOvetEuiEyzaW54+YbAMc9atPIJJFVOQO/rUn2cJC20/MVwPY0xFWCNd7Af0rV22JXchkhEs5f+LgVS1DTnkgdVjzxwa2Y2jfB3DApHZ2kVNqmM9jWUmti4XTuczoqtBfxRkbWyQw+tdrEyqApOWqi9uvn7kRVbH3sU1ryGOQRr8xHBalH3F7xpVn7R3SNFkWQgHnvV2AYUoVwB3qvAQ6Dao6fpT5maQC3h5ZvvH0FPk55aGd7bklsRdXAYD5F4X/Guot4lSNQoFZ2m6f5Ma5Fa6cDGRn2r1aVNQjZHNOV2OAwP60wgn/dpJ95hfYPmxximWwmMK+cMP0rTm96wraXJl+704FJCGXcWx1p6qwyTwOlJjJPUVaJKXiN7hdDufsbMtwU+Qjg/5xXkF39qjnMc8bsmDwB0Gf8APNe2sgePb1FYt9o8VwxIQBvXFc9ei6nWx04ev7PSx5J9mZ1JRck8A16x4PsJbHRUEv35Tvf24AH6Cqdp4ZgimDMnA7AcV08S7VA4x6CihRcHdl4jEKa5UWd/p9OacASv9aaF4qRD7V1nECodo3U8KOgFMzk9fwpckc5pADA0/bgDH50zPr+FEbnJDHFK6GK5OMA4AqFlJKtuIxyPSrLAFRTQq9DjJp7gQk+ppFLdWAH41MYxjBH40BAR6UAV2lQSpFu2yNkqMcmpAc8E8+9UtU097q1k8oATfwk/ypdPSaPT7YTZ37BuBHK+1Zqcufla07lOK5b3LvU+n1FSRsOmfpzUW7K0fiBWtyCyTkikPoKbG2VwetPJyOKBnmhi8mZtrBlIzj+7wOtPjdZACvf5vz/z+tMkLABt5yP4vekifbGGwwXJBz2r5lpWPQJ2lJDLt4OOhzVDU40n2RSBgnl7XCn7w5z+uOR0xVxQfLZsArnA4qlO/lupYjLcDJwPp7VLTUCl8RSuJdtw0vzE79jHOOu05x+XP1q0jBlJ8wMxJ528e9QTwbjlgw2n73fqDj9KVcKwOMsWwPl5A/8A1GuTU10JTI0Z3lug49D7Co57kqp2Lkn7o/pmiQ4UyEOVU7vkj3tzxnHp6/nT1i3PumGWI6gbc/SnJNqyJJbJHeNZH3I5UMR12n0z7Vcj/cKoUhQB90H0+tMt2BROGUdCMYP+e9IX+YD5d/UAdB9a00jaxO5OJYVlRQ2HZCVUnLFRgE/Qbh+dRE5yAfkB6Y4pBlFyiqezHvjqf1xxTopMsRjP8qpu5NiGXdswPu/WqNy+0Afp6VdZcyEkcE1l3KswJHTPA701HS4mwQEsVU/L7U/eWG3IwfvNUKkCI8846UxWI+TPyhvlrqi0kZsuSjPzHaEVcfIMVwzxvDLJF94xMVG70B/wrttkjgRhtm7qcVg6zZMt00qBmQkK598dT/nrRVjzK4QdmZMIRSuY+VORmtO2cMm7kdsd6qKoj6k9Np4/WnxuVdN0nynjjoahJrcpm/Cu6LzIlA3HeT0ye5PvWtARJaEbcnj3zWRprmJ8YyD2rUV0jPHQnG7t7VrKsqdjJxuOkj80uzsZNxAIP6D3qpeWKYLglV6Nj/PFWZpkyqh1VT1brxnNUpb+QuXL73Pc1x1cWoy1Y1B2M691nTtEgS4vZ5I4W+WNAN0kmOuB3+vArze/1hte1eW7diGY4iiJyI48/KoPt/MmrHj21ZNYjvPNd0uE4V2z5bLwVH+z0I+tZGk7XVk6EHn6V60JRlRU11IV1OxowuPx+ladvvYfKCR9KrxQoZf3SkjFJrWoG100wRFlMvy5HYd+fx6e9c/IpuxbZel1SCxjbzZNz9kjOWz/AEqGy1S1vSFkYW7ZwATnP0PSuWtVDwtgchqvWNs07sE5ZRkD19ap4eEU0y4q+x1jJh8KCuD0PWnKgSMSNgDGR9Kh09nKbZn3Mo/vZ7cVQ1bUwJ1s4jkDiTH/AKD/AI1EI32HyNy5SrqN490zxISq7SM/h0rFgOCGwRzjNdRqVjZTaK11b+Yl5HgFf4GToffPcVjLAkhjUYWPdyVHAOPw45/StaU48uhso8rtYr3FgxuVYuGiCKc5/wA96v6Ujy3ccXy+UpLdOfzqQ2sqWpPzFSNpIwxHHzcfiKfZW7oivIhUbcgg4I57fSiU7xKhG3zNttBszF+6Vg3d88k1s6LpotiWLEk8cjpWLp2ptB5nm7ZCMFmb1966WzvY5V3Iwb/PNYXUpLmIq+0jG19DT4iViSAAMkk4Fc9fav8AaJNloN8S/fkA+97D2960ZJvte7eMQLyQf4z2/CqUMLy3JYqR94nnkgU2+iOZLuTWl3hXyhjZeVx824Y6fWrFsrM7OeHbvjkVCFRdql8Bh06fh/Ki4v8AbP5MCKAOSSK5bts1sW5ZF8iXexVduSeueKy4E8sRZRuePXmpZXeReRjPSrMIBU4IyBkj0rSMWJ2JVVJItnRs5J9KtQIUPTj2rMhunnYYAVewHer4uxHFnBHaupNJGVi2QSMn7tU528z5CAADnNT+cDFuPp0z39aqqfOmLBTt7AmoauUiYW6RxiTPzexpU2mbcdxOelI0sKvsD7io5HbNSAYhZn4x3HWptZldCeJi0mM/JnoapTaePPZ1lCZJYKe9PkuXhtd0S5c8AN61LYWE19KqMCJyfmPZBTmue0FuEdNWa9nbySRCOFcuw5PoPWtqy05LVefmfuTVqxsUtIFRPxPqatFAK9Ohh1TXmc1SpdgjYGO1SoF4PWq+MVJHgV1WMywfah28uF5CPuqWIoU1XvX/ANHcdipB+mKmWwLVliGaO5t0kSRWVgDlTkU4x8da4DwpfPBqphd2MMhKLk9T/D+Nd6SSves6NVVI3Na1L2crCr0yetKVHXFIBmnZ6CtzEbs7U5V+alB+lO2/j+NADlBx1qToMmmKTk08/SmIYfWjqDxQ3J2/pQP3Y9qTKQmcnNSdvu5NMwMUZIXIpJAPzx6AdqM4I4oDZHvQCMEnIqgFDZA55oU7ietRZJ69KcDhSaAHnB46U1k+Xr1pu8k8E0oY/WgCFhjvSFAdpcbgvIIqV0y2786aCDx0pNXWoDlbAHcVIG646VB824bTxTl4zyPxpgefu2+1CYyyjqeM+lMhYlQrqU3csp7E+tKrHyDkEZHeoQPMVzv3I6kZX5Tg/T+dfN7q53lhk/dkLINmc/j/AJzVW/iZJFTcz+u4/dH+FX7eLBLDaVIABzkj8aoXj4+ZuufXp/nipnH3LDT1IAweEcM7AjG5ef8A9VPMZ+zswc54wPSq0cpikZXDKFPyk9MetWTHufI/jX0zx6+hrnSRoxAxOEd3clsY2g4XH51KpBxubGf9rpz1qFEIQoqYIbp378ZpCSWUogP6ClqmBcTk7NoI5xQ8myNn2hCO+MYGOtIiEMVR9xUHJPT/ADmppB+6bAG3cDx/DVpCZCjuIQGXDgfNgd6YrMDzyMdae5ZXUKR8xzio3ASLAGAP0FTZtjTsPlmVti7mzjp6VlTkCQ8H5evpVjcCxdvoKz7iQgn1Y8HNbKWl2ZNEu9GfAOF4/E1WVi82eg3Y9KkhZXjz02vg5HXip7aFJZyoGOc4NbJOVmS9C2pxCS57cYHP4VnXZldZPJjZXZNoH3scenvWheSC3hjVDnJ5x2/GpIHxHnnJPQfzroteVjPpc5WGLzV2sMD1NOS3jZSoU9NxHGKsS2ktpIsfml0I+U46j34qxBbE8pGMdOOBU8pVyxawlYVfHU8+1SGR4w6knnoT6U5g0SggDA9DRKfNJ3D5V5zmufEYdzjZboIysVJ7ncTgY9ayNQ1S1slLXE6R+xOS30XrXN6/4tuV1GW30yWIW8fyecihzIe5BPT0GPrXLTSz3k7TXEjySv8AedzkmsaGVyvzVWac6toaPiHVU1e6i8pSIYlIUsMEk9eKq6Ztt5TxkPweeKbFBzwB9K29OsBIu9Vy6DcQBnA9TXp6Qh7OOxk7bl5EEcIA2ZcZJ6n6VgeIZzmO2UnA+duPwH9a3biRYycSLI/tyKyr62OoTq7Eh1Tao/vDnp+dRTkoy16E2uZukwM5lUg7Sud3YEf5NXYbaWKbfGu4ockZq7p0M0L/AGaNd6ucqxPA4/8ArVYZVXL7FIZSrAcgH2/L8jRUqe9fozWPu7FH7feyO0cXloQCGfOP5mpLXSpkdh5ZkfG8nHKgck+nT/Oakhijkll82YKisGAZ9o3FcZ9TTr6Zgot7eOLapGGjHQ9P19fpQmkrJHVFO90JcsZI4oi5AaXbkdMf/WrLkuNlx5TysQBtJXnGOg/z6UXkshzablaSEnMkbZDjHalWxCs6Id6hQGYD8acIKK1Bvmeh0Gm3AnihAfci4R4m67v4cGq9zdx4tVAJhjVk2Z+YEDB3enJyPpVOziWO0Lo3zHgs7dMHkgduo/I0zfeCLZF8y9SWHQ0mlsgS1uSxSKgdpNqoRwCePbjv0rp9CuI70s3IVcbRtx9TiuMiW+lV2WFwPuyOF+77H0rb0+Q243LFIOmFAxj/AOtWVWKSuXJKSO83xxW/koMo52ZJ+8Mcg8fSsi8drBfKEm6UjK8ZwPenJcM68tgDqfWo1tXubppsZyRjPfHFc7bnqcluXQLbd5bPJvd9uMluT9TT2Cq3nMAAWwQT29KubAihCgG37xB4JqM4n3xH5sdAaSTuDsOV1uGBToBgcYzTorZmjYcg9KWOIW+FHVvWp5rtLe0mkU5AXOfeuuOurMnpsUYUa0kkS5kjGD+745qZJ4XkTdkKPug+tZEcklw5Zskk5rQht2cLwTUKV9imu5fkfzJAo5Q9QvQVJL+6YRIvzEfMcdBT4IvLjLMvzDjFSxxMksj4VmY8AGtUtCSrOIYLeT5wGAyF9T6VW05pJGAkJ57Grd/ZGREYHLDJYfhS2Fu3nKMHPQACsKj95JGsVoaJt97KiqWLfdUetdVpmmpZQ+sj8s3vTNM01bZRNMMzYwB/dFYPiPxsukXc9pHHlkwhc9mr0KUY0Y+0nuYtSqPkgdiMgnHbtT15zXnOn+Olildpt7+Yu7DevtW7bePNNdfnSVfwreliozWuhM8NUi+51DHFJn8Kwh4y0N1y955fPIKnIqCPxro7qzyTNFjO3Izurb2sO5n7KfY6lTmmON8bI3IIxXPWvjTRJ5dpuTFno0i4XP1rbt7+2umZYZkkZRk7T0FCnGXUThKO6Mq28Nx219FOJSdj7wvvXRg8jv8AWocj/wDVTw4x704U4w0iglOUtyXHHWl3Y56AUzOc7eppWfsMGrIHDG7OKcCD2qIdqkDcjAo2AcPXNPGQuc9aj396Utk89KYD88eh7ZqOSTaygjO7IFLnBOKD+lAAHUjinbunWmbcEd6XGRQA7dwe3070ob/JpgHbHNKVPfigYpYDoKTr0/SjbQBgepoAbt96UAgcGgjnv/KnYG6gA3DGM1GQB1brUpOcZNQS5XnqppN2BEpG5M9aTLA560yP7hGDTwWApgedeZhQFHelQY4HpUHVd3Wnxcsu7IBHavneVncXEl8rl8bVOWyOvrVPUdscImjO5OGBx0Hqc9Mc1OVZdrYQ/Ng57D1qgZXnieKXoFKnKj8j/Kok7JpjS1KyPvCOjB1Ybll/hOen+P4ireUe2whUMn9706HH61TWMhXG/aNvK4HX+9n26U7TZTcwwHaA8iA46Z49/f8ASs4rqWyyZHabcu0c87h1XHO38T+hprZAVh1yNo6UMwViFG0rwSOCDUDy4Yb1G0Y4/P8A+tWUikaELbCELMWzwPWp1deTksee9Z0R37XR9wwQCD+FWraXcgwHXGRz+PFVHXRiZI+0sv8AM1XlIcf7P+FOkkC3BVImUALhiPlbPYfTFMldW+TOSRz7VTXQm5VlbdHgfL/CKq3KCVUVcBlAJOc5NWjj7Qq9AvGf61WlbLM29UJOFargtHclsilR1AVOG6dcc1ctXYnZsO/vxzVYgs6lHY8Y3Yqvczn7SEG4KV+6WzW6ajqQ9TZuIgYVZ8Ng5wOopDKsVn8v3n4X+tVonea3TJ/GmPdq7bBESi8789TW/MtzO3QZccuqnHyjbgA46/4Yz71atdoh/nQWVYFkGNpbFMubuG2sJrhlxHHGztjJPAJqkhNmX4l8S2+gWfyok97IxVIy+AvQ7mA5xjtxnP1rkv8AhOpLjR7q1ubd2uJoXiWRCoXLAjOOvAJ/SuWvby51G5a5upmklY5JPOO+B7U2OInp+laWSWpoo6ajAnI4qzFAd3SrEVrn1q/DbYxx+NYzqpDIoLYYznnsPStC3Eyyr5TujjlSrbT+BFPjh/2af5ZXBXg+3audzd7ksjki2puYrzkgY5PvU1pGLm0lt/LBkh3Tow67eNy/59adPIs8ALbUlU8/7fvx+FVorj7JdRTxOvmRNuGPX8KfMubyEkxsSbmC7FIPcjNaN2qGKODYpUIpUjjb6jH+elVJLqIyO8MAiQszKv3sAnOPw/lUYnd2LOcn+VZSvfQ0UblS5b7JIswZVc5GSue3P86zra8f7Qy7wPMG1j9cVZ16bEUCAcO/XPoP/sqxJAVbceCO2a7KMLw1OiFSy06GzFDuuDvUNKPkVSSCzelSWduXvgON65zG+Tng9u/bgfWq9nqCPG6u+yZl2BiucDuc+tKwyMvvL4Bz14o1T1NXZ6osSyeVK8REjQpgbiv8yOhptzO21nt4iNq/Oh6H3/KoxcXVurwq5US/eGQQ39aDuceUEbex4RBy9LlVyXsLBLKlsJ5kAToiAcGt6x+1XbRPNGiNsCrhduRnO5vU+9ZVsHacSXLKfLPSugtmeT98/wDy05554rOrtoiZSsi/FEy7lI+ZT096vw4jXcrLnqoJ7dKqxfJk4wF9OpqxFCduWIDkdP7vtWMadkc7lciBkEbmQqGLYBPrU8GNrfxE1XjiklYF2ZjnvWjbxhfmIPFaKHUhsFh3jbnb257Vk6ncbs2FtkqP9YR/EfT6V0MagoXIwvRaYlpCJHk2AFjn61S0VgvqY9hp8mAeh9TVkG5STy4The7Y5NahUhdiNsXvgUkduI5Q+zd368VS5egrsFR8DceaflvNEUfG3l8VHcTyCNpUA3dMelWIUDEOGIY8nHVjWanfRF8tiRYsRYCAfLzk1u6Tp4jQXDrtP8A/rXNtdNb3G3yY5jGQSGbhj3zUc/ibWLa8muTPGbYg7bZ0DBfxGDVU69GEr1HqX7CpJWib2peLbPTNaOnXZEcflq3n5+6x7GuI8Yac18bjUI5Y5lkfzAY/7uPWqmu6ja+INUs5/IazuWyJmMm5WwvGPy/Wqdzqsy+bYxROtsVIMcZwGX3Nb1a0Z6PVFUaE6butzEg8zeE8wksNv3egq7IbhkC7GVcj+LnNQnez71hREUbiFPb6mp7l4hbHlQOBkMMMai0mzq0LNxaRQQK4uZHcnDIYzx7/AP66kt4VkifL5QcsPUDpxVQ+JVjZIYypjdNpB7exJpbXVUhlc7ScfLvTkfUfX1qKj7BFSS1NqPTrWZNi5DkZz0x7VX8vVNHm+0WV1JuUfwtg47j3FRQ6i7sHeTA78jiqEurTvJucEFeGOO3oaKUne9tSHGW3Q7rRPib5NvFb6tavJKpKtMjDLfh613Om6/pWrIps72F2Y4EZba35GvB5nWX5vKO4qGJC1HEPJDEDDgjb2xXdTxD2Zy1MPB6rQ+kUVVDMowXO5u/NO3YOTXgFt4k1iCAQJfzpCpzt3n1z/Otay8davbXCvLdtcdSUkYlG9QfT+YrdV12Of6u3sz2tWU8inNwua5nTPGejaiyLFOYZHH3ZhtGfTd0ro1bdyRWyknsYuLjox5OV/rSjO3imAc+wp44ODVEgMnDU4HnmkP3abn5utFxkvb/CjjNNEg6cfjSfXHPekmFhzOqKWZgoHc8VJgnqPwqE8Z44796csnmD5TyOvFFx2HYIpMEfxU7Ixml/D8KYiIZzRnHFSY68CjbkcUDGAkHp70hyUAznHUmlyc80MQSoOBSYCjjOadgHkflTCcUyR/l46+opN2BK55KJ9rfODjvWhC2T3JbnPvmsmZEkwWUHAP4ZHNXNPnYrGuRmM8cdq8FdUzufc2APnCFevFVJn2LINozkHcOOQ3rSpP8AvQTzhsU25neSOaLYSNowzLxg56H8Pw/GsmBXjG4FAyLgn5iOfpmo1kFsFbJUseCF/n6U23XZJwzYJ3c/xZ7c+5/SpCFcsmS+3Hy4z7jNQrpabl9QuH3Sb8gv/GffHFRgnbhj2/ziphAnlSzOflfIwmSV46Enrzz0FRw70kwwy69ie5//AFUpq2o12JAAYxhtx2429jwcZ/z2qcyJFGZFLKpfnbyBn2FV43cSMhXCAfK45/z/APXqVH2SdWIHzMT2z/k0kJkki7pIpAzkYPyg8Hp19+P1NRsQZG5O481IJNiKFT58cf7PWqTyMZ5ucYwvP+f881btckhuskhVBznk+tVrx2llRVGAo6fU1aMi43EbeQOtY9xqPn3jGM5jXheMbsd/xolaMdxLVl8ic267GKnIPuV7ii7QTshd8P0B28EUkLs7K5HGKhuVYTrsU7ivQVsn7pL3LyI0NsA7ZAXnaefes5NrSY83a445H6Zq0zbmUsCVj7E+tVxeaWZ542vbeKaAjzPMlVCpxnv149K2UeZq3Qi9jWNvJLFGrH5lPzfUVzPjPxE2mWjaVbbYbyVNspjJzFEc5z6M4P4Ln+8KwNe8aT3bGDTZriOPI3XLOwkbBzhTn5V/U+3SuaHmXEzySu0kjEszOxJY+pNdOkdQjBvVmlpugy3ayNKHjAC7cbTnP/1q138Mi1t3bzmd1GQCqgVLpzW1npyGMgEAOYxLgsxH0JI9uOnWpVvZmUAJGrDo20sf/HiQPwFYVKiS1Y223oZsduF7VbSLaRxxTwuO9NadYsgYPHUiuBybegxzlU+98vfHeoJr1RgRgoMDPcse9U57nd1OM1XLZ6Lj1NaRpvqVyksk+Qf5+lFuhuV+8FUnaCecnj+hzWcbqPf5akE55Y9KuxXYiB8pEdTyQT0Iz+hOCR3xXQqdjaFNNXLcytn5lUYAwE+7UoGbUcEtnnB7VCmpPNH5WWKM2SOgH+6Ogq1EM8jp+Vc9S63FOnymRrdo8kds656sOO3Q1ivbSocMpOe9dpLbNcwpGEjHz7t7dRj0ps+jxxsrvHu2YLbx0X9K6KVVxgrkRScrHJ29nNKw8v5D2JOK0PsM8kKyPIN4bBQKePxrSdYULFRGEHG5uMkHII79qpXmpozZMhc+w21bqSk9DqUVEBbQW8gaSWTev6/h6U2KRJ70R2sZVnJyd3J+v+FZc08kvCqEFXrQrbWu4MPMfIwOoHSqcLK8mJNyehPblpLxYEiyN2Cv412FuNqqMZH3QPSs/R7NVTzCvzNyxI/StuK3iMYdvu9tzVnuctad3ZCSPIrIkWMn5m4zxVqCF0Ubm3Oep/rSRxgAsvHOOOmKssr+XnHHSlJMxTHwoxIZB19KvAqjZUHcRtb0rHu55VjREBjJOSR14qCFJFbzFd8nk8k1E6nLpYpRvqdC6oRhePXNO3IqjaTu9xwKrRRS/Z1meTfnGT6Z7U9sBuCSKw5ncuw7cxUFsE98U4Hbs5xURPNOJBxzVRkTYjkX5m2D7zcjtXTaPpqRW6Xkh3kruQH+GuY3YIrf0C4LRzWpOVA3r7eorbCJe0d+o6jfKc9tkgLiZNmXbB/EnFZOparaxJJDnzH6GJep/Gu01WwWSzkUpubqOec15trljdLds+0Lx1bgMK5q+HcKlpbM7KFRTRnXcvmSDZFsGQwB/hqoHzNI4R3eRCC7H7vuKJft24s+3k/xHOaqNBdXJCs/ToBW9JRWx0tO2rGlXaXBkYqGyGYEnOPSmywSuoUzgrnO0AgD3rfsPCdyYRLJK4LHgKcVt2Xgu2YK9y8m4nlXHHtW8moK8tDGVeN9NTghawgcGV277RW7pumBx8zqg4wCd3NdPNp1val0RVkC9CO9c9c3UcEjhN29W9P61FVuNuV3IhN1Loim0zUIJw6tFLFu6oOfyqRoX5OCWbqu3aP/ANVRwXCfLLI7k44APStX7Sj2oaVV2NwNzcirhTb95hNtaGXGJeUXPB5AbgfWri2LuDvYoCOi9T+dRtb7ZSYbnacZyRx+dPS9uY1InjLovLMOcfjWmi1M7trQRrEHptceneqrQ+UCh3CTIwDjFWv7YhVyOVxUYuft0a4RSrHjOeKTdhqN9yoJJrebbGjknunIP+Ndr4e+Id5plvDZ30AntkU7GztfH8IBP8II/nXLrpsz5jhXzdvdThBkdm7+lMl0m8gVTIgUdN5O7iqhUaV0TOMZO0tT16x+IGiXUaiSSSBz1DJuA/EV00F7b3Ue+2mjmTjmNww56V89/Zp4AQilgeVA64rV8O+J59E1iO5ETPbMvlTwI3Lp7E9weR/9et4YiT3MJ4aP2T3QNvzt5PvQF5GeWHaqFhq9jfwo9nPHLmNZCqsCyhh/EO3p9eK0A3c96673ONprcfGB3wDQHbp3zimBiOeuaX371L8hjgTu5/OnoAvI4PfApm5hRncTzVX0ES9enbtigEkUzd6sAfWlJycAg/jRcLDyc03cWzjA9M0YPXAppG5s5IIoYxzkbjxn60wjceBTlwBgj2oVgMA9TQgBANowQaY4KnNP+VVOB+FIQG70WFc8ecMrjH40+1IWdj93dycU6QVWLbGyOnSvPqUFb3dzqUn1NQSEovz4J9fWris5VRhTzwO3FY0ZJk37yynGU3DAxk5H1zz9BWlazMZP9pWzgjv3rzXeLNN0Z7/JNKv3Pm+XHHHpmrGQ78P/AKsbTjp68+/IpL+HLEj935uSdvZs/wCRVUNsVkzu927/AOJqJaO5S1RfV8I2SQp4AB6n6UAAxp35P5f5zVRWzHtjkIHB5w2fqWzVlGD/AMOPk71L10GIDtPBQ4bj29qaojjnkmVOW27yx/urgfpUNxJCt0lu2BLKjSjCcsF2ruz+OPWpUO4ZYAEdOfbmhKwN3H2Fv9ktba33O4giVN7dWwMcisy4b/iZM5z82OtaQdkLAsOH3Ifb0/nWTenM3yj5Y+Bz+P8AWlV2FHcXVWP9nzNHxnaGI7DPP6fzrmbZyZDnIX2re1R3k0l0XaF+Xcf+BD/CqGl2jOA74xnsaqXvOyGtFqagd4dPyuQQOv8An3qaOX7REONjLwxNLc+VHbFZDsXactnAVQM5J7CuFk8eXNjdXEFpDa3NssjeTK6uGYdieRn8q7KMG3ZGMmdJrmuwabaeYcPJKh8mIqVLdsn0X+favNL26mv76a7uMGaZy7FVCjP0HSkvtQu9Vv5bu4ffNKcnAwPYAdhioUcqwDrXWocuwo9yeJCTgVp2tvx71HZQhwGHI9RWrDFiuWtUtoWzV0bShdZkkZViVgpAPJJHf0FamoWtqioqFlZV+XHTP92sq23xtuRiCf1/xpbu4J3DcWfozf57Vze1VrW1I5dSC6mC/IhxjvWY8hJ6/QUTzkd8Eds1mz3Xlx7iAc9vWrpUmzVIgvb75jHESOfmb/Cs8FiTknmpEQyNwvU9q0YLM+WQY/mIzjpgetd94wVkEablqzNjgZ87e3Jq9bQyBgFY7s8j0FXINMDZEnyY+UEH7x71v2elQyKyxv5ZPXjOf8KynWvoi04wWm5n29q88LrECJOMMTgCtS2snCMuWLIBvPetWw0ERE+bJuLvxs9PxrQjtEWRpWwv8Of/AK9ctmzOU29yhDZ7nGVGOuM1Y1CaKO0827wAw2nvu456f0qyI/LVvLJ2eoHWsrWIZrpkkUhcKqqGyMd/wq9TNM4/UJFvZmht0Mab9xklY/y7D9abc2UFtbB4trODt3fe3e/t61u3ljA7Im05wSSOP8imHSEbG/LL2zwarntZI6FUj1OatoUkR1ddzfw4HNbtjpUrSia4I9lHX/63StKHSoLb50zux1Jz+I9K0IbQKBzx71V3Jkzr9IklvAGj5JUVeijDIePlXpT4IFa2IBwo6VPDF5WM/MVb5hV2sjluZ8cz7wm7BB+6K0CjOuEz5jAD8qSK0InLHIVjuZzUrMjbxFwM43etRay1HcryRgN5khUdN3tWitkAN+cfWqk1sJfLjdyAD0XuaW+vnQqA5CZOVC9azfW5oltYnMqiFMYOB+Ypizo2O/0rInundWCnj0FZaX93DflECkKPn3j+orzpKo3daHQlFo6wuDTTJg4zWZZ6mt27Js2N/D82d1QeTfR6hvRt0DNgncMhaSlO9mNU0+prljmtvQAUuZJP9gLWHEjltvbs2c5rpNEh5/HmvQwacqlznq2UTWul3w5xiua1CECKV2GVVSSPautnGY8YzXKeI7e6m0i6S0XdOU+Vf73PI/KvUrQTRjSeqPNpntZZXmlxBFn5Vjk3kf8AAamkihs0EokGR2dcAemDWQ5cfMPmB7Z6UiXGNwaNC2f9YR8w/GvKUb7HttaHSLrCbFP2rAIwwkXAU+uaufbY2yz35d+vy1x/mowJCNI3XngCm/v0XzwcIP41HT2rrT01Ryyops7O5v7aK13u+7joOtcJqGozCaUBEwzZ3YyQPStFLaeaPKrvQ8b1YNg+/p2qKW1eMEPx24HU+lYuScvfLpwUFoUbbVVRW8yMMT0D9F+gqyzTSxRSQMxDL1K5J5/Slm06SWJFkUKo5UlcHFVRo88VyybgpBxlDV3vtoXpuwa4uxcbY5g7xnO4fdB/GrUKXkkXz3JjXbjbGDz680+G1+zDZEWYjrnAGfekWVFICTRCU8BS/eiS7he+xJb6bJPMH+2IOxwpX/8AXXU6N4es7dfMJWRjyX3ZHvXNwYHmEOwO/Lr6eozTJ5J9ixiaQJzjLcMe/Hp060X+ZnOLlpex6fAtssOVaMoq5JDAjH1qveSWP2di7IyAdQd38q8sbzk3b7MkvjLxrnPp04q7Y+ayyBhKm5SwZhwynpxWjcmrWMfYKOtzVvb22iuG+zSeYjfKV5wvcYodLa6gZyyLKvBbONre/r/hWZIohkcSfKOCc/3eev5Uwt8+FkUZzjK9OOhrWCURPyNnS9Vu9PvI7u1kkimUEcruzkdPQg/5xXttlqcV9b+bCQ6q5jYgHaWXGcZ6rzwe4xXz8j7DjaxbGNoA6/0rqvBHiCWw1ZLSWRfs106o69lOcK4+mfyz6VrBuL02MqsedX6o9lSXd3/GpCd2Oec1SSXpxVpWGMV0nCPGO/SlBUDqeai3++KRpM8d/WiyHcn2qcdhSjgAAcVVU4PGR+NTqx29BRYZLu4znp2oPPSmbiKTnefm4xjbjvnrn+lUIeQfTJ9qXqMdQaYrbenI96fvyvHSkAitjOe1O7Um4A8cU0Es3BwP50AeRMcr71A445FTk81Exz3rnZuQBjH0O3nIOM/544rSt5cE4+XBrNkHFRidoWBPIH6Vx1qPNqty4yNm4ZpYXCclfmC5/MVSOJEDfd6ZIOO/Q/yp6zo4B35B4qOfCkPsX5G3Lns2P071581rqaxZJHIWUI4BVemF6+9TsxUMeNgGcniqKMW+YnB4GOODVxW3hN2MBehqN2UOEZeP513MG4IX1x/Pj8qYufN2bcqDtAxjOOMfpUU4mFsGh+UiVNxzyUz83X2/HmnBiy4LAsMF2DZJ+v14ocdLiuWIyjwhw6YJIyo6471nzsZT93Zn1XkelXnZBGMIctxk9BVO42fKUILZxjNDXMgTsU7xc2bx5xkAA+p3Cqmnyi3u2KlymenXmrF8u+Fh8/IGMHp71w+p6gxmlsASNmNzbsZ9v1renFt6C30JfFevy3s72MLj7NGfmKn/AFjeh9h6fjXJ7ecnmpnfcTUeOetejBcqsiZRQDjpT8knJ60IMHjrUiIWPGeTQ2XGJPb3V1awv5LDDHoVB59a2LLV2GwX9o8avjEsS5Az6r/hVKKAbcbRjPzNngf5yPyq9FBBI6+azyDceEJbJHUDseKzlTjNaoJQVzVfV9MhgEi3sbFshQqsWGOuVxx+NUbq7iZB5csblvRg1RR2yTKfIjXofkK9xye9MtkRZImmtY4kOSd6fLjHbPX69K5PYQi9C40yhcTKi/K2XPAAqZNEe6gjkSZFbd8/mHGB65/pUGowq0iTwKAh4+XnnrRB5ryQrLIWjOOA/JHp7fjXTHSN0Plv7puWuj29oVdXMxyRv2gDH40+6RLZUjaE/eyJOAfxH+etVrrV2kkxBE6nPC42jjpgf57elWdLsZ72QzXAKgHKjn86wqXerNFaKu2WINO81g6kFmAJ/wBn2rorLSXQh3CorAAKDVmysIo1X5OBzgHGa0ASSR0duM8D8KSascUndlO7ljsbcM7hVJ+YLnd9BWRbagTfTSyqVilAXC87cfzz3/Cpdel3XKqMlEGAegznmqluoKgharVkm4Zoxbo/lsEk5UHkmqNx/pN4jsG6bcdce1WJI8Wuw43KRyDzj/8AXToYyisx5x1x2rRpvQgz5oI4mkfb+64YD73Qe/Sktrd5tpwQhAbB9DV94VkYsfuhCMVZjREzH1A6gDt/+qkot7jbM+RUgRQUyXboRzQQWwBnpuwOgrQdXliO5NuSMjrUccZMuxFwV4JP61SiSGTHbAL95v51atIsfKcZbqahkxhEBwF5q9EixxHzOFPbOKpbgxGDJDI44YEAfjTIIgxzjCimNJvzkd88n9aikuXJaOLA4wT71DaGkyfzmac7Bkr90DtWReK1xKGiPmKBjKGrQhIYrnI6s3YmiKJQrbM7j0Yfw1lJX0NY6FOdltYySu76dK4651Wa51CQw7PL3Y2jq3411msLhD85Tamdw7c/40kHhrTI7ESSQFWP8Qcg1lZK7Z002upQ02VZFDxnDA8juK6COCV8An5sZ4FYcWhma4AtGkSReQ5arVi+s2F+8LJPcqrbXWQbh+DVklTqR1LnTa2Z0lrYXD4Xdiuz06zWC3AxhsVj2d7DHbq/kP5mOEOOD7n/AAq6dZlYYSONPrliK78POlSicNRSkzUlBKEAkH1xmuavbxIzLvb5c4GOvvUlzdTzp+9d2X0HyiuZ8Q3y6fp7uQpkJwqZ6mnVxPN8CCnS1scvrFnEt7OykbPlKEfKGz1z71mCNGKMy4+XkA43HOPzrThfzGuIXjUzP94bBhe+AD0NMt9OjjmYZkzHguNgAz15PesYKb6HqppKzZDYwiThcbyDtyML+BovLeZCtviSVgwKjcCuPQ1aumkmixaeazqyuvycfQt2FRPdBZf3weGRh92VgWPYdODXV7KNtTHn1uilb2sFtPI93E2zYF2k9D35X61EA4/1Lc5AjQD7/qTVmcpNJ5gJaLG0Afcz6/7X/wBaobg3El15dribYB5n8OR6saUlHYabepDPBObVbj7WyktjGAFHtSx2twd0rTXHXaXLFRjPripXlMRBIhdoSAFXoScHA9h/Q1qPqDy2/lyvheN+R0+gFJuF9hPntoY72rSr5QuJDD1MTMWxzx9aTyI5JGi8kKAMA7cn6GrONkkhQsyA8Hs2amiSN4/lYnDdN3I/I1UXGWwpJoqx2SNjywsZx94dCD/OtSy06GRQsiiRT94Mcbj61FsDqChyd23vx9KujS9QRRKtx5b9cEZxTd76Gb21di3JpkUcfyuFjxxu449Kx7qW1hZg08Yjb5WO7JzjtUly81tgXWZW5+QHC/5xzUBkh2/6tQi7lZUUbsHjr1pWle9wjZb6lS5v7adVRGXAG3ocn8KZaPHvAlchXX93lfQ9u/FSvJD8sPmRuoA2GRSpzzj/APXxSWwDqDMiMGx0O4D8+O9CjK5blGxJcQ7GWNABu4DjoB1zUQB4ZAuM8jPerDP9kk8pI8wuOnYfTHTvmpJrZ1Iki2+UUB2+vfj8DWqd9DBrqeg/DzWVmtZ9NkeRpUYzRgqcKvRlz/3ycfU13atwcn8K8e8BuIPFkas20sk0QXHXKHH/AKB1r16NsqDXRTvy2OaslzEueODmgcc85FOVyffP5U0/ePH61pcxHb93SpY5Pl+Y4P1quuTzjn3NPQ/MM8UkwJzJk0v3ulM+U8cZPOKCdvT8DVAKSQ1IJCvrj1oIznrSDI/GgBwkBOc4pWmwQMcHvTN3y8qR9aDtXG45oYHlTEVGeKncYaoW+9XOzYibBNV5lyOlWHjK8j+VRMcjpUMZVil2hkzypzV5LnePn4z3rOkxHcZ7VPEysMDGK4a9OzujVPQsk4YjYuevvUkDYBy2S3UjpVbcVIOaz4tetlneOR/JlDFcSHAbr0bp6dcGuZ029i0zoQsckhEiFskbOfut60wDbI+1Ml2zzzhulRIzFArDDdfQe+PWp4iLhFfcW9z6UrMVySSHzFAL845we9UpQElKgkr0AJ61nX+tR2epwQzvFDbzI7GWQn7wPHQcfXpUgv47i0+0LPFJDgNvDY4P3cjqCfQ0p0pW5ki4tdRLhiz/AC5x6dz+FcD4mmhk1USQT+buiAfDAhWBIx+g/Ouw1fW7bTb1Y7mJ5GZd+EHKjPB5x7/l71wmrTWlxfl7GNo7cIgVWGDkDknk9812UINasm2pR2gLnPPpTQtSJjPJpz/OxYAfQV03K5Riqce1aC4WMRq+Vx1x39KqouCdwzgdvWrCrmNsnHcf/XqJM1hEtQXBt3DxpG5U5zIeB/n+tSQagk0hEzgqTl8gLkD0NVkhDofnC46YFPWMWzI+wlRxkDP41OltQknfRGqipcXA8oPHk5wMYJ6Y47f55qPVgiRGBAqhjtBznP8AnFVw5Zd0CL5I4yeDUlxYyyskYAKdQxGD+NYOS5tSm0tLiQfZra2eMsSrLiR8evoRVSEPLMsMCfIMA8fNUkGi3M0uHYBFPzFmyP8A69dPp+lw2zN+7JbPD45qpVF0dzNzjHYqafpTQyq5wWB6Y4zXRQW2HBOSe/HLUiQBOMcLVuIZZSvQdKzjrqznnJvctxAqvv1PNO80CSTgAp/KozJMIsREAnqe9ROv2eFmc7y3c/zqowsQ2VJmVottyilSex/M/nTdLjM1nIZYtmZdy7QcsPT6CrP2VZgN7HJJ75OKrXbMWVEdkjiwuM/pWmiZJfZUDK+4BgBkdcVBcShX8tEAOec+3Sn2e1Y8uQT0APc1VmfN1KxyBvPSqbdhWLcG8knr1yM1atIA028gnd155FU7VN7JxhRkk1LBdcutuqsu4qHPp601Zaid2WizxzOXThD0NROYyzNGoHbaR3p0t46QY2jdnA9/c1FDI0jZYZz3NJvsCLMcYYr5hGVOc+tVbu+hDN5I3YyuMcsfXntUzyZVhwNoJyaoYMkmXAA28elDb6DSEgkaRTvYjjJxVjhwADsyQR9PeoBKgHkxfMc/M2P5VZW0aYgrwB1xUehRJ5OxjzklvfBqOC3IDEtx70tojfO78gnvTLu6LkW0XMhPOO1Zv3mkjRaEcdh/aVx5bMQoPDd93rUSCZMWs0gHluw3n09T7112laekFkoK5Zueag1Hw7bTNv2Mrvg761rYVulZBSrJS1M6zszBAXhJaT1cZB9av7QoJIO4+1OG9LKK0Uqoj/iA7U1uBgZH15zXBCjyJ2NZz5nYOUbDA/N0O2pUbYXLSPuds4fkD2HoKhAYPgHKnGBj9abLJFEfOlfYAMEk8dc9Kq7M2izMxI28gN1OK83vpmvrlzdvMHz9wjn0A9q6298QWluwhQ+ZK8ZZT2X03elcHq7zyN5qyH9425lHGeMZ9enWtaUXL3kdFGLi9TS0gRIJrjgohwD6EnoPWkuZ5bt4AHKruYls4BP8K++B1+tVLL7ddQqtvLGkTbGPTI/2fy/nU6uXmS3dEM0cnzEYZQx7jHXFektrA9JNl21w8HkIfL2/MZBnJ59ajvIEjh33PMZb5EVcknPH1PersWGYJswQdx3HkfX61Un/AHt2zsV2ZZYz/dQEA4z0y2efQVfQyTbZk3tw4uDFndLn5dh4UkDOB3PSqivLG5WSPy3xlkP8/pVw5lv5bnBEbgAN/dUen1x+tTyQyu0W6NFIwyo3RV7DjvzXPOm5ao6IzUdGVYIvtkiRqyqhBO5SOvTNXJdscmxiME4feDzn/P40Swtb5lcxsxUnCrge9VDG9xPvjVAxXg9d3PA3N0/Dmo5JRdh8yZbihke7KW8KysU/eB+An49s4qhNp1zH5m6EW4KkjDZJ+la2nyfY/tBiTAJDfKm1c96bPePdS4lZY0C78jI3cf8A66pwTI9pJMxrdnW6jaVrgg8hCu0A88H8K3U15RGYcPnbk4P3QTWU00fmuEy/yZdyPuj0PvmmxhpYtrDcrYwAB1646dM0KOoTaerRbuXkmO6QAN9xRuGevPA69s1NZwwTqu+Q7to27/f1qv8AYTbwDcikL90Dof8AOadY2147PMkYHO0FsZwDV9TPoXW0e2EJkeKPAYbWC55z2/HtVK7g+yndDuaAgnBPT3GfyxWjD9vhwJbfJBHKvjcP5ZqC5m86Eq6yJKOcSp0Pbp/OhXTEZispiARSW2qVyDjoOBnp60kU7B9kkchVeQQvQ5warvcsNsKMfMjyvlOfunP97uMY/IVPLI5LKIwVGGb5h8ox3781V09Qs0a+g6oun6tDeiMSbGYbf94Muc/RjXsdhdJdWVvcRjCzRLIM+hGa8HsJIw/73BA++BjnkE4P9a92shGsMaRptjVFEa+i44/StqLd2c9dJWLqE9iRThjPNKp+X/DvTgcdq2scwHGAV/WgMM+lD8EelNGCPb0oGToQw9xS1EuM5A/EVIXXoOf6VSELnNOAGOlCkHjOKQjB/pQAEevSlCAdRRnBPNOLHb/hQB5hcR85xVN+DzWlKvpVCZSDzWMkaobnctV5FqVPfNDrUDM2dMnPeoojtc54Bq3MtVmTDCs5RvoykywDkcnArjb9ZLlnlSJtmckj3JPSutV9vDCnNFFODvRTkdcc/nXG06bsapnDW2oX+jz/AOiTtGobc0R5Rj0+ZentXXaJ4ssrhAl9IltP/FuOEf3UnofY/mapSaCsk+6SXcD1bbg/lVK68Js04aGaNkPUyZXH5ZzTupfEW+R6CeOLuwuHt7eGbzLuB5BME5Rc44z3Pyjp+dc3p91LZymS3k2v3B6N7Ed6vXWg3sBcfZmYIcBk+6w9qbFpLTwhlhkHbP8A9arcoqNuhULJGXLMzSb8gsTz70yFTM7YUAKOa0X0eVY9y5YemPmqsLV0Y7GPPGBx+BrRNW0G3d6FbaxbpinZVFweT3ArUXTrmWBmbOe2eM0kekSSqSy/N2qPaR6jurXRnJIHI+VgPUVMjPKDCrBAT361rW+jCIbpDk9cA1fh09AwCIM9cgc1nOtFaIPaNoybe2lLZmbKgALhR0FXzZloiBEwB46f59q0ksxHGWfG0/5wP89qu21uWVd3G7seiiuSdVtgpPcyYrUR43rlV+VB1q0luspUfMcHA2/yroIbBNwIVWB6jbmry6f5UZ8uEM3VQnX/AApRXMzKT7mRbaftA2qRjnB/xrStrf5hkcLyauxBTH8q5A5J96rxq0aujox2sVOOuPWteVRM73Eu5PKhCoo+Y43deKitgGHfGcYFE0vnP5eMIOnvU0cQjT5eOCcVcIkyZMVds4UADlnP8qruCwcO/U88cAVJNdDzFTJAYZx2/GqzyPNJhF6v1B7Y6VoiSUJhwQchcj86qhfNbaVPrV77qIMKD3FIVBGEC57mqtcQJCEjXpuxkZ+lUUhZ4ywPvWlDsdsMTz0qVbePaAGwO3rT5dRXM6QyRWhAzl228dcd6sWtuYoQhwCMnPvVl4El2h/u549aglIMpAlDM3OAeMdMU7dQuMYeZcKueM7fxq41rs8tlIQA/Nn09aiM32eVtgUY4LgZI9f8iqpmDO7B8ADox6gUaINWD3mGZEjIibueoz1qjeTNMiwQjb/fJPJ9BU19cW8cCvDuLEYXjjNZUYz0clydxPrWU520NIx6mtYWOPnkwGPU5rVb7uNmfT/arJthM5ADn161cvIG+zNvkAkVerdKz9paOhfLd6jrqdLaI4xvIO0MOpFT6BprSzefLksxyTWC2oSfal86Hci4VlC8474rv9HRGsYJU+66hga2wUlUk/IVeDhFGisG1R7DtTbkApg9PWrB+UcVFMAyk9a9NrSxyIwG3OxyoV+cY7jNIQNmDzU86necDpzmsTVdes7EyI837+IL+7XGWz9eOO9eXWjyHTBOeiKfiS7liiSzj3r5nzswPVQegrNuNVFxosPmF/tSP5QUHOf9v8v1rAvtWkmk825uEZ88EH/OKkS9trk/JJJDKfushwH964pR5tXsenClyxSJJLrZJ5QRhIc+ZI3JYg4rP2qxO91jL5di/bnipnh8kiNYmKDJJDEkccnnnpUQiN3eFLdvMKIB8uCAM/55rqotKFolNK+osd1JZT+RFkxyMAoBwVJ5ZVPbP+NWzNLHKQvyTs33QuSFxj8Se9SwQxi5CpEPudAudo7CrrfZZppcxqroABIP6V06rqc8pK+wvmG2WNJJgFX7248Mf/11kXqSTKqhlSJcIE/iPr9aku5rhWVopo2kkACHaeeeuPTFWIYQobzWEkpY7nYe3X2HTirc+ZaExXLqLHaZt1E22KPcPlHGccZpmP3rfv5dqMUXP8ZA7ZrRuLmFbYxPG0kxwWUDj2NZKlLYGQ4LMDgN/d9KHLWyGk7XKebl2R4YVjlZd2NxZ+eikn1xmpIJ44reIw4dyfmeYkNnuefftUgzFb7pDn5ScN277R9PSq4aRZJHZs/OWAXovrz/AJzUta6DvcfcO0iiKRj5TNhsDlv9njpzjFXDpiLaRyFdr7hwW+76Zz96s5l+VnR/3gdWGOgX1PbmrC3LNCJpLjC4B3E9R/U1lKSjoy+VtKw90ESM29vNPVx1/wD106zQi8QqsYaTP+tyvOeufX/61Z81w8k4MbiQZ+UEEZ57VcjvreGP5lczOPnZ/wBRnsB6U1O+jIcGi5fzXQmNs0OFkzsdeQwPoe4rasLb9wnJwmflPrXKf2mySJGhx32lSBV+LxKvkqGE0YJILqgKkHg++fSqctLkezlsdcY0Kc4xj5snGKyNUt43jcPEpUKcnpiojr0McXzmSLPCebERux/9b1pJNUgkhLPGXMfz5RCcY75NV7RPQn2bWpy7SKZXZl2yqWCyOu07RwOR+NMSSbc+DiVcrgZIBOOPoex9qs6lcm9kLwxnEZ+VmbGOlQyviNZ2AVtqnOcHa3fPfrTWqKegluW37CBGMfdUYGPbH869u0GeefSrOS6+WZ4lLAD/AL5P/fOPzrw95P8ASi68lQSc9Dz1/wDr+9ev+CJJrvw9HJIMETOqnHYbT/MtWlNvmsY11eKZ18fI4qQKcbs/nREBsHrTi21STwMZJxxXWjiHdV24wfzpikL605M8Y7U5lRgD933oGR4A56Up656UjBl9x796RWyfqKAHAlf4uvpThINoPr1qFmwOuKAcrxgUgJmPX07Gn5JGD1qvuJPPWnB8L69qYHCMM44qtNFxVhWA5pXcYPH4GoZZkkbeaQtuFS3CgnIFRFPlzWdikV5l+lV2XnpVmQ5OKixxUtDK0o29OKSObkB/zqSQZNVmXmolBSVmNOxbPzd6VDmRgVIHb3+lV4ZcHDHnrzUvXoAfxrilFrRl3FdAecVRuI+QWOfrzWjkHBHNQ3Ee4Zxms5fCNPUzXjJHr7Go3jXghRnHJ21c2U1lwejZHoKi+hZVZSVPv1zUFvLHPLOqIy+VKY23DqRWiqAqcc/QUjRcHr/hReysIi8kZHYdCD1q3BCDjgbj2pIFztRh+Jq7CMADHSpeuo9jPuDG83l4GwNycZNaaQmNQuSWT9alEUcuVeNGY8YKA5qZ03Hkkc5GDyDWLi+pbkmkkieAglR90Y4Iq2XJjYAHcRjcOoqvD+7LB+jHOR60rN8vXvmrjKxm0TW8bgbUH7tVxsHSqGoHfIxXgDHGfbFWQ7BeGJXO049fr9KryOfnHpxW97kbFeMbF+Thj61Ztzn5mPyBsNzzimIuYGfHRcmpkjC2rysPk6Y9a2irEMrJCQ+X5JOeakjiMckj8bRytPBz82Ap2nH1qF5WIX+Ljg/hVITHqdysxPzH+VOXczMedo549DWPdXXmTKh4XHzDsT71pWEkqARDLRn+Ef56U4yu7A1ZXLUiiO3VlX5ydq/z/lUaThZQmRjPNSShmYLzhMnpgDP/ANaoBb5dj0z61T3J0JbufYu1WHmHge1ZoLLICR7ZFXlQXDIB1bgCrjwwJasZdu5e4POT0FHK2F7FB7hxGRtxu+UEdaW2hO1u5BppbLhj93p/9enyMXt/3YVgOQfWkykc/d83JjVgyIPl2mrVnEcnAOR+lV443aYllJ3Nnp71tWkaldxBFcTd3qdK0RbtIgo3AY29BWXcXM1zcyW427OjY7nNW9U1IWMKRJnzpOBwfl96XRNPLzKSMmuihTcncznKyEn00hH2YJUAgY5xW/4VudsL2D/KwJkjHp/eX+v4mo2gea4V4iMbtnPoGIOaguYpLDVBdxtsETfd2thjjp+IrKN6Fb2i2vqacyqQ5GdezhFJd0VfVmCj9a5C78ZbdRvIrKNJ7dFVUZ8qNwzvI/vA8Ac/w+9XvFLfa9Fhkhiaa3ZhI5AzhdvB/M4rgWMMku9LgIkh2+6H/PfpXfXqy2g7EYejFrmlqdIb+S9ybmbJIzsHCD8OlY+o2STk7YwSR2qrZ3ccamCSXy3T7rb+G57D1+lQPqhbcFkLDPIPp6k965WueKvqzrhHkl7uhz93pF7HKyeSWz0IB5/SorfS9TWF2azlaFMErIuB1/MV1EOp3LEQIzHA+bauMVLLfSNB5eY5u3TH1q+RpGntZGNYMwg2zON8OY/mJ246j+dUYZTYHdGPMibAIZcB+e/p9a1mRHwxjKDPI9v6EU6K0eYoY5mZpAGy3VvwrOClCTHKSaK0N9IPmjYo8i8cfXilGoI0YgjTfK/3gOme/wCFbs2gpe25DFY5Rk9OlYAg+zXcgwzRZ3GILn5hgHPPSteduVmZLlauRRpLGfPcNx+7YqeQCOF+h54rSjuo4boxSSr5angnozYrIcSxQukysdw3Me3fBHrjpT4LlHJVMt5jfOzdSO/P14xWkVyqxL11NRpzPIx3qip8oJON3viqs4ikkZFl2+m44LfQf1qBxH5z7EZQ3yD5wCp9ePSmRMrEGSVE8sbd7uPnA9PX/wCvRFq2oPyHyGSbc7ONo7HnJ9vSq8zHbGImYnOCA2AfpUk7OI0ZIgyFsDJ/M1o3mkadLpNlfQTSTyeYiTLuwoZlZiMY+UjaOvX8abs0CfLa5XFrcNsVnHlGQFwqZXH51FLa28L5lC7FPBZs457duf0qQRyTO/zSWkMahWZmGdzL8oA/HJ7jpWQbS8jDiTBRl5ZznjrkdxU2fYF6ljTrKa6kWR1JxHtUJzk9if51pPbXy5UFQhKlge/PGBz/AIf0SyuZoTvCkhBtORu7egP0/Wt1Ixd7ZPPD8EpsUfKMdvfPOacY3JqTd9djA8uMW224iZkTjewHHqHHb2Pp3FJFJbyIj+XDGkZ28yAD5f4eK0LiwWaRw8zrebSqyJ/EuMdOhPr/ADrO+wyRFhvUuj7ZIkQKdnONuc9fl59+vFa2dtDO6e4oyoLBEMflL8u4kt7n3II4rQTTbu801DHdBLZhuQNyG9SfUelUbGG3S6tkfzDEWIfhlCEk4bJA4+vqPStHVbmRtQZVc7IHCxBOSQcZG3ODnNRJJysyrvoYdzZzWsskADvIvzFXY/vI+doBH48fWmtIHgVothcISmf4vrVxrzN0krSklgRL67d2VXPQleOaz42JeTbhd5Py5ztBb/DFVYTbe4/lWEucrtDbl/H/ABr2PwZO0vhuyLLt8vfCuDwQrHn8/wCVeQRf65GL5OADnHava9FiitdMs44HV4lhVVdH3K3HUHvk5rWn8RjWfum9EwPOalX72RzUAZdox+YqUMFC/qK6DkJF4B60zzPnyeOOlNZyO/NRF/4vXj6UhonLgj7vHSmA4XPGRTkbdkHjPtSFMDrSAYGy3PWnZx2pXXOCB2qLdg0ASZI96Rn5B6UmcnPvQQF5weaGwRxBTbTMn8KeG3jpTGHXP3qRZWkAZsVHIOOKm2/NUbipYyky5bpxTSODU7CoZMjNQ0MruMn/AOvUDjmrBHfpUTGkMrMvNSRybeG6etKRTNlTKKktR3LSNuzTj8ylarLlPp1qwrhx9a46lNw1LTuQmP5un40ijdz+dSlTjJ7UMOnOK5mWMEXfrQY9wK9MVKVwcYp5XDAjg+1FhFXymjfnhulWYf4WHfuP51I8QZdvUnnFEA42N1H6+tQ1rYq5YCbWOcNt4GOangHI3/ePaoSjDkZHHPNTZLMCXy3GT2qXYCWXgBR1PXimSHIxvKsPUUMdkm3qfWq167KECchgQSOtLrcOhXMheQspYc561bgBxluT14qlCu7Az+NaSb41+TG5uMmtYXuRIswokBYzNtXvjmqt1dkoJJUwgwqqvZaWX92h3nAB5JqC7AeA+wz1z9K3cmkQkL5yyE7ANvqDmo55Y4IHmbcQE7cZPTA/Goo/3MJ6EkYqveAvYuXYnay7cn/aFWm7Ca1M9S0krPj73p2rdtflk29D25rEtwVOc5NblptkjVjlXzgj19KKaCZfjVXdkLbiOfwp04WHfHj5jjB6cVWYmKbzRJtPUMD+lNkmeW4MjthgvHHT2rW5FhZBuKxJ8ojOcjj9aWd/OAUkbhgLgYFQCRxIQC23pjrUykpGzOPkAwB70J3GVLu3aXhZN23Hy44zUiRxwRpuOPQZ6mgzoq73JVU54HNMSVZRuBK7eMg+tZuyehVmPWGIykluvzEYouL6K0hJ43fwj1qveXaW0PnbhgDnB4znFctcXrXd60rkiMDIUn7ornlq9DeEW9WdDbI97MJGyW9TXaaXbCCNTivONC8TIlylu9r5js4UFG7fSvULZgYwF7cV6WHUVHQxrxlF6nOXup3Gmam/nR+VBKd3HIo1DVoLm0idLmRkVtrJH39PpW3rWmx6nZ+VJlOhDr2NYtjY22jQ3DTAswb5C+CMHjgY69K8/EU5xk4t6M3pyg4p9UR2+ubLKeAW8nksh8pS2cN6fT+tc3ON4ZoULOp5HXj6f56VaupzcXBAbeWJYtt2j8KgijVpXCygFvlYbsbcVxQqSqNRk9tjsjFQV11Mr/SLg+TLc+WpbczHqvv9KrT2lva3a7tVkTcMB1fdgE9Mjp+NbF5pxmtHZ/lA+YPt+6e2R6ev1p8Sw6hp8TyxfvJR/Cfu9sfTj8a9KlTtoS56XRmWzgu0ST5n7iQ8NjjoOPfintdzW9sGmXazfwgFh9c+nWmalaLaxxTxxz+ZHwhJZ9oHTPP4e1Qrfi8l8xEkBAA2D58t+Apy509Bxs1cdHqMb3JPnBRyCWGCen+FdJby20tsdgj244AIP05zwRWLa6bbXILxXfmRHDPGCrBvx7ZxV5rOO3sPMg2ZUKyOECkHPf1HanGLepM5ReiN+C6zCSQCw7H3/wAiuV1mKaF3nhOxNxLOF3DpnH4VspK8keCArL0PbHpUV8GewaORHYbeuARu7c56UpRu1LsZR0fqcO89xdgPI8ZVTtB6Z/3RirS+WWYttkQAbsgnj+nFQM5ikdT5fykclscfSpbaPErFU+dn6E9T61akayRoTsILueGGVhbA/ulyMnjPOOvX9KrIEWUSNuXaNuDj5R605hmQknaVycDBK+4+tSyW7xxyvI4ZeWc7Ogx61SSWyM/VkE06FYiuxpX4Gf1P0FS77i3htkj8tPmMjbztPXqw+p+vpUNpayXMis8qvcsvJbpHz93A+8emenWpDG0l5MjyNIQyt5hbsRnp+dJK7KbSVhsUO92aIRvEgVTtOADgcgEHLcD86uq5MSyS7F4K7UB+X1z60xWW0kIkKlCdyh1JHP0569fwqnfXCzuNgCoR821cE+mKu7WhFuYtm8861eMHy0xtBRVyo/H1pumag8Ur20l4LcLgByu6MnrznoSPftVFRJ0d+SQAQAMZ9KekhjQSBmO5sEDjjn/A02uo1bYtSagZXUtdxxrtJLwk/LzycduuKdqOrxK8Bt5IwrREO2N21t3b1zz+lZ0wWaZVCCPy1y0mMle+M/T1pkdmHjTfMzYJUB14Un0X1qLtDcYOzNaHWLWEbpH39woO4nPT+tV5JJmkluIbG5jJX/WBwDn0IzyvI6YP5VPpiLbxjbFGHjdk3gAE9eT39auKrlC0hBIGNhOAPbHars5JGbaTdjnI7l3jwI8ledkaZ+X1q1CoVh8hJk5yBnBOflPvUmo2uJN8EH71iPmU7cKR0HvS6ZbXmq30dq0WyON90x/u/wD1/QVKVnYt6xubPhzRUvNSia+zJahgFi3HMnUZJ4PGcj8K3fA2v/2bJJpV7Lti83ajg5EMmdrdeitx9Dz3Na0On+XAjBQCB29K4zxRYy2etPfsztb3zPJ8nJV8DeD+JyOvBPpW/K46o5oyU7xZ7Sg/h6dueoqb7o4/SuM8D+I21Wwe2uZ1lurfGJM8yRnoT7qeD7FevNdgWyvHNbxaa0OWUXF2YhctgdMUpHyFvxNMChsnrUqDAweTTEKp7ipGOfxqAE7sdMdqmXbtz1oAcF+XBPNVZAAy8HLHbwM/nVrpzSMmeR+VD1AYMfgPSoiS/UYA7CnZ3ZGKXZtb9KloaOHjYMM9MUO2W+tVskU9ZMmi5VhcdWI5qKQ59qmJG3J6VXLDNJgRSDjFQOvtxUzcnimEcGoGis4461XI5q3IKrMMUhkePmpypk0qrk+tSqoosBFsxSbSOlWBGWPGanWDA5GTjvSaT0C5TXlcHg+9HIOMZ5q3JCD+FVJBtGCvP/oVcFalyu62NYyuP3AqMnDelSDaeW9Oc1Bu3DPX0NWEXIyDjHbPNYtXK2HrgLj8aNuT3yaaBxjr6E0/dyDjGBzUtBcmiYFPkPXp+dSAZXG7AH41GPu7sHFO3ZYD/wCtWckNMcfmNRSYc+XjPfHpT3568DHYd6Ps3yvMG2lWGVP+fpSitQYy3hUZc8jrU7P8y7ev8zTA6BWz8pBOeOT/AI1Ek+SzvjOeM10RsjNjpVkml2t9zbwKgud27y1+VduCPU//AKqkMmF3xnL9MjpUUcW0opzkda0aEK6fPGvPTNEqE2+1R1x+NT4G6MHOQflpLoqIQAB8vHHNXCzQmjOW2BLfL+Aq/ApihMxA3cAA+tQB9i7+vQr7n3qVbtJ9iRgFEz85/i9T9KtWQtSF7k7neTaqevSkN5Hv/d/MuzHHHNVLx/PuAgB2r2z39altbZdw4wOmKxc3eyKSVjQt5QwzsIYduxNU7m+w+1ATxznjFXAGjQoowc9ay1j82R8rwSeO1FWckrIcIpsmWb7cjLgoq4zzxU2BHCQdqoBkljU0UIt4wBtx3B61zPijWY3tvs9nM0hUfvCo+X6Ajr71lG706mkY3dkY+u6wb65WKFsW0Z+Xn7/+1/hWfE0km1JmJDcbcdPeobRRIzM6hz2XdgmtLyoYJI55WO1kyueN1dCitjrVkrGt4Vs91/5yZ54ya9ZtU8uFfXFeaaJrFnZJE8gLuTjCYBz1716jZSQ3FvHLG25GUMDXTh2mrLc48XzOV2tBxGE+bnPrWRfW6TeZHKWCMoKsBW6yn0J+tcRrB1HSJzc3E0U4mY52AhSPQL/CfpSxS9y9rmVBc0rXMjUY/szZiB4PQ85rEuJS0jOB5e4s2N341vXl3HcWvmEIUYfPzkVi/Z/tQ8y2dTGvXPHP0NeJTST02PVjJ2941NMvYr+wFs5PnMDGCp6+3sarrGbGWOCUIqD5Ucp8rf8A18ViwPPYPIrIPmGGB9fXHrWqJJLi0ZJHjljbsQciu6FSzREo216F3duILsMkcBe49RVSSFA5cxANnqvy9fp3qkZLixVRKnmRKueep9Ccfzqe31Kac5SJAqgfxkn5j9OnWutVIvcycWtUSHTIUYSDzIpuzxnn8Qf61DNbTWcMjQmWUYLyJJLg46kjjBP+RUo1CO3hRpVJTphH3bePvEHBquNXkMp8u0YR4+VpCRkfTBNOXKEXMvwaiscCNhSjfLk8FW9CKqXus7WaAmTaAd6FMOueQAegHPWo9OsbqMyLJJ8gG1cAcn19+PWppLIhNrFjjuetLlckJzjF9znmufPljTIEeTn93gZ7/wBKswsrwAK2HU8Z4yO4/lVEI8d5Iky5IbByCAOeK0IbYSwt5u4J/CG61EUluazd9UTRvvkjLOwZiWYL3Hbr3/Wi/R2WYnEflsGznJZTj8AMc1Db3USXErsQSq5jIz8xH8I+ufzp4hXJjg+5nLA8ZORjHvnPP0pv4dGRtLVED7tPujEk2FVcxOeMo2G7HntUK3ri8e43+ZCNqkjgtxwfwpZ42Z0tnyEBGF4JB5OP/r1DteGUDY4EgwG/vfnQr9C9N2aMs63AeTymVG+X/aB4x/ntWfj95lAFYD+9wfrUscsxcjIbjndwahlZduxUUFj8uDn8KpXErLQtnaGVcYJkG5T1XFMcor7gcLFnAx37/wAsU2EY3yZQbdq4Awwz/nrUojLxBANoFO9wXcii3OxcyBd3JAU8jv8A5NXIYBHbtLIMJGMfIecZzx0xxVaMKXZU5Q9/8/zrUsLCG6X7NLMVUvxn5sYwcAeh9amo7RJvZlnS7Q+TD826RlCshHfOTt7k8n/61W3TO53YOT8uQOOuMCpb+CGztki3hp1wyqRgnB+8COg96otcooP7wO38OPX8PSlGcXsRyt6la7ALCKPBOw5RG654GPx4rtvDejeRZr5gHmMdznb1Y/Tr6VzXhy1bUNVa481ZIYvlwD/Gf6Yz+len2VuEUKBg100o3d2c9aVvdQ1rc9McYx9a4bxlYqIRfIMSQfu2wv342YdT7HkfU16S0XyisHWrRZUdZF3RSKVdT3U9a1lG6MYSs7nlmh3NxZaxDNZuFuEcKm7kNk7cH0HzEH8a90jkWRTtbKHpXhsUtxo2pPGMC6hJwWX74Ixkeu4V6v4X1mDV7HfEyiWI4ljDfd9CPY/pyKypu0rG1dXSZ0SAcjOadwKYv1+uacWJA4roOWw1s7s856VIuMEZ571BI+D2xmhGzPkE4xt254qebUdtCwrHo34UjSFXXuO9GffJpGjOeKp3EheM8frQW6j8qdtAAIHFMIDDr3oA4Z4h0C1XeL8K0CMjmo2SpaKM4h/XioyXHbNXnjqGSLFQ0UmVDIPoaYWGetTPHn3+tQvHSbGhjfMOKhdPmp5BWkjbLhX65pXAVIycACrC2xP3uKmj2KOPzpS4/rTEIsYVRijH5elSZBXvTTwaVgIyO9RyQrImD1qwBmjHFJxT3C9jKCYLJ0x2xxTo22c5wcVZmiEv17GqbBlblcMvauCrScHdG0ZXLCuCoJzSkDOV6dPaoEPQngenpU6t8oH6dq52r6sokQlTjOQePpU6HjH3hniqrgbcjO33pyMVwDn2pMZYDgNt4PvT3dEjckYGOT/npVcYy21QM5PFOf5oMYJ4GeetJLXQTIXuA+xNuGJ6560MgDKDwfSobuMCbGOMY65q3s3BS/pg5q4NttMTtYdEMHGM81Kz79oOBhiT9aIoysZfPHQEd6iViEG5Tz2Fb3IHO+BngfTrTHKtFxgFeMA81C0ztISOuOD/AHaeseyF+/O85PJq15ElbUAIrIqvDHAUkdDn/IqK15VSeir82BgVM580FGXcDwM8iiOLKnC5PHAND3uPoRmzLXDSA53tk5rQt4Asf05qNANuPu4ODVlcKijksRzmosr3C7AkKuFU79ueTkDNMVAx2hVyPwo8pFOfmYt/tVm32sAAx2jAvn74GcU3eWg0VfEGovEv2OEYdvvuOi+31Nc4tlnA9a0RE0jE9SepNa1lpW4AkZJq44dNl+05Ucde6a1s5KocK3Bz196obYsIro4J6Meeteqy+HFlg2tHuzzzWDeeDHAZoTg9lbp+daexnHzNYYiL30OTt3jWZWVQ4XDbZK9b8D3LNpn2d1PmKSwx0wx7VzGjeAbmRt9yw8rso4NeiaPo8enR7UT0H5VVKlNTUtkLEV6co8q1NJgAuDiub8R2kN1ZqZGIeJvMQKOpxjB9q6N4yFYjG7HGelYH2K5kuZGlYyO3Vj0A9q2r8zXLFHJSaTu3sedtpTyR4ZdjsS2zbuI/GtbRNCeCBhJggnI4+77V2y6OgbLqWbuatmyRF6cYrnpYNLWWpvPFykrI861bw6JRvgXcw+8M9R64rHjtbi3QNEnyscYzzXqNxaf3Rz34rKn0yPLMEOW+9joT9Kitg76w0Kp4ppcstThZiJoykilcjGCKwGmMM8kSuUHbNehXGksz9+4xt5Nczrvh+5T995O6ID5sDke+P61zxo1I/EjeFaDdjFmhu5Yt5d5Vj+YjPJ/H86i0GdzfyK7li0fBPJ4Nb+mxNe6esYADRo0ZLgFWx90/Tpke1cs8ElncfvN0UqE9Oqn8KujPdM1klJWPQ7SIOo5q1LZbk5rN8L6il/AYpGH2iPqAMbl/vD+v/wBeuq8oMmc9q9GCUkebUvF2Zxeo6fEiNJMvUbd2cY4zj/61c5c7rfyxDO7iZcRgnJVsYOD6e3vXomoaVBewiKbcPmyCp+6emfevO54HuFmErMskZxGSPfBGPUcH6VjUjZnTQldehExQSsYGKqrZQngg8Y/XNWre5RyhAO5TluTw3+Hes2QkNtYH0Bxg06BWJAdgue+7t/nFYNWWh0bvUt6jMguFmRjhlIBXv/niiaKSeFHG0Iq/OwOaWa0gOnpOzsWOVTOe36AVXglY26L1xwM8Y9qKbT2HJNWsDqzqxTk9gTnB9Kc0xkkjRTtUffK/xH1o7R8ZOQGwaYzJJKCEX8P61qkZNj5I9jZflwvQduOM/wCFSGRAoDIykfM231/THf8ASo0QKxAG7Ge9T29s08mOQAvLb+3YU9BCRzbIDIsXzjLKWztIGMgH15q7BevJfQ74zAYzuJ6ktjGBjt1/SqssalTAnKhVUjYcgZ9/z/GrsNtNOojtwYl6Bh97t+NKyZLaRYu7zzYblmKmZyvXjaQRt44yP8TVcx3OqTNHCmVGAxU8Ng/0z/OtjT/Czs26aSSTj/loen4V2Ok6HDGVUoQvQYFUqbei0JddRWgzwzoMen2wQfMW5eTaAWP+HoK66CJQwGcGnQ2YjQADHsKndONyoRzwQK6opJWOOUnJ3Y11GQD+dUr+PzIW4zjrVwblJ3DqPyqJlyrDPGe/emyUeZ+K9Lilga5aQxyQKdueQwzkr9ayvCWpx2GvWb79imXyJ/l4Icbf5lT+Fdx4giRbW5eZVeJYpGcOARwpryG3ebf8jEberkY9Bk/+O1zTVpXR3Uvfg0z6Iik42/xDqKWWQ7k2Yyp/TFZmm3y3tjbXmf8AXwpKQeuWUZ/XNXwe45rqTOFqzsyRcHgjin4EYJ6iol+97VPt3R+lJoNh4b5gRzUmc45qPbtUDvS5201sIXdg9OajD4HNIzYzg9ahZ+SOvvRcZzNLjNIAMH0pSOOtAyNlzmoHTn0q0TUZGamwFN09vyqB4+vFXZFxUBXv6981LQ0UHQ9BVWVSMkdRyK03Q5qvLGTUNDRFDNlQc1OG96zlJhnKHoeRVxHyPSmmBOr4PWng5quOvA5p6N+NAiyCMetMb7tCtS9qAIzyKZJEkq4Pbv6VJjLU/bxzSaurMdzLeF4ec7gKerBt3IH9KuSKMHNUniIben8ua5KtBLWJpGd9yVWycZyKUEcg5qFZM4yQD6VKhz9frXG46mg9WDDB7VMnzd8Yqsw789acJVVkUthnyFB745OKW2gE7Rhiu7A5yKlIEkg2ggHnk9PWoTyp7nFKo3Jsb9TWi1IY5m+Xj04HH4/jULSHBH5D0qQvHFn1A4I7VTdy8ffPvVbMBkVwplYPk89cVPL8xIHTNRJAUBcYB96mMLc7gQQcEGrhe2omMKEW7kHnBGR1qK0kdiExhAKtSkYChf160IEiRc9+1KS1VgRIFJ2b/wAqeUZuDwo6AUAg8jBJ/Kq13cpaxrnPmNyo6H607X0QirrV0yRfZrd9jtjc3+z3H41kRR/N0qfDTSs7DljmrUNvkrxiuiELIGx1lab3HHWutsLLy1BxzVTTbIKFJGfrW/FHtQenTNdUI2MpMcqjOMDH86mS2Rzlhx9KWFATz+FWMYUccg1oQJGAj4QfKOwqyvJ+UfnTEUEfMOak/i2nj6UxDXGU5oihAXNMM+y4aNh8qgEHNBulCkr9eaL3AeYwvAPFJsywDMDjNVDdSlweB7VNHcbh70ANlh3E45zVcwKAeM+1Xd+9iAQeeRTSgblT0pDM2S3BGGQH8KoXUCFCNtbjoDznkdhWVe4OVHU+tJlJnA30yWOryQxRqEY4ynZtuWrktYZZNSunGNobpj6VreItYgvbyKa28xfKUp84xv54Pt6c1z8s4l8xxkueoHNeS4/vXJbHr042gr7kmmajJpuoR3EPO0/MP7wPb8q9XtrmOeCOaFt0UiB1PXivG9o25zkdgK7XwZqQ8mTTZDhwzSxe4I+YfmM/ia66ErOxhiYXV+x2LHcp4rH1HSLW6EhkhVXbLeYnDbv6/jWzGdwFEkW4f4V0tJnEm1qjzHU9LbTGTzJvMYq2GA28Adwaz1KlTs3Mm0A7V/z6frXd+KdNWfSZJgmXt/3oGOq/xfp/KuOsm2XOXPysMEgc7q4KsOWR6VCo5QuaAjRokYruQj6jJHWsCVxHM6nGzcRtHO3/AOtXRWk8IdoFOVAyvcfSsfWrfybgOvG85Oe9ZQVpeo+ZvQrl3BwpUr0J9BUuEYj5Q0ffHUe9VknKqA+0AdcmpUKl84Pzcg9z/ia6SGi4214BHFbKOn7zdnFWLeQPD5MSY2k7nz8pHc1UeGSSESRn5M8qp3FenOO1W7GJ2ZYIeWJBJK4C/hUbqyFbS7Lemad9quFUKSF+8T1JzXf6ZoiRRrkciq/h3RBawIMH1yfvE+tddDbjA3KDiuunC25x1anM9NiGCyUY4yPzNadraKj7yBjtn+dKgQY7VP1Qg/d9AetaNXMbsmbKkKNoFIZFVQHOF6Z9+1N3l1G7n0LUyUHbxkA0aoBXBPJHT86qSNyd3408THdhjggDtxUM7de5FFxnEfEC4SPRxFx5sko2DftGADuz6jB2/VhXncIWYRJtOY2yePpw344NdX49Z5bi32nkRPgbe+5f8Rx7CuTthGYpnGC/yr/tbiB+mc1zy1kzupK0EeveF12+G9NAHSAHnjOWY/1roFI46VyPgwudBi3Pu2yyKBzxyOPzJ/OuqQ5GfStoO8Ucc1aTLKY5qwGzgYqqp5qdffrWhmyRj6/Soy+FyfpSuRt/pVcv8xoAWRtyn19agf8AnTywOeaibvj8qljRgg0vfpSetOHt3qhgR2ppGe35U8jNMx2pARsmTUTKRmrBHYUwr7YpAVGSoWjq26momTGeKloZkX0PyiVeqnn6VHG/HpWpJHlT6VmyReVJgfdNRawyQN3NPU4qHoKeGBpiJ1fjBqVWyMVWXrUyGmBKOp70/HTIpq8ClLqM0AMK5qNk4p3nrkgHB9KGcEf4UWAqyRDrwDUasc4PDCrMjADJNV2KOvPX27Vz1aSltuXGViQt7fUUm4joTg9RVfzPKbBOR1zUqupHWuNwcdzS9ywr9/epWkVFycZI6Z61Vz068+lIyscE87eB7VPwgwyXbB//AF0+KEux4AFII2ZfU+3WpXYovUAjj6Vce5I6SJ4zGWPykdaZJkoQvzMOetVDcSTPlyW7cntVlXwuW4xzindMLBEgPLcGnvsI3EN8ozkdBUcYkkJ+bA9KLm5S2jCEBpCM7G9DRH3tEMZPffZ0AjUGVl6noorKJeVyzncx71I7tLIXIAJ7AU+NM4J711QhZENiwx47CtjT7QvIGI4FVraAyOP6V0dpAkKYxzW8Y9SGyzFFg4XpVxFzjrxUKAYzVqM46elapGbJVXGMCph8uO1QGdBwOtNMu7ndVCLhkVKiebLdcVXaTpUbSfN7UATSPluaiduP8800yZzUWeMccelAEmeOtSKcY/U1XGe9SocY9aAL0fAz+opztzjOKrJIQPanhst+tAwZhnHrWbeY3BifunqK0XOzp0rMuWzkGhjR4hrMUsOpXFuY2AjlZSPT5jWdkDAwR713XiXw2VNzeQSbgxLvGwwV7n5s881xtwokwQQCF6H29K8yacZWZ7VOpGcNBsYjcNgCMheFCn5iPft61NbO9tcrMshjdG3I3ow5FVshGyy5Hr71P5TSWxfYSFYNjuV9KVnuidL2PWdNnS+tYrmEjEybhjnae4/A/wAqvvCUhCNmTnOT1z2rgvBOrukv2GSRVVyXhBbpJ3X/AIEP5V6LCfNXd+Yrrg+ZHBVhySsZ1zbiSNo5BuR0IIPcHgiuN1HwrGwcWk7pngJIN+3n1HNdf4jkvbXR5JrNdzhhuZVyY07sBznHFeYanqmp3AVLi5kPBUp9wde4GKipJJ2aNKFOUleLsSXmmy6c0c8ExkTht4xgH8P4femvcxajCIn+V8Y4bt3H8qo2moTW8h53RngozYB/DsaLu8+0MGjGwf3cdfxFc80nsdcVLZlt7e3jZUa3TDDqWOFPpz6/5NQ+Zbq/zoudxHXhVPbiozK4RRIWZTgAkZBq1bW6XLNiMqhPYE4+uaj3inyrcQSqJGwuFJwdvYf5xV+zvprdkcMV2tnaVBHv/k0n9jgQ5FzwvQsp6fh/OqM0MsB2sM91HUH0NQ9H5lRcZqx7F4c1a01S23RNEky/fh3cj/aA/un/ABFdHEVxgenNeU+BLtbfWpbadsPJFsjLLt53Dj8cH6mvVYR/FgbgMZxzXpUKjnHXc8vEU1CdkWNobJ7+tNa6RAQvOOD9aZJKY04Iye+KobSD1rbqYGh9sjx3z6U43Kngtgis0njr+FIHPrxQFi4WVmzmopfmU0xJCO/T1pwbjBxSGeeeNYXRY5wB+7dlP0cYH64rhbRVXUEwmckkr1KkA5H8/bivV/Elkl1A8LFtrcEhsGvKpQ8VwYgW8yCVuRwCAen04rnmtTsou8bHpPgmb/QZoQ+/bIr5xjG5cEfgUNdlE2Rj0rzXwhqqQ6qYC4MVzwCeMNyVz+JI/wCBV6VFIMelaUn7tjCtH3mWUX16VKpwKhDYXjoaXefcYrZGI6ZsDiqrsR0OKdJLkEHrULtkHigSAP8AnQckcVGjHNSZzSGYuO/SnDGenSm96UDmmA480lDHn2pD060hjWx1pp9cUvUetJigRGRmmEZxipiPem9TSaArOpqlPEGU5rRZc9aglj571LQ0ZGCvyt2pQMHirNxAByBVXIz60hk6VIpxUMZz6U8yYFAExfAqtNP26VFLPj/AVWZy5oCxIzljgU9TIo6mmRgZ9atIm8DFOwjC1awuro+bbXDq/RkLkBv8Kx01m/sZTbzIGdDt+9zXZSRjOKxNd0o3MCvBDmfd1U4JFZTp9VubU6nSWxHBq8NwQGfY/celaELMcbX+X9DXBywG3IkAKtnDAmrtpqk0Dddvv2Nc78zb2d9YndI5H0qaOVeg79q5+11lWAEo/EVpR3MMwG1hSVNPYyd0aisBjLD5jgetOlRXBJQ4796qICEyDz+dTx3LL8rpk+1NUGvQlyGmz3IdsgX0bHSp1t84GMqO/rQLpQOEbJ6VDLdSSLsQbF/2etJUH2FzEtzfQ26siDc4XbjPArHkLzStI5y7HnjirIi/GniL2rZQsLmK0cRPNXIICzAAU+GHJPHNaNtBgVpGJLZZs7dVwfT2rSOF5qKGNTtB/SpdyqGZioA4rZKxBIp9+vepkYEHByfasw3J42EikjlYt97n1p7CNNgx60ill78VCkzfxEVI0ilf60wHMxGTSBvl45qLfnOMmkMgAHFAiTPH/wBamqaZuzzSq4DHmmMeWOR3qRXBPTpUBcFscgmpYxn3FICwhxTwR26dOKh3YAFKoO7bjHuKL2Ac7/KcmqEwOTz9KvMvHWqkyHHr9RQNGLfRq0bBl3Kw2keoNeW6zYPZ6lJDjESncvHVa9ZukJB4965PXbGL7PNdyJl9gQfXcMH8BniuevG6ujqw1TllbucKU81UBOMDB9BSruKu4BIUAcVamSD7W0EFwWtx8wfYVPbrnoe34U9h8sflpuMiLGFA+8celcyujub7ECwyrZreQo8caSkI57kEEnPtxXpvhjxAmr2eWKLdR8TIO/8Atr7H9DxWUlkF0hLCJvLxGqqxUfe65I9znP1rjbW7utM1HzoW+zzwM29SPveq49/T/wCtWkbwfkYO1aLXVHsssjFfkPTkY7VyniPSP7XgG5vLlU7lc5I57H609Nc1LVtKN1ozWkePlZD80ytjnG75fp3PHvXHnxNqtsGH20u7MWKSortk/UZH07c8VrOUWjKFKV9HqjGvrGaym8uWJ0bJxxw3PUGqm4htwJGPSrsrm6mMk3mu/wDFuctz+PtURXoyJtweMDHP1rFROlza3AzB4V8xfYn1pYLloXIWTA9jTTHnION2cZ680iRYco8bqScL7mpcbIOa51WnajFcLHGzhSeMNwBVya3tJLYoTjd0K9D7VyESbSH3lcEHA7/55rSOovJGFjCt6/MRx/jWc4EpK90RtcEzkON21SvH8X1/WvZvCdzeS6JB9tIkcABHDA7kwMZ9+o/KvGopgszeaN2/lcN6dvcf4V6J4K1xDaz2TbVffvjyQueACB+VGHfLUVx4lc1PQ7Wc7uhwBzio/lHQ/nVFrqVW+dCfoKQXTFuo+lekjzbFx8/QdqTaD+famCcOAD1NPVST6imA7cuMD060hZl6Y46Um30IFOzu4zz+lT1GZ9+u6I56+9eSa/bi01WVU3lPvsOvUbiK9cvTgNz9PSvKfFkLPrUjOjbCECuRw3y849ayq7HRQfvFTSUlnuxHbYMsnyJj5fmJGDn+te120rsiF2BbA3MOjNjk/nmvKfDWl/abqKQBxFvDMyY+XA4X8SuPavVIAduaVNbsVaSbsXVbGOaa0hI4NR9e4ppb16VutDnY8yYPtTM44H5Uxjz601m5p3CxKuKkXJGOaiTpT85IpiMmnL7UwAU8dKABhUeOcCnkc4pcUAM20lSE4zzUYJpAIaZ3xUmAM0wgGkDGbeaay5NPakJ796LBcqyxA1n3UJibcOhrW6jNRS4ORgEelS1caMbdsHNRO7v0yK0XhjznaB74qFgFHAxSGUhEzdaUR47/AKVOcD3NNJBGKLoARQSADzUsbbcg1XD7WBzVpwrDcKoTFbJ5I6U0rnp+dPTDDmjmkB574gAi1aRXj2qe3r71jl3zg8jtWx4oIOryHJ3dMGsE7gRiuR6tnpQXuJmla3RtiBISYz+O2uhtnzhkPHauVjcFsdc+tb2lTFXMY+ZDyM9qz0TFUhpdG/DK6Ad6vRzEgbhg1VQK67hxU0fC89K6EcTLayZHNPGxvxquuAOOlSKwJxn8K0uTYnVVxxinBVXtTATjNP54wKokkWRVOcVKLl1bgAVAozUqjNMCzFdXCHIf9KmHmSLuZsmqwHFW4fuH61QmIEPqKeBjmpGXAximD73HWmIkU881KGyevSoR2py8Hv8AjQBKDmkbg9PwpMgmkyGagBQ2BxRt3HGcZpVpynB60ANRWDnI4FWI2wBigAE0A7cnsKUVYG7jsnPXFSq+f8arlto+tPDKy8incLD3YjIBFMYZXkCjue2Kcx+UUAZVwM8ZGaxtUtRc6fPGw5Vd49sf/WzW/cIN/wBfSqE0aZKlflPBHTjvUSV00aRdmmeSqAkj89Tg54+ldb4d0uQ2f2t08uTaUtzncFHILY9c8Z+tOtfCLT30rXMrxwqQYygyH59/b8jiuyitEjRY40CIo2qg/hHpXPTpaanVWr30iZQt/QYHaud8UaQzmPUYky0eBNnONoPDHHYdD7YrvPsuF4Ht0qtJbKQQVDLjBBHBHoa2cE1Y54TcZXR5Ha6jJpV4JrQsUIxIh+63P+T7V1d9pK+IFiu/tMnzRKY0KhgMjOetYeu6E2j30inzJIGXfA2M8ZwVb3GR+hp3hzWn0y6W2mZjaSc4bny/9of1rm+F8rO5rnjzw3Mu5RbOU2zGN9p4libcre45ockqMA7Rk1r63pcP9puba4hHmNv2bv8AVk9vp3H17VLb6KrsvyuZfuuD61m60Yuw2k0mY0ds87KgUY9MippIXiLI69DkgjG0Dv8Ay/nXpVh4bisrJcqN+MsfU1ymvQ+Tq7jaApyuO+PT8v51vrGzkc3PzOyOWdcbnCjacqx6EDFSwNst2DMPMJyrdRj/AAphQRXm52JRum0AqR7inSkCUKACmA4460NI1iyzJKjCKbaPvlWX+77H8P6U2K4AZ3cCQYAG04GAe4qrK+5EJz8q8kenTB9e3PvSN5buH+6vJIXr6fpWEoLqbRloaCaxeeXGDdT7IyWRRKcLn0FaFj4w1KCVHe583IUOk3zAgfqD15+mc1zckuVxkI6nOCCGYev41XMgZscAfWqinfQHyvdHrtp410h1DutxGx6jy9+D9Qf1wK6aC7jngWaGQSRv8ySL90/T8q8CRpoyCcqG6NitXT9avbF43gcs8W7ZuG5VJXGcHjOO56VrGtNbowlh4NXiz28sCpyetRl8LwTnGeO1eVf8JdrYiG7UZCMYUqY4z+OFOfzpsutalORPd3l4zBgI3SUqqtjgjaRj6+/etvaX6GHsGt2eh6teQ2Vo1xcyeVGO7j7x7AeprzbVr1dW1BWQFYo9wj8zvn+IjtnH8qoXTytCVMjFkBy0shYgnHTk4/D/APVUjJZGDoZGJXBJJKk9ceuaiTbNYQUdTtvBwxJNjHlrgZHQt6j9a7+B/k6ZPpXLaFYPbWyqeX6u3v6fh0rp4BwAeKuEbI56kryuTk460wsRjPNPb7vP6UgAOPWtCBADwc800rjgj9KnMeBnNJsIfNIQ1RipMcD1ppHzU4EqM1QjHDAd6cCcUzqacDgUxij2FDDnFC9OtKDSAY3HWmE4qVxx6VGaBCDp/jRg0HpxRnBxSGIVJI9Kaw2ink01uV+tFwIj930qFhnNTnkGoWAHNICrIODVdxVt+f8AGq7rUsaKp27ueKRgM/jT2XJzSHipV7jIcYxU8DgjaeajYd6apKNkVQNFkfI9PYDH4Umd6Z70in86ZJw/i612agk4BxIgB9iK5vYe3Nd54stvNsUk5yjfzrimGOMYJrlqaSPRw7vAjOB8ycEdRW5pB3yAgc+orGEW0Agg96vaTdC0ut7jcnfFZNXNJL3bHbRxYj/pU8fOQajt5knt1eNsqRwRTidh3gZPpWztFXPPtrYkA2njNNbIwVHzetOSVWYY606RcNtByTUOfMtClGz1HwOWO09atAH0qKCL5u9W1U49a6IJpGUtxAMVIqg0ijBqQYFaIkeOnep4Dt4qEDj1qVD707gWRkjbTSuBmljbk8nmpMZWqFYgB5p27JOacY8CmYweaQD8+1KoFNPSkX5evWmFib8cULkt15puRgU4EYBFAWHqTux2FSEYH86YPm+tSc7elADSu4HHBpIgRnNPHqOlICM+maQEgwTj8ac5yMVGD0p275iCfwp3ArSKSvIxVGaPnn+daUoxVaSMMp7+1IZBBH82cYHrWjHD8vpUcEZJyBzV+NR0/nQBAYxjpUM0I5I//XV7gdarT5z0xQBhanYR31nPbTYCyps3enIP8wD+Feejwvf2+sRQTQ+ZGv7wFHwJFDDO09j7V6m8ZJz7UqwhqynTUjanWlBaHHQeEIHlQ75129MPwR+VdZp2i2tiibULuq4DscnFWoodh4Aq0oA5/lRGjCLvYmVWcla5HIn7v0HSuR17RRqEgmSQJKF2nOcMO34812EmSCM1nSqGHzcn1q5wUlZkxk4u6PNL7Q3thkqzAMCMHg//AF/1rFni27CyupIPGPvHOD+PFep3MIII6g1x2vaaJpGSKNySAyhRxu7n8up9q5pRcNeh0U58zszmB3IyI/YH5ajbIJYjIIyueCPcVM6Mr/Op4P5H8ag2DcQxActwFJ6fSk9TePYa6q+Tnr046UsVszzZ2hgTjI96fDEFcbyATz1PNaFtNLC+5EReMdeT+XSpbsy0Sw6OjwZfaGxwSOD+H+fwp6aIqLvdkQn37dzipotRuh9523c/MQM/hVa5luJN5Mgyx4G7J/759KhPzFaRSZFSR1RwFPG0Hr7/AJGp4rWMxKUmkjz82FOApB9M+ntViPT/ADGXAK4HPzdT7VrWmnsMYBJ6bsYrZXZjKaRgyWZEbJvON33sDB9/eug8NaB5Uv2ycEyE5jDDp7/WtS30tDMJDGpk9cdK3ba2eJk2puycN7D1rSEWtWzOpV5lZF2zh8pBxWkgGAeagj+X1xUoGB0rc59yTrx+lGMH1NMw1SYxxTELnPtSg569Pal6HnvSdDxzSAGHOc0YwD60u75eaaSuM560xWP/2Q==
text
138
general-vqa
natural image
['numeric commonsense', 'arithmetic reasoning']
VQA2.0
visual question answering
คำถาม: แซนวิชถูกตัดครึ่งหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice
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text
139
general-vqa
line plot
['statistical reasoning']
FigureQA
figure question answering
คำถาม: Indigo มีค่าน้อยที่สุดหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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
text
140
general-vqa
natural image
['numeric commonsense', 'arithmetic reasoning']
A-OKVQA
visual question answering
คำถาม: อาหารชนิดใดมีคาร์โบไฮเดรตน้อยที่สุด? ตัวเลือก: (A) ซุป (B) น้ำ (C) แซนวิช (D) ขนมปัง
['ซุป', 'น้ำ', 'แซนวิช', 'ขนมปัง']
soup
A
multi_choice
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text
141
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
UniGeo
geometry problem solving
คำใบ้: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ไว้ท้ายคำตอบ คำถาม: ดังรูป AB เป็นบันไดที่ยาวพิงกำแพง จุด B ซึ่งเป็นฐานของบันไดอยู่ห่างจากกำแพง 1.6 จุด D บนบันไดอยู่ห่างจากกำแพง 1.4 ความยาวของ BD คือ 0.55 ดังนั้นความยาวของบันไดคือ () ตัวเลือก: (A) 3.85 เมตร (B) 4.00 เมตร (C) 4.40 เมตร (D) 4.50 เมตร
['3.85 เมตร', '4.00 เมตร', '4.40 เมตร', '4.50 เมตร']
4.40 เมตร
C
multi_choice
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general-vqa
natural image
['numeric commonsense', 'arithmetic reasoning']
VQA2.0
visual question answering
คำถาม: ถูกแบ่งครึ่งหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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text
143
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
UniGeo
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ต่อท้าย คำถาม: จากรูปที่แสดง ในสี่เหลี่ยมด้านขนาน ABCD, CE แบ่งครึ่งมุม BCD และตัดด้าน AD ที่จุด E, และ DE = 3.0, ดังนั้นความยาวของ AB คือ () ตัวเลือก: (A) 1 (B) 2 (C) 3 (D) 6
['1', '2', '3', '6']
3
C
multi_choice
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
float
144
math-targeted-vqa
table
['arithmetic reasoning', 'statistical reasoning']
TabMWP
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการตัวเลขทศนิยมหนึ่งตำแหน่ง และให้ค่าสุดท้าย เช่น 1.2, 1.3, 1.4, ตอนท้าย คำถาม: นาตาลีซื้อขมิ้น 4.6 กิโลกรัม ราคาโดยรวมเท่าไหร่? (หน่วย: $)
null
13.8
null
free_form
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
integer
145
math-targeted-vqa
puzzle test
['logical reasoning']
IQTest
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: คุณสามารถหาพจน์ที่หายไปได้ไหม
null
10
null
free_form
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
integer
146
math-targeted-vqa
table
['arithmetic reasoning', 'statistical reasoning']
TabMWP
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: เพื่อนร่วมชั้นของคิมเบอร์ลีเปิดเผยจำนวนบทความวิทยาศาสตร์ที่พวกเขาอ่าน ช่วงของตัวเลขคืออะไร?
