Datasets:
CMKL
/
MathVista_TH

Dataset card Data Studio Files Community
1
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1.79k
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
integer
901
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ลบลูกบอลเงาออกทั้งหมด ลบลูกบอลสีแดงด้านขนาดใหญ่ทั้งหมด เหลือวัตถุทั้งหมดกี่ชิ้น?
null
7
null
free_form
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text
902
general-vqa
scientific figure
['scientific reasoning']
TQA
textbook question answering
คำใบ้: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ในตอนท้าย คำถาม: หากโคนใบมีมุมมากกว่า 90 องศา เรียกว่าอะไร? ตัวเลือก: (A) obtuse (B) decurrent (C) cuneate (D) acute
['obtuse', 'decurrent', 'cuneate', 'acute']
obtuse
A
multi_choice
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text
903
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
UniGeo
geometry problem solving
คำถาม: ดังรูป ถ้า ∠ABC = 30.0 องศา แล้ว ∠AOC มีขนาดเท่าใด () ตัวเลือก: (A) 30° (B) 45° (C) 60° (D) 70° คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ที่ท้ายคำตอบ
['30°', '45°', '60°', '70°']
60°
C
multi_choice
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
integer
904
math-targeted-vqa
abstract scene
['arithmetic reasoning']
IconQA
math word problem
คำถาม: เติมคำในช่องว่างเพื่ออธิบายโมเดล โมเดลมีจุด 9 จุด แบ่งออกเป็น 3 กลุ่มเท่าๆ กัน มีจุด (_) ในแต่ละกลุ่ม 3
null
3
null
free_form
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
text
905
general-vqa
synthetic scene
['arithmetic reasoning']
Super-CLEVR
visual question answering
คำถาม: จำนวนรถยนต์สีแดงขนาดใหญ่ที่อยู่ด้านหลังรถยนต์โลหะน้อยกว่าจำนวนจักรยานสองตอนสีน้ำเงินด้านที่อยู่ด้านหลังจักรยานอเนกประสงค์ยางสีน้ำเงินขนาดใหญ่หรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice
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text
906
general-vqa
bar chart
['statistical reasoning']
ChartQA
figure question answering
คำใบ้: กรุณาตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ในตอนท้าย คำถาม: ผลรวมของค่าที่เล็กที่สุดสองค่ามีค่ามากกว่าค่าที่ใหญ่ที่สุดหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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integer
907
general-vqa
line plot
['statistical reasoning']
ChartQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: เมื่อค่าใช้จ่ายทางทหารต่ำกว่า 0.2%?
null
1970
null
free_form
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
text
908
general-vqa
scientific figure
['scientific reasoning']
AI2D
textbook question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ไว้ท้ายคำตอบ คำถาม: สิ่งมีชีวิตใดที่จะมีจำนวนประชากรลดลงมากที่สุดหากจำนวนประชากรของมดในแผนภาพด้านบนลดลง? ตัวเลือก: (A) พืช (plant) (B) มนุษย์ (human) (C) กิ้งก่า (lizard) (D) งู (snake)
['พืช (plant)', 'มนุษย์ (human)', 'กิ้งก่า (lizard)', 'งู (snake)']
กิ้งก่า (lizard)
C
multi_choice
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
text
909
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
UniGeo
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ไว้ตอนท้าย คำถาม: จากรูปที่แสดง ใน △ABC, DE ∥ BC, ถ้า AD = 1.0, DB = 2.0, ค่าของ \frac{AD}{AB} คือ () ตัวเลือก: (A) \frac{2}{3} (B) \frac{1}{4} (C) \frac{1}{3} (D) \frac{1}{2}
['\\frac{2}{3}', '\\frac{1}{4}', '\\frac{1}{3}', '\\frac{1}{2}']
\frac{1}{3}
C
multi_choice
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integer
910
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: ลบลูกบอลโลหะสีน้ำเงินทั้งหมดออก ลบสิ่งของด้านขนาดใหญ่แบบด้านทั้งหมดออก จะเหลือวัตถุทั้งหมดกี่ชิ้น?
null
2
null
free_form
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text
911
general-vqa
abstract scene
['numeric commonsense', 'arithmetic reasoning']
VQA-AS
visual question answering
คำถาม: รูปภาพที่เล็กกว่าอยู่ด้านล่างรูปภาพที่ใหญ่กว่าหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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
integer
912
general-vqa
natural image
['numeric commonsense', 'arithmetic reasoning']
KVQA
visual question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: มีคนในภาพเกิดหลังสิ้นสุดสงครามโลกครั้งที่สองกี่คน?
null
4
null
free_form
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UAFFFFABRRRQAUUUUAMm/wBRJ/un+VPpk3+ok/3T/Kn0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAMi+4f8Aeb+Zp9Mi+4f95v5mn0AFZ1x