null
4
null
free_form
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
text
147
general-vqa
scientific figure
['scientific reasoning']
ScienceQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ตอนท้าย คำถาม: แผนภาพด้านล่างแสดงตัวอย่างก๊าซบริสุทธิ์สองตัวอย่างในภาชนะปิดที่เหมือนกันและแข็งแรง แต่ละลูกบอลสีแทนอนุภาคก๊าซหนึ่งอนุภาค ตัวอย่างทั้งสองมีจำนวนอนุภาคเท่ากัน เปรียบเทียบพลังงานจลน์เฉลี่ยของอนุภาคในแต่ละตัวอย่าง ตัวอย่างใดมีอุณหภูมิสูงกว่า ตัวเลือก: (A) ไม่ต่างกัน; ตัวอย่างมีอุณหภูมิเท่ากัน (B) ตัวอย่าง B (C) ตัวอย่าง A
['ไม่ต่างกัน; ตัวอย่างมีอุณหภูมิเท่ากัน', 'ตัวอย่าง B', 'ตัวอย่าง A']
ตัวอย่าง B
B
multi_choice
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
text
148
general-vqa
scientific figure
['scientific reasoning']
TQA
textbook question answering
คำถาม: ใบรูปทรงใดมีฐานใบที่เล็กที่สุด? ตัวเลือก: (A) รูปหอกกลับ (Hastate) (B) รูปหัวใจ (Cordate) (C) รูปหัวลูกศร (Sagittate) (D) รูปฐานสอบ (Decurrent)
['รูปหอกกลับ (Hastate)', 'รูปหัวใจ (Cordate)', 'รูปหัวลูกศร (Sagittate)', 'รูปฐานสอบ (Decurrent)']
รูปฐานสอบ (Decurrent)
D
multi_choice
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
text
149
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ต่อท้าย คำถาม: ดังรูป เส้นตรง l1 ขนานกับ l2, ∠1＝50°，∠2＝75° ดังนั้น ∠3＝( ) ตัวเลือก: (A) 55° (B) 60° (C) 65° (D) 70°
['55°', '60°', '65°', '70°']
55°
A
multi_choice
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
text
150
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
UniGeo
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ต่อท้าย คำถาม: ดังแสดงในรูป จุด A, B และ C เป็นจุดสามจุดบนวงกลม ⊙O และเส้นตรง CD สัมผัสวงกลม ⊙O ที่จุด C ถ้า ∠DCB = 40.0 องศา แล้ว ∠CAB มีขนาดเท่าใด () ตัวเลือก: (A) 40° (B) 50° (C) 80° (D) 100°
['40°', '50°', '80°', '100°']
40°
A
multi_choice
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
text
151
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้องเป็นตัวอักษร เช่น A, B, C, D ท้ายคำตอบ คำถาม: ฟังก์ชันนี้ถึงค่าสูงสุดเฉพาะที่เมื่อใด? ตัวเลือก: (A) (u1, u2) = (0, 0) (B) (u1, u2) = (1, 0) (C) (u1, u2) = (0, 1) (D) (u1, u2) = (1, 1)
['(u1, u2) = (0, 0)', '(u1, u2) = (1, 0)', '(u1, u2) = (0, 1)', '(u1, u2) = (1, 1)']
(u1, u2) = (0, 0)
A
multi_choice
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text
152
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ตอนท้าย คำถาม: ดังรูป เส้นตรง l1 ขนานกับ l2 วางสามเหลี่ยมมุมฉากที่มีมุม 30° ตามรูป โดยจุดมุมฉากอยู่บน l2 ถ้า ∠1 = 76° แล้ว ∠2 = ( ) ตัวเลือก: (A) 36° (B) 45° (C) 44° (D) 64°
['36°', '45°', '44°', '64°']
44°
C
multi_choice
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text
153
general-vqa
scientific figure
['scientific reasoning']
AI2D
textbook question answering
คำถาม: อะไรที่จะได้รับผลกระทบจากการเพิ่มจำนวนนกฮูก? ตัวเลือก: (A) ดวงอาทิตย์ (sun) (B) ตั๊กแตน (grasshoppers) (C) หญ้า (grass) (D) หนู (mice)
[' ดวงอาทิตย์ (sun)', 'ตั๊กแตน (grasshoppers)', 'หญ้า (grass)', 'หนู (mice)']
mice
D
multi_choice
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text
154
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำถาม: ฟังก์ชันนี้เป็นฟังก์ชันคี่หรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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
text
155
general-vqa
line plot
['statistical reasoning']
FigureQA
figure question answering
คำถาม: Web Green มีพื้นที่ใต้กราฟน้อยที่สุดหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice
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integer
156
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ลิมิตของเมื่อ x เข้าใกล้ 1 ทางด้านซ้ายคืออะไร?
null
4
null
free_form
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integer
157
math-targeted-vqa
abstract scene
['arithmetic reasoning']
IconQA
math word problem
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: มีเลขอะไรปรากฏอยู่?
null
9335
null
free_form
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
integer
158
general-vqa
natural image
['numeric commonsense', 'arithmetic reasoning']
KVQA
visual question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: อายุห่างกันเท่าไรระหว่างบุคคลสองคนในภาพนี้ (หน่วย: ปี)
null
7
null
free_form
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integer
159
general-vqa
scatter plot
['arithmetic reasoning', 'statistical reasoning']
PlotQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: ความแตกต่างระหว่างเครื่องหมายหลักที่อยู่ติดกันบนแกน Y คืออะไร?
null
100
null
free_form
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
text
160
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
Geometry3K
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ที่ท้ายคำตอบ คำถาม: หาค่า x ตัวเลือก: (A) 10 (B) 11 (C) 12 (D) 13
['10', '11', '12', '13']
12
C
multi_choice
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
integer
161
general-vqa
natural image
['numeric commonsense', 'arithmetic reasoning']
VQA2.0
visual question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ผลรวมของตัวเลขสองตัวที่เห็นในรูปภาพคืออะไร
null
71
null
free_form
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
integer
162
math-targeted-vqa
table
['arithmetic reasoning', 'statistical reasoning']
TabMWP
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: นักดูนกนับจำนวนนกในแต่ละฝูงที่บินผ่านเหนือศีรษะ มีฝูงนกทั้งหมดกี่ฝูงที่มีนกอย่างน้อย 17 ตัวแต่ไม่ถึง 33 ตัว? (หน่วย: ฝูง)
null
4
null
free_form
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integer
163
math-targeted-vqa
abstract scene
['arithmetic reasoning']
IconQA
math word problem
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: มีเลขอะไรปรากฏอยู่?
null
7519
null
free_form
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text
164
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
UniGeo
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ท้ายคำตอบ คำถาม: ดังรูป ในสี่เหลี่ยมด้านขนาน ABCD, CE ตั้งฉากกับ AB, จุด E เป็นจุดที่ CE ตั้งฉากกับ AB, ถ้า ∠D = 55.0 องศา, แล้ว ∠BCE = () ตัวเลือก: (A) 55° (B) 35° (C) 25° (D) 30°
['55°', '35°', '25°', '30°']
35°
B
multi_choice
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
integer
165
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำถาม: ลบกระบอกยางสีฟ้าทั้งหมด ลบลูกบาศก์เล็กๆ ที่เป็นมันทั้งหมด จะเหลือวัตถุทั้งหมดกี่ชิ้น?
null
6
null
free_form
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
text
166
math-targeted-vqa
puzzle test
['logical reasoning']
IQTest
figure question answering
คำใบ้: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ที่ท้ายคำตอบ คำถาม: รูปร่างใดหายไป? ตัวเลือก: (A) A (B) B (C) C (D) D (E) E (F) F
['A', 'B', 'C', 'D', 'E', 'F']
B
B
multi_choice
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integer
167
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย คำถาม: ศูนย์ที่ใหญ่ที่สุดของฟังก์ชันนี้คืออะไร
null
2
null
free_form
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losqasx9apo1WEauKoiGi4rYpGkqEvxTC9cjjcUYExemEioS9Jvo5TeMCUtmjdUO+jdScTVRJw3FIWqINRuqOUtRJN1ODVDmnBqlotRJd1O3VDupd1Q0NRJs0u6og1LmpaLUSYNxRmowaduqWhpEimnZPY81DuqQHAqWVynV6HqCzxeUT8y1s1xWk3f2W7GRw1dmjb1DDoa+oy3Ee0pcr3R0R2H0tJS16KKCkzS02mAwk1wvxD1P7PaLbKfmf0ruXO0E14x401L7XrZj7IcV6OV0fbV15HHjJ8tM59W3DNOU8UzOKUGvrpRPDJM8UA0zNLurGURok3UoNRA+9OBrnlEpEuadniog1LurnnEpIk3U4NUWaUGudopIlzxRmo92KduzWM0UkSA06ohTw1c7RdiTNG40yjNYSKSHhiadUYNO3Vkx2JM07JxUW7inA1hJFcpIpqUGoAalBrGaE4kwapVY1XBqVTXLURLiWUOasK2BVVDUu6uKaM3ElL00tUe6kLcVjymkYEmaTNRb6N1JxN1Ek3UZqLNKGqHEvlJd1G+o6KhopRJs0bqjBp1Q0WokgNOzUIOKcGrNopRJQacDUWacGqGh8pKDTgahBpQ1S0VykwNOJ4qJWp+7ioY1EkV8Mreldvpc4mtFI7CuEU5GDXR+HLogtCzcdq9HLa3JVs+paR1ApaYDT6+osUFNNOprGjzAo6rc/ZNPmm/uqa8Bv7w3eoTTsOSxr1zx7qLWehyBDhm4rxUMScseTzX02RUbQczycfO8uUs5zSg1EGxTt1e/ynnEwajNRBqXNZSiNIlFOFRg0ua5pRKRIDTu9RA04NXPKJaRKKdmog1O3VzyiWkPFLmmZozXPNFJEoNAamDNKK52i7EwalqIGnBqwki0iSlFNBzS5xXPJFWHZpwPFRbqcDWUkOxMDTgaiBNODVhJD5SYGpUNVwamQ1z1ES4llWwKfvqENxQWrilHUShceXpN+ajLUm6p5TZQJc0u6ot1LuqGi+UkzmnCogadurOSL5SUNxSg1EDShqzaK5STNODVFk0oas2ilEmzSiogaXNZtFKJMGoBqMGnA1m0VykmaUU0UoNQyuUkBp2ajBpQalhYlU1e0mQxaihzwazxUsUjRSo69jVUpcs0yrHoqnIBqaqVhIZbRGPXFXe1fY0pc8FIlhTCafUTcAmravoI83+KVxstIogOpry4ODXZ/E7UxPqSWxBG2uEDV9zlFLlwy8zxMW71C0G96duquGp26vSscpYDU4NVcNUgas5RuMmDU7dUIalDVhOmUkTBqM1GGpd1c0oFpEoNPBqENTw1c04lpEuaUGot1LmuaUS0iYNS5NRhqcGrCUS0h4JpwNRhqXdXNJFpEwNLmog1PBzXPJFpDs07PFMFO7VjItRHhqcKizTw1YND5SYGpVOKgU1JmuaohONyXfS7qi3Ubq52iowJN1BNRhqXNZtGiiPDU7NR5pQ1Q0UokmacDTM0oNZSRaiPBpQeabupM1m0VykwNLUYNODVkxpDwTS5pm6nBqzY7EopwqINTw1ZtDsSBqUNUQ608Gs2irEimnZqPOKUHNSxqJJmnhvl61GG9RSnGMCoKS6Hc6BIz2K5PStqua8MT7rfyz1FdLX1uBlzUUYyVmFROKlqKThGPtXXr0JPB/iVOG8RlQBxXI7+a1vGt2bjxVcdwrYrBVs1+jYGny4eC8jwa+tRlvfTg9Vw1ODV1OJkWQ9ODVXDVIGqHEqxYDU4Gq4enB6hxGkWAacDxVcPTg1c04GiRPmnBqgDU4NXLOmWkTg08NUAanBq5pQLSJw1LuqENTga5pwLSJgacKgDU8NXLOBokTU5ahDU8NXNKNi0iTNOBqPNJJNHFjzJET/eYCuaasXFXJx0ozVdbq3JAE8ZJ9HFT1i0WkSq1PzUQIpQa5poOUlDUoao80ZrJxLUSXNOBqIGlzWUkUkS5pajBp+6smikiQGjNMzSispFJDxyKcKYKUVjIpRHg0uaZS1k0Vykgp4qMU8GsmOw+lBplLWbK5SSnA4pgPFKKzaHYeDmnDrUYOKkWoZSRIGpN2T0pBTh1qQ5ep03hZvnZa7AdK4rww3+lMMcV2o6V9PljvQRzVVaQVFKQImz0walqvJ91gemDXoJ6mZ80eMTGvii6EeeWNYqPx1rX8cOg8W3W3gBqwFfIzX6fg9cPD0R4NZfvGXN9OD1VD08PXQ4kpFtXp4eqgenh6zcSrFoPTw1VQ9OD1LiVYthqcGqsHpwes5QKSLQanbqrB6eHrCVM0SJw1PDVXDU7fXNOkWkWA1ODVXDU8NXLOkaJFgMO9OBquDk0/dXJOlc0USbdTw1ZEOtWs981mjfvFq4byBJ1haRRI3QE1xSUTRRLwaua8QpDPq1jFcHETE7vmxXQ544rnNeto7vWLCGYbkYnIziuOskaRjYTVNJ0a20+WW2mEcyDKlZsnP0zW7oUs8uj27XBPmFeSetZl74a0pLKV1jMbKuQxc8fnVvw3dy3WkoZedp2hvUCuZopI2waeDUVOBrnmi+UkpRTAadmsWVyjqd2popRWMilEcKcDTRS9KxY1EkBp1Rg04GsZFco/JpRmm0oNZSKSHilyaaDS1kx2HiniowaeDWUi+UeDTqjFOBrNlco8HinA0wUoNZsFEeKcDUeacKlorlJgaUGo1PNPyR2qGOx0HhcuLs5HFdyOlcJ4Y3G+PPFd2OlfSZX/BOKv8AEFQOvBqeoWYZ25r0jA+ZPiGAni65GMDNcwHxXafFa1MHidmx97nNcKDX6flrUsNB+R4teNqjLG+nh6rhjTg1d9kZJFoPTg3vVcE08ZNQ4miRYD1IHqugNSgVm0aKBKHNPDGo1U1KBWbRpyD1Jp4Jpop4FZyaRooDgTUigmmCpVrkqTRapigU8UgpwFcU6mpqoD14qG6u4be3kcyJlVJxmsPXdTmWeOwtCRLJ1I7Vj6zo7WGniaW5d5WPIzXj4jEyd+VGqgUtN1WOyu7m8cbpWzsHvWtomm3esX39oXbuqg5HbNcikUhkUBCSTwPWuottJ167MeZGhjGMAHHFeRCUmylE9DC4GPas/U9Fi1N43kldGToUOKuWyNFbRxu25lGCamzxW87NFpGEvhWIsPMvbmRO6s/Bret7eK1gWGFQqKMACgGnZrnaKUSTNGeajzThWEkaRjclU0/NQg07Nc8jX2ZLmlBpgOacDWMg5B2eaeGplKKyYcpIDS0wGnZFYsrlHA08VHnmng1kxqI4HFKDSUo61lIrlHCnDimg80uayZSiPFOBpgNKDWbK5SUGnVEDTwazY+UdTgaZnNKvWoY1EkFOGTxmmjmhW5qR8p1XhOM+a7YrtO1ch4TZgrZXg1146V9NlsbUEeZiPjCoCo3epqeoSMNXd1MDxP40QKLqCTbye9eSBM9693+MFh52kpcDqhrw1RX6Jw/V58Gl2PPxNP37jQlPC08Cn4r2mzJUxFWpQvFIBxT1FZuRoqYqipFWhRUgrNs1UBVFSAU1akFZtlqAoFSAcU2nCuapI0jAdjinLSCnCuKcjRRHinCminCuObNOU5a4Is/FizTfcfgE9q6eW0tb1VMqLIo5Gaq6lpcOpQbX4YfdYdaxho2txjyo73EXQV5Euam35j5bEetLby6zZ21qihkYFto967NPlUD0FYWkaClhIZ5nMs57mt2soxe5UIkgNOzxUYp/aokXyjxS0wGn1hIpIUUuaM03vWDNIocDmng1GDinZrnmjpjG5KDilzUYNPHSuaRo6ZIM06owaXJrKRHsyUUtMBp1ZSD2Y7PNPBFR06smPkJAacDzTFp1ZSDlHZpwNMHWnVkyuUcDThTKUGoY+UkFOBBpg6U4VmyuUeKUU2nVDHykgOKFwVz3poOKeoywHqakOXS53vhuLbYq2OtdCOlZGix+Xp0fHatcdK+tw0eWjFHh1nebCmHmn03pW0ldGZzfjLTU1Lw/cRMu4hSRXzHNEYbmSPGNpIr64vIfOtpE/vLivmPxXpr6d4guY36MxIr63hrEaypGVWN0Yg6U8CkUcVIBX1tzJQFAp6ikAqRalmiiKop4WkFPArNlqIDrUgpop1YzZUYjhThSCnVxzkaqI4UtIKfXJJlqIoqQCoxUgrlmylEcKeKYKWuWRSRJ3paaKeK5pFcooNOBpopa55D5R9KDTM0orJotRJKXNMFFYtGiiPzSqaYDSg1z1EdFNEueKcDxUYNPBrjkdcYXQ8U4Gmg04VhIHRHCnCmCnCspEezJO1FAPFGaykHsx4pwpgNOBrJh7MfS0wHmnZrNh7MfTqYKdWbGojx0p4qIU5Tis2NRJM04GmZzThxUsrlH1a06E3F9GnbIqoCCcVv+Fbbzb0yEcCtKFPnqKJlXfJTbO6tYxFAqDoBVqogMCpa+sirJI+bbu7hRRRVANIHevE/i5pIivIr1IyM8EgcV7aRmuV8caUNT0OZSu4quRxXflmI+r4mM+gWvofNoFSKKWSNopnjYEFTjBpyjiv0VST1XUlRACnqKAtOAobLURRThQBTgKzZaiKKfiminCsJstRFFOptOFck2WojhTqaKWuWZaiPFPBFRinCuWZSiSCnCmA04GudlJD84p4NR0ZrnkUoktFMzinA1iyrC96eDTM04GsZFKI/NGabS5rCRqojhSimg07NYSRvBDqeDxUWacDxXLNHXTRKpwKcDUYp4rkkdfs7okBp4PFRg04GsJGbpDwadUfeng1kzN0x4p2aZmlzxWbFyEgNKKjBp4NQw5B4pwpgNOBNZMPZj6AaQGndKlgoDxThUYYZ6ing1DQKNx2SOnWu98KWRisxIw5bmuKsbdru7SNRnJr1GwgFtapGB0FenllFufOeXmdVRjyIsgetPpKWvfPDCiiigAqGaITRtGwyCKmpp60Xa2A+dfH+iyaZr8jeXiJzkEVy4GBXvPxE8NnVtMaeP78YzXhBVkkZG6qcGvv8AKMZ9Yw67rQ0SAGnCkAp4Fem2UkOApwFJSis5M1SFpRSUtc02WkOpRSCnVzSLSFFPxTBTwa5plJC0opuaBXNIrlJBTgaYKWudjUSTNLTAacDWEylEcDS0lGaxaK5R1OFNpc1jItRHA07NMBpaxkaqI/NAptOFYyRtGIop4popQa5po6oIkBp4NRA04VxzR20yXNOBqLNLurlkauJMDTxUKtTwaxZm4EmacDUeacDUMzcCQdKcDUYNOBxWbFyEgpwqMGlBrNi5SRnCqSegGTXKJcah4ivJUgnNtZxNt3r1Jro7gM9vKq8FkIH5VheEJAllLAeJEkIYGt6SUYSktzlxCcpxh0Yyay1fRpEuLW5lu4yQHjbk4rqYZTJGrlSpYZKkdKq3t/BYWzTzvtjHpyataaRqZi8gEiTkZGDWc3Ook2vmKKhTbs9DrvCFi7zGdl+UdK7oEis7R7L7DYohXnFaYGa+hwlFUqaXU+ZxdX2tRy6DgSadSdKWuk5gooooAKQ0tFAEU0SzRNG4BVhgivB/HvhJ9F1F7uFf9HlOT7V74RWR4h0WHW9LltZRyw+U+hr0MuxksLWUuj3LhKz1PmdTT1INXtW0i40XUZLO4UjaTg+oqljHSvvIVFUipReh0qOlxaKWjFKTLSFFLRRXNJmiiOAp2cU0GisJFpDs8U4U0U4VzyKSHUoFNFPzXNIpRFFOxUYNPBrCSKSHClpAaWsZIqwoNOplOBrCRSQuadSUuaxaNEgpwNJiisWjRIdnNKDTRThWMjWMRwPNPqOnA1hM6YRH04UwU4GuOaOyCHE0maDTSa5ZI3SHBqkD1XzzTg1YSBxLQanBqrhqeGrNozcScNTw2agDUoas2ZtdibzFAJJwB1pEuI5BmNgw9qwvEt4LPRZ3DbWYYBrmND10aPock00hklkJ2LmtoYZzg5ROGtjIUqqhLax6P5gI4NYl5oMhuzd2NybeVuTgZBrG8J3WrX9zLdXJItnOQDXabhgZqJKVCVk7hFxxMFJqxgDQLq7mRtRvjPGpyIwMCvUfBekYYTFcKPu1zWlWEuoX6RRj5c8mvWtNtEs7ZIlABA5rswcJVpc8tkeXmFSFGLpx3ZcAxin5ooxXsLY8ATk06kpaYBRRRQAUUUUAFNYU6g0MDivHPhKPXdPaaEAXMYypx1rwySCW2meCZSsiHBBr6mYZUivLPiH4NMhbVLJPnHLqB1r6DJsx9nL2NR6dDopT6M8rxS0L3BGCDjmjGDX1Mn1OxIKBS0uK55FpAKWgClrnkWoiil7U2lBrGRSQoNOFNzTxXPJFpAKdTc06sWVyig07NNo6VhJlKI8UUimlNYstIcDTqYDTs1iy1EdmnVHmnA1k0axQ7FOpuaXNYSNoodmlBpop1c8jojEkFOqMU7Nc00dMUKaaaCaaTXNJGqEJxSBuaDTe9c0ol2Jlanhqr7qcH4rJolxLG+ua1XxLJHcmy0+PzZ+59K25nIgcjqFOK5bwokT313NJzOWPWtaUIqLnJbHm4uc+eFKDtfqYXiO91cxpDfsNrchQelY9pNGsyGdDIi/wCvRtU8MxareefcTttA4UCsHR9MtI/FMtsEEkKDjPrXfTr03Tduh4OIwVaNdNvRvrqaWg+I766uo7aKyCW3ThegruEDSOsafeaqkUUMCbY41X02iu58G6AZ5PtVxGdv8ADkV5vL7ep7isetKTwdD95K7Og8LaKLK0WWQfvCK6hRx70RxhUCgYA6VMBivcp01TjyxPk61aVabnISloorQyCiiigAooooAKKKKACkNLRQAlRzRLNE0bgFWGCDUuKQjilruB4V488KSaPfNd2yZtpDkgDoa4/GVBr6V1PTINUspLadAysMcivCfE3ha58PXjDBa3J+Vq+syrMPax9lUfvI9ChVT0ZgUtGCRkUV6kmdqQUtHWlxWMhpCjmjFIODThzWEi0hAKcDRSYrFl2H0UgNLWEh2Cn00UtYNGiQtOzmm0orNlJDsU6milrFo0SFxSgU0GnisWzWMRRTgKaDS5rGWprFDqUCkHNOFc8jeKHClzSdqM1zSOiKAmmk0ppprnki0GaYTTqbXPJFjSaXdikOKQ1g0O2hJuypHrXK32n3el6g17YjcjHLLXTA4pdynrzThUcHocuJw0a0ddGtjmJfEOqXMZhgsWRiMbjWh4e0h7DfdXJzPLyfathdg52jNdT4U8NNrU4klyIVP51opOfuU1a5586EcP+/ryvYn8L+HpNUmWWQERg9x1r1m0tktYFjQAADFMsNPgsLdY4UCgDFXMV6dDDxpLQ+XxuMliZ36CAU6iiug4gooooAKKKKACiiigAooooAKKKKACkPSlooAZisrXtEg1rT3t5QMkcH0rXxRtpwnKEuZboabTuj5z1/w7c+H7lo5AWjJ4askYIr6M1jQrPWIDHcRgnscV474k8FXmlXMskC7rcc59K+nwWZxqrlnuenh8QpaM5UDml6CkAz7GkCnOK9CR3JC0oowOmaUCsJFpC0UYoFYsuwU4UYoArFlpDsUtAorORaQUtJS1jIpIUUuaQU4VizRIMU8U2lrBmiQ4DNLikXpT6xkjaKADFOpBzSgVhI2ihaKWkzXPJGyQGmmlJpDWEi0NNJSmmmueSKQlIaCcU0nNYSQ0BpQRnA6+lLFFLcSrFChd24AFej+E/ACptvNRGWPIQ06VCVR2Rx4zHUsLHmnuYfhjwXcavKs10DHb9cHvXrWnaZb6bbLDboFUDtVqK2jgQJGoVQMACpNtevSoxpKyPicbj6uKld7dhQKWkAxS1qcIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADcVXu7OK7haOVQysMGrOKKF7rugTa1R5X4n+H5CSXOnpgjnbXnVxbXFpJ5d1CUb3FfS7LkEEDFc/rnhWy1iElolEmOCBXrYbMpQtGex30MY46TPATGA24U7FdRrHgjUNOkdolaSIHtXMOjpIY3Uqw9a9aNWFRXgz1qdSE1eLEoAoPFLyKUmbqIoo70opD1rJl2FBpaaKcDWUikhRTsUgp1Ys0SExSgUYNLWMjRRDFOAoorFmiiKBTgKQU9RWMzWKACnCjGKK52jZIDSUppucVjJFgaSlzTDWEkUBNN60E0qQzSsFijZifQVi43YOSirsjYhetXdL0u51e5WG1jJyeWxwK6zQvh9JfRpPeEqp5216PpOg2WkQhLaEKe57mnDCuTuzxMbncKV40tWZHhnwbaaPGskqiScjkmurCgDAHFG3npS4rvjBRVkfJVq860+ebux1FFFUZBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAlNPWn0hGaAIZIUdSHUEH1rkNe8B2WqbpYsRSHpiuzPIwaYRgVdOrOm7wZcKk4O8WeGan4J1PT5SBGZIx3Fc/NHJbuUlQqR6ivpJo1lXDKCPcVh6r4S07VEO+FVYjqBXo0sxd7TR6dHM7aTR4NsJXcvNKo4wetehaj8NZoizWcvygfdNctdeFdVtpGLQMQO4FdkcRTm7xZ6dPFUp7Mx9vFJjPSpDBNGGDxsuOuRSJtJ5NDdzsjZ7CAUopSOciismaJC0oo2kEYowc1jItIWlFKBS44rFmqQoFOHFAHFBrCTNUrC9aKQGmlgDyawZpoOY4BpgbcKljtriX/Vwu2fatiw8Japf4xEY1PqKzcWzKpiadNXmzAYHsamtrW4uZRFFEzE+1ek6d8OoYirXL7vUV1VjoNlY4McK5HfFT7PueRXzyjD+Grs8x0jwJfX8u65BjjHb1r0TSPCtlp8SgxBmHcit9IwvQAU+qVNLY8DE5nXxD1dkNRFQbVAAHan0m2l71drHAxaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEYcU3Aan0zbzmgBwGKWkFLQBE6Z5qJoY3BDIp+oq1TCvNGvQadjFufD2nXSuslsg3dwK565+G2nSMTGSmfeu5IOaXbxWkatRdTWGJrQ+Fnmc3wyCg+VOayX+H2pCYojZUd/WvYCpAppB7CtFiJnXDM8RHqeLT+CdYhJKx7selUZfDuqxnDWrk+wr3jbkcimmJM8op/Cl7eRvHOq0fiVzwweGtVyALVufapf8AhFtVJ2i3avbxEgOdg/Kl8pc52j8qTrXL/tyr/KeKp4Q1ZhgQ4NaNt4A1CTHmnGa9bCAdFFO28VLqESzvES20PNYfhsdwLzECti08AadCwaRd5HrXX4PSngYqOY5amZYmejkZ9vo9lb48u3QAD0q8kSIuEQD6CnYpcUHG5ylu7iYzSgU7FGKRIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXlPxa1jxL4S02LVNL1p0SSTYYWiQgfjjNAHq1FeeaHpfizV9EtL9vF1wjTxhyot48DP/Aan0FPF2m+L2s9Y1M3+nyRbo38oLg574FAHeYowPSuQfw3rbePF1hdYYaaEwbT3rr6ACkwPSlooAMCiiigAxRXP+LfFth4R0o3l425zxHEPvOfQVzunnxt4mtV1D7dHo8Eo3RwpGGbHbOc0AehYorzDUfFfiTwHdQnxEI9Q0uVtv2uNcNGfcDiu4udftU8OtrFswnhMe+Pac7iegoA18CivHtQ0j4oazE+qwatBYjG+KzC8gema0vhd4+1DXri60PXU26paHDNjG7FAHp9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeS/tA8eCbf8A6+K9aryX9oD/AJEq3/6+BQBZ8P8AxI0nTPB1mj22oNJDbgHbavgkD1xiuw8JazJr3hqHVHQtJJuKqRg4zwKb4Pt4pvBWmpJGrK1uoII68VraVpsOk2QtYP8AVhiR7ZOaAPP7b4gazN8Tk8NXNjFb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text
168
math-targeted-vqa
scientific figure
['scientific reasoning']
TheoremQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ที่ท้ายคำตอบ คำถาม: กำหนดว่าช่วงสี Hue-Saturation ที่แสดงในรูปที่ Q2 เป็นวงกลมสมบูรณ์ และสี A, B และ C สามารถแสดงเป็น 3 จุดที่แสดงในช่องว่างนั้นได้ สีใดมีค่าสัมประสิทธิ์ความอิ่มตัว (saturation coefficient) น้อยที่สุด? ตัวเลือก: (A) (c) (B) (a) (C) (e) (D) (d) (E) (e)
['(c)', '(a)', '(e)', '(d)', '(b)']
(b)
E
multi_choice
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integer
169
general-vqa
scatter plot
['statistical reasoning']
PlotQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: ความแตกต่างระหว่างเครื่องหมายหลักที่อยู่ติดกันบนแกน Y คืออะไร?
null
5
null
free_form
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text
170
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำแนะนำ: กรุณาตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ตอนท้าย คำถาม: f(-1) คือ ____ f(0) ตัวเลือก: (A) มากกว่า (B) เท่ากับ (C) น้อยกว่า
['มากกว่า', 'เท่ากับ', 'น้อยกว่า']
น้อยกว่า
C
multi_choice
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
integer
171
math-targeted-vqa
abstract scene
['arithmetic reasoning']
IconQA
math word problem
คำถาม: มีขนมปังอบเชยทั้งหมดกี่ชิ้น?
null
20
null
free_form
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
text
172
general-vqa
bar chart
['statistical reasoning']
FigureQA
figure question answering
คำถาม: สี Light Seafoam น้อยกว่าสี Dark Salmon หรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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
text
173
general-vqa
synthetic scene
['arithmetic reasoning']
Super-CLEVR
visual question answering
คำถาม: จำนวนรถยางเล็กสีแดงที่อยู่ด้านหลังจักรยานสีเขียวขนาดใหญ่ น้อยกว่าจำนวนรถ SUV ที่อยู่ด้านหลังรถบรรทุกสีน้ำตาลด้านขนาดใหญ่หรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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
text
174
general-vqa
synthetic scene
['arithmetic reasoning']
Super-CLEVR
visual question answering
คำถาม: มีรถเอสยูวีสีฟ้าขนาดเล็กที่อยู่ด้านหลังเครื่องบินน้อยกว่าจักรยานยูทิลิตี้สีฟ้าหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice
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
integer
175
general-vqa
bar chart
['arithmetic reasoning', 'statistical reasoning']
DVQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย คำถาม: ผลรวมของค่าความแม่นยำของอัลกอริทึม liver สำหรับชุดข้อมูลทั้งหมดคือเท่าไร
null
24
null
free_form
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text
176
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
Geometry3K
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้องเป็นตัวอักษร เช่น A, B, C, D ต่อท้าย คำถาม: จงหา $RS$ ถ้า $\triangle QRS$ เป็นสามเหลี่ยมด้านเท่า ตัวเลือก: (A) 0.5 (B) 1 (C) 1.5 (D) 2
['0.5', '1', '1.5', '2']
2
D
multi_choice
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
text
177
general-vqa
synthetic scene
['arithmetic reasoning']
Super-CLEVR
visual question answering
คำแนะนำ: กรุณาตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D. คำถาม: จำนวนจักรยานสองล้อสีน้ำตาลที่อยู่ทางซ้ายของรถยนต์สีน้ำเงินด้านขนาดเล็กมากกว่าจำนวนเครื่องบินสองชั้นสีน้ำเงินขนาดเล็กหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice
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
text
178
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้องเป็นตัวอักษร เช่น A, B, C, D, ท้ายคำตอบ คำถาม: ตัวเลือกใดถูกต้อง? ตัวเลือก: (A) A (B) B (C) C
['35°', '45°', '55°', '65°']
55°
C
multi_choice
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text
179
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ไว้ท้ายคำตอบ คำถาม: ดังรูป ในสี่เหลี่ยม ABCD กำหนดให้ AC = 4 ซม. ถ้า△ACD มีเส้นรอบรูปยาว 14 ซม. แล้วเส้นรอบรูปของ ABCD ยาวเท่าใด ( ) ตัวเลือก: (A) 14 ซม. (B) 28 ซม. (C) 10 ซม. (D) 20 ซม.
['14 ซม.', '28 ซม.', '10 ซม.', '20 ซม.']
20 ซม.
D
multi_choice
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
integer
180
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: ลบกระบอกสีน้ำตาลเล็กๆ ทั้งหมดออก ลบวัตถุสีน้ำตาลเล็กๆ ทั้งหมดออก จะเหลือกี่ชิ้น?
null
6
null
free_form
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
text
181
math-targeted-vqa
puzzle test
['logical reasoning']
IQTest
figure question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้องเป็นตัวอักษร เช่น A, B, C, D, ท้ายคำตอบ คำถาม: ตัวเลือกใดถูกต้อง? ตัวเลือก: (A) ก (B) ข (C) ค
['A', 'B', 'C']
C
C
multi_choice
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xKp03Bq9zSFTlTVi/RTJpPKhkk2ltilto6nA6V863XjzxJc6o18NVuIm3blijciNR2G3oR9RUUMPKtez2FCDlsfRtFZugahJq3h+wv5kCSXECuyjpkjnHtWlWDVnZkMKKKKQBTB/r3/3V/mafTB/r3/3V/maAH0UUUAFFFFABRRRQAUyb/USf7p/lT6ZN/qJP90/yoAfRRRQAUUUUAFFFFABRRRQAwf69/8AdX+Zp9MH+vf/AHV/mafQAUUUUAFFFFABRRRQAUyH/UR/7o/lT6ZD/qI/90fyoAfTIf8AV/if50+mQ/6v8T/OgB9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVdQ02w1a1NrqVlbXluSGMVzEsiEjocMCKtVV1C1mvLUwwahc2Dkg+dbLGXHt+8Rl/SgDF8CwQ2vhuS3t4o4YItT1BI441Cqii8mAAA4AA4xXSVzfgWNofDckTzSTump6grSyBQzkXk3zHaAMnrwAPQCukoAYn35f97+gp9MT78v8Avf0FPoAKKKKACiiigAooooAZL9wf7y/zFPpkv3B/vL/MU+gArj7r4ZeGbvVGvntpVLNvaFJMRse/HUfQEV2FFXCcofC7DTa2GxxpDEkUaKkaAKqqMAAdAK8u8bfEvUNI16XS9KigAt8CWWVdxZsA4AzwBnFep15/4u+GUXiLVm1K0vhazS485Xj3KxAxkcjBwK1wzpqf73YqHLf3ja8D+Kj4r0RrmWJYrmGTy5lT7pOAQR7HP6V01YfhXwzbeFdIFjBI0rs3mSysMF2xjp2HA4qHxZ4wsvCVpFJcRvNPMSIoUOC2OpJ7DkfnUSip1Gqa9BNXl7p0VMH+vf8A3V/ma5bwh48sfFkktukD2t3Gu8xOwYMvTIPGcZHbvXUj/Xv/ALq/zNROEoPlktRNNOzH0UUVIgooooAKKKKACmTf6iT/AHT/ACp9Mm/1En+6f5UAPooooAKKKKACiiigAooooAYP9e/+6v8AM0+mD/Xv/ur/ADNPoAKKKKACiiigDA17xv4a8M3EdvrGrwWs8gysZyzY9SFBIHua2LK9tdRs4ryyuI7i2lXdHLEwZWHsRXyp8XNF1ex+Iep3N7BM8N5L5ltPtJV0IACg+o6Y9q9r+CWkapo/gAJqkckJnuXmghlBDJGQoHB6ZIY498969Gvg6dPDxqqV2yFJt2NH4hfEmw8A29usts95fXOTFbo+wbR1ZmwcD8Dmofhz8TbDx3HNaraPZX9sgd4GfeGTpuVsDvjOR3HWsf4vfDTUPGbWepaO8RvbaMwvBK20SJnIwegIJPXrn25r/B/4Zaj4RvLrWdYeJbqeDyIoI33bEJDEsemcqMY96FTwv1Xmv7/9dAvLmPXKZD/q/wAT/On1mRazabSFW7fa7KWSzmZcgkHBC4NecWadFZ/9s2v/ADyvv/ACf/4ij+2bX/nlff8AgBP/APEUAaFFZ/8AbNr/AM8r7/wAn/8AiKP7Ztf+eV9/4AT/APxFAGhRWf8A2za/88r7/wAAJ/8A4ij+2bX/AJ5X3/gBP/8AEUAaFFZ/9s2v/PK+/wDACf8A+Io/tm1/55X3/gBP/wDEUAaFFZ/9s2v/ADyvv/ACf/4ij+2bX/nlff8AgBP/APEUAaFFZ/8AbNr/AM8r7/wAn/8AiKP7Ztf+eV9/4AT/APxFAGhRWf8A2za/88r7/wAAJ/8A4ij+2bX/AJ5X3/gBP/8AEUAaFFZ/9s2v/PK+/wDACf8A+Io/tm1/55X3/gBP/wDEUAaFFZ/9s2v/ADyvv/ACf/4ij+2bX/nlff8AgBP/APEUAaFFZ/8AbNr/AM8r7/wAn/8AiKP7Ztf+eV9/4AT/APxFAGhRRRQAVxGV/wCEkMu5RN/a23ycf6Rt8vbu3f8APL+Lbjp37V29FAHJaTHp9tr8DaZ9nuGulna5dYEWWL5gRuZQGHPBDZycelbepz63FJGNK0/T7pCPnN1fPAQfYLC+fzFaVVdQ1CHTbU3E6XLoCBi2tpJ35/2Y1ZvxxQBzvgKTUn0O7+2WlrF/xNL/AG+TctJk/a5twOY1wA2QD3AB4zgdTmX+4n/fZ/wrnvAsy3PhuSdBIEk1PUHUSRsjAG8mPKsAVPsQCO9dJQBChk3SfIn3v73sPan5l/uJ/wB9n/ChPvy/739BT6AGZl/uJ/32f8KMy/3E/wC+z/hT6KAGZl/uJ/32f8KMy/3E/wC+z/hT6KAGZl/uJ/32f8KMy/3E/wC+z/hT6KAIZDJtGUT7y/xe49qfmX+4n/fZ/wAKJfuD/eX+Yp9ADMy/3E/77P8AhRmX+4n/AH2f8KfRQAzMv9xP++z/AIUZl/uJ/wB9n/Cn0UAMzL/cT/vs/wCFcL8RvBt/4nhtbmwEZubYMpiaTG9TjoSMAjHf1rvaKunUdOSlEcZOLujzL4d+BNU0HUpNU1NI4pPLMUcAkDHkjJJGR29a9CnuVtFmuLhoooo4wzu74VQM85xVuuX8eaVeaz4WvrSwBafEbiMH/WBWJI/z6VcputUTm9xt80tSTSfHOh61f/YrG9je4OdiuHTfj+7lRn6da6HMv9xP++z/AIV88+E/DWs3fiixEdlcwCCdJJZZIyojCkE5JHXjpX0TV4mjClJKLuVUiovQZmX+4n/fZ/wozL/cT/vs/wCFRte2iXItmuoVuG6RGQBj+HWp65rGYzMv9xP++z/hRmX+4n/fZ/wp9FADMy/3E/77P+FMlMnkvlExtP8AF/8AWqamTf6iT/dP8qADMv8AcT/vs/4UZl/uJ/32f8KfRQAzMv8AcT/vs/4UZl/uJ/32f8KfRQAzMv8AcT/vs/4UZl/uJ/32f8KfRQAzMv8AcT/vs/4UZl/uJ/32f8KfRQBCDJ5zfImdo/i+vtT8y/3E/wC+z/hQP9e/+6v8zT6AGZl/uJ/32f8ACjMv9xP++z/hT6hu7mKys57qdtsMEbSOfRVGT+go3AfmX+4n/fZ/wozL/cT/AL7P+FfOsv7Q2u/2yZYdLsf7MD8W7bvMKe75xu/DHsa+gtL1GDV9Js9Sts+RdwpPHu67WAIz781018JVoJOa3EpJ7FjMv9xP++z/AIUZl/uJ/wB9n/Cn0VzDGZl/uJ/32f8ACmRGTyUwiY2j+L/61TUyH/UR/wC6P5UAGZf7if8AfZ/wqjoX/IKTP/PWX/0Y1aNZ2h/8gpf+usv/AKMagDRoorI1HxVoGkX8VjqOsWVrdS42xSzBW56Zz0/GnGLk7JXA16KOtZ2t6xHoWmvfzW1xPChAcW4UsMkAHBIzyQOMmkBo0Vl3Gu28Wl22o20M17bXDRrG1uU/jYKp+Zl7sB7VpqSyglSpIzg9RQAtFFFABRRWEfEv+m39rHo+oyyWO3zink4wRkEZkycgZ6Z9qAN2iseLxHZznSWgjmlh1TPkTKF2ghC+GBO4HCnsa2KACiiigAooooAKKKKACiiigAooooAKKKKACiiquoabYatam11Kytry3JDGK5iWRCR0OGBFAGT4N/5Alz/2FdS/9LZq6Cub8CwQ2vhuS3t4o4YItT1BI441Cqii8mAAA4AA4xXSUAMT78v+9/QU+mJ9+X/e/oKfQAUUUUAFFFFABRRRQAyX7g/3l/mKfTJfuD/eX+Yp9ABRRRQAUUUUAFFFFABTB/r3/wB1f5mn0wf69/8AdX+ZoAfUdwZRbSmAAy7DsB6bscfrUlFAHytdS3TX8sl00v2vzCZGfO/fnnPvmvpfw+14/h3Tm1Dd9rNuhl3dd20Zz7+tSSaNpct8L6TTrR7sHInaFS+ex3YzV6uvEYlVkklaxpOpzIKK8N+IXi3W/wDhK7qxt765s7a1YIiQSFMnAO4kdc13/wAM9evte8NSPqDmWa3mMImPVxgEZ9SM/wAqmeGlCmqjYOm1HmOzpk3+ok/3T/Kn0yb/AFEn+6f5VzGY+iiigAooooAKKKKACiiigBg/17/7q/zNPpg/17/7q/zNcN8YdS1PSvhzez6U8kUrOkcssZIaONjgkEdOwz71pSpupNQXUTdkd2GVs4IODg4PSmTwx3NvJBMgeKVSjqe4IwRXyF8M9U1XT/iDo402SXdc3SRTxqTiSNm+fcO4AycnpjPavsGujGYV4aaje9xRlc8Il/Z0DayWi17bpZfO0w5mC/3c5wT7/pXt9jZQabp9tY2qbLe2iWGJc52qowB+QqxRWVbE1aySqO9hqKWwUUUVgMKZD/qI/wDdH8qfTIf9RH/uj+VAD6ztD/5BS/8AXWX/ANGNWjWdof8AyCl/66y/+jGoA0a+b/iJ8LfF2p+P769sLJr61vpRJHOJFAQEAbWyRjbjH0Ar6Qorpw2Jnh5OUBNXM7w/p82leHNM065m86e1tYoZJP77KoBP6VV8U3Vva6QhuJ4oQ11b4Mjhc4mQnr7An8K26K527u7GcJqdtLoNzbw2aGXRNS1C1kjCci1m89GOP9hwCfZvrUXim4t5L7XUlFjaz29orQy3MbPNMdhIMJ3Dbg8ZXJz1r0CikBwl9NFaNoniyK3ivHmt/slw0ahi7Oo2HPrvGz/geKfqWjWvha30fWobKKSTT28u7MMI3SLJwzAAdQ5BHoCRXcVRu9MW8uo5Zbm48pCjG2BXy3ZW3KTxnIOOhGcDOaAItC0xNL0tIvJiinlJmnESgAyMct07AnA9gK5M3VhN4q8TpJ4jGnI4gQmOaEbiIyG5YE5B44II+td/RQB55p99DHZeCUuUgsWW4kCwk7PkEUqK2GOQG+U892qvqjafY+HvEFhKsEU0eqiaGAqAVUtHh1HYYJ+bp1Fel0UAcDqQju/EuqHUb3T4rSS3hNhJdwmUNGVO4wkOoDbs5xk/d9q7HR0lTRbFZ5ZZpRAgaSZNjscDlhk4Prz1q7RQAUUUUAFFFFABRRRQAUUVh/2prjfMnh8bDyu+8VTjtkbeD7UAblFUtMuL25t3kvrQWsnmFViD7/lGBnPfJz+GKu0AFVdQtZry1MMGoXNg5IPnWyxlx7fvEZf0q1VXUJL+O1LabbW1xcZGI7m4aFMd/mVHP6UAYvgWNofDckTzSTump6grSyBQzkXk3zHaAMnrwAPQCukrm/Apmbw3I1xHHHOdT1AyJG5dVb7ZNkBiASM98DPoK6SgBiffl/3v6Cn0xPvy/wC9/QU+gAooooAKKKKACiiigBkv3B/vL/MU+mS/cH+8v8xT6ACiiigAooooAKKKKACmD/Xv/ur/ADNPpg/17/7q/wAzQA+iiigAooooA5zX/A2h+I7pbq+gdbgAAyQvtLAdAfX+da+l6VZaNp8djYQLDbx9FHOT3JPc1coq3OTXK3oO7tY4f4h+NrjwtFbW1hFG13cAtvkGVRRx07k/0qh4C8fXniOa603U44/tCwtLHLGu0MBgEEevPb3rf8ZeC7bxdbQ7p2trqDPlyhdwweoIyMjj14qn4R8A2/hNbq6e6N1eSxGPfs2qi9SAMnqQOfauhSoews/iNLw5PM7Sis/WtYtNB0mfUb1mEMQ6KMsxPAA9ya47w/8AFax1nWItPuLCSz89wkMnmhwWPQHgYz071hGjOcXKK0RCi2ro9BooorMkKKK4Dxh8XvD3g/Vv7Lnjury8UAzJbKpEWeQCSRzg5wP0rSnSnVlywV2Ju2539FZPhvxJpvivRYtV0qYyW8hKkMMMjDqrDsR/9fpWtUSi4uz3GMH+vf8A3V/maSeCG5gkgniSWGRSrxuoZWB6gg9RSj/Xv/ur/M0+kBg6N4L8N+H7x7vStGtbW4cEGVFywB6gE9B7Ct6iiqlKUneTuAUUUVIBRWHqXia30+6NusTTOv38HAHtWnYX0Oo2i3EJO08EHqp9DSUk3YlSTdkZfiHW5NM8uG3VTK43FmGQopnhzW5NQZ7WdV8xE3KyjGR05/MVb1nRI9WVD5hilThWxkEehFM0PRI9MQzeYZJpFALYwAOuBUWlzeRFp8/kbFZ2h/8AIKX/AK6y/wDoxq0aztD/AOQUv/XWX/0Y1aGpo1zuq+OfD+i6mNPvb7ZccbwqMwjz03EDiuirybxT8L9V1TxPcX1hcW5t7qTzGMrENGT14xyPSt6EacpWqOyLgot+8erxuksayRsGRgGVlOQQehFZniLVptD0eXUIrVLkRMoZGlMfBIXg7W7kVa0uxXTNJs7BXLrbQpEHPVtoAz+lY/jpJJvCV3bwwXE0spjVUgid2OHUn7oJHAPNYu19CCymtXMOuWul6hZRQvdxySQSQTmVTsxuByikcMPWtH+0bH7Z9j+22/2r/nh5q7+mfu5z0rm/s39k+JbPU4Yb66sbyAwOZUlnltm+8p+bLqrcgjpkCsyw0e5XTRpl8+rNdpfmYpFCgiY+dvEomMZ4xgn5s8EY7UgOlt/Elt/aN/Zai9rZSWs6woXuRibciuCNwXnDAY5rSu9QsrAIby8t7ff93zpVTd9MmuOmYC98X+ZpN9ML/ZHAws5CJ8QKm3O3gBs8nA96S20vUdN1SCTULi/CnSre2860gE/7xM71YFHIySDnAB70AdpcXtpaQrNc3UMMTEAPJIFUk9OTTDqVitmLxr23Fqek5lXYf+BZxXK2mmy6ReeH7l7a8ewtbSaEIy+dJbuxUqSEH90FeBx096nurdxqOianFps8VhBcXLzQrEWcNICFlKAZ5O7jGRv6DnAB0J1bThai6OoWotmbaJjMuwn0znGasQzw3MKzQSpLE4yrxsGU/QiuXv5Z/Ms57PT7i0tZb2R57iO18ydf3e0SCMqSu48Elc47DNT+DxNGmrRTJeL/AKfJJG11AYy6MBhh8oHJDHgcdwM0AWbrWb+PxINIttPtpS1q1yssl2yfKGVSCBGcHLevSn6T4ks9STy5njtbxbiS2a2eVSxkjPzBOm4d8gVl6hbrd/EC3MsOoCBdPeEzQLPGvmGRCAZEwMYz3xxzzVjVtMi01NEaws3+y2d/5sqQRs7BWjkUtgZZjuYZ6nnNAGu+s6VHbS3D6lZrBFJ5UkpnUKj/AN0nOAeRxTDr+jCZoTq1gJVcIU+0pkMegxnqfSuTuTcS6F40j+wX4ku5HNun2SQmUNAiKRhe5B+nfFW/Etvaf8IrZSRWOQbmziMbQ7HZRMvyEMAe54PrQB0MmsW8umXV5ps1rfG3UsVjnG3IGSCyhsHHtRb6zavo9lqN3NDZpdRJIBLKAAWUNtycZrn5xLc61rGpwWl2lodLFsd1tIrzy7mIwhG44BxnHf2qnbWl4k3h2+c6jb20OlfZW8m13SQzfJnKMjEAhSMhew5waAO7jljmiWWJ1eNxlWU5BHqDTqyPDdkLHSjGq3Ko88kqrc7d+GYnOFACg9duOM/hWvQAVy3jWGaaxUNYy3lkYpFkWOVU2OdoV2DMoYAbu/XHHcdTXKX41bVLq2ln8NQ3FpEHIguLpcFjja5UqRuABGD03H0oA1tBBktZ7sRpEl1MZViSQOEG0DqpK5JUk44ye/Wsv+1r860QJibT+0fs27agh27Pu9N+/fxn7ueM9qu+GrM2sF476fFp8k9wXNrEwKIAAoIwAOduc4q7/Y1h9q+0+Qd/m+djzG2eZjG7Znbn3x70AZGl6tezzaTPNMXj1Lzsw7VAh25ZcEDPAGDknJPatTU9ctNJkjS5h1By4yDa6dPcgfUxIwH0NS2+lWVrcm4hhKyfPjLsQu45bapOFyeTgDNXaAOT8BalBeaHd+VHdLt1S/Y+daSxfeu5mGN6jJweR2OQcEEV1Pmr6P8A98H/AArC8G/8gS5/7Cupf+ls1dBQBCkihpOH5b+4fQU/zV9H/wC+D/hQn35f97+gp9ADPNX0f/vg/wCFHmr6P/3wf8KfRQAzzV9H/wC+D/hR5q+j/wDfB/wp9FADPNX0f/vg/wCFHmr6P/3wf8KfRQBDJIpUcP8AeX+A+op/mr6P/wB8H/CiX7g/3l/mKfQAzzV9H/74P+FHmr6P/wB8H/Cn0UAM81fR/wDvg/4Ueavo/wD3wf8ACn0UAM81fR/++D/hR5q+j/8AfB/wp9FADPNX0f8A74P+FMEi+cxw/wB0fwH3qamD/Xv/ALq/zNAB5q+j/wDfB/wo81fR/wDvg/4U+igBnmr6P/3wf8KPNX0f/vg/4U+igBnmr6P/AN8H/CjzV9H/AO+D/hT6KAGeavo//fB/wpksimFxh/un+A1NTJv9RJ/un+VAGF4v0QeJfDk+nJI0UpIeJmRsBgeM8dOorzXwx8NNYh8QWtzqiLBa20qykqdxkKnIAA9SO+K9T8TeI7HwpoFzrGoF/IgA+RBlnYnAUe5Nec+E/jvZeIPEUGlX2kNYC6kEUEwn8wbzwqsNoxk8ZGeSPrXdh1iPZSdNXiUqriuU9a81fR/++D/hXMy/ETwvBqJsn1IBw21nEbFAfTdjH49K6O6iaezmhRyjyRsquP4SRjNfN03hHX4dTOnnSrpp920bYyVb3DdMe9Z4ajCpfndrFU4qW59JiZGAI3EHkEIf8K+cvid8MPEl140vdU0mwm1C0vpPNBjHzRsQMqwPv0PTFfQWiWUunaDp9lO++a3t0jdgeCQoBqe6v7OxCm7u4LcOcL5sgTd9M0YbETw9RyhqZSjfQ4j4S+FLzwb4Pa11PIvLm4a4kiUFhFlVULkcE4XJx6+1S/EP4l2XgO2t1+yPeX1zkxQbjGAo6szEH16Y5ruVYMoZSCpGQQeDXmXxa+Gl343SzvtLniS/tVMZjmOFkQnPXHBBz9c1VKcK2I5q+z3E7paFr4c/FO08dXF1ay2TWWoQxiTylYyK6ZwWBwMYJGQfUde3oPmr6P8A98H/AAryj4SfC6+8HaldarrEsJvJIPJihhbcEUkEknHX5R09/Xj1qoxapKq1R+Ecb21Geavo/wD3wf8ACjzV9H/74P8AhTldWztYHHXB6U2ZGkgkRG2sykA+hxXMMoNr2mLP5JulD5wflOM/XGKv+avo/wD3wf8ACvNW0+8W5+zm2l83ONu016NZxPDYwRSHLpGqsfcCs4TctzKnNyvdHJ6zoN3NqMlxao0qSncRggqe/Wt3Q7I6Xp/kyFjIzF2whwDwMdPataimoJO5SppO6Geavo//AHwf8KZFIohQYf7o/gNTUyH/AFEf+6P5VZYeavo//fB/wqjoXOlJ/wBdZf8A0Y1aNZ2h/wDIKX/rrL/6MagDRooritd+JujaFrTaZJDczvEQJpIgNqH05PJFROpGCvJ2M6lWFNXm7Ha0VFbXEV5aw3MDh4ZkEkbjoykZB/KsjxRqV/pGnw3tm1ssSzxx3BniZ9qOwXcMMvTOf8Ks03NyisB9flTxnDo5iT7JJAwE3O7z1Acp1xjYc06x1zZArajPG8s8kht47W2kLNErFd+0Fzg8HPA+YCgDdorntU8RC1XR7y1nt5NPvboQO3lszEFHYFSD1ymMYJycda1rDU7TUllNrIzGJ9kiPG0bo2M4ZWAI4OeRQBborGn1S6uNdk0jTvJWSCFZrieZS6puJCqFBGScE9RgetCajfaf9vfWY4/stsiSJdWsLnzAchsxjcwK4GcE8HPFAGzRWPF4p0aZHdbsiNYfP8x4XVGTIGVYqA3JAwMnJxVmHWtPmW4bzzF9nTzJlnjaJkTn5iHAOODz04NAF+is6DXbC5LrHJNvWIzeW1vIrug/iVSuXH+6D1HqKgs/FGj38tvHbXTMbglYi0EiKzDOV3MoG7g/LnPtQBsVS1LSrTVoo4rxZGSNxIoSZ48MDkH5SM4IBFXaKAEUBVAGcAY5OaWiigAooooAKwPEtneX0XlwxXMkKws+23n8os+5cDIYE/Lux2z17Vv1h/8ACIaGeXsRI5+87uxLHuTz1oAPDNklpb3brbS23nT7hDPP5ska7FADHc2D1bGTgMK3KzbWzttEhhtLGEIk854JJwSCx/RcD8K0qACquoabYatam11Kytry3JDGK5iWRCR0OGBFWqq6hazXlqYYNQubByQfOtljLj2/eIy/pQBi+BYIbXw3Jb28UcMEWp6gkccahVRReTAAAcAAcYrpK5vwLG0PhuSJ5pJ3TU9QVpZAoZyLyb5jtAGT14AHoBXSUAMT78v+9/QU+mJ9+X/e/oKfQAUUUUAFFFFABRRRQAyX7g/3l/mKfTJfuD/eX+Yp9ABRRRQAUUUUAFFFFABTB/r3/wB1f5mn0wf69/8AdX+ZoAfRRRQAUUUUAFFFFABTJv8AUSf7p/lTmYKpZiABySe1Ru6SWrvGyupQkMpyDxQBz/j3woPGfhK60hZhBMxWSGRhlQ6nIz7HkfjXj3gz4H6/aeK7O91traCys51mxHLvaYqQQAAOASOc44r6Gorqo4yrSpunF6MlxTdxskiRRPJIwVEBZmPQAdTXilx+0VYR60YYdCml0xX2/aPPCyMv94JjH4E/iK9oureO8tJraYExTRtG4HoRg/zr5uuP2f8AxMutG3t7myfTy/y3bSEEJ7pjO7HYce9bYGGGlze3foEr9D6PsbyDUbC3vrWQSW9xEssTj+JWGQfyNeAfEc3p8b34vd+AR5Genl44x7dfxzXvGjaXDomiWOl27M0VpAkKs3VgoAyfc4zUl5plhqOz7bZW1zs5Xzolfb9MjisKFaNGo2ldGtOfK7nH/CY3p8Hf6Xv8oXDC23/888Dp7bt3613VIiLGioihVUYCgYAFcn4vv7lLiGzilkiiMfmMY2KliSRjI5wMfjmsKtRSk5vQipNK8mdUP9e/+6v8zWZ4jlni0WVoCwJIDFeoXvWH4RvLn7fJbPNLLC0e4CRixQg9iTwOTx9PeuxZQylWAKkYIPes7qS0ITU46HnWiSzx6xbeQWy0gVgO698/hXo1VrfT7O1cvBbRRuepVcGrNKEeVCpwcFZhRRRVmgUUUUAFMh/1Ef8Auj+VPpkP+oj/AN0fyoAfWdof/IKX/rrL/wCjGrRrO0P/AJBS/wDXWX/0Y1AGjXm/iP4UprXiGXUrfUvs8dw++aNotxB7lTnv716RRWdSlCorSRlVowqq01cr2FlFp2n21lACIbeJYkyecKMDNQ61py6tol7p74xcQPGCexI4P4HBq9RWiVtDRKysjiJtE12TwnY3Cxp/wkUN0l2yl1wW+4QWzjiM+v8ADVu78PSWuuWV5BBdXNpFp4sjHa3RhkTa2VbO9QQRkEZ7CusooGcdc6RfW9nocdlpBP2fUWvZo1uAwRSJMgs7ZZzvB44znkCtTRbK7Gt6vq11btai88mOOB2VmCxqRubaSMkt0BPAFbtFAGBLY3eneJbjV7S2a7hvIEiuIUdVkVkJ2su4gEYYgjI6DrVF7LVpDrk62t4tvc2flW9nNdiR/NO7cwy5VR8y8Bu3SutooA5S90W81HwRY2K27W93ai3byHkC7jEVJXchOM7eCDxx0qvqHhmTV7DU0is57OaezEEct7dtNIx3btp+dwEyB78n8ezooA5ux09xqMN++k3cclvA4zc3xmcs2PljBkK4OOS2Oi/hlW2marBoGgWx0ifzrPUDPMolh+VMuc534Od/6H2z3NFABRRRQAUUUUAFFFFABWJrmoX1nc28VlDLJJIj+WqwlleTgKHbGEUZLEnGQOPStuuf1R7yC7t4n1xrNJi+11tkI+9wGLAgAAqoPcn6UAWdEW4lgeS9uXu2imYQzyQ+UWG0AnaAP4t4Bx09ep16xPDd4LuC7A1B9R8ucqbnYFRvlGAuOMAY5HGSa26ACquoSX8dqW022tri4yMR3Nw0KY7/ADKjn9KtVV1DUIdNtTcTpcugIGLa2knfn/ZjVm/HFAGL4FMzeG5GuI445zqeoGRI3LqrfbJsgMQCRnvgZ9BXSVzfgWZbnw3JOgkCSanqDqJI2RgDeTHlWAKn2IBHeukoAYn35f8Ae/oKfTE+/L/vf0FPoAKKKKACiiigAooooAZL9wf7y/zFPpkv3B/vL/MU+gAooooAKKKKACiiigApg/17/wC6v8zT6YP9e/8Aur/M0APooooAKKKKACiue8Q+OvDXhWeODWdWitp5BuWIKztj1IUEge5rX07UrLV7CK+0+5iubWYZSWNsg/59Kt05qKk1owueKftE3+pxJo9lG8iaZMHeQKSFkkBGA30HIHufSsb4AX+pjXtT09HkbTDZtLKhJ2JJkBSPQkFh749q+gtU0nT9asms9TsoLu2Y5McyBhn19j71X03QdJ8P6dLbaTp9vZwsCzLCmNxx1J6k/Wu6ONgsL7Dl1/rUjl965qUUUV5xYUUVhv4q05Lnyv3pUHBkC/L/ADzj8KTaW4nJLc3K5rV/E72V61tbQo/lnDs+evoMV0isrqGUgqRkEdxXN6v4Ye9vWubaZE8w5dXzwfUYqZ81vdIqc1vdNbSdSXVbIThdjA7XXOcGl1LSrbVIlScMCv3XU4IpNI0xdKshAH3sTudsYyav00rrUpK8bSMzS9IttLkkEO5nZRl3OT1PH0qr4v8AEP8AwjPh6bUViEsu4RxI3QsfX26n8K2h/r3/AN1f5mqGu6Ja+IdIm0283CKTBDL95WHIIrSnyqS5tiopL0PL/C3xR1e58QW1nqghltrqVYspHtaMscAj1GTzmvYq888O/Cm10XWYtQutQa8MD74YxFsAYdCeTnHXt0r0GR1ijaR2CooLMx6ACt8TKlKS9kaVHFv3R1FeYyfGWxXUzEmlzPZBsef5oDkeoTH6Zr0q3uIru2iuIHDwyoHRh0ZSMg/lWVSjOnbmVrkuLjuSUUUVmSFMh/1Ef+6P5V598TPHF/4ae1sNL2R3M6GV5nQNsXOAADxnIPWoPhj461DxDdXGlaoUlmih86OZUCkqCAQQOO4x+NO2lyOdc3Kel1naH/yCl/66y/8Aoxq0aztD/wCQUv8A11l/9GNSLNGud1HxSLLUGt47fzFjOHYtjnviuirGvvDVnfXhuWeRCxy6qRhv8KmfNb3SJ81vdNWCZLi3jmjzskUMM+hrF8Y3d5YeGri8sbt7aeFkIZVRs5cKQQwPrW5HGkMSRxrtRAFUegFY/irTbzWNAmsLIQeZMyZaeQoFAYN2U56Y/GqLK2o3d/4futPllvZL2yurlLWVZ0QPGX4VlKKoxnAIIPXrV6512O0kfz7K7S2SZYWuiqiMMxABxu3YyQM4xVa60vUNZvLJtSFtb2lpOtyIYJGkaWRfu5YquADzjBzgc1j6n4S1C7j1JFi024muLoTw3ly7ebGm5W8v7hwAAQCD36UAbN14nS21G7sF0nUp7i2iWcrCkbb4zkbl+f1UjBwT2Bqpa67Pa6jrENwbm98u7iitYESMS4eJHIH3QQCxOT0A56VctLDUk8U3OpTRWi289rFDhJ2Z1KFznBQAgl8de2fasa78L6rJrGpavbJYxag9zFNZym4f5VVFRkcbOjKDkD1HoDQB1ss0w095ordvPERdYXIzuxkKSCR144NctoesS6r9j8rxCDqIKm9065iSMqMfOqrtDgjscnp+NdSwupbBlJSC6aMgFG3qjY4IJAzj6CsG70XU9XbTRqEOnxyWc8c7XcMjNIxQ5woKDbu7/McAnrQBcuPE1pb/AGuTyLmS1s5PLubpFUxxNxnOTuOMjOAcfganvtaWw892sbyWCCMSyzxquxVwSTywLYAydoNYh8JNFcakI7LSrhL24edbm6iDSQF/vDaVIcA5I5HXFGr+F7u+utUZYdPuo7u3WK3a7JzaEIV+RdpGCfm4IOaALOs6te/23pNhYi5EF3HLK09uISzBQuAPMOMDdk8emM81OPE9rBA0kqXMtrBKLabUAiiLzAQpON27G7gkLgevFV49J1dNQ0GcxWOzT7Z4JR9pfJLBBlf3fOAmecZzjjGary+Fr5tFu/D6SW39m3Nw0nnl281I2k3smzbgnJIDbu/TigDZvtdj083Dz2V39ltyPOugq+WoIBzy24gZGSAe/oajvPEK2er/ANmDTb6e4aAzx+SIysiggHBLjBGf4se2eM4mt+E77Ul1pFi065a+H+j3N2zb7YbANijacDIJyCOvQ1q/YNVPiS31PyLLy47B7dk+0tnezK3H7vplcfjnHagB1l4rsr+Sx8q3u1gviUguHjARnAJKddwI2t2xkHBrdrj7Xw/rMGl6FaGOwL6dem4kIuXwy4cAD931/eH8vfjsKACiiigArnfEkemCWKfV3uZ7YIQtjEjushyCWdF+8B8vXgZ9SK6KsLxBZyzujxx3TqYXSRrd0BjGVYMA/UggHGegPXgUAP8ADdxHLa3EMK3wjgl2D7YjIy8AhAG5wFK8nrnNPl1HU4dRt4G0628iecxI/wBrPmbQCS5Ty8dBnG7uB1NR+G7zTrm1lFnqhv5y5e4kkIEhfhfmUAbeAABgDitL7JnU/tjvu2w+VGmPuZOWOe+cJ9NvvQBQ07WZ7zUHtp7aC3X5zH+9cu4VtudrRqCPXDHGR61sVlRaVcNf2t1eXqzm1VxEFh2EluMscnPHHAHWn6n4e0TWpI5NV0fT794xtRrq2SUqPQFgcUAUfBv/ACBLn/sK6l/6WzV0Fcn4C0nTbHQ7v7Hp9rb7tUv1byYVTIW7mVQcDoFAA9AAK6nyYv8Anmn/AHyKABPvy/739BT6hSKMtJ+7ThvT2FP8mL/nmn/fIoAfRTPJi/55p/3yKPJi/wCeaf8AfIoAfRTPJi/55p/3yKPJi/55p/3yKAH0UzyYv+eaf98ijyYv+eaf98igAl+4P95f5in1DJFGFGI0HzL29xT/ACYv+eaf98igB9FM8mL/AJ5p/wB8ijyYv+eaf98igB9FM8mL/nmn/fIo8mL/AJ5p/wB8igB9FM8mL/nmn/fIo8mL/nmn/fIoAfTB/r3/AN1f5mjyYv8Anmn/AHyKo6lfado1ldahqEkUFnbxh5JGXhRk9u56DA600m3ZAaNFefeHfi34Q8S60mlW3n29xK22E3MCqsp9FIJ5PbOK77yYv+eaf98irqUp03aasJNMfRTPJi/55p/3yKPJi/55p/3yKzGfLXxi8O6za/EG/vp7aeW1vGV7edULKRtA257EYxj6eteufA7Q9V0TwPKNUikg+1XTTwwSghlTaoyQemSCcfj3r0nyYv8Anmn/AHyKPJi/55p/3yK7quOlUoKi1t+hKjZ3H0yb/USf7p/lR5MX/PNP++RTJYoxC5EaAhT2rhKJSQqksQAOST2qvBqFndSGOC5ikcdQrZNUfENs8mjTC3jG4EEhV5K55rjtHhmm1a2EKkkSAtxwFzzn2xWcptOxlOo4ySseiyp5sTx5xuUrkds1wL+HdTW58kW5YZwHB+Uj1zXfeTF/zzT/AL5FHkxf880/75FOUFLcqdNT3GWcH2WyggLbjGgXPrgVNTPJi/55p/3yKPJi/wCeaf8AfIqyx9FM8mL/AJ5p/wB8iub8XeLtL8IW0TXNuZ7ibPlQRgAkDqST0FAm0ldnSD/Xv/ur/M0+uQ8H+NNM8XyTxw2xtrmJAzQSYOVz94EdRyB+VR/E77VB4Gu3sE2ncgmaMciMnn+mfbNOwuZWujrYLu2uWdYLiKUocMI3DbfrjpS3Nul3aTW0mfLlRo2x6EYNfNfgeS9TxppQsdxke4VXUdDHn58+23J/CvpSRIIo2kdI1RQWZiBgAd6GrChPmVzxKT4R6+NTMEcls1pu4uS+Pl9SvXPt+te06dZR6bplrYxEmO3iWJSepCgDJ/KvNZPjJpK6oYU0eR7INj7RvAYj1CY/rXpdu1rd20VxAI3hlQOjheGUjIP5VtWrzqpKRo6vOeW+MvipqOl+IJ9N0mC3Edq2ySSZSxdh1AwRgDpXceCvFA8WeH1v2hEM6SGKZFOQGAByPYgivI/Hvg7V4PFd5c29hcT213KZY3giLj5udpx0Oa9K+Gnh250LwqYtRhCTzztP5bAbkBCgA+/y5x71MqfLHmM1Gad3sXvGHgmw8XwQ/aJXt7mDPlzxgHg9QR3FQ+C/A1h4Sikmime5u51AeZwBheu0DsM/yrpLh7O0gaa5aCGJfvPIQqj8TUdjLZ3tnHPbSQTxkD54yGBP1FZ62K5Ve5crO0P/AJBS/wDXWX/0Y1XvJi/55p/3yKo6EMaUgH/PWX/0Y1IZo0UV5D4s+KmraV4puLCwtrYW1pJ5bCZCWkI685GB6V04XCVMTJxp9Dahh515csD16iqelX66ppFnqCoY1uYEmCHqu4A4/Wsnxy0kXhO6nhnngmiaMo8EzRkZdQeVIzwTxXPJOLszJpp2Z0VFcvrHm+HbnTLu0ubl4J7yO1uLeed5gyyHaGUuSQwODwcHmptR8Uppd28d0lokSTJHt+2L55DEAOIsdMn1zgE4pCOiornrnXtUTWb7TLTR4biW3gS4RjebBIrFgAfk+VsrwOR7is611max17WNPhJuruS8iW2tLi7b5VMCO5BIbCgknpjsOwoA7Kiql5aPqGlyW0skltLLHgvbzMDG2OqsMHg/TPpXLabezah4LtNPknuE1Nrj+z5nFw/mLKjHzG35znarN1x0HSgDtKK5j+2otGutea7ScQ6fBBID9pabepDBQAwG1jt55OSeTVxNWmbULfS9TsxayX0LtC0FyXztA3KSApVgDnIz354oA26K4vSvEw07wzoa3Uyy3d75gWS7udi4QklnkbJ6YHQkkil1LxPcXugST6Z5K3FvqMFtMUuNyHMifccKdysGAzgYye4xQB2dFRwNM0Km4jjjl/iWNy6j6EgZ/IVJQAUUUUAFFFFABWbf6Dp+qXiXF9EbjYmxYnY+X1ySV6N2656VpUUAVV0+3S6gnRAhgjaONEACqGIzwP8AdFWqKKACquoWs15amGDULmwckHzrZYy49v3iMv6VaqrqEl/HaltNtra4uMjEdzcNCmO/zKjn9KAMXwLG0PhuSJ5pJ3TU9QVpZAoZyLyb5jtAGT14AHoBXSVzfgUzN4bka4jjjnOp6gZEjcuqt9smyAxAJGe+Bn0FdJQAxPvy/wC9/QU+mJ9+X/e/oKfQAUUUUAFFFFABRRRQAyX7g/3l/mKfTJfuD/eX+Yp9ABRRRQAUUUUAFFFFABXHfErw3eeK/BmoaZp7D7WRHLEjNgSFWJ2k+/8APFdjTB/r3/3V/maunN05Ka3QNXPlnwR8MPFdz4x09rvSrqwtrS5Saa4nQoAEYN8pP3icYGM19U0VDdzNb2c86xmRo42cIOrEDOK3xWKniZJyVrExjYmor44u/iP4uutabVTr19FOX3KkUxWJB/dCfdx7Ec9819Y+F9Tn1rwppWp3MYjnu7WOaRQMDcygnHt3FXisDPDRUpO9wjK5rUVyWt+IryDUXtrRhGkRwTtBLH8a2dB1N9UsDJKoEqNsbHQ+9eeppuwlUTlymZ4uvLiEW8ETskbglipxuI7VU8MXly8txbM7PD5LNhjnaf8AJrq7uzt76HyrmJZEzkA9voahh0+10+1lS1hEYZTk5JJ49TS5HzXuTyPn5rl2kVFUkqoBPXA60tFaGoUUUUAFFFFABXnfxN8E6h4l+yX2lhZLm3UxtAzhd6k5BBPGRz1r0SihClFSVmeY/DHwNqXh/UbnUtWRYJWh8qOAOGOCQSSRx/COPc16ayq6lWAZSMEEZBFNH+vf/dX+Zp9DdxRioqyKFjomlaZK8thptpayPwzwwqhI9MgdKtXVul3aTW0mfLmjaNsdcEYNS0UFWPBpPg/4iGqG3ja2a03cXRkwNvqV659v1r2/TLGPTNLtLCJi0dtCkSsepCgDJ/KrVFNu5EYKOwUUUUizyP4zC9+0aYfn+wbGxj7vm55z74xj8feoPg0L3+1tQK7/ALB5A8z+75m4bfxxur1+e3huoWhuIY5om6pIoZT+BqOxtoLSziitoY4YwoISNAo/IV1/Wf3PsrGntPc5bFis7Q/+QUv/AF1l/wDRjVo1naH/AMgpf+usv/oxq5DM0a5vVvAfh3W9UGo31jvuON5WRlEmOm4A810lFXTqzpvmg2n5FQnKDvF2GxxpFGscahEQBVVRgADoBWZ4i0mbXNHl0+K6S2ErKWdojJwCG4G5e4FatFQSYz6LcX19a3Gq3sdwlpJ5sMEEBiTzAMBmyzEkZOOQKz7vwlczWmpWdvqccVtfXX2tt9rvdX3KxG7eMrlfTIHeupooAx7XSbyHxDPqkt7A6zwRwPEtsVPybiCG3nu57dMfWsy78IXN1dajdjUbeK6ubmK5gnW0O+3aNQowfM+b5QQe3zH1xXV0UARwiVYUE7o8oHzMiFVJ9gScfmayLTw5FaeJrzWFuGK3Cgi22/KkhADODnqQqjp6+tbdFAHO3XhdtQu9Ya8u0e11OBIWijhKvHs3bSG3EE/Me3YVOuiXcmoW9/eX8U9zaQvHbFbcoqs4ALsN5LHgdCo6+tbdFAHMWfhSazsdLVdQjN5pjSeRP9nIUo4+ZWTfzn1BHQfjevNEnv8ASpra4vy1xJPHcCXy/kRkZWUKmfu/IMjOTk81s0UAQWkU8NuEubgXE2WLSBAg5JIAHYAcDknjkmp6KKACiiigAooooAKKKKACiiigAqrqGoQ6bam4nS5dAQMW1tJO/P8AsxqzfjirVFAHN+BZlufDck6CQJJqeoOokjZGAN5MeVYAqfYgEd66Suf8G/8AIEuf+wrqX/pbNV/XtZt/D+iXOqXQZooFztXqxJwAPqSKqMXOSjHdjjFyaS3Lyffl/wB7+gp9eT6D8YTe65Ha6hp0cFvcyBFkjkJMZOAM5HI/KvVpG2Rs+C20E4HU1tiMJVw8lGqrXNa2HqUWlNbjqK+bLz4heJrrVWvk1W4g+fckEb4jUdht6H8Qa9/8N6nJrPhvT9RmjCS3EKu6jpnvj2roxmXVcLCMptO5riMHOhFSk9zUorwX4n+I9Xbxhc6et1Pb2trsEcUblQcqG3HHU5Nd58J9b1HWPDc66hK85tpvLjmc5Zl2g4J7kf1FVWy2dLDLENrW2nqOpgpQoqs3v+p31Fee/FHxhqHhq2srXTGEVxdbmacqCUVccAHjJz+GPesn4Y+OtX1jWJNI1Wb7UGiMkUxUBlIxkHA5HPeojl1aWH+sq1vxJjg6jo+2Wx6rL9wf7y/zFPqjq+o2ukaXNf3snl28GGduvccD1PauR0P4raJrWrx6eYLm1aZtkMk23azHoDg8E1z08NVqxc4RuluZQo1Jxcoq6R3lFFFYGQUUUUAFFFFABTB/r3/3V/mafUMkqQNLLK4RFQFmPQdaAJqQkAEk4A61nWmvafe3HkQzHzD90MpG76VouodGRujDBpJp7CTT2PHr7wh4GuvEjai2hSMjSb3jW4Kxuc9dn9MgV67bNE9rE0AUQlBsCjAC4447Vx8nhG9FyUjeIw54kJ5x7j1rsLW3W1tYrdCSsahQT3xT9tWqaVG3Yyp813zGTqnhuDUbk3CytDI338LkN/8AXrQ07T4dNtBbw5IzlmPVj61bopKKTuaKKTugpk3+ok/3T/Kn0yb/AFEn+6f5UyiDUdRtNJ0+a+vphDbQrudz2/xPtXL6F8TPD+vaounwm5gmkOIjcIFWQ+gIJ5+uKu+PNBufEfhS5sbNh9o3LJGpOA5U/dz7/wA8V5L4S8AeIZPE9lLdWE1nb2s6SySyjbwpBwvqTjHFNJWM5SkpJI97uJ0traW4kzsiQu2PQDJrwub4weIW1Q3EK2yWgbi2MeQV92659/0r3d0V0ZHAZWGCD0IrzCb4LadJqhmj1SeOyLbvs/lgsB6B8/0oVuoVFJ/Cei6VqEeq6TaahEpVLmFZQp6ruGcVwXi74qLoGtSaZY2C3LwECaSRyoB67QB/OvQ7a2hs7WG1t0CQwoI40H8KgYA/KvLfGnwsv9X1+bU9JuLcLctulinYrtbuQQDkHrQrDnzW0O78J+JrfxXoi6hBG0TBzHLExzscYOM9xgg5963K5zwT4WHhLQRYtMJp5JDLNIowNxAGB7AAV0dJlRvbUYP9e/8Aur/M0+mD/Xv/ALq/zNPoGFFFFABRRRQAUUUUAFMh/wBRH/uj+VPpkP8AqI/90fyoAfWdof8AyCl/66y/+jGrRrO0P/kFL/11l/8ARjUAaNeIeNfiB4ksPGN3a2l0bSC0k2JEEUhhgctkc56/Svb6zb3w/o+pXkd3e6Za3FxHjbJJECeOn1pomabWjJdHvJdQ0SxvZ4vKluLdJXT+6WUEj9axfiBBDN4NvDLEkhRo2UsoO0+YoyPTgkfjXT1na3pEeuaa9hNcTwQuQXMG3LYOQPmU9wD+FIow9etbfQLjSL7SoY7SWTUIbaWKBQiTRyHBDKOCR1B6jFO1LxRPp89xIskE8FvcpC8UVtKxUEqDumHyKw3Z2kegzzWumhxG+hvLy7ub6a3JMHnlAsZIwSFRVGcdyCR2qndeEbW6hvLdb6+gtruf7RJDEybfM3BiwJUnkgHGce1AEU+oa/J4h1DS7F9NAhto7iF5oXOCxcBGw/P3fvDGPQ1kW2onTvFGs6ZY/ZoL27v4QnmQkwrm3RmJwRycNgZyT+JHUW+ii31qTVPt93JLLEkLo4j2Mq5x0QHOWJ69/TiqV14Rt7z+0PN1C+zfTRzuy+UDG6BQpQ7MggKBQBszRzyafJEJ1S4aIr5yLgB8feAycc84ya4mxittMk0u21rQ5LC8SaNE1O2Kuk8nQb3HzfOezDv1712xtRJYNaTyyTq8Zjd3wGYEYOdoA/ICs1fDkRW1iudQvbq3tXSSKCZk2hk+6SVUM2OOpPTnNAGXaTR6TfeL54Ta26x3MTgy/LGCYIyScepPbkk+9Sx65d3cmpaaXXzksvtEU5s5YBgkqQUc5PQYIPf2q5L4Vtbgaotxd3cyakyvKrFBsZQoUqVUEEbF656c5qWHw8keqHUJtQvbmZrf7M6y+XtdMk4IVBjk9sUAYVnrd7pHg7w80skdxPfR28MJW3kYxgxbizAMWkIAPTGT6Vu6Lqd3fXF5BdW8irAUMdwbaSBZgwOcK/IIIweT1FQx+FLRNPhs2u72RbcxG2dpF3W/lghNmFA6Eg5ByOua07KwWzeaVria4nmxvlmIyQOgAUAADJ6DuaALdFFFABRRRQAUUUUAFFFFABWadesBeLak3PmNL5Ib7JL5ZfOMb9u3se/atKqMlvLPrEMrri3toy0ZyPmlbK5x22rke+/2oAW31Wyurk28MxaT58ZRgG2nDbWIw2DwcE4p+oabYatam11Kytry3JDGK5iWRCR0OGBFYel6TewTaTBNCUj03zszFlIm3ZVcAHPIOTkDBHetTU9Mu7+SNrbXNQ04KMFLVIGD+582Jz+RFAGb4FghtfDclvbxRwwRanqCRxxqFVFF5MAABwABxir/AIk0OLxHoF1pc0hjEyjbIBnYwIIOO/IrI8BWc9vod35up3V1nVL8DzliGMXcwJGxF5YjcfcnGBgDqdjf89X/ACH+FVCcoSUo7ocZOLUlujx7QPg/qEGuxT6peWptLeUOVhLM0mMEDkDA9f8AJr2SoURt0n71/veg9B7U/Y3/AD1f8h/hXRisZVxMlKo9javiKldpz6HHXnwt8MXuqtfvBOhd97wRy7Y2PfjGR+BFdjDFHbwpDCipFGoVEUYCgcACjY3/AD1f8h/hRsb/AJ6v+Q/wrKpXq1UlOTdiJ1ZzSUnexi674O0LxJLHNqdkJJkG0So5RsehIPI+taWm6ZZaPYx2Wn26QW8f3UX+ZPUn3NWNjf8APV/yH+FGxv8Anq/5D/Ck6tSUFBydl06CdSbjyt6GL4p8J6d4ssY7e+Do8TFopoyAyE9evY8ce1U/CfgPS/CTyz2zy3F1KuwzS4yF9AB0HArptjf89X/If4UbG/56v+Q/wq1iaypeyUvd7FKtUUPZp6GF410OTxF4Vu9OgcJO5Voyx4LBgQD7GvJPDXwy8RP4htWv7M2drbzLJJK0inIU5wuCck+te339xDYWMt3d3Yht4QHkkkKhVUHkk4rmNC+JnhPxFqw0zTtZZrpiRGskJjEuP7pZRk+3WuvCYzE0aMoUldd7bGtHG1KMHTj1Owmk8mCSXaW2KWwOpwK+cbr4i+KLjVWvk1SaH5spBGf3ajsNvQ/jX0dsb/nq/wCQ/wAK4m6+E/hm61Nr1lukDNvaCOQCMnvxjIHsCKrLcTh6Dl7eN77aXNMFWo0nL2qvc6fw/qT6x4e0/UZIxHJcQLIyjoCRzj2r5p+M+saxe/EO+sLmWdbWz2C2gBO0KVB3Y7kk5z+HavqKK2WCFIYmKRxqFRFCgKBwAOK+e/ihJeP48vVu92EVFgyP+WeMjH4lvxzWuUQjUxUrKys/lqZUMMsVUcU7Lc7r4FaxqureCZ11KSWZLW5MNvNKSWKbQduT1AJ/XHauq8ZeONN8F2cEl3FPc3VyxW3tbdcySEdT7AZGT71z/wAHWvZPCMqTM620dywtzgcggFscdNxP45rR8Zaegv7XUXUuyxNEJGx8gzkj2z/SuLG8lLFT5ldJ7L+vvOfEQdBuF72JPBfxF07xjcT2S2l1p+pQJ5j2l0uGKZxuU9xkgdutbmuWkt7p9xDBzJtRgv8AewScVyvhWxjutdjvlX5oInUTLjgNjjPvjP4V3IRvOb96/wB0c4Hv7VyTlCesVbyMovnjqcJpWk30upw/6PLGI3DM7qVCgHPfvXfTSpbwSTSfcjUu2PQDNGxv+er/AJD/AApGiLKVaRipGCCBz+lRCCiOEFBaHhdx8YPEL6oZ4Fto7QN8ts0ecr7t1z9CK9r0jUU1fR7PUY1KJcwrKFPVcjOPwrzy4+C2nS6oZotUnismbcbfygWA9A+f6H8a9HtLKOxs4bS3ZkghQRxqMcKBgDpVu3QUFJP3izRXiPj7x7rtt4oudN0+9ktLe0YJ8gAZ2wCSTjp7V3fw48R3vifw681/ITc28xhaRVAEgwCDjHXmiw1NN2Oo1LVLHSLQ3WoXUVtADjfI2Mn0HqfpVew1vTNcsZp9MvYrmNQQ2w8qcdx1H415v8Z9O1GVNOvYxLNYwh1kwMiNiRyceo4z7e9Znwg07UP7Uvr9VkjsBbNGzkYWR8ggD1xg/T8aLaXFzvn5bHt1FM2N/wA9X/If4UbG/wCer/kP8KRoPopmxv8Anq/5D/CjY3/PV/yH+FAD6KZsb/nq/wCQ/wAKNjf89X/If4UAPopmxv8Anq/5D/CjY3/PV/yH+FAAP9e/+6v8zT6hCN5zfvX+6OcD39qfsb/nq/5D/CgB9FM2N/z1f8h/hRsb/nq/5D/CgB9FM2N/z1f8h/hRsb/nq/5D/CgB9FM2N/z1f8h/hRsb/nq/5D/CgB9Mh/1Ef+6P5Vl65r2m+HLVbjU75oVc4RQoZnPsAKj8PeIdM8RWZk02+aTygBJGV2sh7ZBHT3qeePNy31I9pDm5L69jbrO0P/kFL/11l/8ARjVe2N/z1f8AIf4VR0L/AJBSf9dZf/RjVRZo0UVl3UkouWG5hg/KAa8zNczjl1JVZRcru2hcIc7salVbzU9P04xi9vra2MhwgnlVN30yeasRljGpb72Bms/XdIj1vSZbNnMUmRJBMv3opF5Vx9D/AFr0YS5oqXcgtPf2aXqWT3cC3ci7kgMgDsPUL1I4NPubm3s7dri6nighT70krhVX6k8VxEeuX48JReInRG1K9eK0QIAVhUybCQDgZJ3NzgZKg8Crt1caqLHWra8juDaHTJJI3umgEocAgjERwVxg5wMHPtVAdMNQsmuIrcXluZ5U8yOISjc6f3gM5I96s1yUX/IU8Hf9ecv/AKKSqsWv6mfDNp4la6JE90itY+WmwRtL5e0HG7eAQc5xkHigDt6K4fUNW1uym1vTbe9efUg6SWHmxx4ERRnPAUZ5jkXJz/D+O5oWoPrNzcajDdSNp7RxCKEhNocoHYggbjwyjk9Q34AG5RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVV1CS/jtS2m21tcXGRiO5uGhTHf5lRz+lWqq6hqEOm2puJ0uXQEDFtbSTvz/sxqzfjigDF8CmZvDcjXEccc51PUDIkbl1Vvtk2QGIBIz3wM+grpK5vwLMtz4bknQSBJNT1B1EkbIwBvJjyrAFT7EAjvXSUAMT78v8Avf0FPpiffl/3v6Cn0AFFFFABRRRQAUUUUAcf8UdEv/EPw+1LT9NBa6by3WIHHmbXBK/jjj3xXzp4J8EeJL/xlp0cemXtr9muY5Zp5oWjEIVgSSSOvHA719cS/cH+8v8AMU+u7D46dCm6aW5Ljd3CiormVoLSaZV3NGjMFzjJAzivmC6vzd6q2oXms6vJqhbcb2C42LG3pGn9wdhkcDtXLThGXxO3yuKc1E+pK888YpBqmqmC7tYZEt+I96AkZAJ5611nhe9uNR8L6bd3bpJcSQKZJEGFduhYDtnGce9cB8QfG2n6drpsINO+03UIHnymUoBkZC9Dng9azlzp+47MVSTUbxdjufCdwZdIEPloiW7eWgRQo244GBXn/wAatRu4203Tkd0tJFaVwDgSMCAAfp/Wu48Da9Ya/wCHlnsbc23luY5YS24q+AevfII5q54j8L6Z4pslttSjY+Wd0csbbXQ98H39DVU5Sg731Ki5KN4vXueS/BzUbuLxPLp6O7Wk0DO8eflVlxhvr2/GvcB/r3/3V/mawPDHgvSPCaymwSV5pRh55mDOR6cAAD6CoPHfiC48N+HLq+tFBuW2RRsVyELE/MR7AH8cVU5yqSu9xpytebudTRXz54Z+IfiG18Q2xutQnvLeeZUmhlO4EE4+X0IzkYr6DqGrCjJSV0FFFFIo4/xN8ONG8T6gL+d7i2uSAJHgIHmAdMgg844zW9oWhWPh3S49P0+MpCpLEscs7HqzHua0qKLiUUncKjlAFu4AwAp/lUlMm/1En+6f5UDH0UUUAFFFFABRRWHrXjDQvD9wlvqV+sUzDIjVGdgPUhQcfjSlJRV5OxMpxgrydkblFV7G+tdSs47uynSe3kGUkQ5BrjviH45n8KrbWthDG95cKX3yjKooOOnck5/KpnUjCPO9ialWFOHPJ6HbD/Xv/ur/ADNPrzz4eePLrxNfXFhqUUQuki8xJIhgMoOCCPX5h0rU+Jkl9F4HvGsS4JZRMU6iPPP4dM+2ahVoum6kSFiIypOrHVHUQXtpdM629zDMycMI5AxX646VK7rHGzuwVFBLE9ABXzb4Hkvo/GelfYC/mtOquF7x5+fPttzX0fdW6XdpNbSZ2TRtG2OuCMGpw9d1ot2sZ4XEuvBytax5zJ8ZdMXUzCum3D2QbH2jeAxHqEx0/GvR4J4rq3iuIHDxSoHRx0ZSMg/lXhknwk8RrqZt0Fu1ruwLoyADb6lfvZ9sfjXtumWKaZpdpYRsWS2hSJWPUhQBn9KjDTrSb9oiMJPEScvbI8Q8feLtbfxZeWkN9c2lvaSeXHHBIY+n8Rx1J616T8Nddvte8K+dqDGSaCdofNI5kACkE+/zY/CrmveBNB8RXgvL63cXGAGkicqXA6Z9fr1ra03TbTSLCKxsYFht4hhUX+fufeilRqRqucnoFHD1oV5TlK6Z5t8XPD2p6hNZajZW8tzBFGY5EiUsUOc7sDnB/pUHwj8PapZajd6pd28ttbPB5KLKpUyEsDkA9hjr7/WvWqZD/qI/90fyqvq0fa+1uV9Tj7f21x9Z2h/8gpf+usv/AKMatGs7Q/8AkFL/ANdZf/RjV0nYaNJgE5xS0Umr7gFMljWaJ42LBWBBKMVP4Ecj6in0UwMy38P6Za6S+lR2xaxfOYZZXkHJzxuJI554780HQNOa2uIGjmdbhBHKz3MjOyD+HeW3AcngHHJ9a06KAMtPD2nJPZTKlxvsV2W5N1Kdg9MbsH05zwAOgpV8P6Ylys62xyspnVPMfy1kPO8R52hsknOM5Oa06KAKp060bVF1MwKbxITAsuTkITkj06ijTtNs9Jsls7GBYbdCzKiknBJJPX3Jq1RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFVdQ02w1a1NrqVlbXluSGMVzEsiEjocMCKAMnwb/AMgS5/7Cupf+ls1dBXN+BYIbXw3Jb28UcMEWp6gkccahVRReTAAAcAAcYrpKAGJ9+X/e/oKfTE+/L/vf0FPoAKKKKACiiigAoqK4uYLSIy3EqxoOMsaZaX9rfIWtplkA646j8KV1sK6vYL64jtbR55ThEIJP4isqy8U2l3drAY5It5wjNjBPv6VP4m8hfD91JcTrBFGA7SP0GCOteaeGvEGlax4gtrIXDQs0g2GVcByOwPqffFTJzvoZVJyUkkevTRLPDJE4yjqVb6EYrwa6+EfiSPVGt7aOCW1LYW6MqqAvqV+9n6A175RWidjSUFLcoaJpiaLollpqOXFtEse8/wARHU/nmvOvHHwvvta16XVdJnt/9IwZYpmK7WAAyCAcg4zXqlFCYOKaszmPA3hP/hEdDa1kmWa5mk82Z1Hy5wAAPYY/nXT0UUhpWVkFUNU0u01qzudPvovMt5o1DLnB6kgg9iDzV+mD/Xv/ALq/zNAziND+FWh6Jq0eoedc3TwtvhSYrtQjoTgDJH+RXdUVHcRfaLaWHcV8xCu4dRkYzTvd6gklocbcfFXwvbaobFp7hwrbGuEizED9c5I9wDXaRyJNEksbq8bgMrKcgg9CK+WL3RLmy1yTSXkt2mSXyt4mXZnOM7s4H49O9fTGg6e+leH9P0+SQSPb26Rs46EgYOPavTzDD4WlGLoTu3vrf5+R24qlh4Ri6Mrv1uaNFeXeM/iheaNrsumaVbW7fZyBLLOC25sZwACMAdK67wX4pXxZof2wwiG4icxTRg5G7AOR7EH+deLGvCU3BPU8qGJpzqOnF6o6JmVFLOwVRySTgComkSW1d43V0KnDKcg8V5b8Z7m+RdNt1Z1sJA7Pt6M4xgH6Dp+NZfwhub7+1tQtkZzYm1Z5FP3VfICn6kZ+v4Vm8Tat7Kxk8ZbEext8z17V9WtND0ufUb5ykEIycDJJ6AAepNcjoHxU0rW9Xj097Wa0eZtkLuwZWbsDjoT+NbvjPw/J4l8NXGnwyLHOSskRb7pYHofY8ivMPC3wy19PEVrcalbraWttMsrMZVYvtOQFCk9cDnilWnWVRKC0FiKmIjViqa0Pabqb7NZzT7C/lRs+0dTgZxXzrN4/8Ty6mb4atPG27cIUbEQHps6EfWvo+uMm+FvhibUzem3mUFtxt1kxET9MZA9gaeJpVKluR2HjKNary+zdrHS6Lfvqmh2F+8flvc26Ssg6AsoPHtXh/wARdA1aDxheXT2s80F04eGVELAjAG3joR0xXviIsaKiKFRQAqgYAHpTqutQ9rBRbNMRhvb01CT2OJ+F2kX+keFGTUI3ieedpkicYZFIUcjsTgnFW/Gvgi38XwQN9oNtdwZCS7dwKnqCOK6uiqVGPs/ZvVFqhD2SpPVHF+CPAcPhK4uLiS5+1XksYTeE2qik5IAzzkgc+1dmyhlKsAQRgg96aP8AXv8A7q/zNPqoQjCPLHYunTjTjywWhSstH0zTZXlsdOtLaR/vNDCqE/iBV2iiqSS2KSS0QUUUUxhRRRQAUyH/AFEf+6P5U+mQ/wCoj/3R/KgB9Zy6LpUu6STTLN3ZmLM0Ckk5PJOK0aZD/q/xP86AKX9haP8A9Aqx/wDAdP8ACj+wtH/6BVj/AOA6f4VoUUAZ/wDYWj/9Aqx/8B0/wo/sLR/+gVY/+A6f4VoUUAZ/9haP/wBAqx/8B0/wo/sLR/8AoFWP/gOn+FaFFAGf/YWj/wDQKsf/AAHT/Cj+wtH/AOgVY/8AgOn+FaFFAGf/AGFo/wD0CrH/AMB0/wAKP7C0f/oFWP8A4Dp/hWhRQBn/ANhaP/0CrH/wHT/Cj+wtH/6BVj/4Dp/hWhRQBn/2Fo//AECrH/wHT/Cj+wtH/wCgVY/+A6f4VoUUAZ/9haP/ANAqx/8AAdP8KP7C0f8A6BVj/wCA6f4VoUUAZ/8AYWj/APQKsf8AwHT/AAo/sLR/+gVY/wDgOn+FaFFAGf8A2Fo//QKsf/AdP8KP7C0f/oFWP/gOn+FaFFABRRRQAUUVxaPKuuyST+VLff2r5aQPGpYQFRh1ONwAXnIO3gjGSaAO0qrqFrNeWphg1C5sHJB862WMuPb94jL+lc5pMen22vwNpn2e4a6Wdrl1gRZYvmBG5lAYc8ENnJx6Vt6nPrcUkY0rT9PukI+c3V88BB9gsL5/MUAZvgWNofDckTzSTump6grSyBQzkXk3zHaAMnrwAPQCukrk/AUmpPod39stLWL/AIml/t8m5aTJ+1zbgcxrgBsgHuADxnA6nMv9xP8Avs/4UACffl/3v6Cn1Chk3SfIn3v73sPaleR442d1QKoJJLngD8KAJaK+cr/9oTXTrTSWGn2S6ar4SGVWLumepYHgn2HHvXvGga0viHQLHV7aILFdwrKqs/K56g8djkV018JVoRUprcSknseC/Fz4h+JIfG93o2m6hc6faWOxQts5RpGKhizEc454HTA969H+DHi7U/FfhW4OrOZrmyn8kXBGDIpUEZ9SPX6UviZYYfEVzczRQQzOqIZMAFwBxlu9b/guEQaXcLb20McbzlyUG3exAyTgcngc0542lOkqKp2a6/mYxnebRhfE/wARR6K9jEY3lkdWZUzheoGSayfhz4sXU/ESWjwtFNJG3CnKkAZ/DpXR/ELwTc+Lra1ltJIYry13BRIx2upxkZxweOPxrM+H3w7vvDepPqmpPA0/lmOKKNyduepJx17cetcvLHfqDg/aXOo8d6Nc694QvLC0I+0MUZFJwHIYHbn3/nivHPDHgPxFceJLQT6dc2cME6ySzTIUChSD8pPU+mK9+uJGjhMknloikMzF8AAHqeKzdP8AFWkareG0sdRtJ5xn5FlOTj045/CjnS0bKmocyu9TaoqJ5HjRndUCqMklzwPyryO5+M92NTP2bS7drANgB2bzGHrnoPyNZVa0KVuZ7k1sRTo253uew0jMqjLEAdOTVPTdRGq6ZbX9uq+TcRrIuW5AI6HjrXhfxOvtQuPGd1b3bOIYNogiydoUqDkfU55/DtU166pQ5rXJxOJVGmp2vc+gawvE/izTvClnHPfF3eUkRQxgFnx1PPQDI596534T32pXnhWRbotLFDOY4HkY524BwOOQD/h2qL4neEtS8QQWl7YIjy2oZWh8zBZTjkZwMjFTOs/Ye0ihSrTlh/aUlqze8KeONM8WGWK2WWC5iG5oZcZK+oI6ineNdcn8O+HLy/tVBuAqJGWGQpZiMn6Vx3wy8F6tpOqS6tqESwARGKOIyAsxJGScZwOOleianZwajZ3NpfwRy20sYWRCx5GTjBx1zUU60pYd1JO2j16eoUXWqUfe0kzxXwv8QfEEfiO0S7vpby3uJljkikweGIGV9CM9q93uEeS2lSJ9kjIQrf3Tjg1wugeANB0fWI76JLieZGzCLmUFUbsQAoyfTP8AOu73S/3E/wC+z/hWOW4iFek5QnzK/wBwYWhWpRcazPl+50PVbfVW06axuPtm/b5YQksfUeo96+kfD9rc2Ph3TrW8bdcw26JIc5+YKMjPepDqOD/q8j/e/wDrVaV5GUMFTBGR8x/wrLLcRhK05rD1OZrf+uvqgw+A+rNyvufPHxMntX8d6gLSNkKlVmJOQ0mBkgdu34g16V8H5bSTwhKsEbJOlywuCxzubAwR6DGBj2NVfGfw5tte1ptRgvPsdxKB567PMViBgEcjBxXV+EvD9v4a0NbGy/e5YvLK7YLucAnGOOABivfnjMnqU1Rw7Xto723879/08j1qtHBxoxlThafe33mxe2FpqVs1te20VxC3JjlQMM/jUNrpdhpNjJBp9pDbREElYkC5OOp9atFpAMlUA/3/AP61MkZ2gc7UxtPIfP8ASuX3ebzOLlV+a2pPRTMy/wBxP++z/hRmX+4n/fZ/wqhj6KZmX+4n/fZ/wozL/cT/AL7P+FAD6KZmX+4n/fZ/wozL/cT/AL7P+FAD6KZmX+4n/fZ/wozL/cT/AL7P+FAAP9e/+6v8zT6hBk85vkTO0fxfX2p+Zf7if99n/CgB9FMzL/cT/vs/4UZl/uJ/32f8KAH0UzMv9xP++z/hRmX+4n/fZ/woAfRTMy/3E/77P+FGZf7if99n/CgB9Mh/1Ef+6P5UZl/uJ/32f8KZEZPJTCJjaP4v/rUATUyH/V/if50Zl/uJ/wB9n/Ckhz5Qz1yf50ASUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVV1DUIdNtTcTpcugIGLa2knfn/ZjVm/HFWqKAOb8CzLc+G5J0EgSTU9QdRJGyMAbyY8qwBU+xAI70vjvxK3hHwbf6zFCs00KqsSN90uzBRn2Gcn6U/wb/wAgS5/7Cupf+ls1WvEunWWr+H7vTdQg8+3ul8sx7tpJzkEHsQRuzzjHQ0e1p0v3lX4Vq/RbhZvRHz54V+NfilfFFsurXMd7Y3M6xyw+QiFAxAyhUA5Hoc5/Wvpd8bG3DK4ORjqK8d0P4P8Ah7w/rNrqs1xd3i2riXy5ioUEHIYgLk4647/ofYJzILeQxAGQKdmfXHFH9q5fmP7zAvRaPS34ByShpI+fpfCPguGSWzMMSSSMSoe4PmJk8AHPbPH9a9x8NWttY+GtOtLOMx28MCoik5IAGOT3rymD4Umex8291ORb+Qb22oGVWPOD3P1r1Hwpb3lp4X0+2vyDcwx+UxByCFJAP5AVxYXOKOOlKnTqubjve/3q5nClODvLqeI/FO5u5vHd7FcuTHAqLCueFQqDx9SSa9B+Ddzdz+FrqOdy8ENyUhyc7flBI+nOfxNV/EXw5h1nxTf6jcag6RzbSsaLlgQoByT9K6HwF4Y/4RiwvYDdeeJp96nbtwoAAyPXrWNHOMPWxLwkX7yv+BnGFZT5pRstdb/cZnxO8Xah4ctrO10xhFPdbmacqCVVccDPGTn9Kyvhn431bVtYk0nVJjdK0RkjlZQGUjHBx1HPeuz8XeHdN8R2EVvfpJvRi0UsTAMnryQeDxxVLwd4R0nw3PNJaiaS6kXb5szAkL6DAGO1c9TMKUcwWGdT3u2vbbtdmcsNiXX9qn7n9dCx8QrO9vvBN/BYK7zEISifedQwJA/Dt36V4d4S0/UL3xVYR2EcnnRTo7MoP7tQ3Jb0H/6q+k7lwkJY9iD+oqtDegy4aMKGPUf1p5hi8JSxMIVqnLJ9Lef4FVsA8RNVL7F10WRGRwCrDBB7ivILr4MXTao32XU4FsGbIMisZEX0x0P1yK9gPAJrGaeVn372z7Gs87zOhgVD2sHJu+2m1rnRLBwxPx9C/pthDpWmW1hbg+TbxrGuepAHU+9ZWu6XpWrTIL/Tbe5eLgPIvI74yOcVuRMXhRj1Iyar3Fl5sm9GAJ6g1Wb/AFutgovAbuz6Xtbz+RpCFO/LNaBpqW8NkkFrBHBFENqxxrhV+gpmohsIf4f61Zt4BBHtByTyTUpAIwRkVc8FXxmWrD4iVptK7XdO/wDw5SlGE7x2M7Tw3msR93HNWZ4jMZEBwdqkfmanACjAAA9qaP8AXv8A7q/zNVgMpjhsC8HUlzJ3v037BKpeXMjPhs5fNUsu1Qck5rSIyCD3paK0y3KqGX05U6V3zb3FOo5u7M02Eu/AI2+ua0EQRxqg6AYp1FLAZRhcBOU6Cd5d3+CCdSUtzOurWQzF0UsG9O1WbSFoYcN1Jzj0qxRWeGyTD4fFyxcG+Z306K+43UbjymXqF0v2xbTdhxH5m31GSP0x+oqKC5SOY2xf55Y3ZU7kAcn9QPxFLr3hy01+KHzpbi2uICTDc20mySPPUA+h7iq+j+FrXQlubkXN3e3ssex7m7k3vt67R6DPOKieRKWYrMPav/DbXa1r7W6/hbqbKdP2VupuyyLFGXboKrRX4kkCMm3JwDmqXijWbXQdAn1C8DmOMgKqD5mYnAArj9M+JOg32r2NnGt0GuJVTc8YARjwM8+uB+NGPpZ3LFU3goN0ursred300/q46OHc6bla56TRTZHWONpGOFUEk+wrMN5MX3BsD07VrmecUMu5fapvm7eRhCm57GrRTInEkSuO4qjPfyeaywBAqkqWcE5I69xXTicww+FoqvVlaL2+YowcnZGjRUFrcfaIySu1lOCAf1qK8vGhYRRBTIRuJboo+nfoaqeOw8MP9alL3LXv6iUJOXL1LI/17/7q/wAzT6o2d08s7LKF3FRgqMDgnt+P86sXVwLaINjcxO1VzjJ/yDRRx+HrYf6zCXua6+m4ODUuUmorNhv5vNVZhGysQMoCCPfkmtCR1ijaRzhVBYn2FLB5hh8bTdShK6W/T8xyg4uzHUVl/wBo3BfcEjCf3CDn88/0rSjcSRq4yAwzg9ajB5nhca5KhK7jvv8AqEqco7jqKzp9Ql81lg2BVJUlwTkjr3HerVrcfaIixXawOCO34UUMzwtevLD053nHdem4OnJK7J6ZD/qI/wDdH8qrXl40LiKIKZMbiWHAH9ehpLG5eTEMgG5VyGUYBxQ8zwqxX1Tn9/t+O+wezly8xdpkP+r/ABP86fTIf9X+J/nXeQPooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqrqGm2GrWptdSsra8tyQxiuYlkQkdDhgRVqquoWs15amGDULmwckHzrZYy49v3iMv6UAYvgWCG18NyW9vFHDBFqeoJHHGoVUUXkwAAHAAHGK3bq3FxDtyAwO5SR0P/wCrI/GuK8P+IbLwzp50nVv7XN6dSvQjtpNw5uC1xNKrBo4tjFk+f5OMZ4GONv8A4TTSv+fbXP8AwRXv/wAZqKtONWDpzV01ZgnYtf2fLPuik2qmdshznIxzj88dq165Oz8faVcXWoRfZNaX7PcCLI0a7bdmKN8kCLK/fxhsHgHoQTb/AOE00r/n21z/AMEV7/8AGa48BluHwEHCgt976lSm5O7NFtPff8rLt9+tXo0EcaoOgGK5yDx3ol1bxXFvHrE0EqB45I9EvWV1IyCCIsEEd6JPHeiQvEksesI8z7IlbRL0F22lsL+65O1WOB2BPaowOU4XBTlOhGzl/VkOVSUtGbNzZtLIXQjnqDU1tB5Ee3OSTkmsT/hNNK/59tc/8EV7/wDGajHjvRGuHt1j1gzoiu8Y0S93KrEhSR5WQCVbB77T6UUcpwtHEyxUI++7/jv94OpJx5Wbt1beeo2kBh60y1tDCxdyC2MACsn/AITTSv8An21z/wAEV7/8ZqOHx3olwheCPWJUDshZNEvWAZWKsOIuoYEEdiCKJ5ThZ4tYxx99fd62D2kuXlN+5TzICvTJAz+NVorBllBdl2g5471hal4+0qztUl+ya0264hiw2jXafflVM5aIDjdnHU9BkkCrf/CaaV/z7a5/4Ir3/wCM0YvKcLi60a9aN5R/rUI1JRVkdDULWkLPvKc/XisA+O9EW4S3aPWBO6M6RnRL3cyqQGIHlZIBZcntuHrUn/CaaV/z7a5/4Ir3/wCM12VsNRrpKrFSt3VyU2tjoaK5qPx3okzypFHrDvC+yVV0S9JRtobDfuuDtZTg9iD3on8d6Ja28txcR6xDBEheSSTRL1VRQMkkmLAAHethHS0Vz3/CaaV/z7a5/wCCK9/+M1HJ470SF4klj1hHmfZEraJegu20thf3XJ2qxwOwJ7UAdLTB/r3/AN1f5msH/hNNK/59tc/8EV7/APGaqR+PtKfWLm0+ya0PKt4pd39jXZJ3NIMbfK3D7nUjBycZ2nAB1lFc9/wmmlf8+2uf+CK9/wDjNRweO9EureK4t49YmglQPHJHol6yupGQQRFggjvQB0tFc1N470S3QPPHrESF1QM+iXqgszBVHMXUsQAO5IFSf8JppX/Ptrn/AIIr3/4zQB0NFc0fHeiLcJbtHrAndGdIzol7uZVIDEDyskAsuT23D1qT/hNNK/59tc/8EV7/APGaAOhpk3+ok/3T/Kudh8d6JcIXgj1iVA7IWTRL1gGVirDiLqGBBHYgioNW8faVY6PfXf2TWn8i3kl2to13GDtUnBZogq9OpIA70Aafirw9F4n8Pz6ZJKYi+GjkAzsYHIOO47fjXnXhn4RX9hr9ve6rd2rW9tIJVSAsxkZTkZyBgZ+vp713v/CaaV/z7a5/4Ir3/wCM1HJ470SF4klj1hHmfZEraJegu20thf3XJ2qxwOwJ7V10cdXo03Sg9GdFPFVacHCL0Z0U0STwSQyDKSKVYeoIwa406N4wif7HDf6Y9r91b2VHM4X1KD5S344Nan/CaaV/z7a5/wCCK9/+M1HH470SZ5Uij1h3hfZKq6Jeko20Nhv3XB2spwexB7159bD0K6Sr01O211e39dtn1Ip1ZU72N6ztVsrKC1RmZYkCBnOWbA6k9yetVJbCQSs0e0ozFsE8gk81Q/4TTSv+fbXP/BFe/wDxmo4PHeiXVvFcW8esTQSoHjkj0S9ZXUjIIIiwQR3rDHYChjqfsq6ur37ExqSi7o3bS3NvGd5Bdjk46D2qO7s2mlEsZG7G1ge47Y/M1jTeO9Et0Dzx6xEhdUDPol6oLMwVRzF1LEADuSBUn/CaaV/z7a5/4Ir3/wCM0qmX4eeF+qOPuWtb0BTkpcxpWds8dwzSYBCjaBz19ffirF3b/aIgoIDqdy56Z6fyJrmo/H2lPrFzafZNaHlW8Uu7+xrsk7mkGNvlbh9zqRg5OM7Ti3/wmmlf8+2uf+CK9/8AjNFHL8PRw31WEfcd7rvfcHOTlzF+Kwl81TJtCA5ODnPt9K0JY1lieNs7XUqcehrnIfHeiXCF4I9YlQOyFk0S9YBlYqw4i6hgQR2IIon8d6Ja28txcR6xDBEheSSTRL1VRQMkkmLAAHelgcuw+BpunRWj36hKbk7s0fsFxnblD/tZ4/L+n61oxRiKJYwc7RjJ7+9YP/CaaV/z7a5/4Ir3/wCM1GfHeiLcJbtHrAndGdIzol7uZVIDEDyskAsuT23D1qMDlWFwLlKhGzl8/kE6kpbmnLYSCZ2j2lGYtyeQScmrVpbm3iIcguxycdB7Csb/AITTSv8An21z/wAEV7/8ZqOPx3okzypFHrDvC+yVV0S9JRtobDfuuDtZTg9iD3pYfKcLh8RLE042lL9d7eoSqSaszYu7N5pRLGRu27WBPYZIx+ZpLG2dG85yBlflUe+OT71mf8JppX/Ptrn/AIIr3/4zVTSfH2lX2j2N39k1pPPt45dq6NdyAblBwGWIq3XqCQe1DynCvF/XOX3/AMO17dw9pLl5TrKZD/q/xP8AOudk8d6JC8SSx6wjzPsiVtEvQXbaWwv7rk7VY4HYE9q3LC4S7so7iNZVSTLKJomicDPdXAYfQgV6RBZooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAq3WnwXlzYzzBi9lOZ4cHGHMbx8+vyyNVqikZgqlmOABkmgDO0zTHsNQ1m5aRWF/eLcqAPuAQRRYP4xE/jWlWPpuum/ms1ktvJS+tjdWreZuLICv3hgbTh1OOe/pWxQBV03T4NJ0qz021DC3tIEgiDHJCIoUZPfgUXWnwXlzYzzBi9lOZ4cHGHMbx8+vyyNVqigAqrHp8Eeq3GpKG+0TwRQOc8bI2kZePrK36VaooAKq6fp8Gm2zwW4YI88053HPzyyNI3/jzmrVFAGbrmmPq2nxWySLGUvLW5ywzkRTxykfiEI/GtKsc61LbXKxahZi3VraW5ykvmFFj27gwwMH5h0JHB/F+navJeXKW9xai3kltluYwJN+UJwQeBhhkZHI560AW5NPgk1W31Jg32iCCWBDnjZI0bNx9Yl/WrVFFAFW10+Czub6eEMHvZxPNk5y4jSPj0+WNaNS0+DVtKvNNugxt7uB4JQpwSjqVOD24NWqKACqt1p8F5c2M8wYvZTmeHBxhzG8fPr8sjVaooAKzYNMeLxLfaqZFKXNnb2wTHIMTzMT+PnD8jVy7uks7Z55ASFwAq9WYnAUe5JAH1rJtvEEl3ZaY8Vmour8MywtNhUCj5iWCn2HTvQBuVV03T4NJ0qz021DC3tIEgiDHJCIoUZPfgUmmX6anp0N2iFBIDlD1VgcEfgQRVugCrqGnwalbJBcBiiTwzjacfPFIsi/+PIKtUUUAVZNPgk1W31Jg32iCCWBDnjZI0bNx9Yl/WrVFFAFXT9Pg022eC3DBHnmnO45+eWRpG/8AHnNV/EOmPrXhrVdKjkWN72zmtldhkKXQqCfpmtKsaPxBHNqjWkSRmNLg2zSO7LlwMkD5SpPsWBODx0yAbNVbrT4Ly5sZ5gxeynM8ODjDmN4+fX5ZGqhY6/8AbLi1BtglveeZ9mlEmS2w/wAS44yASOT05xWzQAVVtdPgs7m+nhDB72cTzZOcuI0j49PljWrVFABVXTdPg0nSrPTbUMLe0gSCIMckIihRk9+BVqigCrqGnwalbJBcBiiTwzjacfPFIsi/+PIKtUVR1bUf7LshceWHHmIhLPtVNzAbmbBwozycUARwaY8XiW+1UyKUubO3tgmOQYnmYn8fOH5GtKsKDxC11Harb2qPcXEssaAzYjKx5y4fbyp4xx3/ABrS0y/TU9Ohu0QoJAcoeqsDgj8CCKAF0/T4NNtngtwwR55pzuOfnlkaRv8Ax5zRqWnwatpV5pt0GNvdwPBKFOCUdSpwe3Bq1RQAVVk0+CTVbfUmDfaIIJYEOeNkjRs3H1iX9atUUAFVbXT4LO5vp4Qwe9nE82TnLiNI+PT5Y1q1SMSqMQpYgZCjGT7c0ALWb4e0x9F8NaVpUkiyPZWcNszqMBiiBSR9cVXj8QFtFa/ktdkv2trNYBJndIJjCPmx0JAPTgetNGvubn7CLRP7Q+0m3MXnHYMRiTdu25xtI/h6nHvQBpXWnwXlzYzzBi9lOZ4cHGHMbx8+vyyNVqqmmX66lYJcqhQlmR0JztdWKsM98MpGat0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSMoZSrDIIwRS0UAY2m6EbCazaS585LG2Nrar5e0qhK/eOTuOEUZ47+tbNFFABRRRQAUUUUAFFFFAGHBot809yb+/t7iG5VklVLUo7IQQF3F2AUZPAA9epOZ9O0iSzuUuLi6FxJFbLbRkR7MIDkk8nLHAyeBx0rVooAKKKKACiiigAooooAq31jFfRKr7g8bb4mV2Xa2CM/KQT1PGayLDwzLp9lYJFfK1zZM5SV42ZWVxgqVL59DwRyPrnoaKAKmmWCaZp0NojlxGDlz1Zick/iSTVuiigAooooAKKKKACsT/hHh9pYi5AtWvRfGLy/m8wYON2fu7gDjGe2a26KAMax0D7HcWha5ElvZ+Z9miEeCu8/xNnnAJA4HXnNbNFFABRRRQAUUUUAFUdU086hFAFl8qSCdJ0JXcpZexGRkfiOcHtV6igDDj0CWGSO5jvF+2JcSzb2hJj/AHgwyhN2QOAevUZ71o6ZYJpmnQ2iOXEYOXPVmJyT+JJNW6KACiiigAooooAKQ5wcEA9iRmlooAwofD8q6RLZTXiO5u2vIpUhK7HMxmGQWOQGOOoyKUeH3Fz9uF2n9ofaTcGUwnYcxiPbt3ZxtA/i6jPtW5RQBU0ywXTbBLZXMhDM7uRjc7MWY47ZZicVboooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuf8Q6xfaRfacIPszW925t9rqd4lI+Q53AbN2AeMjI9a6Cs290HTtRM5u4pZPPVVcfaJAMKcjGG+XkA8YoAx9V8Q6jp1vdmJYbuWwiDXRjgIXzDyEy0gxkFem885x0Bn1PV9TtPElvpkBs9l7CTbM8ZJjkUgtv+cZG3cRgAkgjtmrtz4Z0q7MxmglPnFGlxcyKHZMbWIDckbRz14FOm8PabcPvljmZ/PW4DfaZchwMAg7uAATx056UAZkmo30V1rM8VpDdT2ht7ZXhhbecgO+RuO4KJNwUYJ5HvWrol+2pWT3BngnTzSqNFE8RAGAQyMSVYNuGPpTV8P6cm/ak4Z5/tBb7VLu8zaV3A7sj5TjjtUsVvPYIYLGzt/IBLAvcMGYk5JPynJJJ5JOaAMjVri2g8UxXlxsRNN06Wd5CuSC7BVHHPRZOPeiHXrtJNQh1S1VY7aw+1vmMJ8p3cEB3yDtPXHQ8Vpy6Dp1zJdy3EDO95EsVwGndlZQSQACcDBJwQBjNRP4Y0qQXQkinf7Wix3G67lJkVc4By3PU/nQBz1hq1z4T0fTba9SCSAaZJdPHAhDxsgUnJzg7mfHQYPrWnFrt6onbULQG1SxkuZW+yyxLEy4zGS/D5BPIA+6eOa1I9B0yOKeM23mLPF5MnnSNITH/AHAWJIXnoOKSbw/ptxaT200U0kc6COQvcyFmXn5d27dt5PGcc0AN8NWR0/wzptsyhXS3QuAMfORlv1JrVpqII41Rc4UADcxJ/Enk06gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z
text
182
general-vqa
scatter plot
['statistical reasoning']
FigureQA
figure question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ท้ายคำตอบ คำถาม: Web Green มากกว่า Yellow หรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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KcaSmIbTTTjSUAf/2Q==
integer
183
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: ลบลูกบาศก์สีน้ำตาลทั้งหมดออก ลบกระบอกสีเทาทั้งหมดออก จะเหลือกี่ชิ้น?
null
4
null
free_form
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integer
184
general-vqa
bar chart
['arithmetic reasoning', 'statistical reasoning']
DVQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย คำถาม: มีแท่งกราฟค่าเล็กกว่า 0 กี่แท่ง
null
0
null
free_form
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text
185
math-targeted-vqa
scientific figure
['geometry reasoning', 'algebraic reasoning']
TheoremQA
textbook question answering
คำถาม: รูปภาพมี PDF ระดับสีเทา $p_r(r)$ ดังที่แสดงในรูปที่ Q1a ต้องการทำการระบุฮิสโทแกรมเพื่อให้รูปภาพที่ประมวลผลมี $p_z(z)$ ที่ระบุไว้ดังที่แสดงในรูปที่ Q1b เราสามารถใช้ฟังก์ชันการแมปความเข้ม $T: z=1-r$ เพื่อให้บรรลุเป้าหมายได้หรือไม่? ตัวเลือก: (A) จริง (B) เท็จ
['จริง', 'เท็จ']
เท็จ
B
multi_choice
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T612lFFFFFFFU9Tv10zTZ7xoLifylyIreFpZHPYBVBPX8up4rmxKdZ0WLQ7K1vmDhVvbq8s5LdVUnLtiRVLO3zY2ggE5OOM9hX//2Q==
text
186
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
UniGeo
geometry problem solving
คำถาม: ดังรูป CD เป็นกระจกเงาเรียบ แสงถูกปล่อยออกมาจากจุด A สะท้อนที่จุด E บน CD และฉายไปยังจุด B ถ้ามุมตกกระทบคือ α, AC ⊥ CD, BD ⊥ CD, จุดตั้งฉากคือ C, D และ AC = 3.0, BD = 6.0, CD = 10.0, แล้วความยาวของเส้นตรง ED คือเท่าใด () ตัวเลือก: (A) \frac{20}{3} (B) \frac{10}{3} (C) 7 (D) \frac{14}{3}
['\\frac{20}{3}', '\\frac{10}{3}', '7', '\\frac{14}{3}']
\frac{20}{3}
A
multi_choice
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integer
187
math-targeted-vqa
abstract scene
['arithmetic reasoning']
IconQA
math word problem
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: มีเลขอะไรปรากฏอยู่?
null
9015
null
free_form
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fak8wEZJG3Oc1zHjvwh8O/G2t/2u3jbTbG8dVSYx3sLrKFGAcFuDgAZ9hxQB6F4B8XR+N/CVtrKwfZ5HZo5os5CupwcH0PB/GumrnvBGk6HofhS0sPD11Hd6fHuxcRzLL5j5+Yll4Jz6dOlbV5e2mnWr3V7cw21unLyzSBFX6k8CgCeiuVh+JXgqe4EEfifTd5OBunCgn6niuoR0ljWSN1dGAKspyCPUGgB1FYk3jHwvbzSQzeJNHjljYo6PfRBlYHBBBbgirEPiPQrmxnvoNa06W0t/9dPHdIyR/wC8wOB+NAGnRXNWHxB8IanerZ2fiLT5bhjtWMTAFj6DPU/SuloAKKKz9S13SNHMY1TVbGxMuTGLq4SLfjrjcRnqPzoA0KKx7XxZ4bvrmO2tPEGlXFxIdqRRXsbsx9AAcmqFz8RfB1nfGyuPEmnJOG2svnghT6EjgfiaAOnoqO3uILuBJ7aaOaFxlJI2DKw9iODSyyxwxPLK6xxoCzO5wFA7k9qAH0Vy3/CyfBX2v7N/wk+l+ZnGftC7f++vu/rXSwTxXMCTwSpLDIoZJI2DKwPQgjqKAJKKw38aeFY3ZH8TaMrqcMrX8QIPofmqyPEmhnSpdUXWdPbT4jte6W5QxqfQsDjPI496ANOuI+I/xKsPh9p8LSQG71C5z9ntlbbwOrMey/qfzI3dH8X+HfEHnDSdZs7swqWkWOUZRf7xB5x79K+ZfjprNrrXxCEtjfQXlrDZxRJJbyiROrMRkEjq1AHaR/Gbx23hiTxU2j6EmjJci1UN5gkkc84X5+cDvj19DXqXw88fWfxA0J76C3a1uYH8u4t2bdsbGQQ2BkEew6GvJfBui+HPGnwc07w1f+IbPTtRGoPLboZk83zCxVR5ZYFshuBx2r1D4e+ALH4aaLeq2pfaXnYS3FzKoiRVUHAxk4AyeSe9AHcUVyrfEvwStwYD4n0zeDjInBX/AL66frXS21zb3lulxazxTwSDKSROGVh6gjg0AS0Vnajr+jaPIkep6vYWUjjci3NykZYeoDEZFR2Xijw/qd0trYa7pl3cPkrDBdxyOcDJwAc9KANWiudm8e+E7fVP7Nm8Racl2G2GMzrw3oT0B9iat3fivw5YXT2t5r+lW1xGcPFNeRo69+QTkUAa9FZln4j0PUY55LLWdOuUt13zNBdI4jX1Yg8Dg9fSsmP4k+C5bwWqeJtNMpO0fvxtJ/3un60AdTRVa+1Gy02ye9vruC2tUGWmmkCIPxPFY2l+PPCmtXos9O1+wnuWOFiWUBmP+yD1/CgDoqKKytX8TaHoG3+19XsrIuMqs8yqzD2BOTQBq0VzNj8Q/B+pTrBa+JNOeVjhUacIWPoA2M10pYBSxICgZznjFAC0Vg/8Jv4T/wCho0X/AMGEX/xVWZPE2gxaUdVbWdP/ALPDbftQuUMe70DA4J9utAGrRWBpHjjwvr139l0vXbG5uD0iSUB2+gPJ/Ct+gAoqpqOqWGkWputSvbeztxwZbiUIufTJrCtPiP4MvbkW8HiXTWlJ2hWnC5PoCcA0AdRRQDkZHSsjWfFOg+Hdv9savZ2TMMqk0oDMPUL1I/CgDXorH0bxX4f8QsV0jWbK8kC7jHDMC4HqV6gfhWxQAUUUUAFeU+LPjjp3hXxTeaFLot3cy2rKpkjlUBiyhuB/wLFerV514d8Cyw/FbxL4r1WzQiV4101yytxsAdwAeDwBzg9aAMOf47ta2rXVx4J1uK3XBaWRdqDJwMkrjqaisv2gIdT8z7B4P1e78vG/yCJNuemcDjofyrqvjR/ySTXv92H/ANHR15z+zN/rvE3+7a/+1aANe5/aKsbKYw3XhbUoJRyUldVYfgRWt4x+Ntp4WZYE8PanNcOuY3uE8iF+Acq5yWAyOgx71u/FbwZ/wmXgu5trW1SbVYCJbI5CtuBGV3HAwVyOTjOD2rzz4+wyweAvCsVwmyeNwjrkHawiGRke4oA9e8G67L4m8IabrU8KQy3cXmNGhJVeSOM/St2uG+GN3bWPwl0Ce7uIreFbbmSVwij5m7niutsNW07VEZ9P1C1u1XqbeZZAPyJoAuUUVXu7+z0+Lzb27gto/wC/NIEH5mgCxRVWx1Ow1SIy6ffW13GOC9vKsg/ME1aoAKKKiuLmCzt3nuZo4IUGWklcKqj3J4FAEtFU7nVtOsrRLu61C1gtpACk0syqjAjIwxODxUllqFlqVv59jd291DnHmQSB1z9QcUAWKKKrpqFlK9wkd3A723+vVZATF3+bn5eh60AWKKqWGq6dqiyNp1/a3ixna5t5lkCn0OCcVJd3tpYQGa8uobaIcb5pAi/maAJ6KoWOuaTqjlNP1Syu2AyRb3CSEfkTV+gAoqC7vbSwh868uobeLIXfNIEXJ6DJqG/1fTNKCnUdRtLMN903E6x5+m4igC7RUVtc295bpcWs8U8LjKyROGVvoRwaloAKKzr3xBo2mzeTfavYWsv9ye5RG/ImrltdW95As9rPFPE33ZInDKfxFAEtFFUbzWtK0+VYr3U7O2kb7qTTqhP0BNAF6ioormCfb5U0cm5dw2MDkev0qWgAorNbxDoiXYtH1jT1uScCE3KBz/wHOa0qACqeraimkaXPfvbXVysIBMVpCZZW5A+VRyetXKzX8Q6JHeGzfWNPW6Bx5JuUD5/3c5oA8us/jqur+N9O8P2GgT26XF2tvLJevtkTJwR5Y6Ee5r2Ovl6/AH7T6YGP+JtEf/HVr6hoAjuJJIraWSKEzSIhZYlIBcgcKCeBnpXkuufHM+Gr4WWs+D9Ts7grvVZJU+ZfUEcEfSvXq+fP2mVUXHhl8fMUuQT7Axf4mgDqLH423Op2q3Vh4C8QXduxIWWCIyIccHBC4p1z8ab2ygae6+H3iKCJRlpJYWVQPcla3Pgt/wAkj0L/AHZv/R0ldvdXVvY2sl1dzxQW8S7pJZXCqg9STwBQBxvw7+JVp8Q/7S+y6fPZ/YfK3ea4bdv34xj02H866XXvEWk+GNMfUNYvY7S2U4DPyWPooHLH2Fc34Y8I2ng/XvFOvxXNumlap5VykcYwIVRWZznpgliRjtXzxqWp6r8Y/ibbWvmPHBcTGK2iPItoByTj12gk+p/CgD1r/he82r3z2vhPwdqWrlerltmPcqqtgfUiprn4y65oKLN4m+H2pWFoSAbmOXeoPpyoGfq1el6B4f0zwxpEOl6VbJBbRDGAPmc92Y9yfWr89vDdW8lvcRRzQyKVeORQysD1BB6igDzfwz8ZdM8X+NLPQtIsbgQTQPJJcXGEZWUZ2hQTngdc16ZXhVl4Jg8EftDaKdPQppmpxXMkCdo2ET70HsOCPZgO1e60AFFFeR/HXx5ceGdDg0XTJmi1DUgxeVDhooRwcehY8A+gbvigDW8X/Gjwv4UuZLFHl1PUEO14bTBVD6M54B9hkjuKyLb4q+N72IXVt8ML9rUjIzOwZh6jMfP4CsL4CfD60fTv+Ev1S3WaaSQrYJIuRGFODJj1JyB6Y9696oA8c/4aF0e2iuYdV0DVbDU4VP8AorqpG/HCknBX8Vrq7Xx3qV54H0rxHZeGLrUWvI2eW3s5VJhwSO+C2cHoKh+KXw+svGnhu5ljt0XWbaMyWs6r8zkAnyye4PT2Jz9XfBl/M+Emgn0SVfymcf0oA40ftIaYZREPDd+ZC20IJVzn0xjrXqPhnXNS122lm1Dw9eaMF2+Wt1IpaQHOeByuOOuOtfLVtEn/AAv5Ito2DxNgL2wLmvsKgArP1q/vNN0yS5sNLm1OdSALaGRUZgTycsQOK0KKAPGdT/aBt9G1CWw1LwpqVrdxHDxSyKrDjI7dxzmul0D4jav4jshfWXgbVfsbxu8czzxKJMAkBQxBOSAM9Oa8Y/aFUL8SkIGC1hET7nc4/pX0f4QRU8FaCijCrp1uAP8AtmtAHmmq/H6HQ9QksNU8JanaXceN0UsqgjPQ9OR71Mnx0JtEvX8Ea8LN13rcLHlCvqDjBH4155+0YoX4iWRAwW0uMn3/AHso/pX0F4GAHw+8Ngf9Au1/9FLQBy3h744eDdfuI7Z7mfTbhztVb5Aqk/74JUfiRXpAORkV83/tD+FdO0u/0vW7C3jt5b0yR3KRgKrsu0q2B3wSCfYV6R8DdautZ+GlsLuRpHspntFdupRQpX8gwH4UAekUUUUAFFZc3iXQbe4+zza3psU+ceW92itn0wTmtNWDKGUgqRkEd6APLfGXxrtfCkr26+G9Xll3siSXURtoZCpwSrEEsPoK7HwJ4jm8W+C9P124gjgluhITFGSVXbIyjk+y155+0goPgfTGxyNSUA/9s5P8K6j4L/8AJI9B/wB2b/0dJQB3tFRXN1b2cJmup4oIh1eVwqj8TVe11nS76NpLTUrO4jXq0U6uB+INAF2iioLu9tLCAzXl1DbRDjfNIEX8zQBPRVCx1zSdUcpp+qWV2wGSLe4SQj8iav0AFFFFABXl3jj40Wvg+7ksh4e1Sa5V2RJLiPyIJCOCUc5LD3Ax716Lf6rp2lor6jqFrZo3RriZYwfzIrxn9oi7tL/wfotxaXENxEb5gJIXDr9w9x+FAHqfgrX5vFHg7TdanhSGW7jLtHGSVXDEcZ+lb9cV8Iv+SVeH/wDrg3/obV2FxcwWkJmuZo4Yh1eRwoH4mgCWiqVhrGl6pu/s/UrO82fe+zzrJt+uCau0AFFV5L60hu4bSW6gS5mz5ULSAPJgZO1ep4BPHpUF9rmkaZKsV/qljaSP91J7hIyfoCaAL9FNR0ljWSNldGGVZTkEeoNUF1/RnvfsS6vYNd5x5AuUL59Nuc0AaNFFNd0jRnkZVRRksxwAKAHUVlw+JtAuLgW8GuabLOTgRpdxs2foDmtSgAoqK4uYLOB57qeOCFBlpJXCqo9yeBUNxqmn2tkl7cX9rDaOAVnkmVUYHkEMTg5oAt0VXs7+z1GDz7G7guoenmQSB1/MGrFABRWfPrukWt0LW41WxiuDx5Ulwiv+ROaupNFKSI5EcgAnawOM9KAH0V4r8TviosPiLTfC+g3u1xew/wBoXUL42gOP3QYf+Pfl6ivY4by1uWKwXMMrAZIRwxA/CgCeioJ721tXhS4uYYXmcJEskgUyN6LnqfYVDLrGmQaglhNqVnHeyY2W7zqJGz0wpOTQBdopCQoJJAA5JPasxfEugvdC1XW9Na4JwIhdxlyfpnNAGpRRXivxO+Kiw+ItN8L6De7XF7D/AGhdQvjaA4/dBh/49+XqKAPaqKghvLW5YrBcwysBkhHDED8KlkljhjaSV1RFGSzHAH40AOorPs9d0jULhoLLVbG5mX70cNwjsPqAc1oUAFFU77VdO0wKb+/tbQN0M8yx5/M1LBe2lyqNb3UMqvnYY5AwbHpjrQBPRRRQAUVFc3VvZwma6nigiHV5XCqPxNV7XWdLvo2ktNSs7iNerRTq4H4g0AXaKxvFHifTPCOhz6rqkwSKMfIgPzyv2RR3J/8ArniuB+D/AI3ufFEPiHU9Zvo43lvgYYHlwsKbBhVB7fzPPWgD1eikVldQykMpGQQcgis688Q6Jp83k3usafbS5xsmuURvyJoA0qKZFNFcRLLDIkkbjKujAgj2IrgPir8SLbwPobwWsqPrd0hW2i6+WD/y0Yeg7ep9s4APQqK5D4c6wl74B0F7vUVnvZbZd5lmDSM3vk5Jrr6ACis1vEOiJdi0fWNPW5JwITcoHP8AwHOa0qACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5D+OH/JW9Y/3YP/AESlfXMX+pT/AHRXyN8cP+St6x/uwf8AolK+uYv9Sn+6KAPG/wBoLWdfs9L0rTNJF0lpes4uZLdTlyNu2PI5Gck4749jW3p/wp8LT/Di2s7jQYIb6WwV5J3T/SI5igJO/rkN26dsYrT+I/xL0/4f2EQeE3epXIJt7VW28D+Jz2X+f5kYdj4U8U+NdK/tLxtrVxa2s0fmR6Lpp8hApGQJW+83+7nj17UAcr+zh4hvZpNV8PzzPJaQxLcW6sc+Ud2GA9jkHHqPc1k/tJf8jZo//Xif/RjU39m3/kcNX/68P/ai079pL/kbNH/68T/6MagDoLL4GT+KdJh1fxP4jvG1a6hR1WNVKQKQNqYPXA7DA/nXm9lfa/8ABj4iPaSTF4onX7REjHy7qE9GA9cHg9jx619Y6T/yBrH/AK94/wD0EV89ftJwRL4l0Sdcea9o6NxzhXyP/QjQB9E+fHdad9ohcPFLFvRh3UjINfNf7OH/ACPmpf8AYMf/ANGx19AeGYZrfwJo8Nxnzo9MhSTPXcIgD+tfP/7OH/I+al/2DH/9Gx0Ad78YvG99p+qaV4Q0nUE02fUirXV+zhPIiZto+bPy9GJPBwB61WufAPwgm0KSyj1vS1vWjIXUG1ZWl8z++Rv2nnqMYriviLLar+0TF/bUSTaZ51ojpKMr5RRQc+wJY17j/wAKx8Ef9Cxp3/fqgDw34GeM7/R/GMfhe4uTNpl4XSNN+5IpQCQyH0bBHHByDX09XJHwd4F8NSw6q2k6Xp7Qyr5dy4CbHJwuCe+TXW0AFFFFAHlfx98Qf2T8Pjp8b4n1SZYcA8+WvzOf0Uf8Crp/hloH/CN/DzSLF02ztCJ5xjnfJ8xB+mQPwryjx8f+E8+PWj+GV/eWWnlVnXqP+esv/joVfqK+hKAOG+LHhDUvGvgw6ZpU8cdylwk+yRiqyhQw2k/iCPdRVb4QeC9W8E+Friz1eaNp7i5MwhifcsQ2gdfU4zxx0r0KigAooooAK53x9cyWfw98QzxEiRdPn2leoJQjP4Zroqz9e03+2fDup6XkL9stZbfJ6DepXP60AfCFfc/hONYfB2hxJgKmnwKMegjWvh26tprK7mtbiMxzwSNHIjdVYHBH5ivtP4c6kmq/Dnw/dIwb/Qo4mI/vINjfqpoA6egjPWuD8c/DPR/FK3mpST3ttqXkEJNBcMFBUfLlOhHr0+tfIn2+8/5+5/8Av4aAPvSaGK4gkgmjSSKRSjo65VlIwQQeoIr43+LOj2OhfEzV9P023S3tEMTpEn3U3RIxA9Bknivoj4Y/D/TvDelWGsi4vLjU7uyQzPNMSg3hWIVemAQOevFeC/HD/krms/7sH/ohKANHQfhl4k8dfDuPWI9RDiyDw6Zp7DAdAxL4bOFJYnGRyRyQMVf8Aaf4i+F1vr/izWdNltLaKyNvDBPwbidnXYMdcDBJPp0r134I/wDJIdD/AO3j/wBHyVjftDxyP8NoWj+6moxNJ/u7XH8yKAPHPAUE/wARvizZP4jle+EjPPcCQ8MqKWC47LnAwOMV23x/8HaRoun6RrOj6fbaexnNtKtrEI1bK7lOFwMja3Pv7VzH7P8Aj/hZyZ6/Y5sfpXp37R2P+Fe2Gev9qx4/79S0AM+Bvjy48VaRd+H9al+03llGGSSU7mngPBDZ6lSQMnqGFeMfFvSLDQ/iZq1jptsltaL5TpDGMKhaNWOB2GSeK6P9ngSn4kTGPOwafL5n+7uT+uKyvjj/AMlb1f8A3IP/AESlAHtvwj0nT9a+CukWWp2UF5bO05MU6Blz58mDz396+X9ftIrDxHqlnACIbe7lijBOcKrkD9BX1Z8EP+SRaL9Z/wD0fJXy14s/5HLXP+whcf8AoxqAPrSfQtM1/wCFdna6nZxXMaaUkke9cmNxDwynsR6ivjzTxO2p2otXCXBmQRMegbIwfzr7U07/AJJvaf8AYIT/ANEivjHRP+Q/p3/X1F/6EKAPZvH/AMGbPw/4AvPEEmrXt9rcDJLdSysCkxZwrYGMj72cknp78cv8CNZutO+JdnYxSsLbUI5Ip488NtRnU49QV6+hPrXvPxi/5JPr/wD1yj/9GpXzp8Gv+StaD/vy/wDop6APS/2hPG1xai28KWE7x+dH598yHG5CcKmfQ4JI+lc/8GPhbpHi/S77Wdejlmtkm+zwQpIUBYAFmJHJ+8APxrn/AI5rIPizqhf7pjgMf+75S/1zXs/7P5U/DCPb1F5Nu+vH9MUAfP8A8SfDP/CIeNbrR47qS4tolVrdpGyyxsMhT9MkcfXvX0L8CUSX4T2sciq6NPOrKwyCCxyCK8a+Pf8AyVK6/wCvaH/0GvZ/gN/ySuz/AOvib/0M0AeDfGHRdP0H4kX9nplsltalIpFhjGFUsgJwOwzzj3r3D4N6XY6z8GbOx1K0hu7WWWbfFMgZTiQkceoPNeP/AB4/5Krff9cIf/QBXtfwJ/5JRp//AF2n/wDRjUAfK2s20dlrmoWsIIihuZI0BOcAMQP5V7jefBiK7+Ht54k1fWLy6182BvFYMPKULHuEeCMkYG3OQBxgcV4p4k/5GjV/+v2b/wBDNfYV9/ySe5/7Abf+iDQB8r/DPWbrQ/iLok9tKyCa7jtplB4eORgrAjv1z9QDX0V8a/Ft94U8Dg6bIYru/mFssw6xqVJZlPY8YB7Zz2r5j8Hf8jxoH/YSt/8A0YtfWXxP8Ft468HS6bA6x3sMguLVnOFLgEYPsQxH1we1AHhPwI8O6f4k8aX1xrFtFfR2tqZBHcKHVpGYDcwPB43de5z2rL+NXh+w8O/EWeDTbeO2triCO4WGNdqITkEKOwypOPerfwy8RH4X+Pr618R2lxAJITbToib3ifIZTgdRwenrmoPHNzqXxT+Ic1z4e0m9uIdiW8H7og7V/iY9FBJPU9MUAer/AAF8L6NbeHY/FFjJe/bruJrW5imkVo1ZX5KgKCM4B5Jxn8a9hrlvh34Wfwb4IsNHmdHuYw0k7J0MjEsQPUDIGe+K6mgD59/aP8Q3kdzpfh6GVo7SSE3U6rx5h3FVB9QNpOPcegrX+GOlfDfxb4EtdIbTtPk1RYtt4kqhbrzP4nV/vbe4KnAHFdD8WPh3b+Pbe2WzvILfXrSNmgSRgPOjJ5Vh1Az0bsSfXj5j1rw5r3hDUlh1SxubC4VsxyHgEjujjg/UGgD6K+Evge/8EeMfFdnNDM1gRCLS6dMLMvzHg9CQCAcd68h+MPjm58V+L7mzhncaTp8hhgiB+V2XhpCO5Jzj2x716d8DfiVqfiOe48O63M11cwQefb3T/fZAQGVj3I3Ag9eua+c7yOSK+uI5v9akjK/1B5oA+j/iD8ONA0n4LubbTLaLUNOghl+1JGBJI25Q+5urAgtwfb0rL/Z+8b3U0Wo+HdRuHmhtLf7ValzkoikB0Ge3KkDtzW5YfBbRNc0GzupPE3iSaC8t45tpvEZGDKG6FK3/AAd8HtA8Fa4dW0+91KeYwtCUuZEKFWxngID29aAPmXxD4j1Px54t+16hO265mEcMecpAhIAVR7fqea9v+M/gLw7pPw0S70vSrWzn0+WJVlhjCvIjEIQ7DluoOTk5Hua8q+IXw+1P4eeIBdRp5mlPPvsrnORwdwRvRhj8cZHt3HxN+KuneNPA9vo+i2d613dyRyXCNCcRhedoP8R3Y6dhQBxHwj8L6N4v8WtpmrSXsTrF9ot2tpFUFkIyrBlOcg54x0Prx337Rug6ZaR6Vq9tZxQ3tzNIlxLGu0y/KCC2OpHr1q38Cfhzq+j6nP4l1q1ezDQGG1t5l2yHcQS5HVeBgA8nJ/Gf9pX/AJAOhf8AX1J/6CKAPNvhL4Nm8cajqGly6nNZ6SqRzXscBw8+CQi88dSx5z246YqfFjwVZ+BfF6adp8s0lpPapcR+cQWXLMpBIAzyhP413P7NP/Ia1/8A694v/QmrO/aP/wCR+07/ALBaf+jZaALvw08GXnxQ8ORSeJNbvH0XSZGtLSzhYBt2AxJJB4AdQOpxxwBz5d4v0QeFPGmpaTbzyMtlcYilJw23hlJI74I6d6+gf2cf+Seah/2FZP8A0VFXi3xd/wCSra//ANd1/wDQFoA+lvDvi4L8JbLxRqrM5i0/zp2H3pGQEH8WI/M184eHZrn4mfF3Tjr0jXC3lyWkjJO1YkBfy19FwuP/AK9eq3Mckn7KarF94WaMfoJwT+gNeG+B7GDU/G2k2Fzd3FpFdXAhM9tIEkUsCBtJBxkkD8aAPUfj94Z0zw7caDq2iWcOnSyGSN/siCIZTaUYBcYYZbn6eldp4Q1C1+J3wcm/4SG3ivbqyWWCSSRct5iplZAeobaw5HfNLdfADQL4KLvxB4iuAv3RLdRvj6ZSuj8PeA9N8A+FNYstMubyeO4SSVjcurEHZjjao9KAPj/TxO2p2otXCXBmQRMegbIwfzr2zx/8GbPw/wCALzxBJq17fa3AyS3UsrApMWcK2BjI+9nJJ6e/HjOif8h/Tv8Ar6i/9CFfW/xi/wCST6//ANco/wD0alAHg3wI1m6074l2djFKwttQjkinjzw21GdTj1BXr6E+temftAeGtIfwrJ4ja0zqySQ263HmPxHk8bc7e55xmvIfg1/yVrQf9+X/ANFPXunx+/5JfP8A9fcP8zQB4b8H/Dmk+KfHaabrNp9qtDbSSGPzGT5hjBypB/WvafihEvw9+Eclh4UhksbeW5WFjHIzNGj7ix3MSeSAvX+KvK/2f/8Akp8f/XnN/Svozxr4g0Pw34YubzxAiTWTfu/s7Rh/PY9ECngk478cZoA8O/Z8sNI1i41qy1PQbK+aNElS5uYFl2g5BT5gQM9ePeuI+KOj23hX4m6laaQGtYImjmgWNiDEWRW+U9sMTj04rtvDvjPxP401tvD3gLTdM8L2DZlmktoF3Ig4LO2OTyAMAH371wHxL0a50Dx3fadearcapPGsTPd3Od8haNW5yTwM4HPSgD6b8CXn/Cd/CewfXF+0/bbeS3ugWKmUK7RkkjBBIXPGOtfLfj/S7LRPHms6bp0Pk2dvcFIo9xbaMDjJJJ/E19NfBH/kkWifW4/9HyV84/FT/kqHiH/r7P8AIUAe8fC/4c+Ez4V0DxC2kK2qPbiRpmnkILEEHKFtvQ9MYrxL4w6Lp+g/Ei/s9MtktrUpFIsMYwqlkBOB2Gece9fS3wu/5Jh4d/681/rXzz8eP+Sq33/XCH/0AUAe0/A2RIfhHYyyMFRJJ2Zj0AEjZNeAePPG2pfEPxVzK62HneVY2ucKik4DEf3j1J/DoK9p+G8ckv7Ot7HD/rXtL5U/3jvxXzn4dx/wk2lbun2yHP8A32KAPpX4gfDLw1Z/Cu/TT9JtYbvTbXzo7tIgJW8sZbcw5bIDZz6+1ecfA34g3mk+I7fwzfXDSaXfN5cAkYnyJT93b6Bjxj1IPrn3/wAdY/4V74l3dP7Kuv8A0U1fHPhESt400IQZ87+0LfZj+95i4oA9J/aF0LTNJ8TabdafZxW0l7DJJceUu0SOG+8QO5ycnvVP4R/D8+PLO+i1HVLiDRLWdXe1tyA00pXgkkEAAD0PU4xya3f2lf8AkNaB/wBe8v8A6EK2/wBmr/kAa7/19R/+gmgDxn4heGYfB3jjUNFtZZJLeAo0LyH5trKGAOO4zj8K+pPhRrN1r3wz0a9vZGlufLeF5GOS2x2QEnucKMn1r56+On/JWNT/AOuUH/opa9z+Bv8AySXSf9+f/wBGvQB6LXB/F3QtM1X4e6td3lnFLc2Vs8ttMV+eJhg8HqAcDI713lcp8TP+SZ+Iv+vGT+VAHyJ4U0661fxVpum2d0bWe6nEKzjOYw3BPHsTXsHxP+DWh+GfAbavopuftNiU+0NLJv8AORiFJx0BBIPHGM15n8MP+SneHf8Ar9Svp/4slR8LPEG/p9mH57lx+tAHiHwG8aXek+LYvDs87tpuo7lSMnIjmxkMPTOCD65HpVj49+ObnUvETeGLOd00+xx9pVTgTTEZ59QoIGPXPtXB/DWKWb4l+HFhOGF/Ex/3Q2W/QGmfEWOSP4keJFl+8dRmYfQuSP0IoA9w0f4caBL8BvMl0y2fUbjTHvheGMeaJCpdMN1AHyjA4xn1Ncf8APGN5ZeKB4YuLh5NPvUcwRs2RFKoLfL6AgNkdziul8D/AAo0nxR4F0vU5PEniFBc2+JIYbtRGpBKsoBQ8DBGK6bw58DfDnhjxBZ6zZ6hqslxaOXRZZIypOCOcID39aAPH/jzoOmaF48t00uzitIrmxSeSOJdq7y7qSAOBkKOlQ+Afh/rnxD8KX0MOqi10/T5Wa2gdcpLcsoznHT5QozzjPA61r/tH/8AI+6d/wBgtP8A0bLXe/s4f8k+1D/sKyf+ioqAOG+Ffwz8VWHj6KfVtKns9OhimjumlYASq8bJsUg/NksOR0xnPSuU+Lvh7SvC/j2fTNGtfs1msETiPzGfBI55Yk/rX2JXyd8fP+SpXP8A16w/+g0AegfBXwD4Y1TwjpviK80zzdWgu2kjuPPkXa0b5Q7QwXjA7V5/8ZPiDeeJ/E11pFtOyaNYSmJIlOBNIpwzt685A9APc17L8Bf+SV2f/XxN/wCh18p3sckV/cRzf61JWV/94E5oA+pdK+Ffh2b4TQWMmk2ralcacJTeGIGZZ2TdkP1wGOMZxgYrxP4U/EG88G+Jba3muGOi3cojuYXY7I9xA8wehHf1GR6Y+sdH2/2Fp+Mbfs0f5bRXweeWwPXigD6v+Omg6Ze/DrUdWns4m1CyEXkXO351BlUFc9xhm46c5r5v8E2urah4tstP0S6NrfXha3E44MaMpDn14Xd059K+mvi4JR8FNVE/+u8i23/73mx5/WvBPgn/AMle0L/tv/6IkoAueKPgl4r0XWha6ZZy6vZyY8q6hUL16hwT8pH1x7+m78Z/CdtoPhLwpcS28K6x5Itr6eIY85ljXlj/ABEEHnqa+l68O/aV/wCQDoX/AF9Sf+gigDzb4S+DZvHGo6hpcupzWekqkc17HAcPPgkIvPHUsec9uOmKnxY8FWfgXxemnafLNJaT2qXEfnEFlyzKQSAM8oT+Ndz+zT/yGtf/AOveL/0Jqzv2j/8AkftO/wCwWn/o2WgC78NPBl58UPDkUniTW7x9F0mRrS0s4WAbdgMSSQeAHUDqcccAc+XeL9EHhTxpqWk288jLZXGIpScNt4ZSSO+COnevoH9nH/knmof9hWT/ANFRV4t8Xf8Akq2v/wDXdf8A0BaAPpfw54ivr34RW2vlTPqC6W0uMcyyoh/Ulf1r5v8AhterrfxXsJNes49abUJWWYXS+Z8xBO/B4OMdCMYz7V9E/DC6gsfhBot3dSrFbw2jSSSOcBVDMST+FeRan8VoZvExtfh14W020vbuXyU1A2iefMzHGVGAFBP97PuBQA79oPwpo+h3OjahpVhBZNd+bHPHAgRGK7Cp2jgH5jn14rqf2dvEN9qugato97K08OnNEYDIclUkD5T6DZwPevP/AIveGfEOiWWiXniTxHPq19eGXfEc+VblQnCDp35IA6Diuq/Zl+/4n+lr/wC1aAOE+NWiaboPxEmtdLtIrS3kt45fJiXaiscg4Hbp0FdR8LfhdF468Lpfa7qt2NMglkitLO2YLtbILOSQRyT6Z4HOBisf9oH/AJKc3/XlD/7NXrfwA/5JhF/1+TfzFAHzRrdhN4Y8WX9hBcOJdOvHjjnU7WyjEKwx0PANfYumeJox8ObPxPqTYX+zEvLgqO/lhmAH1zivkr4jf8lJ8Sf9hGb/ANCNe9a+JW/ZghEP3v7JtCf93dHu/TNAHjcWp6l8Wvifp0Or3D+TdXIVYFb5YIR8zKnodoPPc8mu5+P/AIQ0zRdL0K80XR7ezgRpIJ3togoPClNxHU8Pyea84+Fl/HpvxO0C5mcIn2nyizdBvUp/7NX2eyhlKsAQeoNAHhfw/wDGWpeF/gRf6vqayyfZZ2h0zzs/OGChAM9VDFvwBA6VwXwl01fHXxT+0eID/aOyKS8nFx84lYEKNw6EAsDjpxjpXrP7Q8cjfDaAx/dTUYi/+7scfzIrw74V6Ha+JPG8Ok3Wo31is8Em2SylEcjMo3bckHjAJx7UAdN8atKh8F/EOw1Dw6o0xprZZwLUeWEkDMpKgcAEBcj6+tfQXgTxGfFngnS9acKJriLEwXgeYpKtgdhlSfoa4a5/Z88O3rh7vXfEE7qMBpbmNiB6cx133hHwrZeDPD8WjafNcTW8bs4a4YFsscnoAP0oA3aKp2ur6bfXDwWmoWlxNH9+OGZXZfqAcirlABRRRQBwfxo/5JJr3+7D/wCjo685/Zm/13ib/dtf/atejfGj/kkmvf7sP/o6OvOf2Zv9d4m/3bX/ANq0AfQVeI/tKf8AItaJ/wBfj/8AoFe3V4j+0p/yLWif9fj/APoFAGf4D+FknjbwjpeoeKdWum0+OEpp1hauFWNMnLMSD8xOTxz057DidT0+4+EXxgtotOvJWtkkikVnODJA5wyPjg9GH4A8V9BfCf8A5JZ4f/69v/ZmrxH4/f8AJU7L/rxh/wDRj0AfQfjPxJH4R8I6jrkiCQ20eY4yfvuxCqPpuIz7Zrx7wVYeE/F+mnxL8Q/ENhfardu/l2t1qKxLaxhiAAgYYzgnHTBHGcmum/aHaYfDaIREhDqEQl912v8A+zbar/Cjwj4M8S/DrTb250GwuLxN8Ny7x5YurHr9RtP40AeUeNBY/Dz4gQaj4D1qFrZ4hKgtroTCM5IaJiCcqcA4b19s19SeHdYj8QeHNO1eJdiXluk2zOdpIyV/A5H4Vjf8Kx8Ef9Cxp3/fqtrQv7HTTFttDa1Nlau0AS2YFI2U/MvHQg9qANKvln46aHfaHrlh9o1/UtUhu43kVbyTPlMDghQMKBgjoBX1NXzr+0t/yF/D/wD1wm/9CWgDX0f4Kv4u0Cx1bxV4hvpLya0j+zRW+0R20e0bE5BzxjOMc569T5rMNe+CvxG8qO5MiIVc7chLu3J7j14I9iOD3r6n8Lf8ijov/XhB/wCi1rwv9paOIar4ekGPOaCZW/3Qy4/UtQB33xS0691rwNda/pfiPUbK2hsBcJa27BI5x97LEfNypxjOOBx1rx34TeE9U8cWmsaONTksNE3Ry3rRDLzPhhGnPb7zH6D2x7Tq0Mtv+z08M+RLH4eRXB6giEZFcb+zR/yDvEX/AF1g/k9AFnwx4Km+CkPiDxVquqQ3lolr5MEMIZTKS67NwPQk4HGcbic1m/DLw03xTvtQ8X+M5X1CKKcwW1qzkRK2AzfKOigMuAOpznNdd+0AsrfDFzH91byEyf7vI/mRVL9nS8SbwDe2u4eZb6g+VHXayIQfzDflQBm/Fj4V6Xpnh+TxP4Wt202+07EsiWzFQyA8sOflZeuRjgHvWz8HfHt5448N32k6ldOur2ce37UmN7xsCFfkY3KevHpnqa9H1+KOfw5qkMpAjktJVcn0KEGvnT9nBJT471J1z5I01g/pkyR4/kaAOf8AirpGo6D8Q0sZNZvtVk2RTQS3sm9wWPT06jtgV6ncfAIa3by3/iDxPf3OvzjdJOoUxK390KRkgdBgrx2FcP8AHH/ksFn/ANe9v/6Ga+oaAPkzwbrmsfCr4lto1/MRafaVt76EEmNlbGJFHqAQwPXHHevUfjl8RLvw7a2/h7Rbh4dSvE8yaaPhooiSAFPZmIPI5AHuK88+Plt5nxVgjtRmeezgBC9S5ZlH6BarfHJ5rX4tSTP822C3ePPcBf8AEGgD2Xwz8GfC+naDFFrOmx6lqcqbru4uGLEyEfMF54AOcEc9815N4qttU+CPxBin8P3U39lXiiZIJGJSRQcNE/rjseoDDnNfT0E0dzbxzwsHilQOjDoQRkGvE/2lYozoGhTEjzEupFUexQE/+gigD0HW/F4/4VXd+K9J5Z9P+0QZG7YzDAyP9knn6GvN/gnpHhPxToV/c6zbW2reIHuGa6N+BLIEONrKGzx15HOe/Suw+Fdrbz/BDTbbWAhs5re4WYTHavlNLJ1PYbT1ryLxh8IvE3gXUm1nwzLc3VjExeOe2JFxbj/aA5I/2hx6gUAel+DPA6+CvjJqyafBKukXel+dASCVjbzVBj3HuCCR3wRWV8R/F8utfEW08BR6yujaSuDql4ZhEWBTeU3k4A24HuW5yBTvhN8ZrnxFqMPh3xEqG/kBFveIAomIGdrjoGwDgjg9MZ68Rp0WnX37R2pWXiK1iura61C5gCTjK5O7yv5KB9aAOs8XeBvhU/hC8GiappFtqdvA0lvImqK7SMoztYFyDuxjp349Krfs+eNr64vbjwpf3DzQJAZrIucmPaQGQe2DkDttPrXqn/CsfBH/AELGnf8AfqpLTwx4M8LanaXNtp2m6dezuYLdwAjyMQflX1JGeKAPOfjD4z1O98R2HgDw5ctDc3bol5LG2GzIRtjyOgwdzexHvXW2PwW8EWuhDTZtKW5kKbZLyRmErN/eBB+X6Dj614zHdeX+00Zbz/oNNGNx9SVT/wBlr6noA+RtF0aTw/8AHqw0iS4e4NpqscSyucsyAjbn/gOK+ua+XtQ/5OgT/sLQ/wDoK19Q0AFfPv7TP+t8Mf7t1/7Sr6Cr59/aZ/1vhj/duv8A2lQA74deP/FOjeA9M0/T/h7qGq2kIk8u8imZVlzIxOB5Z6Ekde1Z3xO+Jni7UvDUmk3vhC60Gzu2CyTXG9jIAQdqsVUDpz14r1T4L/8AJI9B/wB2b/0dJXR+LfDdv4t8L32iXMnlJcoAJdm4xsCCGA9iKAOV8a3T2fwGu5Y87m0qGLj0cIh/RjXj/wCztbxzfEa5kcAtDpsrp7EvGv8AJjXvXirw69/8MtQ0CAmWYad5UXGC7oo28e5UfnXzd8Etaj0T4n2IuHEcV6j2bM3YtgqPxdVH40AfXdFFFADSisysVBZfukjkfSnUV494ws/jHL4rv38N3Spo5Zfsy77cYG0Z+8M9c9aAPYa+Tvj3dPcfFK6ifO23toYk+hXf/NzXfaZYfHRdWszfXimzE6Gcb7bmPcN3QZ6Z6VyX7RGjy2fjq21TafIv7VQG7b0O1h+RQ/jQB738PLeO2+HPhuOIAKdNgc49WQMf1Jrpa4P4Oa3FrXwx0kq4Mtmn2OVR/CU4Uf8AfO0/jXeUAFNRFjUKihVHQKMCnUUAfIFt/wAnBr/2M5/9Ka+v6+QLb/k4Nf8AsZz/AOlNfX9ABRRWfYa3puqXt/Z2V2k9xYSCK6RQf3bkZwTjBPHagD5o/aH/AOSkxf8AYPi/9Cevo/wn/wAibof/AGD7f/0WtfOH7Q//ACUmL/sHxf8AoT19H+E/+RN0P/sH2/8A6LWgD53/AGjv+Sh2H/YKj/8ARstejeG/jJ4H0jwVotnc6s5urawghlhS1lJV1jUMM7cdQe+K85/aO/5KHYf9gqP/ANGy17Z4L8MeH5/A/h6ebQ9MkmfTLZnke0jLMTEpJJIyTQB4R428R6z8Z/E1naeHtHumsrTKQIV5BbG55GHyr0HU4GOvNfQ3gHwmngvwfZaMJBLMgMlxIvR5GOWx7DoPYCugt7aC0hENtDHDEOiRqFA/AVLQAV4x+0FrOv2el6Vpmki6S0vWcXMlupy5G3bHkcjOScd8exr2euG+I/xL0/4f2EQeE3epXIJt7VW28D+Jz2X+f5kAGZp/wp8LT/Di2s7jQYIb6WwV5J3T/SI5igJO/rkN26dsYrjP2cPEN7NJqvh+eZ5LSGJbi3VjnyjuwwHscg49R7muqsfCninxrpX9peNtauLW1mj8yPRdNPkIFIyBK33m/wB3PHr2rz39m3/kcNX/AOvD/wBqLQB2f7SH/Ii6Z/2E1/8ARUldP8F/+SR6D/uzf+jpK5j9pD/kRdM/7Ca/+ipK6f4L/wDJI9B/3Zv/AEdJQB5nrWs6f4j/AGgjpXi2b/iSWTmC2tpm2w+YF4L9vmYnk9flB4ro/iz8LtJGhR654c0iK1vrKWNnhsodomjLAH5F4yMg5A6A+2HfFT4RL4xvJ9d8PTwjV0xHdWzOAsxCjHP8L7cdeCMdOp838L/E3xd8NNTXRddt7mexiIV7K7yJIl9Y2Pb0HKntjrQB9J+K/EVr4T8MX2t3YLR2seQg6u5OFX8WIFeMfDLw03xTvtQ8X+M5X1CKKcwW1qzkRK2AzfKOigMuAOpznNdH8bNQi1v4OQanp0nmWdxPBMG6ZRgcZ9Dkjim/s6XiTeAb213DzLfUHyo67WRCD+Yb8qAM34sfCvS9M8PyeJ/C1u2m32nYlkS2YqGQHlhz8rL1yMcA963vgp8Qrnxjotxp+qyCTVNP25lPWeM5wx9wRg/h616Fr8Uc/hzVIZSBHJaSq5PoUINfOn7OCSnx3qTrnyRprB/TJkjx/I0AfTlct8QvF8Xgnwfd6sdrXP8AqrWNujytnb+AwWPsDXU14V+0tJKNJ8PxjPktPMzem4KuP0LUAS/C/wAAW3jDTX8Z+NBJq17fu3kJcsSiopxnA9SDgdAAMDmuV+OXgDTfCYsdR0RGtrK8lKTWgYmNZAMhlBPGQW+nbrXtHwnniuPhb4feHG1bbYcf3lYg/qDXDftJ/wDIqaP/ANfx/wDQDQB1Xw31GDR/gnpmp3JIgtLGWeTHXarOTj34rzvwlc6H8Sb2+8RfEPXLIRJOYrDSJ78QRwrgEtt3AnqAD3wc54xryNMv7KQMBIf7GoOP7puBu/8AHc1S+Bvhvwn4m8HXI1PRrK71C1u2WR5Y8tsYAqfp94fhQBx/xQ0nw74S1vS9Z8B6zbIXLborK9ErQOuMMCGJAYE8Hjj3xXuXhTU3+JPwys7ma+vLC5nXy7iewlEUokRsMVODgNjP0arv/CsfBH/Qsad/36rV0C10HTIrnStBSzhW1l/f21sR+6dgD8wHQkYoA+WNL0zWLP42vpOkaq66jHfT2sN/dfvGC7XUuc9W2Z/GvT/FXwK0mLwpqmpjVdTvNbhge5a5uZQwmdV3EEYzzgjqSOOTXHaN/wAnQSf9ha5/9BevozxL/wAitq//AF5Tf+gGgD5w+E0HiDxtY3Hg/wDtyex8P2xNxc+Qf3zq3HlKx6KTkkdOTwc1f+Lfwl0bwb4at9a0Oa6UpcLFNHNIGBDA4YHAwQQPz9qn/Zq/5Dmvf9e0X/oRrvvj7/yS64/6+of50AbHwn8QXHiD4a6ZfX0pkuY1eCWV2yW2MQGJPfaASa8rTU7n43fFGTSXvJ4vCtkrTfZ422ebGhChj6szEdegJxzXT/CFZX+BWpJD/rW+1hP97Zx+tcJ+zneJB49vbZ2ANxp77M9SyuhwPw3H8KAPWPEfwV8I6toUtpp2mQ6deqh+z3MJOQ2ON2T8w9c8+leefBf4g6rp/iUeC9emkkhdmhtzO2Wt5Vz+7yf4TgjHY4x1r6Kr5S1O3ZP2lFjtOSddhkOB6urP/wCzUAaHx98PSaJq2mXP9sanfR3/AJzmO9n8wRMpXhBgALh8Y9q6/wAPfCRvGnhnTNV8Ya3eztJZRfYba0cJHbQ7BsHIOWxgnpz1z1rL/aZ/1vhj/duv/aVeyeB/+Sf+G/8AsF2v/opaAPnj4fyX3gD44Hw6t00lrJdNZTDkLKpB8tiOxztPtkjvXtXxg1++8OfDi/u9OkaK6lZLdZk6xhjgkHscZAPYkV4zqH/J0Cf9haH/ANBWvovxLo2meIdAudI1YqLS7AiJLBSHJG0qT/Fuxj3oA8y+FPhTwN4j+HsMkunWWo6hIGGoSTgPOkhJz833l46EY9euavfC7wc3hXXfG2hyRzNp7SwfZ5WyvmROrnAYdSAQCR3HavI/EPgDxp8KtUbWNJuJ3s4zldQtM8L6Spzgeucr71698JviyfHBk0nVYUh1iCPzA8fCXCDAJA7MMjI/EegAPG/iH4Y0fRPi5BomnWfkac72waHzHbO/G7kknnPrX0LZfDPw9odvef8ACNRTaLe3UQha8t5nkdV3BiAJCw5xjOM14h8WP+S9Wv8A10s/5rX1DQB8faxZ67pXxmGnWmpT6jq1vfxx2lzeuXYsxBQtn03DPbivRdR/Z51GbV7S/g8T+fK7iS9muUIk35yWQjOcnscY9TXNav8A8nQR/wDYWt//AEFK+oaAPAPjxqHiK+8UaX4bs4b06ZPEr+Xbqf8ASZCxBGR1wAOD0zn0rq/iD8MvCVt8N9Uex0W1tLiwtWnhuIlxJlBn5m6tkAjnPWrnxG+K0Pg+8h0XS7Majr1wF2Q5+SPccLuxySeyjH1HGcLxP4J17UPAmsaz408Q3NzeQ2Ms8WnWbeVawsEJAIH3yD3P69aAH/ALXLrX/BWo6TqMsk8dlIIo2ZzuETrwmeuBhsemfYV5V8Q/DGj6J8XINE06z8jTne2DQ+Y7Z343ckk859a9A/Zo/wCQZ4i/67QfyeuV+LH/ACXq1/66Wf8ANaAPe/DvgHwv4Qu5r3RNMWzmkj8uR/PkfKZBx8zEDkCvINN1/Svir4y1K48Wa3BZeGbBgLLTJrwW63BJIDNyC3AJPoWABx19t8WtMvgzXWtiRONPuDGR2by2x+teBfAPRfDXiIazY6zpdreXcXlzQmdNx2HIbH0O386AIPix4a8EaRp1nrPgvVLCK7inVJbezvxIxGCRIo3FgQQOnr7V6h8KvHd34j+HFzfagTPqGl+ZHKx6zBV3Kx9yOPcgnvXQf8Kx8Ef9Cxp3/fqr2i6X4Y8P3V1pejwWFncNGs9xbQkBtnIDMvp1GaAPFPg3/YXjjX9avfFot9T16Zg8MV6A6+Xzu2I3HB7dhjGOa6tPh9beFfjdoOq6JZtFpl7FciaONSUgkEbf98hsjA9QcdhXE+PPgrqWmXba/wCCma7sWPnpBbv+9gzyDGR99fTHPTr1q/8ADP42akurW3h3xYTMssggivXG2SNycBZPUZ4z1HfPYA+haKKKAPnbWtZ0/wAR/tBHSvFs3/EksnMFtbTNth8wLwX7fMxPJ6/KDxXR/Fn4XaSNCj1zw5pEVrfWUsbPDZQ7RNGWAPyLxkZByB0B9sO+KnwiXxjeT674enhGrpiO6tmcBZiFGOf4X2468EY6dT5v4X+Jvi74aamui67b3M9jEQr2V3kSRL6xse3oOVPbHWgD2P40eGtI1PwPqOs3loZb+wt/9Fl81x5eWGflB2n8Qa83+B/gLwz4u0LVLnXdMF3LBcrHGxmkTau3OPlYd69T+IupWus/BfVtSspPMtbqySWJumVLKRn0PtXIfs2f8izrX/X4v/oAoA3fjJqOqeF/hvb2vhxJ4I2kS0eWDJaCAIeM9RnCjd+uTVb4a/Dbw7d/Dmxl1zw9FLqF6jvcyXcZM3LtggnlflwRjHrXZeOfHGm+A9D/ALRvw0ssjbLe2Q4aV8Z/ADue3uSBXGaBZeMfibp8era7q8uh6Fcjdb6fph8uWZOxeQ8gH07jnAoA4r4Mald+H/ipqvhKO4kk01pLiMRs2QHiY4cehIUg+uR6Cpv2hvDWkaZ/Z+sWloY9Q1C4k+0zGV28zCjHBJA/ACsX4W2cOn/tAT2VuCILee9ijDHJCqHAyT14Fdh+0r/yBdA/6+Jf/QRQBufDH4ceE38K+HfETaSDq3lJcfaPPl/1gOQ23dt/DGKyPiP4vl1r4i2ngKPWV0bSVwdUvDMIiwKbym8nAG3A9y3OQK9B+F//ACTHw7/15rXhOnRadfftHalZeIrWK6trrULmAJOMrk7vK/koH1oA6zxd4G+FT+ELwaJqmkW2p28DSW8iaortIyjO1gXIO7GOnfj0qt+z542vri9uPCl/cPNAkBmsi5yY9pAZB7YOQO20+teqf8Kx8Ef9Cxp3/fqpLTwx4M8LanaXNtp2m6dezuYLdwAjyMQflX1JGeKAOoorx7xhZ/GOXxXfv4bulTRyy/Zl324wNoz94Z6561m6ZYfHRdWszfXimzE6Gcb7bmPcN3QZ6Z6UAe50UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWXr/iLSfDGnf2hrN4tpalxH5jKzfMQSBhQT2NalFAHxV8SPEVp4r8f6prFjv8AskzIsRcYJVEVM47Z25/GvqXwX8RvDvjKGC3069zqItxLNavGytHjAbkjBwSOhrsKKAPmr9ovRdRTxVZ60YpH06S0S3WUDKxurMSp9Mg5Hrz6V1OkfGbWPF+mR6T4e8LzT65JF5c07uBbQEjBkJ9O+Dj0ye/tUkaSxtHIiujDBVhkH8KZb21vaReVbQRwx9dkaBR+QoA+Sfhb4rk8AeL79LnSbu8up4Ws1tIB+884OMLg+4I9fauy/aB0XWdQuNF1tdLn+zLZbLgxjzBA+dxViOg5xnocV9BraWyXLXK28KzsMNKEAYj3PWpqAPLdD+OHgc+HrVrvUJrS5ihRJLZ7eRm3AAHBUEEfj+VcpbeH9T+MfxDh8S6lp89j4Wswq28dyuGuEUk4A77mJJPQDgEkV7kdL08z+ebC1M2c+Z5K7vzxVugDm/GHjPQ/B2mNJq14sMksTm3hCktKQOigD1I68c182/BLxTpPhTxtcXOs3Itra4sngWUqSFfejDOOgwp5+lfW1FAHg3xx8DXHiKGy8ZeH4jex/ZgLlYfmLRfeSRR3GCc47YPrWB4V/aC1TQtIi03WdKGpvbqI45xP5UmBwA+VOT2zwfXJ5r6YqubCza6+1G0gNx/z1MY3/n1oA8m8NQeJ/if4isfEPiSxOmeHdOkE9jpxB/fy/wALtnBYDrnAHYDkmvYaKKACqupX8GlaXd6hcttgtYXmkPoqgk/yq1TZI0ljaORFdGGGVhkEe4oA8F+AdjPrfiXxH4zvlzLLIYkbqN8jb5MfQbB9Gr3yooLaC1jMdvDHChOdsaBRn1wKloA4T4t+K9W8H+CG1LRo1Ny9wkJlZN4hUhjvx06gDnj5qr/B3xjrHjTwpcXmtRp50FyYUnSPYJRtB6dMgnHHHSvQZI0mjaOVFdGGGVhkEe4psMEVvCsMESRRKMKiKFUfQCgCSiiigAooooA8R+Lnwcn168k8Q+Goo/tzjN3aZ2+cf76dt3qO/Xr15P4U/Epvh/NceG/FVvdW1i0nmRs8Tb7Zz94MmM7T146Hsc8fTVVb3TNP1JAl/Y210o6CeJXA/MUAcRrnxe8FWmg3U8GuQXUphYRQQhmd2I4GMcfjivlTRvDus+IbkW+kaZdXkhOD5MZKr9W6D6k19oxeDfC8D74fDejxvnO5LGIHP4LWxHFHDGI4kVEXoqjAH4UAZ1gw0XwratqB8lbKxQ3B+9sCIN3TOcYPSvkD4l+IbLxT8QdU1jTi5s5jGsTOu0sFjVM47ZKk19p0UAeM/Arx1osvhjTvCMk7x6vC03lxGNiJVLNISGAwMAnqR0r07xV4etvFfhm/0S6O2O6j2h8ZKMDlWx7EA1sUUAfJHh6HUvhD8ULGfxFZyxWqO8TzIpZJImBXeh/iAyGx14xjNdN8afHem+N10jQfDEkmpFZTO5hif5nI2qqgjJOCxPHce9fRlxbW93CYbmCOaI9UkQMp/A1BZ6TpunFjY6faWpbgmCFUz+QoA88+DHw7m8GaHNfapEE1i/xvTOTDGOifUnk/gO1eW/tA+G72y8bf275DtYX8Ua+cASqyKu0qT2OFBHrz6GvqGmTQxXETRTRpJG4wyOoII9waAPmv4cfF+40Dwlb+F7Pw9canqSSOLQQvw+9i3IAJ4JPTt6V5XqNtqt/4i1FZrOR9RNzIbiKBC22TcdwGM9819v2Wk6bppY2On2lqW+8YIVTP1wKnhtoLcOIIY4t7F22KF3MepOOpoA8rtPiRZ6Z8KRLrmlarpc0FqtgiXNqyi5l8ogeWfT5ScnGK+YbC4FnqNrcspYQypIQO+CDX3vRQB458VfiJ4e1L4TsLG5klfW122imFlz5cq+YWyOMYx7npkc14X8Otcs/Dfj/SNX1BmS0t5G81lUsVDIy5wOTjdnivteigDwj45eCJ/EdpY+MtBha6UW6rcJGp3tEfmSQLjJxuOe4GPQ4434T/ABZtvAWn3+mapZXNxazS+fCbfaWSTAUghiOCAv0x0Oa+qaoHRNJN59sOl2X2rO7z/s6b8+u7GaAPjv4g6prHiPxhJqmqabJZT3kaPb2pU7lhxhPc5AzkgZznGMV7T8DfEVxYeGjoOo6HqlsluZbkXzWzCDZ94gsejdcAA5r2UW0AuTciCMTsoUy7BuI9M9cVLQB8Z/FPxLYeLPH17quls72bJHHG7qVL7VAJweQM5616z8HviJ4e0T4az2upXMsMuls8swELNlHkAUggEfecDH9Oa9zooA+C9Vu1v9XvbxFKpcTySqD1AZif619M3XxM8Oy/BSS7WeXfJZnSxF5LZFyYPuZxjGDnOcY9+K9booA+EdAvo9L8R6XqEwYxWt3FO4XqVVwxx+VfTPxW8cSp8J4dZ8M3Unk6nOsC3SIyMkZD7iMgFTlNuffjtXqteUfHnxRe+H/CdrZ2ltBImpSNFNJPCsqoqgHAVgRk54JBxtPfkAHiPw8+JUvgCa+lTSLa/e727pZHKSLjPAbB4Oc4xXocX7TEnmDzvCqFO+y+5H5x1H8Nfg94S8WeDLXVbzULue8lLecltMqiEgkBCME5wAefX0ra8RfArwNpWhXd7Lq1/YCKMsJ5p0ZAccZBUZ+gIJoA9D8D+PtH8e6bLdaYZI5oCFntpgA8ZPQ8cEHBwfaupr52/Zs0y8/tTWdVKMtkIFtwxHDyFg2B64A5/wB4etfRNAHgfxV8QX3hf44aHq9hbSXLQaWplgQE+ZEZJg449uc9iAa3fFHxa+HfiHwNfQ3MzXUk0DBLGS2cSLLj5ecbQQf4geO1es/ZLY3gvDbxfagnlibYN+zOdu7rjPOKrS6JpM1z9pl0uykuM5817dC2frjNAHhX7PHg/UIdSu/FF5bvDaNbm3tfMUgylmBLr7ALjPfPtXNfGX4cX+geJLvXLC1aXRr2QzFolJ8hzywb0BOSD05x2r6pAAAAGAOgoIyMHpQB8teAvjlf+EtCj0a+0sanbwZFs4m8t0X+6flO4Z6dx78V614B/wCEv8Ta3J4v8RPPptiYTFYaQjFVKn+N1PU+hPJ68DGe7h0LR7e4+0QaVYxT5z5iW6K2fXIGal1S7fT9Ivb2OEzPbwPKsQ6uVUkL+OMUAfGWo+M9T1HxyviLVo1vZoLkSLaXQJjVVbiPb2A6fzzXqKftL3SqA3haA4/u3hA/9ArlfBOnWHxX+Il5J4nu4bN5YmlWGzRIDM+R8o45IBJJOWOOtesn9nnwVj/W6qP+3hf/AIigA8GfHfRvE+rQaXf2EulXdwwSFmlEsTsei7sAgntxj3rif2hfFml6pdWOgWcjyXenzO10dhVUJUAKCep+nFcfrnguz0/4r2fhzwpfyaiGliw+QzQvnLBmXg7QMk4GO/Svr6gD5c+AHiXTtD8W3VjfyNG+ppHBbsELAybuFOOmc9elZvxw8Tab4m8eJJpcrSw2dqtpI5QrmRXctgHnA3AZ9jX1rRQB4D8APGOj6X4c1XRr6dobmOaXUf8AVswMIiTceAeRsJx1OeM15F4/1u08RePNX1awLNa3E+YmZdpZQAucHpnGa+26KAPJ/hNqmh+MPhaPCzuzzW9q1vewFCNquzAMGxg5HPByCK+ffFXhDXPAWvG3vYpE8uQPbXkYOyQA5Vlb146dRX21UdxbwXcLQ3EMc0TfeSRQyn6g0AfP2kftC63eafDpsXhkX+tuojjkilO2R/7xjC5/AH8q7AajefD/AOHmoap451a5udV1Z3xbjMiRSMjbYkA4XgHJ4Hp059JstK07TiTY6fa2pbg+RCqZ/IVcoA+CLC4FnqNrcspYQypIQO+CDX0p8VfiJ4e1L4TsLG5klfW122imFlz5cq+YWyOMYx7npkc17HRQB8UfDrXLPw34/wBI1fUGZLS3kbzWVSxUMjLnA5ON2eK+kfi9YT+J/hRcy6Sj3P8AqryNUU7njBBJA6/dOcdeK9GooA+J/APi6bwR4rh1iKyF4VR4mgL7CwYY4ODg5x2Nd78StL8ba34Gs/E+vCYRteSTf2eqDFlC6qEJ4z/Cc56ZHQk19IDS9OW7+1LYWouc584Qrvz9cZq0yhlKsAVIwQRwRQB8c/DDx7P4E124ni0w6iLyIQ+Qj7XLZyu04PfjGO9VviS3iK68Wyar4k0w6ddahGk0cGPuxgbVH1AXBzznqBX2Fa6NpdhMZrPTbO3lPV4YFRj+IFSXum2OpIqX1lb3SKcqs8SuAfbIoA8n+APiS4v/AArFoI0i4S109JC2olh5bu0pYIBjrhvfpzjIryL4zaNe6X8S9VmuIXWC9cT28pHyyKVGcH2OQa+u4YIraFYYIkiiQYVEUKoHsBTbm0tr2Lyrq3inj67JUDD8jQB88eAPHHinX9E0jwvo9udOtNLIk1DWE+fbboS2NpXAYjjHOfQDNcB8U/Eth4s8fXuq6WzvZskccbupUvtUAnB5AznrX2Pb20FpEIraCOGMdEjQKB+AqWgDx79n/wASabe+Dv8AhHVZv7Qs2klkjZDho2fIYHp1bGOteU/En4cap4E8QyalY28kuitN51vcIuRCc5CP6YPAJ4Ix3yB9b0hAZSrAEEYIPegDxLxz8ZfDerfDO6t9NuWfVNSgEDWnlsDDuHz7iRjgZHB5yPesP4H/AAyvTq8firW7OS3t7cbrGKZdrSOf+WmD/CB09SQR0r3qHQdHt7gXEOk2Mc4ORIlugbP1AzWhQB8sfHrxVpniLxVa2mmyPIdMSS3uHZCoEm/BUZ5ONvXpW3+zx4q0zTZtR0K8leO7vZFltvkLB9qMWGR0IAzz1r6MooA+MPij4isPFXxB1HVdMdnspBGkTspUuFRVJweQMg9a9y+APibTb3wXF4ejlYalYmWSWIocbGkJDBun8WMZzXrtFABXKfEz/kmfiL/rxk/lXV1yfxOZU+GXiIsQB9icc+p4FAHyJ4Vu9RsPFWmXek2xub+CdZIYAufMI52475GRxzXp/wATvjPbeLPC/wDYOm6deWjTOpvTdbQV2nOxcE5+YDk46dOeOB+G00dv8SfDskrBU+3RjJOBycD9TX2TLo+mTXf2qXTrOS56+c0Cl/zxmgDwX4CfD28Gqf8ACWaravDBFGVsFlXBkZhgyAH+EKSAe+eOlN+Ovw4v21h/FekWrT206KL2OJSzRuBjfgfwkAZ9CMnrX0TRQB8lfDj4v3/gKyl02axGoac7+YkRl8tomPXacHIPoe/41634P1Lxf8RfElp4ivEuNC8N2WWtrSKQhrxzx8543L74x2Hc16U2g6O90bp9JsWuCcmU26FyfrjNaFAHyN8afFel+LfG0VzpMjy21raLbGRkK7nDuxwDzj5gOfQ12fwC8daLo+nzeGdQneC8vL8Pany2ZZGdUQLkA4OVHXA5619DUUAR3E8VrbS3EzbIokLu2M4UDJPHtXxz8VvE2n+LPH13qelO8ln5ccUcjIV37V5ODyBnPWvsqigDwr4F/EDQbPw7a+Fr25eDU3u2W3QxMyy7zkYYAgHORziuY+M/ww1DTNdu/Emk2r3Gl3bGa4ES5NtIeWJA/hJyc9skHHGfpyigDxTTvjX4et/hZEJLphrsFiLYWnltuaULtDZxjacbs54HHXiuA+D/AMMr3xHr1rrOp2ckWiWrCUNKu37S4+6q56rnknpxjvX0y2gaM1x9obSLAz5z5htk3Z+uM1o0AeTfHnxXpen+C7vw5JI51PUEjeKJUOAiygli3T+AjHWvAfh14htfCvj7StZvg/2W3dxKUGSFdGTOO+N2fwr7XooAoaLrNh4h0i31XS5/PsrgExSbGXdgkHhgCOQe1eAftC+LNL1S6sdAs5Hku9Pmdro7CqoSoAUE9T9OK+jqKAPlz4AeJdO0PxbdWN/I0b6mkcFuwQsDJu4U46Zz16Vm/HDxNpvibx4kmlytLDZ2q2kjlCuZFdy2AecDcBn2NfWtFAHgPwA8Y6PpfhzVdGvp2huY5pdR/wBWzAwiJNx4B5GwnHU54zXkXj/W7TxF481fVrAs1rcT5iZl2llAC5wemcZr7booA8H8O6lD4y/Z9vvDGivI+tWNoBNbBDkgSlwFPQ7lUjAOea8O8O6zP4X8T2GrpAJJbGcSGGTjdjqp9OMj2r7pqhJomkzXf2uXS7J7nOfOa3Qvn/exmgD5i+KfiPxJ450nTtfufD0umaBA7RWzudxd3AJYnA4IUYOMcHk1Z+AviafRvEF5pkGkXF8dSaHzJYmwLaNC+6RuOg3+3THUgV9PzwQ3MLQzxRyxOMMkihlI9waistOsdOjaOxs7e1RjkrBEqAn6AUAfIXxa8Uab4u8dzajpLvJZrDHCkjIV3lc5IB5A5716l8C/HGh6f4JvtKvbh4bnT/OvpR5TMPIG3LAgHoTjHWvdKKAPhnxbqsGueL9Y1S2DC3u7yWaLcMHaWJGR64r6e+G2qaJ42+FkOhqzSfZ7BLC+iZCChKFeCRg5AyCOntXpFFAHxP4y8Eaz4F1p7a+hk8gP/o16ikJMOoIPZvUdR+teq+Gv2h7tdLgsdS0GbUtVUbEktpAv2g9srtOD64z9B0r3+eCG5haGeKOWJuGSRQyn6g1Ws9H0zT3L2WnWls56tDAqE/kKAOCt/DXibxt4F1u38YyxW8+q4ksrJUGLDbymSOSSQCR6Z9SB81XVj4h+HviqJp4JLLUrKbfE5XKsR3U9GU/yNfb9QXdjaX8Pk3lrDcxZzsmjDrn6GgDwmz+O/iPxNAmkeH/Cytrk42CVZjJGh7vtKjA/3mwO+a67xFofiLQ/gbqdiuqXmpa0YfMuJy7OxDOplVO+0JuH0z0zXo1np9lp8ZSys7e2Q9VhiVAfyFWaAPij4df2n/wsLQv7IEhuhdx52Z/1eRv3Y/h25z7Zr7Xqtb6dY2k0k1tZ28Msn33jiVWb6kDmrNABRRRQB4t8aviJ4ek8I6r4XtLw3GqySpDLEkbAQ7JFZtxIx/DjgnrXAfA7xzo3g7VNVi1u4a2gvo49k2xmVWQtwQoJ53nn2r6oooAr2N7balYW99Zyia2uI1likXoykZB59q+fv2hfFekaoun6HY3QnvLK5ka6VVOIiBt2kkYJ69PSvomigDyv4OeNtCufAFlpbXyR32mWsj3ULggpGrEl84wRgivF/jB4q03xN8Qf7Q0ib7RaW8EcKyhSA5UljjPOMtj8K+vKKAOF1hdH+Lvw3vodIu1lSYYikYFfKnUBgrAjjqAfY18/eF/F/ij4Pa7d2F5pzGF2/wBIsbglQxHR0YZwcdxkEevGPruobi0tryPy7m3inTOdsqBhn6GgDw1Pin4v+JQOi+ENBbTfO+S51F5TIIFPU7toCnGfU+gzXsPhfw9a+FfDdlo1n80dtHtLkYMjnlmPuSSa1Y444YxHEiog6KowB+FOoAK+df2lv+Qv4f8A+uE3/oS19FV86ftLEf2x4fGefs83/oS0Adb4S+NPhiz8MWVjr73Ol6jZ20cTwyW0jeZhQAylQeCMHnHXv1rmINL1D41fEmDXbiwmt/CljhIzOMeciknaPUsTzjoOM5Az7N4dsrO98I6E9xawTkWEBVpIw2P3a9M1vABQAAABwAKAPOPi/wCMNE0TwdqeiXN0F1K+sylvbKhJIbKhumABg9T2ry34D+N9C8LNrFlrd6tn9rMTwyupKEruBBIHHUdfevpqigDJ8R6HaeK/DN7pF03+j3sO0OoyVPVWHuCAfwr538IXurfBHxtcWniOymGk3wEUlxEpZG2k7JUI64ycr1AJ4zxX09TJYo54zHLGsiHqrjIP4UAeR+OPixpWr+H7jQvBrz6vrGoxmBFtoH/dKwwzHIHOCcY6dTjFbvwj+H7eBvDbtfKn9r3xD3JU58sD7sYPtkk+5PUAV3dtZWlmCLW1hgB6iKMLn8qnoA+Wvj07x/FeGSJd8i2kBVcZyQzYFer23x38HHTGm1CS7sdQjGJdPktnMgcdVBA29fUj3xXlfxyZR8X7UkjC29vn2+Y19NS2FlNOs8tpBJMvSR4wWH44oA8M8D+GtV+IPxJl+IGvWD2umRuJLKCbq5UYjwD1Vcbs9C3TPOOi+Nfw2uvF9jb6xo8fmarZIY2hGAZ4s5wCf4lOSB3ye+K9ZooA8Q+Gfxc0rSvDsXh7xdLJpl/pieSjTxP+8jH3QQASrAcYPXA+lZXihr744+L9PstCguI/DOnsfN1GWMojFiN7LkcnAAVevUnANe+XGn2V2wa5tIJmXoZYwxH5ip0RY0CIoVVGAAMACgDhviPYW2l/BzWLCziEVtbWKxRIP4VUqAKxvA/xh8P3fhy1t/EGoLpurW0Sx3CXQKiQgY3qe+Rzjrn8CfUmVXUqyhlPUEZqG5sbS8AF1awT46ebGGx+dAHz74Y0KDxj8dZvE3h60eHw3aXAnNz5ZjSSQIAQgx1Z+cemScZxUHxv8A6pYeJm8X6PBM9rOUkneDJa3mXjdgcgHAOexz04r6ORFjQIihVAwAowBTqAPnTRf2j9Rg06O21PQEv75QFE8Nx5XmnoMrtPP0/IV3PgfR/EnijxInjbxjB9kMEbR6VphUr5AbhpCDyCRxzyevAAr0qOws4rhriO0gSZvvSLGAx+p61YoA+cPjh8P9Ts/EjeLtHt5ZbWfa9wYAS1vKo++QOikAHPY5zjIra0D9ouzbSYoNY0a9m1YKE/0NVKTP2OCQVz6AGvdarR6dYwzmeKzt45j1kWJQ354zQB8kNqHiO4+MR1tvD9xJqsd7HdSabCjMyrwQhwCQduASRweo7V9YaJfXupaTDd6hpkmmXMmS1rJIsjIM8ZK8cjn2zV1IYomdo40RpDucqoBY+p9afQBHPPFa28txM4SKJC7seygZJr5b+OPjnRvGOq6VDolwbmCxjk3zbGVWZyvA3AHjaOfevqiigDxf4KfEPw+nhHSvC91eeRqscrxRxPG2Jt8jMu1gMfxY5I6V7RRRQAV89/FP4MXyalceJPCcbSiR/OmsYhiSN+paPHUZ52jkHpnoPoSigDwPwl8fzp9uNM8Z6fdLdwAIbqGP5mI4/eIxBB9SOvoK6u4+PXhHYqabFqWpXb8R28FqQxPp82P0zXo15pen6hj7bY21zgYHnQq+PzFLaaZYaf/wAeVjbW3GP3MSpx+AoA888NWPjTxb4ktfEviUy6JploS9lo8MhV3YjG6bueD0OPoBnPptFFABXMePPBNj478Ovpd23kzK3mW9yFyYn9cdwRwR/XFdPRQB8q6Zc+NPgb4gn+06cbjTJiFl+8becDoyOB8rfUZ55HSvVrH9oHwVcwB7lr+zk25Mclvu59AVJz+lepsqupVgGUjBBGQazh4d0MS+aNG08Sf3/sqZ/PFAHmlz8Ttf8AGhOnfDzQrr95lX1e+TZDCPVeoJ+vP+ya6WDUdI+FXhG0g8Sa9c3EsjOzXE++V5pT8zBQM4GTwD/jXbqqogRFCqBgADAApaAPiSDxJDF8SU8UPC5gGrfb2iGN23zd5HpnFfQq/tC+CiuSmqA/3TbLn/0KvVqKAPBvE/7RtobGWDwzplz9qdSq3N4FVY/cICdx+pH49K6D4Tz2XhL4UnxHr955A1K6e7nuJQzElm2LnAJOduf+BV6zRQB8d/F3xVp3i/x3JqGlO0lnFAkCSspXfjJJAPIGWPX0r3TwL8WfCM/hLTLS61QWt9aWSpPDLE+R5cfzMCBgjCk8V6hRQB8gfGPxbpvjHxut9pMjS2cFolssrIV3kMzEgHBx8+OfSvdPhX8RPD2teHND0CO82axBZpbtavGwJMSYJBxtIwuetel0UAFFFFABXzV+0Xouop4qs9aMUj6dJaJbrKBlY3VmJU+mQcj159K+labJGksbRyIrowwVYZB/CgDxXSPjNrHi/TI9J8PeF5p9cki8uad3AtoCRgyE+nfBx6ZPfzD4W+K5PAHi+/S50m7vLqeFrNbSAfvPODjC4PuCPX2r62t7a3tIvKtoI4Y+uyNAo/IUi2lsly1ytvCs7DDShAGI9z1oA+fPjr440jXNA07RbWYNqcF1515AuSLdlRlKFsAEhmI4/u113wO8ZaHceC9K8NfbkTWIPOBtmBBYb3fKnGCNp/Q163RQB4ZonxDtPB/xU8XafrRki0q8vy6XQQssUwABDY7EY+mB25FX4ya54f8AHVnpWkeGSus68bkNG1nGXKRbTuBbHQkqcdsZOK96aKNkZGjQq/3lKjDfWo7aytLPd9ltYYN3LeVGFz+VAHKWPgWF/hVB4N1Jwc2QhlkT5tkn3ty564fkfSvE/CF7q3wR8bXFp4jsphpN8BFJcRKWRtpOyVCOuMnK9QCeM8V9PUyWKOeMxyxrIh6q4yD+FAHkfjj4saVq/h+40Lwa8+r6xqMZgRbaB/3SsMMxyBzgnGOnU4xW78I/h+3gbw27Xyp/a98Q9yVOfLA+7GD7ZJPuT1AFd3bWVpZgi1tYYAeoijC5/Kp6ACuF+K/gmXxv4Ne0swv9o2sguLXccBmAIKZ9wT+OK7qigD5Z+HXxOvvhk9zoHiDS7prPzDJ5O3ZNA5xnAbGQcdOOee9P+LXj6fx7pOny6fo13baHDclUublQGnmKn5VAJGAM9CeozjjP03c2FneFTdWkE5XoZYw2PzqQ28B8rMMZ8o5j+UfJxjj04oA8i+Gcera/8OP+EQ1vwzeWOnfY5Yf7QlYJv3MSu2MgNn5s55Hy+9eRWN14s+CvjCXzLbG4bJEcEwXceeCGH5g9RyD3FfX1RzQRXMTRTxJLG3VHUMD+BoA8Jj+OPiXxcP7K8JeFGTU5RgztN5yw543Y2gDHqxx7GvRfDunab8MfBhk1zU4/OllM9/fy5Pmzuefc9gPXGe9djBbwWsYjt4Y4ox0WNQo/IVJQB8haT4s0uL45nxPNK0elvqU0vmlDkRvuAYjr3BxX0F4y+IPhmy8D3F2dVhkTUbOdbIRgsZ2wVwvH94gEnGK7uigD5V+Bfi7R/CviPURrN2tpDd26qkzglQytnBx0yCeenFd/8ffF2it4Wk8NxXiyaq1xFI8CqcxpjdljjAyCvHXmva6KAPEvgD4t0VPDCeGprxYtVN1I0du4P71SAcqeh6HjrxXH+K/B2tfCnx/D4r0aze50aO4M8bRjiJWzuifH3RgkBumCO/FfTtFAHmsnxz8FjQxew3c0146ZTT1hfzS/9wnG0c9849M1znwn8CardeKL3x74otWgu7mR5bS3lGGVnJ3OVP3QAcKD6k46V7HFptjBP58NlbRyn/lokShvzAq1QB8x/tA+KdJ1/WdLsNMuhcSacJ1uSoICOxUbcnqRsOcV618PvHnhu4+Hli39pxodJ06BL5XVgYSqhMnjkEjgivQqKAPkC68XabN8cB4oDv8A2YNUSXzNhz5SkDdt69BnHWvavi7rkN/8LrTWtDuRcIdQgltpowfmZXOMDr94V6rSMqtjcoODkZHQ0Aee6P8AGPwbqmhifUtRi0+5EeLqzuVbcrY+YAY+YemOvp2rgvg54Ye9+Iuq+LrKxls/D4ecWAkTZ5gdjtCj+6Fz9Dgc817vPp9lcyLJcWlvLIvRpIwxH4kVZAAGAMAUAfMfx6sb3SPiTZ66sLGCaKJ4pCDtMkZ5XPrwp/GvTND+MVvr8n2+LSp7Dw9ZxFtS1G+4WNzgIkYXO8liPTjsO/pk9vBdRGK4hjmjPVJFDA/gaWKKOCNY4o1jjXgKgwB+FAHyFqfi/TZvjaPFUJkfTU1KKbdsIZo12gkA89ASBX1XoHiXR/FFi15ot/HeW6tsZkBG1sA4IIBBwRWrRQB8q/Fu11bwv8YT4ieBmie4gu7OVxlHMYT5c+xXGPTHrXb6n8TdZ+I/hXUtK8LeFbrEto63l1O4McS7TuVcfeYjIHQ89PT2+e3huojFcQxyxnqkihgfwNLFDHBEsUMaRxr0VFAA/AUAfLvwT8bv4au77R4NGutSvNTlh8hIGAC7dwYsT0ADZzjsc461Z+PVje6R8SbPXVhYwTRRPFIQdpkjPK59eFP419LQ2ltbySSQW8MTyHLsiBSx9yOtOnt4LqIxXEMc0Z6pIoYH8DQB574T+I0nxD1FLbTPD9xHowhcahdXhCgMVwI49pIY5POccdhxnwzWtF8S/Bvx1/aFiji2WRvstyV3RTwk/cfHfGARwc8jsa+tooo4I1jijWONeAqDAH4UrosiFHUMrDBVhkEUAeC237QmsazGmn6L4QM2ryjagWdpVz67AoOPxGPWu18N+E7/AEHwb4h1TX7gXXiHVreSa9l4OwCMhYwRxheenHYcAV6DbWdrZoUtbaGBT1ESBR+lTEAggjIPagDxL4T/ABX0a08J2eh+I7safd2abIJZ1Ijmh/hIboCBxz2Ax3xzviDTLH4m/Gayn8JwGWwgER1K/jjKxFlYszZxyxXCj1I9BmvomeztrmIRT28MsY6JIgYD8DT4YYreIRQxJHGOiooAH4CgB9FFFAHhmifEO08H/FTxdp+tGSLSry/LpdBCyxTAAENjsRj6YHbkVfjJrnh/x1Z6VpHhkrrOvG5DRtZxlykW07gWx0JKnHbGTivemijZGRo0Kv8AeUqMN9ajtrK0s932W1hg3ct5UYXP5UAcLe+D7y1+B03heMedfRaYU2oc75R85VfXLcD8K8X+EfxJg8Cx6ppd5pd9eS3citbxWqgv5oypUgkHnjpk8dDX1TUC2VolyblbWFbhusojAY/j1oA+fvjhp3iTWPCvhvX9R037O0CSi9t4WLralypTP1AAJ6AjHpVnwN8aLw+GdN8N6f4YutS1q2gW2hELgRsqjarMcZXAxntx1Hb34gMCCAQeCDUNvZ2tmGFtbQwBjlvKQLk++KAPknRNdvfAXxiuNT8QWLyXcdxP9qgt+rNIG5TPUZYEe1elfG231PxH8MtF159Kns5IZvMuLVzueBHUgFuB6Ln03V7a1pbPcrctbwtOowspQFgPY9alIDKVYAgjBB70AeCfDf4q3UnhXSfCejaDcX2uw/uQ7ELbLFu++7A7hhTzx269qy/jf4B1Sw8TN4v0eCZ7WcpJO8GS1vMvG7jkA4Bz2OenFfRVvZ2tmrLbW0MAY5YRIFyffFTUAfOmi/tH6jBp0dtqegJf3ygKJ4bjyvNPQZXaefp+QrufA+j+JPFHiRPG3jGD7IYI2j0rTCpXyA3DSEHkEjjnk9eABXpUdhZxXDXEdpAkzfekWMBj9T1qxQAUUUUAFFFFABRRRQAUUUUAFFFF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s+OvjvQvEuiWWlaLcm+Nvdiae4iUmJPkYBd3Qk5J4/umu6+DfivQ5vBGgaCmowtqoilBtRkuu12JJ9OCCM9aAPLdYVW/afjDAEf2vbHB+iV9RV8razf2qftKrdGeP7OmrwK0m4bVxsU5PsQc/SvqmgD5e+LH/JerX/rpZ/zWvqGvlz41udM+M1vfzK3liO2nHHVVODj8VNe/WXj7w1qmtWek6ZqcV/dXUTSj7J+8WNFGcyEcJ6YPOeKAOlrlPiZ/yTPxF/14yfyrq65T4mf8kz8Rf9eMn8qAPNP2aP8AkF+If+u0P/oLV6L8VdNh1P4Y69FMgbybVrhCf4Wj+cEflj8a8q/Zx1zTbN9Z0q6u4oby5eKSCORgvmgBgQuepGRx15+tdt8bvGFlo3gq70aOdH1PUl8lIFOWVCRuYgdBjgepPsaAPH/AGp3On/CX4itFnb5NrGPbzWeNv/HTXU/CDwVceIvBb3ln4x1zS9t28cltY3GyMMApzj1IIrpPBfwxuLf4L6npVyvlarrcJmZJBjyyBmJD6YwCfQsfSvMPhZ8QpPhvrl7p2sW040+4fbcRhf3lvKvG7afxBH09MEA9Z1T4HrrkccereNPEF8kRJRbmUSBSepGeldv4K8JQeCfDqaNbXc11CkjyK8wAI3HJHHbP865XV/jr4LsdOabT7yXU7th+6tYYJELN2yWUADP1Psa3fh9aa7Holxq3iaeUalqcxuXtnc7LSPGEjVScLgDJ7888igDwz4aqrftD3BIBIur4jPY4kr6ir5X+Gl9bD9oBp/OTyp7u8Eb7hhiwfbg+/b619UUAfMn7SH/I9aZ/2DV/9GyV9LWv/HpD/wBc1/lXzJ+0ZcRS/ECyijdWeHTkWQA/dJkkOD74IP4ivpbTLiK70qzuYHV4pYUdGU5BBAINAHy/qd4bj9pZJbzJ265DEuewVlRP5CvqqvmL45eFr/w944TxVZK62l46SCZf+WNwoHB9M7Qw9efSvfvB/iuw8Y+G7bVrKVCWQCeMHmGTHzKR25/MYNAHg37R+nRW/i/S79ECtdWZWQj+Iox5P4MB+Fdr8RrmW9/ZysbqckzTWljI5Y5JY7CTXJfEQH4q/Fyw0DQ5BNa2Ufkz3UfzInzZkfPTAGAPUjHeu9+N0drpnwfksI2WONXt4IEJ5IVhgD1wF/SgCH9nhQPhtMQAC2oSk+/ypXrNeR/s7XEUnw9uYFkUyxahJvTPIBRMHHoefyNetu6xozuwVVGSxOAB60AfMHwI/wCStXv/AF6z/wDoa17Z8WwD8K/EAIz/AKOD/wCPrXh/wHnjPxYuG3gCW1n2ZP3vmU8fgCfwr234vSxw/CrXjI4UNCqjJ6kuoAoA4n9mz/kWNa/6/F/9AFN/aUA/4R7QzjkXbj/xym/s1zxHQdctw481bqNyuedpXAP5g0n7SssY0LQoS48xrmRgueSAoBP6igD0H4VkyfC3w/v5/wBFA59MkVyZ8SeDvBviO50fwJ4bGqeIrpissVicIhHUNIchQD1C8DHOKt+Gr64h/ZyW60xybqHSZ9jRn5kdd+SMdxz+IrzD4C+KdA8Oa1q41u5itJbqGMQXM3CgKWLKW7Zyp/4D9KAI/jenisz6Jc+KZtPEkyzGC0sVO23AKZBY8sTke3HHWvo7wr/yJ+if9eEH/ota+cfjp4y0nxbqWlLo0j3NtZLKjXQQrG7sUJVSeuABn/eFe6+AfFeh61oOl6dp+ow3F5b6bA80MeSYsKFIY9AQeMdaAPD/AAP/AMnN3H/YT1H/ANBmr3T4nAH4ZeIgRn/QnNeC+BLqB/2knuFlQxS6lflHzw25ZduD75H517t8VLiK3+GHiBpXChrRkGT1ZiAB+ZoA86/ZpP8AxKfEA/6bw/8AoLVz/wACL0ap8WNa1C7Ja7uLSeYFv7zTIW/Hn+dbv7NEsf2DxDDvHmCWFtuecYcZrz3WY9V+EnxakvIImKRztNb7uFuLdyflz9CVPoR7UAfXDosiMjqGRgQysMgj0Nc5f6fpvg7wjrl5oWmWlk8VpNclbaEJvdUZhnA59vSuVtPj34Hn00XNxd3VtcBcm1a2dnz6BgNp+pIqfwdeaz8QDrGu6gJ7HQb22ay06wY/eQ53TMO7HoPbI9yAeU/BTwrN4ms9Ya28Uavo80MkXmJYTbBICGwW9eQ1elal8F5NYtPsup+OfEd5b7g3lXE+9cjocHivFvCHiLUPhD8QruDUbZ3iRjbXsK8F0zkOmevYj1B7ZzXu1x8c/AcOmm6j1SWeTbkW0dtIJCfTkBR+eKANjwB4AtPh/Y3lpZ39xdR3MolPnBRtIGOMevH5V4V488IeJvhn4xn8T6DJOunyzNLFdQjIh3HJjkHpk454PHfivZvhzLr2vSX/AIt1zz7WLUQqafpxkOyG3XkOV7sxOckZx7ECqvwr8aJ4osNU0jU7pZ9Ts7uZWSUjdLCzkqcdwMlfYAeooA5zwT8ZdG8YTWOk+LbK3ttRSdJLa4xmF5lPykZ5RsnjqPcdK9rr5h+OXgrR9B8Q6VJoECw3Op7w9hB0DAqFZFHTcSRgcZHHevpTTI54dKs4rp99ykCLK2erhRk/nmgC1Xyr8LLw3fx7jurvJuLie8fLdQ5SQn9MivqqvlHxvpF/8Mfi5FrkMT/YZLz7bauOjqWzJHn1GSuPQg96APq6vk340W/9h/F+e8sx5UkggvF28YfA5+u5c19Q6Xr2mazokWsWV5FJYSR+YJiwAUd92ehHcHpXz5/Z4+LnxznvLQF9CsXj824AO1o48YAP+22cexJ7UAeo/G45+EWskjHNvx/22jrE/Zy/5J3ff9hST/0VFWx8c5o4vhNqqO4VpZIEQE/ePmq2B+AJ/CsT9nGRD4A1CMMC66m5Zc8gGKPB/Q/lQByn7SwH9s6Accm3lGf+BLXu/hg58JaMT/z4wf8Aota8F/aUuIn8QaHbq4MsdrIzKDyAzDH/AKCa928JSxz+DdElicOjWEBDA5B/digDZrx79ojRr3UPB1jfWsbyRWFyXuFUZ2oy43kegIA/4FXsNcJ8WPHD+B/CX2i2t1mvLyT7PAJFyiEqSWYd8AdO5PpmgDM+B/imx1jwBZ6YJ0F/poMMsJb5tmSVYD0wcfUGvO7GwXxT+0xcXujHzrC0u1uJriPlBsQBue+5wQPXNJ4bj+CLaNanW7qabVGXfcvKlzH855ZQIvkCg5Ax2r1jwh4o+G9rEmleGdS0u2DsNsKkxNIx6ffwXb8zQB2Wo/8AIMu/+uL/APoJr5w/ZuUHxpqrYG4aeQD/ANtEr6L1iaK20W+nmkWOKO3kZnY4AAU8184fs43EUXjjUYXkVZJdPbywTjcQ6Egepxz+BoA9t+Kd1NZ/DDxDLASHNqY8j0YhW/QmvM/2Z3j+zeJEA/eh7ck+q4kx/X869p8Q6PF4g8O6hpEzbUvLd4S390kcH8Dg/hXzR8MNYm+GXxNudJ8RZs4Z1Nrcl/uo2cxyZ/u+/TDZoA+ppoY7iCSCZA8UilHRhwwIwQa+U/hCJdI+N9vp8RbZ5l1bSAHqqo55/FAfwr6Z8Q+I9O8M6Bcaxf3CJbxIWX5uZWx8qr6k9q8U+AvhO6v9cvfHGoRtGjGRLUEY8x3PzuM9gCV9yT6UAZ/7Sn/Iy6J/15v/AOh19BaH/wAi/pv/AF6xf+gCvBP2lbOYaroN7sPkNBJFuxwGDA4/I/pXoGg/F7wZH4Lsbu71eKGeG2RJbUgmUOqgEBRyeRwelAHlOlf8nQSf9haf/wBBevXvjf8A8kj1n/eg/wDR6V4Lo3ia1i+OcfiLUkksLSXUZJ2E6kNEjhtpYfRga9v+MuqWN98Gb+6tLuGeC7aDyJI3BWT96p4PfhT+RoAzv2cv+Sd33/YUk/8ARUVcj+0sB/bOgHHJt5Rn/gS11f7OMiHwBqEYYF11Nyy55AMUeD+h/KuR/aUuIn8QaHbq4MsdrIzKDyAzDH/oJoA9L8VajNpfwFmu4HKy/wBkQxhgeRvVEJ+vzVyX7NUcQ0LXZRjzmuY1b12hTj9S1d7JpC+K/g5DplvIhN5pESxPnI3+WpXP/AgK8F+EfjZfh54rvdN11JbazuiIbgMhzbyoThmHXAywP1HpQB9B/E3/AJJl4i/68ZP5V5r+zT/yCvEP/XeH/wBBauh+J/xF8KN8PdTtLTWrS+ur+Awww2sokbLd2x90DrziuD/Z+8WaLoh1TTNSvVtrm+ngFsrKx80/MuAQOuSOvrQBP+0v/wAhPw9/1xn/APQkr3Hwn/yJuh/9g+3/APRa14V+0rPE2uaDbq6mWO3ldlB5AZhj/wBBP5V7j4MnjufA+gyxOHRtPgwQc/8ALMZ/WgD578Wf8nQW/wD2FtP/APQYa+lNWAbRr4EZBt5AR/wE18y+K7qA/tMxT+anlJq9kGfPC7REGyfYg/lX0trtxFa+H9SuJnCRR2sjMzHAACmgD56/ZtP/ABVusD/pxH/oxa1P2ktGvXm0bWY43eyjje3kYDIjckEZ9M8/lWR+zfLGvjLVYmcB3sMqpPJxIucfnXoPxv8AHTeGtGt9Et4VM2rK6yTSRiRYohgMQp4Zjnj0x9KAOm+Hni7TfEPgOwvlu4VktbZY7xXcDyXRQGLZ6DjOfQ15D8H9LbV/jJrWv6ejf2RbS3LRy4wreYxCL9dpJ/CrOlQ/AKO1t1luJJZ0UB3uftas59WCgL+A4r1nwn4o8DXMEOk+GNS01VXiO0hIjY9yQhwSe5PNAHW0UUUAeGfG/wCHOranqUXizQY5J54YlS4ghz5q7DlZExyfQgcjAI74wvBvx4mjh/sbxtb/AG2zkUwvdqn7wKRgiRP4xjqRz7E16Uvjj+zvjXfeG9SvdlndWcJs1kICJKASVHuwJ+pUD0rB+O3g3w/J4SuvEnlQ2mrQOgWVML9pLMAVYfxHBJB68elAEvxr1O1h+DdomjNE2m3k9vBEYT8nkhS649v3ais34d/D+71nwDpN/Z+OvENjDLGx+zWtztji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hd/gL/oKz/8AgFN/8TR/wu/wF/0FZ/8AwCm/+Jr0OigDzz/hd/gL/oKz/wDgFN/8TR/wu/wF/wBBWf8A8Apv/ia9DooA88/4Xf4C/wCgrP8A+AU3/wATR/wu/wABf9BWf/wCm/8Aia9DooA88/4Xf4C/6Cs//gFN/wDE0f8AC7/AX/QVn/8AAKb/AOJr0OigDzz/AIXf4C/6Cs//AIBTf/E0f8Lv8Bf9BWf/AMApv/ia9DooA88/4Xf4C/6Cs/8A4BTf/E0f8Lv8Bf8AQVn/APAKb/4mvQ6KAPPP+F3+Av8AoKz/APgFN/8AE0f8Lv8AAX/QVn/8Apv/AImvQ6KAPPP+F3+Av+grP/4BTf8AxNH/AAu/wF/0FZ//AACm/wDia9DooA88/wCF3+Av+grP/wCAU3/xNH/C7/AX/QVn/wDAKb/4mvQ6KAPPP+F3+Av+grP/AOAU3/xNH/C7/AX/AEFZ/wDwCm/+Jr0OigDzz/hd/gL/AKCs/wD4BTf/ABNH/C7/AAF/0FZ//AKb/wCJr0OigDzz/hd/gL/oKz/+AU3/AMTR/wALv8Bf9BWf/wAApv8A4mvQ6KAPPP8Ahd/gL/oKz/8AgFN/8TR/wu/wF/0FZ/8AwCm/+Jr0OigDzz/hd/gL/oKz/wDgFN/8TR/wu/wF/wBBWf8A8Apv/ia9DooA88/4Xf4C/wCgrP8A+AU3/wATR/wu/wABf9BWf/wCm/8Aia9DooA88/4Xf4C/6Cs//gFN/wDE0f8AC7/AX/QVn/8AAKb/AOJr0OigDzz/AIXf4C/6Cs//AIBTf/E0f8Lv8Bf9BWf/AMApv/ia9DooA8M+HPxQ8JeHNEv7XUtRkjlm1O4uEC2srZRyCp4Wuw/4Xf4C/wCgrP8A+AU3/wATXodFAHnn/C7/AAF/0FZ//AKb/wCJo/4Xf4C/6Cs//gFN/wDE16HRQB55/wALv8Bf9BWf/wAApv8A4mj/AIXf4C/6Cs//AIBTf/E16HRQB55/wu/wF/0FZ/8AwCm/+Jo/4Xf4C/6Cs/8A4BTf/E16HRQB55/wu/wF/wBBWf8A8Apv/iaP+F3+Av8AoKz/APgFN/8AE16HRQB55/wu/wABf9BWf/wCm/8AiaP+F3+Av+grP/4BTf8AxNeh0UAeef8AC7/AX/QVn/8AAKb/AOJo/wCF3+Av+grP/wCAU3/xNeh0UAeef8Lv8Bf9BWf/AMApv/iaP+F3+Av+grP/AOAU3/xNeh0UAeef8Lv8Bf8AQVn/APAKb/4mj/hd/gL/AKCs/wD4BTf/ABNeh0UAeef8Lv8AAX/QVn/8Apv/AImj/hd/gL/oKz/+AU3/AMTXodFAHnn/AAu/wF/0FZ//AACm/wDiaP8Ahd/gL/oKz/8AgFN/8TXodFAHnn/C7/AX/QVn/wDAKb/4mj/hd/gL/oKz/wDgFN/8TXodFAHnn/C7/AX/AEFZ/wDwCm/+Jo/4Xf4C/wCgrP8A+AU3/wATXodFAHnn/C7/AAF/0FZ//AKb/wCJo/4Xf4C/6Cs//gFN/wDE16HRQB55/wALv8Bf9BWf/wAApv8A4mj/AIXf4C/6Cs//AIBTf/E16HRQB55/wu/wF/0FZ/8AwCm/+Jo/4Xf4C/6Cs/8A4BTf/E16HRQB55/wu/wF/wBBWf8A8Apv/iaP+F3+Av8AoKz/APgFN/8AE16HRQB55/wu/wABf9BWf/wCm/8AiaP+F3+Av+grP/4BTf8AxNeh0UAeef8AC7/AX/QVn/8AAKb/AOJo/wCF3+Av+grP/wCAU3/xNeh0UAeef8Lv8Bf9BWf/AMApv/iaP+F3+Av+grP/AOAU3/xNeh0UAeef8Lv8Bf8AQVn/APAKb/4mj/hd/gL/AKCs/wD4BTf/ABNeh0UAeef8Lv8AAX/QVn/8Apv/AImj/hd/gL/oKz/+AU3/AMTXodFAHnn/AAu/wF/0FZ//AACm/wDiaP8Ahd/gL/oKz/8AgFN/8TXodFAHnn/C7/AX/QVn/wDAKb/4mj/hd/gL/oKz/wDgFN/8TXodFAHnn/C7/AX/AEFZ/wDwCm/+Jo/4Xf4C/wCgrP8A+AU3/wATXodFAHnn/C7/AAF/0FZ//AKb/wCJo/4Xf4C/6Cs//gFN/wDE16HRQB55/wALv8Bf9BWf/wAApv8A4mj/AIXf4C/6Cs//AIBTf/E16HRQB55/wu/wF/0FZ/8AwCm/+Jo/4Xf4C/6Cs/8A4BTf/E16HRQB55/wu/wF/wBBWf8A8Apv/iaP+F3+Av8AoKz/APgFN/8AE16HRQB55/wu/wABf9BWf/wCm/8AiaP+F3+Av+grP/4BTf8AxNeh0UAeef8AC7/AX/QVn/8AAKb/AOJo/wCF3+Av+grP/wCAU3/xNeh0UAeef8Lv8Bf9BWf/AMApv/iaP+F3+Av+grP/AOAU3/xNeh0UAeef8Lv8Bf8AQVn/APAKb/4mj/hd/gL/AKCs/wD4BTf/ABNeh0UAeef8Lv8AAX/QVn/8Apv/AImj/hd/gL/oKz/+AU3/AMTXodFAHnn/AAu/wF/0FZ//AACm/wDiaP8Ahd/gL/oKz/8AgFN/8TXodFAHnn/C7/AX/QVn/wDAKb/4mj/hd/gL/oKz/wDgFN/8TXodFAHnn/C7/AX/AEFZ/wDwCm/+Jo/4Xf4C/wCgrP8A+AU3/wATXodFAHnn/C7/AAF/0FZ//AKb/wCJo/4Xf4C/6Cs//gFN/wDE16HRQB55/wALv8Bf9BWf/wAApv8A4mj/AIXf4C/6Cs//AIBTf/E16HRQB55/wu/wF/0FZ/8AwCm/+Jo/4Xf4C/6Cs/8A4BTf/E16HRQB55/wu/wF/wBBWf8A8Apv/iaP+F3+Av8AoKz/APgFN/8AE16HRQB55/wu/wABf9BWf/wCm/8AiaP+F3+Av+grP/4BTf8AxNeh0UAeef8AC7/AX/QVn/8AAKb/AOJo/wCF3+Av+grP/wCAU3/xNeh0UAeef8Lv8Bf9BWf/AMApv/iaP+F3+Av+grP/AOAU3/xNeh0UAeef8Lv8Bf8AQVn/APAKb/4mj/hd/gL/AKCs/wD4BTf/ABNeh0UAeef8Lv8AAX/QVn/8Apv/AImj/hd/gL/oKz/+AU3/AMTXodFAHnn/AAu/wF/0FZ//AACm/wDiaP8Ahd/gL/oKz/8AgFN/8TXodFAHnn/C7/AX/QVn/wDAKb/4mj/hd/gL/oKz/wDgFN/8TXodFAHnn/C7/AX/AEFZ/wDwCm/+Jo/4Xf4C/wCgrP8A+AU3/wATXodFAHnn/C7/AAF/0FZ//AKb/wCJo/4Xf4C/6Cs//gFN/wDE16HRQB55/wALv8Bf9BWf/wAApv8A4mj/AIXf4C/6Cs//AIBTf/E16HRQB55/wu/wF/0FZ/8AwCm/+Jo/4Xf4C/6Cs/8A4BTf/E16HRQB55/wu/wF/wBBWf8A8Apv/iaP+F3+Av8AoKz/APgFN/8AE16HRQB55/wu/wABf9BWf/wCm/8AiaP+F3+Av+grP/4BTf8AxNeh0UAYXhjxfovjC0nutFuXnigfy5C0TR4bGejAdq3aKKACiiigAooooAKKKKACiiigCC+W6fT7lLKRI7tomEDyDKq+DtJHcA4rg/7J+K3/AEMugf8AgE1eh1ieJj4nWyR/C/8AZTXK5LpqKyFXGOApQjB+vFAHL/2T8Vv+hl0D/wAAmo/sn4rf9DLoH/gE1edeH/jV8QfEviGHQ9P0nQPt0pcBZI5VC7QS2T5voDXeG9+MwH/IM8In/gU3/wAXQBZ/sn4rf9DLoH/gE1H9k/Fb/oZdA/8AAJqw9G+IHj6H4laV4W8VaLpdnFeiRhJbo5LqqMQUbzGHVRkEZ+ldd48+I+i+AbNGvi1xfTLmCziPzuPUn+Ffc/gDigDN/sn4rf8AQy6B/wCATUf2T8Vv+hl0D/wCaub0bxL8W/HMI1DSLHSdF0yTmGW7ViXHqM5LfXaAadrHiv4r+B7Y32taTpGs6cn+tmst4MY9T0wPcqRQB0X9k/Fb/oZdA/8AAJqP7J+K3/Qy6B/4BNTPhH461Lx5Yaxe6ikUfk3YWCKMcRxlQQM9+/Jr0agDzz+yfit/0Mugf+ATUf2T8Vv+hl0D/wAAmr0OuO8efEfRfANmjXxa4vplzBZxH53HqT/CvufwBxQBm/2T8Vv+hl0D/wAAmo/sn4rf9DLoH/gE1c3o3iX4t+OYRqGkWOk6LpknMMt2rEuPUZyW+u0A07WPFfxX8D2xvta0nSNZ05P9bNZbwYx6npge5UigDov7J+K3/Qy6B/4BNR/ZPxW/6GXQP/AJqy/h/wCOfFnj3w9rV7Y/2VDfQ3qrbxXaOYo4iudpKEMT7/pXGS/Gz4gQ+Kj4bbSNBOpC7+xhBFLtMhbaOfN6Z70Aej/2T8Vv+hl0D/wCaj+yfit/0Mugf+ATV1vh8eIRYt/wkj6Y12W+UackioFwODvJJOc88VrUAeef2T8Vv+hl0D/wCaj+yfit/wBDLoH/AIBNXReKW8XxwrJ4WGjuyIxki1BZCXPYKUYAd+vt0rxrwv8AGjx94t8RW2iafpvh9bmct80sUwVAoJJOJCegoA9D/sn4rf8AQy6B/wCATUf2T8Vv+hl0D/wCaqvjDXviT4U8Ny61s8MXcNsoNyiQzhhlsZUGTkDIzznrXK+D/if8TfHAvToukeHHFns80yrKnLZwB+85+6aAO0/sn4rf9DLoH/gE1H9k/Fb/AKGXQP8AwCauW1H4weL/AAbfxQ+M/B8UcMpwk9nKQreu0ksrH2yDXqvhrxLpni3RIdW0mYyW0mQQwwyMOqsOxH/6uKAOT/sn4rf9DLoH/gE1H9k/Fb/oZdA/8Amr0OigDzz+yfit/wBDLoH/AIBNR/ZPxW/6GXQP/AJqkn8a6j4j8UyeH/BqQPFZSL/aWrTLvhh55jQD77nBHXHX6jv6APPP7J+K3/Qy6B/4BNR/ZPxW/wChl0D/AMAmr0OigDzz+yfit/0Mugf+ATUf2T8Vv+hl0D/wCavQ6KAPPP7J+K3/AEMugf8AgE1H9k/Fb/oZdA/8Amr0OigDzz+yfit/0Mugf+ATUf2T8Vv+hl0D/wAAmr0OigDzz+yfit/0Mugf+ATUf2T8Vv8AoZdA/wDAJq9Drj/Gus+I/DLw63YWkWo6JAhGoWari4QZyZUbocDqp9PxABmf2T8Vv+hl0D/wCaj+yfit/wBDLoH/AIBNXaaNrNh4g0i21TTLhZ7S4Xcjj9QR2IPBHYir9AHnn9k/Fb/oZdA/8Amo/sn4rf8AQy6B/wCATV6HRQB55/ZPxW/6GXQP/AJqP7J+K3/Qy6B/4BNXodFAHnn9k/Fb/oZdA/8AAJqP7J+K3/Qy6B/4BNXodFAHnn9k/Fb/AKGXQP8AwCaj+yfit/0Mugf+ATV6HRQB55/ZPxW/6GXQP/AJqP7J+K3/AEMugf8AgE1eh0UAeef2T8Vv+hl0D/wCaj+yfit/0Mugf+ATV6HRQB55/ZPxW/6GXQP/AACaj+yfit/0Mugf+ATV6HRQB55/ZPxW/wChl0D/AMAmo/sn4rf9DLoH/gE1eh0UAeef2T8Vv+hl0D/wCaj+yfit/wBDLoH/AIBNXodFAHnn9k/Fb/oZdA/8Amo/sn4rf9DLoH/gE1eh0UAeef2T8Vv+hl0D/wAAmo/sn4rf9DLoH/gE1eh0UAeef2T8Vv8AoZdA/wDAJqP7J+K3/Qy6B/4BNXodFAHnn9k/Fb/oZdA/8Amo/sn4rf8AQy6B/wCATV6HRQB55/ZPxW/6GXQP/AJqP7J+K3/Qy6B/4BNXodFAHnn9k/Fb/oZdA/8AAJqP7J+K3/Qy6B/4BNXodFAHkNtqHxMuvGF74bTX9GF1aWyXLyGxOwqxwAO+fwrb/sn4rf8AQy6B/wCATUaR/wAl48Rf9gm3/wDQq9DoA88/sn4rf9DLoH/gE1H9k/Fb/oZdA/8AAJq9DooA88/sn4rf9DLoH/gE1H9k/Fb/AKGXQP8AwCavQ6KAPPP7J+K3/Qy6B/4BNR/ZPxW/6GXQP/AJq9DrB8X+K7DwboEmqXweT5hHBBH9+aQ/dRfyP4A0Ac1/ZPxW/wChl0D/AMAmo/sn4rf9DLoH/gE1cfq3iv41NZvq9v4bgsrBQZBAESSUJ/tKW3k/RQfYV03wn+Kn/CepcafqFvHb6vbJ5reTny5Y8gbgCSQQSAR7j6AAtf2T8Vv+hl0D/wAAmo/sn4rf9DLoH/gE1avxC8fWXgDQlvbiI3N1OxjtrYNt8xh1JODgDufcetYcEPxa1HTE1E6hoWn3Dp5iac1szYB5Cu5JIP0oAn/sn4rf9DLoH/gE1H9k/Fb/AKGXQP8AwCam/Dn4kzeKr6/0HW7JbDxBp5bzokzskCnaxGScEE8jJ6gg+notAHnn9k/Fb/oZdA/8Amo/sn4rf9DLoH/gE1eh0UAeef2T8Vv+hl0D/wAAmo/sn4rf9DLoH/gE1czrfxfu5/i1pPhrQZYTpovY7W8lKBvOZnAYKT0A6ZHfPtXtNAHnn9k/Fb/oZdA/8Amo/sn4rf8AQy6B/wCATV6HRQB55/ZPxW/6GXQP/AJqP7J+K3/Qy6B/4BNXodFAHnn9k/Fb/oZdA/8AAJqP7J+K3/Qy6B/4BNXodFAHnn9k/Fb/AKGXQP8AwCaj+yfit/0Mugf+ATV6HRQB55/ZPxW/6GXQP/AJqP7J+K3/AEMugf8AgE1eh0UAeef2T8Vv+hl0D/wCaj+yfit/0Mugf+ATV6HRQB55/ZPxW/6GXQP/AACaj+yfit/0Mugf+ATV6HRQB55/ZPxW/wChl0D/AMAmo/sn4rf9DLoH/gE1eh0UAeef2T8Vv+hl0D/wCaj+yfit/wBDLoH/AIBNXM638X7uf4taT4a0GWE6aL2O1vJSgbzmZwGCk9AOmR3z7V7Jc3ENpay3NxIscMKGSR26KoGST+FAHA/2T8Vv+hl0D/wCaj+yfit/0Mugf+ATVlaL428YfEe9vZPCUdhpWh2shhF9extLLK3X5VGAOCCQemRzUF98QvFXw+8SWVh43SxvNJvTiLUrKMoyYxncvTjIyMdDkE9KANz+yfit/wBDLoH/AIBNR/ZPxW/6GXQP/AJq9CBDKCCCDyCO9LQB55/ZPxW/6GXQP/AJqP7J+K3/AEMugf8AgE1djrmu2Xh7TxeXonZWcRxx28LSySOQSFVVBJJwa8ks/jPq2ufE3TPD1tpLaXZNdeVcJeIftDcHgjon05PvQB1X9k/Fb/oZdA/8Amo/sn4rf9DLoH/gE1eh0UAeef2T8Vv+hl0D/wAAmo/sn4rf9DLoH/gE1eh0UAeef2T8Vv8AoZdA/wDAJqP7J+K3/Qy6B/4BNXodFAHnn9k/Fb/oZdA/8Amo/sn4rf8AQy6B/wCATV6HRQB55/ZPxW/6GXQP/AJqP7J+K3/Qy6B/4BNXodFAHnn9k/Fb/oZdA/8AAJqP7J+K3/Qy6B/4BNXodFAHnn9k/Fb/AKGXQP8AwCaj+yfit/0Mugf+ATV6HRQB55/ZPxW/6GXQP/AJqP7J+K3/AEMugf8AgE1eh0UAeef2T8Vv+hl0D/wCaj+yfit/0Mugf+ATV6HRQB55/ZPxW/6GXQP/AACaj+yfit/0Mugf+ATV6HRQB55/ZPxW/wChl0D/AMAmo/sn4rf9DLoH/gE1eh0UAeef2T8Vv+hl0D/wCaj+yfit/wBDLoH/AIBNXodFAHnn9k/Fb/oZdA/8Amo/sn4rf9DLoH/gE1d3fXttpthPfXkyw21vGZJZGPCqBkmvENS+KfxC8RCW78F+Fp10dSRHcyWrSySY6kc7fwAOPWgDtP7J+K3/AEMugf8AgE1H9k/Fb/oZdA/8AmrhvBHx51CTXotH8X2kMQkk8n7VGhjaF84xIp7Z6njHpXvlAHnn9k/Fb/oZdA/8Amo/sn4rf9DLoH/gE1Yfjv43DQbVf7C0a7ufNJSLULyB4rZiOuzIBkx+A9zXfeBdXu9e8D6Rqt8ytdXVuJJCq7QTk9B2oA53+yfit/0Mugf+ATUf2T8Vv+hl0D/wCavQ6KAPPP7J+K3/AEMugf8AgE1H9k/Fb/oZdA/8AmrZ+Ifi8eCfCFxqsaRy3jMsNpC4JEkrdAQCCQACTg9q8g/4XN8UP+hPtv8AwW3P/wAXQB6N/ZPxW/6GXQP/AACaj+yfit/0Mugf+ATVY+GGreK/EOmXus+KIhaefKI7WyW3MQjVAdz4bLfMTjkn7vFd3QB55/ZPxW/6GXQP/AJqP7J+K3/Qy6B/4BNXodFAHnn9k/Fb/oZdA/8AAJqP7J+K3/Qy6B/4BNXodFAHnn9k/Fb/AKGXQP8AwCaj+yfit/0Mugf+ATV6HRQB55/ZPxW/6GXQP/AJqP7J+K3/AEMugf8AgE1eh0UAeef2T8Vv+hl0D/wCaj+yfit/0Mugf+ATV6HRQB55/ZPxW/6GXQP/AACaj+yfit/0Mugf+ATV6HRQB55/ZPxW/wChl0D/AMAmo/sn4rf9DLoH/gE1eh0UAeQ+GNQ+Jniqwubyz1/RokgupLVhNYkEshwSMZ4rb/sn4rf9DLoH/gE1Hwc/5FjVv+w1d/8AoQr0OgDzz+yfit/0Mugf+ATUf2T8Vv8AoZdA/wDAJq9DrO13W7Hw5ol1q+pS+XaWyb3IGSewAHckkAe5oA43+yfit/0Mugf+ATUf2T8Vv+hl0D/wCauWvPGHxf161bVPD3heKy0sjfCsuxp3TrnDsCcj0X6Zq58LfjBd+KNabw54itI7fVfm8mSJCgcqCWRlJ4YAE+nB4GOQDd/sn4rf9DLoH/gE1H9k/Fb/AKGXQP8AwCaul8X+K7DwboEmqXweT5hHBBH9+aQ/dRfyP4A15Vq3iv41NZvq9v4bgsrBQZBAESSUJ/tKW3k/RQfYUAdh/ZPxW/6GXQP/AACaj+yfit/0Mugf+ATVV+E/xU/4T1LjT9Qt47fV7ZPNbyc+XLHkDcASSCCQCPcfQem0Aeef2T8Vv+hl0D/wCaj+yfit/wBDLoH/AIBNXodFAHnn9k/Fb/oZdA/8Amo/sn4rf9DLoH/gE1cz8Vvi/d+HdettB8OSw/aomBvZmQOFz0jAPGcHJ9OB617TQB55/ZPxW/6GXQP/AACaj+yfit/0Mugf+ATV6HRQB55/ZPxW/wChl0D/AMAmo/sn4rf9DLoH/gE1eh0UAeef2T8Vv+hl0D/wCaj+yfit/wBDLoH/AIBNXodFAHnn9k/Fb/oZdA/8Amo/sn4rf9DLoH/gE1eh0UAeef2T8Vv+hl0D/wAAmo/sn4rf9DLoH/gE1db4l8Q2PhXw/d6xqL7YLdM7R96Rv4VX3J4rgvg3491nx0dfm1ZodlvLF9njiQKI1feSM9T0HJ9KAND+yfit/wBDLoH/AIBNR/ZPxW/6GXQP/AJq765uYbO0murh9kMKNJI2CdqgZJ49hXinj746XmkFbTQtEuYWmXdFfalbtGrr03RxnBYe5/KgDrf7J+K3/Qy6B/4BNR/ZPxW/6GXQP/AJq7jS55LrSbK4lIMksCOxAxyVBNW6APPP7J+K3/Qy6B/4BNR/ZPxW/wChl0D/AMAmr0OvI/FfxU12fXLrQvAOhtqtzZtsu7sxtJGjd1XBA4PGSeoOAetAGz/ZPxW/6GXQP/AJqP7J+K3/AEMugf8AgE1eY2/xw8ceGdaW18WaQjJwZIZLcwShT3U9D+IOfWvoPR9Ws9d0e01Wwk8y1uoxJG2MHB7EdiOhHqKAOK/sn4rf9DLoH/gE1H9k/Fb/AKGXQP8AwCavQ6KAPPP7J+K3/Qy6B/4BNR/ZPxW/6GXQP/AJq9DooA88/sn4rf8AQy6B/wCATUf2T8Vv+hl0D/wCavQ6KAPPP7J+K3/Qy6B/4BNR/ZPxW/6GXQP/AACavQ6CQBknAFAHnn9k/Fb/AKGXQP8AwCaj+yfit/0Mugf+ATVwep/G7xlcaxff8Iz4etr7SIp2it7g2c8pcLxksrgc9cY6EVoeEfHvxJ8X+KtP0280iPSbBZBNdXEdjKhMaclMyFh8xwvHPNAHWf2T8Vv+hl0D/wAAmo/sn4rf9DLoH/gE1eh1k+JfENj4V8P3esai+2C3TO0fekb+FV9yeKAOS/sn4rf9DLoH/gE1H9k/Fb/oZdA/8AmrP+Dfj3WfHR1+bVmh2W8sX2eOJAojV95Iz1PQcn0r1OgDzz+yfit/0Mugf+ATUf2T8Vv+hl0D/wAAmr0OuX8WeN7PwrG0f2DUNRvvJM4tbK3aQhORuZgMKvB5Pp0NAGJ/ZPxW/wChl0D/AMAmo/sn4rf9DLoH/gE1ZXwq+JurfEDxJq8d3b29rZW8CPBBECSpLYyzHqfwA9q9YoA88/sn4rf9DLoH/gE1H9k/Fb/oZdA/8Amr0OigDzz+yfit/wBDLoH/AIBNR/ZPxW/6GXQP/AJq9DooA88/sn4rf9DLoH/gE1H9k/Fb/oZdA/8AAJq9DpHdY0Z3YKqjJJOABQB57/ZPxW/6GXQP/AJqP7J+K3/Qy6B/4BNXn8nxs8eanqF63hrwvBf6ZHO6QSpYXErFAfl3FHxnGD0FMn+L/wAVbW3kuLjwXFDDEpeSSTS7pVRQMkkl8AAd6APQ/wCyfit/0Mugf+ATUf2T8Vv+hl0D/wAAmqT4TeMtc8c+H7vVdYtbKBFuPJg+yo67gFBYnczdyB+Brv6APPP7J+K3/Qy6B/4BNR/ZPxW/6GXQP/AJq5n4rfF+78O69baD4clh+1RMDezMgcLnpGAeM4OT6cD1r2mgDzz+yfit/wBDLoH/AIBNR/ZPxW/6GXQP/AJq9DrjfiJ8Q7HwBpEc80Rub65JW1tlON5HVmPZRkfmKAM7+yfit/0Mugf+ATUf2T8Vv+hl0D/wCaqTj4vnSBq63Whi52eadI+zN0xnZvznd2xnr3rT+G3xNtPHkE9tNb/YdZtRme0JJBXONy55xngg8g0AQ/2T8Vv+hl0D/wAAmo/sn4rf9DLoH/gE1eh0UAeef2T8Vv8AoZdA/wDAJqP7J+K3/Qy6B/4BNXodFAHnn9k/Fb/oZdA/8Amo/sn4rf8AQy6B/wCATV6HRQB55/ZPxW/6GXQP/AJqP7J+K3/Qy6B/4BNXodFAHnn9k/Fb/oZdA/8AAJqP7J+K3/Qy6B/4BNVTW/iLq+o+OH8GeCrS0nv4ATeX14WMVuB94bRycEgZ9TjHeqfibXPiT4CsRrd9PpOuaXG4FzHFbtC8QJwCCD0ycZ569KANf+yfit/0Mugf+ATUf2T8Vv8AoZdA/wDAJq67w34gsvFPh+z1nT2Y21ym4BhhlIOGU+4IIrhtb+Iur6j44fwZ4KtLSe/gBN5fXhYxW4H3htHJwSBn1OMd6ALf9k/Fb/oZdA/8Amo/sn4rf9DLoH/gE1ZHibXPiT4CsRrd9PpOuaXG4FzHFbtC8QJwCCD0ycZ569K9F8N+ILLxT4fs9Z09mNtcpuAYYZSDhlPuCCKAOR/sn4rf9DLoH/gE1H9k/Fb/AKGXQP8AwCavQ688+KvxCvfA9lpsOkWsF3qt/MVjhmRnGxRydqkEnJUD8aAD+yfit/0Mugf+ATUf2T8Vv+hl0D/wCauAHxZ+LZGR4GUj/sE3f/xdNsfjL8RJvFGm6Fe+HdOs7m9mjRY57OeJ9rNjdhpOnB5x2NAHoP8AZPxW/wChl0D/AMAmo/sn4rf9DLoH/gE1eh0UAeef2T8Vv+hl0D/wCaj+yfit/wBDLoH/AIBNXodFAHnn9k/Fb/oZdA/8Amo/sn4rf9DLoH/gE1eh0UAeef2T8Vv+hl0D/wAAmo/sn4rf9DLoH/gE1eh0UAeef2T8Vv8AoZdA/wDAJqP7J+K3/Qy6B/4BNXodZniDXrHwzoV3rGpSFLW2Tc20ZZj0CgdySQB9aAOP/sn4rf8AQy6B/wCATUf2T8Vv+hl0D/wCasrQte+Inj+wk1vRZtK0PSmdls47iEzSTBTglj0AyCMgdjx3L/C3xS1CLxg/g3xtZQWOrBhHBcwE+VOx+7wem4Yweh6YB4oA0v7J+K3/AEMugf8AgE1H9k/Fb/oZdA/8AmrtNa1iy8P6Ld6tqEnl2lrGZJGAyfYAdyTgD3NeceH/ABH8QPiFZSavox0vQdHZ2S2NxE080u04J7DGQR06g9etAGn/AGT8Vv8AoZdA/wDAJqP7J+K3/Qy6B/4BNWVpfxG17w/46h8I+Obe0D3e0WeoWYKpJuOF3A9icjPGD2xzXrFAHnn9k/Fb/oZdA/8AAJqP7J+K3/Qy6B/4BNXodcJ8UPHlz4J0izGl20V3rF9P5dtbyIzggcsdqkE9QOD1YUAV/wCyfit/0Mugf+ATUf2T8Vv+hl0D/wAAmrzn/hc3xQ/6E+2/8Ftz/wDF16/8PbrxDqHhWPUvEx2X97I0y24i8sW8fAVMdeg3c5PzUAY39k/Fb/oZdA/8Amo/sn4rf9DLoH/gE1eh0UAeef2T8Vv+hl0D/wAAmo/sn4rf9DLoH/gE1eh0UAYXhi28S21pOviXULK9uC+YmtITGFXHQg981u0UUAFFFFABRRRQAUUUUAFFFFABRRRQB8p/CX/ku0X/AF1u/wD0B6+rK+PfBOjTa/8AFptOg1S80ySSe5IurNykiYDngj1xj8a9rvfg5qt1aSQ/8LG8SPvUjbPO0iH6ruGRQB0Wnan4f8ZXU/iJ7dg3hi/uraC48zIOEXe4x1Ug8Z9M189+GYpvir8Y4p9Vy8FxM1xNGTwsKDKx/ThV/GvTPhvpF3pXwi8d6PKP9Ltrq/tyV6F1t0XI9s9K4L9nyaOL4mFHI3S2MqJn1yrfyBoA+qURY0VEUKqjAUDAA9KR0SWNo5FV0YFWVhkEHqCKdRQBwnw98EzeC9U8TRIiJpl3dpNYhWyQm05UjtgnHPpXd0yWVIYXlkYLGilmY9gOSa4r/hcPgD/oY4P+/Mv/AMTQB2dzcR2trLcTNtiiQu59ABk18l+GYpvir8Y4p9Vy8FxM1xNGTwsKDKx/ThV/GvoW+8V6L4w8D+Jh4e1FbxodPmRyiMu1mjfb1A9DXhP7Pk0cXxMKORulsZUTPrlW/kDQB9UoixoqIoVVGAoGAB6UjoksbRyKrowKsrDIIPUEU6igDhPh74Jm8F6p4miRETTLu7SaxCtkhNpypHbBOOfSvDr3/k5Zf+w9H/6GtfVlfKd7/wAnLL/2Ho//AENaAPqyiiigAr5T+B//ACV+P/rlcfyNfVlfKfwP/wCSvp/1yuP5GgD3v4q/8ku8Q/8AXqf5ivNf2Zv+PbxL/v238pK9K+Kv/JLvEP8A16n+Yrwv4Lt43EGtjwgulFcw/aTf7sg/Pt24/wCBZz7UAev/ABzSzb4U6kbrZ5iyQm3zjPmeYv3ffbu/DNcf+zT9p/svxCWB+y+dD5fpv2tv/TZUuqfCz4geO72FvGPiSxhs4jlILNS4U98LhRn3JJr1nwx4Z03wjoUGkaVEUt4sksxy8jHqzHuT/gOgoA2K81+NnjOXwp4M+z2Upj1DU2METjqiAfOw98ED23Z7V6VXzf8AtCytdePtB05yTELRWx2y8rKf/QBQB7F8M/DkXhjwBpVksQS4lhW4uTjkyuATn6cL9FFanibxZo3hDTDf6zeJBGciNOryn0VepP8ALvitoDAwOlfOF/f/APCaftLWmn6iQ9hYXTwQwt90eSjOcjvl159eBQB6FdfGSKxsl1K88HeJbfSmxi8ktVC4PQkbuAe3PNdr4b8U6P4t0waho14lxDna69Hjb0ZTyD/kVpXVrBfWktrdQpNbzIUkjcZVlPBBFfMvw9ln8C/Hafw/DMxsprmSydSfvryY2I9Qdv5n1oA9X1L406Ho2trpGp6Nr1peMygJLbxjIY4DA+ZyPcV1fijxRH4VslvJ9J1S+t9rvK9hCsnkquMl8sMDnrz0OcV4Z8eh/wAXV0A9/scH/o+SvoLXADoGpA9Pssv/AKCaAOf8D/EfRvH5vhpMN7EbLZ5guo1XO/djG1j/AHTWV4g+Nfg3Q5PIhvW1O53bfLsRvUfVzhfyJrgf2Zv9d4n/AN21/wDatY37Q2nWlt4z0n7NbxQGazG8xIF3HzGAJx1NAHpeu/HfwroniBtKEd3eCKTy57m3VTGhzg4yctjvj8M10/ifx7pHhe6s7GWO6vtTvebaxsY/MlkH97GQAPcnsfQ0h+G3g99P0+ym0GzljsABCWTDcf3iMFsnk5zk14/8T9Q1fwL8a7LxeLX7RaPCohD8IyhCkkeezck/8CB56UAelt8VrKy1iw0nWfD+uaXe38yRW4nhQo5ZguQ4fGASM+ld8QGBBAIPBB715pb674W+MFjposb4Wup6dew3y286DzkKMCwAz8ykZGQSBwT0xXplAHhfg7VD4A+NGreCWYro2ozebZofuxSOoddvsQdn1C+le6V83/HCQ6Z8YNA1GE7JEt7eXI67lmfB/QflX0hQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB55pH/JePEX/AGCbf/0KvQ6880j/AJLx4i/7BNv/AOhV6HQAUUUUAFFFFABWVqPh6w1XWNM1O8V5JdNZ3t0LfIHYAbyO7DHB7ZNatFAFTU9TstG0241HULhLe1t0LySOcAAfzPoO9eLfA3wvdv4h1fxrLbG0sL0SR2MTDBdXkDFgPQbQB65PpXRePPhJf+NHmmfxdfZ3tJb2k6KbePrhQq4xgcbuT9a80+Fesa54D+Jw8H6oXW3uZTbzW7PlEkIykifXj6hvYUAdP+0jpN9LZ6JrEKu9paNJFKV5EbPtKk+gO0jPrj1rs/CPxd8O674UbUtRv4LC8tIgb2CVsEEdWQdWBPTGTyB1rY+IXinQvC3ha4m12JbqG4UwpZEAm5JH3cHt6nt9cCvmrV/hR4ntfDaeKYtMVLKfdP8AYomLy2sR5UsCMkY+pA645wAemfCTTb/xF8SNd8fyWj2umXJlS13jBkLMOnrhV5PTJ9jXuleTfB34pr4uthoWqJHDq9tFmNo1CpPGMDIA4DDuBx3HcD1mgArgPiP4lvojaeEfDrZ8Q6x8isD/AMesH8cpPbgHH0J7c9L4s8TWPhDw3d6zfnMcK/JGDzK5+6g9yfy5PauJ+G8FpALvxb4i1WwbxFrOHcG4T/Rof4IgM8cYyPYDtQB5fqvhqx8JfHPwno1gv7qB7LdIR80rmT5nPuT/AIdq+oK+cPHV9ZzftF+H7qK6ge3WWz3SrICgw/OT0r6Itb60vVZrS6guFU4YxSBwPrigCeiiigAooooAKKKKACiiigAooooAKKKKACiiigArgPiP4lvojaeEfDrZ8Q6x8isD/wAesH8cpPbgHH0J7c9L4s8TWPhDw3d6zfnMcK/JGDzK5+6g9yfy5PauJ+G8FpALvxb4i1WwbxFrOHcG4T/Rof4IgM8cYyPYDtQB5fqvhqx8JfHPwno1gv7qB7LdIR80rmT5nPuT/h2r6G8Yadc6v4M1rTrM/wCk3NlLFEM4yxUgD8en414V46vrOb9ovw/dRXUD26y2e6VZAUGH5yelfQsWpWE8Es8N7bSQxAmSRJVZUGM5JB44oA+ePgh8QbPwtLd+FdfP2JJrkyRTTDaI5cBWR8/d+6OT0Oc1qfFu9/4WP4q0jwd4ZC3s1q7SXVzH80cJOByw4woBJ9yB14rH8SaEvxm8Yahe+DdOgtrexjK3GoTsUW9k/hwoHB4PPXGCccCsv4eeOdR+FXiG40DxBp5hsZZh9qVogJYWxgOCPvLjHHIxyPcA+pLaEW1rDApJWJAgJ7gDFS02KVJoklidXjdQyspyGB6EU6gAr5rvwB+1WmBj/Tov/RC19KV816h/ydWn/X9D/wCiFoA+lKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5vxx4Zm8XeHf7GjuxbQTXERumwcvCrBmUY6E4Fb9rawWVpDa2sSQ28KCOONBhVUDAAFS1BeXlvp9nNeXcyQ20CGSSRzgKoGSTQB84ftE6XbJ4z0qe0iH229tsSqg5kIbah9yen4CvpC0SSKygjlbdIsaq7epA5rxnwlotx8S/iNL8QNTgaPRbNxHpMMgwZdhO18egOW/wB447GvbKAPGv2kAP8AhCNLOOf7SXn/ALZyV23ws/5Jf4e/69F/ma4n9pD/AJEfTP8AsJL/AOi5K7b4Wf8AJL/D3/Xov8zQB19FFFAHzn8avF+oWvxE0zytPMtlobLKi3MTeTNO2GycYyANoHPUH1re8L/tFabf3Mdr4h01tPLnb9qgfzIwfVlxlR9N1e2OiSIyOqsjDBVhkEV458VvhBo97oN5rmg2cdjqNpG08kUChY50HLfL0DYyQR16HrkAHsUM0dxDHNDIskUihkdDlWB5BB7in15F+zzrVzqPge6sLiQuNPutkJJ+7GwDBfwO7869doAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPPPg5/yLGrf9hq7/APQhXodeefBz/kWNW/7DV3/6EK9DoAKytd8PWHiOG0g1FXkgtrlLoRBsLIy5wHH8S5OcewrVooAZNNFbQPNPIkUMalnd2CqoHUknoK8G8BaJJ4t+NOp+ObKExaFb3EvkTFcC4kKbPlH4lifoO9d748+G1343Myv4r1C0tmA2WSopgUgDqowW5GeScZ4rw/QpfEHwc+J9vpt7L/os0iLOiOfKuIXO0SAeo5I7ggjpmgD6a1Hw9YarrGmaneK8kums726FvkDsAN5Hdhjg9smrWp6nZaNptxqOoXCW9rboXkkc4AA/mfQd6t15b48+El/40eaZ/F19ne0lvaTopt4+uFCrjGBxu5P1oA534G+F7t/EOr+NZbY2lheiSOxiYYLq8gYsB6DaAPXJ9K90r5i+Fesa54D+Jw8H6oXW3uZTbzW7PlEkIykifXj6hvYV9O0AFcf8QvF7+F9Gig06P7Rruov9m062AyWkPG4j0XIP1wO9dJquqWmi6VdanfyiK1tozJI57AfzPYDua8v8BT2viPxBc/EDxFfWcNxMDDpNnLcJm0txkbiCeGbn8yf4uADyv4oeEE8Hy+GreWT7Rqdyklxf3ROWmmZ1J5PJA6D8+pNfWFfOH7Qd9Z3viLw61rdQTqkT7jFIGA+deuK+hrXUbG9ZltL23uGUZYRSq5A98GgCzRRRQAUUUUAFFFFABSEgAknAHUmlry/4n+JZLy/tfAWk3sVre6kM3927hVtbb+Lkn7zDPHp/vA0AZV7n4ra/f3zgv4Q0BZBbqfu310FOX91Xt+H94gZP7M//AB6+Jf8Aftv5SV6dFJ4a0DwZJo+mahYJbW9m8cai4Qknack88knJPua8p/Zx1CysbbxELu8t7cu9vt82UJuwJM4yaAPoOvnr9pgD7X4bOOfLuOfxjr6EVldQysGUjIIOQRXz3+0x/wAfXhr/AHLn+cdAHu2h/wDIv6b/ANesX/oAq/VDQ/8AkX9N/wCvWL/0AVfoAgvEnlsbiO1kWK4aNlikYZCsRwT9DWH4H8J2/gzwta6TEVknH7y5nAwZpT95j39hnsBXR0UAeTftCafZ3Hw8S9mRftVrdIIHxz83DL9COf8AgIrW+CFvPb/CjSvPDDzGmkjB7IZGx+fJ/GuX8bpP8WfHNt4S0qQ/2JpEnm6neJyok6bFPQsBkD3LdhXsllZ2+nWMFlaRLFbW8axRRr0VVGAPyFAE9FFFABRRRQAUUUUAFcH8X9dvdE+H14NOgnlu70/ZEaFCxjDA7mOOnyggH1IrvKKAPl3wL8cJvB+j2mh3GgW8tlbZXfbyNHISSSWbdkMck+n4V9B+EvGWjeNdK+36PcF1U7ZYZBtkhb0Yf1GQfWovFPgPw74wtXi1XTommKkJdRqFmj9ww5/A5HtXgfgaz1D4c/HePw+85eGaQ2zkcCaJ13Rtjsc7T7cigD6fJABJOAOpNeN3ufitr9/fOC/hDQFkFup+7fXQU5f3Ve34f3iBq/E/xLJeX9r4C0m9itb3Uhm/u3cKtrbfxck/eYZ49P8AeBro4pPDWgeDJNH0zULBLa3s3jjUXCEk7Tknnkk5J9zQB5j+zP8A8eviX/ftv5SV73Xz5+zjqFlY23iIXd5b25d7fb5soTdgSZxk19BKyuoZWDKRkEHIIoAWoroA2kwIyDG3H4VLUVz/AMes3+438qAPnX9mv/kYNd/69Y//AEOvo+vnD9mv/kYNd/69Y/8A0Ovo+gAooooAKKKKACqeq6dFq+kXmmzSSxxXULwu8LbXCsMHBwcHBq5RQBS0nSrLQ9JttM0+BYbS2QRxovoO59SepPcmvPPjz4g/sf4eSWMT4uNUlW3AHXYPmc/kAv8AwKvUK8J8ZH/hOP2gND8Or+8sdIAluB1XIxI+fqBGv1oA9S8A6B/wjHgXSNKZNssVuGmH/TRvmf8A8eJH4VT+IXi9/C+jRQadH9o13UX+zadbAZLSHjcR6LkH64Heuk1XVLTRdKutTv5RFa20Zkkc9gP5nsB3NeX+Ap7XxH4gufiB4ivrOG4mBh0mzluEzaW4yNxBPDNz+ZP8XAB5X8UPCCeD5fDVvLJ9o1O5SS4v7onLTTM6k8nkgdB+fUmvrCvnD9oO+s73xF4da1uoJ1SJ9xikDAfOvXFfQ1rqNjesy2l7b3DKMsIpVcge+DQBZr5m+LF39s+PWmWt1u+zW0lnFg9NpYMxH/fR/KvpmvDfjl8ONU1m+g8T6FbSXM8cQiuoIQTJhSSrqOp64IHPA96APcq+YI5j4X/abdLU+VFPqYidR0KzgZH0y+fwFd14b+Nd5PpUVnf+EtcutbjQIy2lvlJW6ZOeVz34NeaaJcX/AIz/AGgrS8vLNILo6iss0CNvEQgA43dDgRjnuaAPrCiiigAooooAKKKKACiiigD5ds9eufhZ8ctXudYgka1vJphK4GWaGWTesi+uCBn6MOtej/Fnx5o134DOk6NdRanf62qx20NqfMbaWGWIHI6YA657cGsv4t3OneOfEFn4H0XT473xBHJl74ttWyXqwJHXjqOg46twPM1tfFHwS8axXlxZwyggokpXdDcxnGQrYyp6ehHoQeQD6K+F3hu78KfD/TtMvxtvPnlmQHOxnYtt/AEA++a8Os9eufhZ8ctXudYgka1vJphK4GWaGWTesi+uCBn6MOtfRPhbxLYeLvD1rrOnMfJnHKN96Nhwyt7g/wCPevKfi3c6d458QWfgfRdPjvfEEcmXvi21bJerAkdeOo6Djq3AANT4s+PNGu/AZ0nRrqLU7/W1WO2htT5jbSwyxA5HTAHXPbg11Xwu8N3fhT4f6dpl+Nt588syA52M7Ftv4AgH3zXzqtr4o+CXjWK8uLOGUEFElK7obmM4yFbGVPT0I9CDz9ReFvEth4u8PWus6cx8mcco33o2HDK3uD/j3oA2ax28M6dJ4sXxLKry6hHbC1i3kFIlySSoxwxzgn049a2KKACvC/BR/wCE3+Puu+Iz89lpCmG2PUZ5jTH1Akb6mvTviD4g/wCEY8B6vqivtmjgKQHv5j/Kv5Eg/hXK/AbQP7I+Hcd7ImJ9Tma4JPXYPlQfTALf8CoA9QooooAKKKKACiiigAooooAK8Q/aTvZYvDuiWS7hFPdPI+OhKKAAf++z+Ve31wXxa8DzeOPCH2ex2/2jaSefbBjgOcEMme2R09wOlAGl8M1iT4Z+HRD937DGT/vEZb9c145+0bbfYvFOg6rBmO4kt2XzFODmNwVP1G/+VT/Dr4jar4D07/hF/EnhrWJBbu32byLcmVQSSVKsRkZOQQe9cp8Y/FupeLNb02G60O40uKCJmtoLj/XuJCBuZf4c7BgfjzmgD2rx9Bf+Mfge81irS3N1ZW94Y4xzIBskYADrxkgeoFcj8DfiVpcWhw+E9WuI7S4t2Y2ksrBUlVmLFST0YEnr1GO9etae1r4U8EWX9ozJbW+m2ESTOx4UIgB+vTt1r511HwTffFK/1jxV4S0aHT9NV9sUMj7WvJB95lH3VJyMjIGe5OaAOm8QOfin8Z9Kj0BTPpeimP7TfqP3fyvvbDd84Cj1OT05r6Ar5s+EHxKm8KahH4N8QWwt7VpzHHI0WyS3lY/dk9QT3PI+nT6ToAK+YPHXxC1TTPjG+uLpayQ6Zus7KO9icJgZDOuCOSS2D6EelfT9RXFtBdwPBcwxzQuMNHIoZWHuD1oA8m8HfH3RdevIrDWbRtJuZSFSUyb4Gb3bAK59xj3r16vn34zfCbS9M0WXxN4etxaCBl+12if6sqTjeo/hIJGQOMc8Y59E+DWtXOufDLTZbuQyT25e2Lsclghwuf8AgO0fhQB31FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRWH4l8N/8JLZpatrOrabGNwf+zp1iMgIxhiVPH0x1oA+bPhJNG3xztnDDbJLd7T65jkNfV9eS2v7Pfhixuorq01nxDBcRMGjliuYlZD6giPIr0zSNObStNis3v7y/Mef9IvHDytkk8kAA4zjp0FAF1lV1ZWUFWGCD3r5G1fS9S+D3xTt71IHazguDNaSfwzwHIZN397axU+h59K+uqztb0HS/Eemvp2r2UV3avyUkHQ+oI5B9wQaAIvD3iXSfFOlx6jpF5HcQsBuCkboyf4XHVT7Gr95eWun2kl3eXEVvbxDc8srhVUepJ6V5RP8AAHSbe9NzoWv6tpLH+GOTdj6EYOPqTWlbfBbSZriOfxFreta+YzlY766Yxg/Tr+tAHReGfF9l44OqLY2Nw2kwnyEvpBtjuiQQ4QdcDjn37VQ/4U74A/6FyH/v/L/8VXZ2tpb2NrHa2kEcFvEu2OKJQqqPQAcCpqAMPw/4O8P+FormLRdNjtI7rHnKHZg+M4zuJ9T+dfMOr6XqXwe+KdvepA7WcFwZrST+GeA5DJu/vbWKn0PPpX11Wdreg6X4j019O1eyiu7V+Skg6H1BHIPuCDQBF4e8S6T4p0uPUdIvI7iFgNwUjdGT/C46qfY1fvLy10+0ku7y4it7eIbnllcKqj1JPSvKJ/gDpNvem50LX9W0lj/DHJux9CMHH1JrStvgtpM1xHP4i1vWtfMZysd9dMYwfp1/WgDpfCfjS18Yz6i+m2dz/Zlq4jiv5BtS5bndsB5wOOfftXzxdyI37SisGG0a/Guc9xIB/OvpbUvD0N7oiaTZXl5o0EZGxtLZYWVRn5R8pAHPYV50/wCzt4UkmaZ9W19pWYsztcRFi3XJPldaAPXa5D4g+PNO8D+H7i4luIm1J4yLS13ZeRz0JH90Hkn29cVgf8KR0rbt/wCEp8WbfT+0Fx/6LqkP2ePCRuVnl1HXJm3BmEtxEd/sf3eaAPQ/CsuozeE9Kn1iUSahLapLcNsCfMwyRgcDGcfhXzR8D5U/4W9AdwxJFcbff5Sf5Cvo7xP4THieJYX1zWdOgCGN4tOnWJZAf72VJ9uorh7P9n3wzp93Fd2eteIbe5ibdHLFdRKyn1BEeRQB0/xYdU+FviAscD7Nj8SwArzT9mZ18rxMmfm3Wxx7fva77WvhVa+ILCOx1TxX4nuLZQMxtdx7ZCCSCw8vBIz+grP0f4H6L4fujdaR4i8S2UzLtZoLuJdw9D+65H1oA9Popsa7I1QszFQBubqfc06gAr54/aOsJrbXdA1tBlDE0BOOjI28Z+u4/ka+h65rx54Rg8beE7rR5WWOZsSW0xGfLlX7p+nUH2JoA37S5ivbOC7gbdFPGsiH1Vhkfoa+YfGcc/w/+PUeuTRN9jmvFvUcDh434kA9xlx+XrXsHwl8QST6B/wi+qqbfXdCH2We3fhjGvCOvquMDI9Ae4rqfFHhLRfGGmfYNZtFnjBzG4O14m9VbqP5HvmgDXhuIbi2juIJUkgkQOkiMCrKRkEH0xXzv4PsG8aftCan4gsxv0vT7p5mmHRsKUjx9SN30Brv7f4OrbacdIj8ZeI10Y5BslnUDaeq529D3GMV3Hh/w5pPhfSo9N0ezS2t05IXlnP95j1Y+5oA8C/aCb7N8SNCupARCtlGScf3ZnJ/QivbvE/iXRrHwXeanPqNsLSe0cwSeYP3xZTtCf3ifaovG/gDRvHunw22qLLHLAS0FxAQHjz1HIIIOBkH0rmfDPwL8L+HrwXsslzqVygPlG5K7Iz2YKByR75+lAHE/szzRreeJIS6iV0t2VCeSAZMkD2yPzql+0YwHjTRCSBizyf+/jV6f4Y+C/hHwzcQXi2897fwOJI7i6kJKMDkEKuF4PqDVLWPgZofiC/N9q/iDxHeXJUL5k1zESFHYfuuByeB60AeoVxb6tpfirxb4h8D6zY2s8NpDBNFHIMmVWXLH2KkryOea2fDfhw+G7RrUazqupRYVYxqEqSGILnhSqKec989BXPa38K9M1nxXN4mXVtWsNVfZsls5lQR7VC8Aqcggc5oA8W+KXw6Hw1v7DXvD1/PHbSz4iVn/eW8gG4YbuMA9eeOc5r6Y0e4nu9EsLm6TZcTW0ckqgY2uVBI/PNcgvwvtb/VrTUfEut6lr72Z3W8F2UWFDxyUQDJ4HXr3zXXaxq9joOk3OqalOsFpboXkdv5D1J6AdyaAPn/AOK9ufEPx70PSYDudY7WCQDnYDIzsT9FbNfR1ePfC3w3ea34p1L4k61btBLfu39nQOOUiIwHP/AQFHqMnoRXsNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHnmkf8l48Rf8AYJt//Qq9DrzzSP8AkvHiL/sE2/8A6FXodABRRRQAUUUUAFZ+qa9pGhiE6rqdnYidisX2mZY95HXGTz1H51oVxvj74b6T8Qbe1W/nuLa4tN3kzQEcBsZBBGCOB6UAdgjpJGskbK6MMqynII9RXhctjH4z/aSW809fNsdFWM3dwn3fMQHAz3O/C/8AAT6V0mjfBltJtDYHxr4hOnHObW2n8hDnqOM8HvjGa73QPDekeF9NXT9GsY7S3ByQuSzn1Zjyx9zQB4h+0Yk0WveGrqaNnsFSQbe24MpYfiMflXv1pcwXtnBdWsiy280ayROvRlIyCPwqh4i8N6V4q0iTTNYtVuLZzuAzhkYdGUjkEVxOn/Ce80a3ax0fxzrtnppJxbAoxQH+62Pl/AUAed6ZpFta/tRm20JVS1gmeWQRD5I8wZkHHQbmK47E4r3LxP4x0LwdaQ3OuXotkmfZEAjOznvgKCcDuf8AGqng/wAA6H4KimOmxyy3dx/x8Xly++WXnPJ6AZ7AD3zVfx/8O9N+INlaQ31xcW0to7NDLDg4DY3Ag9QcD8qAJfEOg6J8UPCFtCb6ZtNndLmKe0YKWwCB95TjqcjGa4j/AIZw8J/9BTWv+/sX/wAbr07w5oNp4Y8P2Wi2Bc21omxDIcs2SSSfckk/jWpQB8leKPh3pWifFvSfCdtc3j2N49usksjKZB5j4OCFA6dOK+iPAvw90rwBb3kOl3N5Ot26u5unViNoIGNqj1NRax8NdG1vxvY+LLm4vlv7MxGOOORBETG25cgqT164IrsqACiiigAooooAKKKKACiiigAooooAKKKKACiiigDnvGfg+w8caENJ1Ge5hgEyzbrdlDZUED7wIxz6V59/wzh4T/6Cmtf9/Yv/AI3XsVFAHyV4o+HelaJ8W9J8J21zePY3j26ySyMpkHmPg4IUDp04r1/UPhvaeB/hd4ttNAuL64kvLUu/nsrNhQcgbVHVS1dJrHw10bW/G9j4subi+W/szEY445EERMbblyCpPXrgiuyIyMGgDx79nS9tJfAt7ZxMguoL5nmQdcMq7WPsdpH/AAGqX7SFhpx8N6VqDqi6mt35MbDG54irFh7gEL9M+9dNd/BzS4dcfWfDWrah4evJM7xZsDEc9flPb2zj2FWLT4UafLrUGseI9W1HxDeW+PJF64EUZBzkIox17dPagDb8ErJpfw30P+0nERt9NiaYyfL5ahAec9MDr9KXwx488N+MZbmLQ9RFzLb8yIY2QhScBgGAyPpW5f2UGp6ddWFypa3uYXhlUHGVYEEfka4vwF8KtI8AX95e2V3dXU9wnlBpyvyR5zjgDJJAyfbtQB3lfNV+6t+1UhBBH26Ifj5KivofVtOk1SxNtFqV7p7FgfPs2QSfTLKwx+Fecf8AChPD39q/2p/b3iP7f5vnfaftUXmeZnO7d5ec570Aeq0Vn6Ppkmk2Rt5dUvtRYuWE16yM4GANuUVRjjPTPJ5rQoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBssscMTyyuscaKWZ2OAoHUk9hXiOreMdE+JHiJ9OvtfstM8H2EgMqzXKxS6nIDkDBIIiH6/X7vqvivwxbeL9Ck0e8vL21tpWBkazkVGcD+EkqRt9RjsK86/4Zx8H/8AQS1z/v8Aw/8AxqgDtF+IHgXTrJY4fEejx28CBUihuEO1QOAqr7dgKu+D/EbeLNBGsCza2tZppBah2y0kSttVyMfKTg8c9ua8+/4Zx8H/APQS1z/v/D/8ar1bTdPt9J0u1060TZbWsSwxL6KowP5UAeR/tIsB4J0tcjcdRBA9vLf/ABrt/hYc/C/w9/16D+ZrJ8R/B/TfFlwkuteI/EV15ZYxRtcQhI89do8rA7e/Fa/hXwBD4QEEVh4h1yayh3bbK5mieHnPYRgjk54I5oA6PVNUstF0y41LUbhbezt03yytnCj8OT9B1rO8MeL9D8YWMl3od6LmOJ9kgKMjIevIYA/j0qfxJoFn4p8PXmi35kFtdIFZozhlIIYEe4IB/CsXwB8PNN+H1jdwWNxPcyXbq8ss2ATtBCgAdAMn86ANTTvGHhzVtTl02w1qyuL2IkNAko3ZHXA749qq+Ptfs/DngjVb67kVc27xQoeskjAhVA78n8gT2rhNV/Z80S61h9R03WL/AE1nl80IgDiNs5+Q8Ee3Jro9O+FOlx30F/r2p6p4iurc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ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPPPg5/yLGrf9hq7/APQhXodZeg+HtP8ADdnPa6cjpFNcPcuHcsd7nLVqUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=
integer
188
math-targeted-vqa
table
['scientific reasoning', 'statistical reasoning']
PaperQA
figure question answering
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็มและระบุค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย คำถาม: มีวิธีการกี่วิธีในตารางที่ได้คะแนน A-847 สูงกว่า 20.0?
null
3
null
free_form
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
integer
189
general-vqa
bar chart
['statistical reasoning']
DVQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย คำถาม: ความแม่นยำต่ำสุดที่รายงานในแผนภูมิทั้งหมดคือเท่าใด
null
1
null
free_form
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integer
190
math-targeted-vqa
abstract scene
['numeric commonsense']
IconQA
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: เลื่อนไม้บรรทัดเพื่อวัดความยาวของตะปูให้ใกล้เคียงที่สุดเป็นนิ้ว ตะปูมีความยาวประมาณ (_) นิ้ว
null
2
null
free_form
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integer
191
general-vqa
scatter plot
['statistical reasoning']
PlotQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ที่ท้ายคำตอบ คำถาม: อีกกี่ปี ปริมาณผู้โดยสารทางอากาศในเอธิโอเปียจะมีมากกว่าปริมาณเฉลี่ยของผู้โดยสารทางอากาศในเอธิโอเปียในช่วงตลอดทั้งปี ?
null
4
null
free_form
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text
192
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
UniGeo
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ท้ายคำตอบ คำถาม: ดังรูป เส้นผ่านศูนย์กลาง CD ของ ⊙O ตัดกับจุดกึ่งกลาง G ของคอร์ด EF โดยที่ ∠DCF = 20.0 แล้ว ∠EOD มีขนาดเท่าใด () ตัวเลือก: (A) 10° (B) 20° (C) 40° (D) 80°
['10°', '20°', '40°', '80°']
40°
C
multi_choice
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
integer
193
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ลบสิ่งของที่เป็นสีแดงทั้งหมดออก ลบรูปทรงกระบอกทั้งหมดออก จะเหลือสิ่งของกี่ชิ้น?
null
3
null
free_form
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
integer
194
general-vqa
natural image
['numeric commonsense', 'arithmetic reasoning']
VQA2.0
visual question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายสุด คำถาม: โดยเฉลี่ยแล้ว ผู้คนสามารถเดินทางด้วยยานพาหนะนี้ได้กี่คน?
null
50
null
free_form
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text
195
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ไว้ท้ายคำตอบ คำถาม: ดังรูป AB เป็นเส้นผ่านศูนย์กลางของ ⊙O จุด C และ D อยู่บน ⊙O โดยที่ ∠BCD = 25° ดังนั้นขนาดของ ∠AOD คือ ( ) ตัวเลือก: (A) 120° (B) 125° (C) 130° (D) 135°
['120°', '125°', '130°', '135°']
130°
C
multi_choice
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text
196
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ในตอนท้าย คำถาม: ดังรูป ใน△ABC กำหนดให้จุด D, E, F เป็นจุดกึ่งกลางของด้าน BC, AD, CE ตามลำดับ และถ้าพื้นที่△ABC เท่ากับ 4 ตร.ซม. แล้วพื้นที่△DEF เท่ากับเท่าไร ( ) ตัวเลือก: (A) 2 ตร.ซม. (B) 1 ตร.ซม. (C) 0.5 ตร.ซม. (D) 0.25 ตร.ซม.
['2 ตร.ซม.', '1 ตร.ซม.', '0.5 ตร.ซม.', '0.25 ตร.ซม.']
0.5 ตร.ซม.
C
multi_choice
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
integer
197
math-targeted-vqa
bar chart
['scientific reasoning', 'statistical reasoning']
PaperQA
figure question answering
คำถาม: มีลำดับจำนวนเท่าใดที่มีคะแนนอิทธิพลเป็นลบ?
null
2
null
free_form
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text
198
math-targeted-vqa
puzzle test
['logical reasoning', 'arithmetic reasoning']
IQTest
figure question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ท้ายคำตอบ คำถาม: คำนวณหาค่าที่ขาดหายไป ตัวเลือก: (A) 1 (B) 2 (C) 3 (D) 4
['1', '2', '3', '4']
1
A
multi_choice
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
float
199
math-targeted-vqa
scientific figure
['algebraic reasoning', 'arithmetic reasoning', 'scientific reasoning']
SciBench
textbook question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการตัวเลขทศนิยมสองตำแหน่ง และให้ค่าสุดท้าย เช่น 1.23, 1.34, 1.45 ณ จุดสิ้นสุด คำถาม: รูปที่ 23-42 คือส่วนตัดขวางของแท่งตัวนำที่มีรัศมี $R_1=1.30 \mathrm{~mm}$ และความยาว $L=$ $11.00 \mathrm{~m}$ ภายในทรงกระบอกตัวนำโคแอกเชียลแบบบางผนังที่มีรัศมี $R_2=10.0 R_1$ และความยาว (เท่ากัน) $L$ ประจุสุทธิบนแท่งคือ $Q_1=+3.40 \times 10^{-12} \mathrm{C}$; ประจุบนเปลือกคือ $Q_2=-2.00 Q_1$ ค่าความแรงสนามไฟฟ้า $E$ ที่ระยะรัศมี $r=2.00 R_2$ คือเท่าใด
null
0.21
null
free_form
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text
200
general-vqa
bar chart
['arithmetic reasoning', 'statistical reasoning']
FigureQA
figure question answering
คำถาม: Light Sky Blue เป็นค่ามัธยฐานสูงสุดหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice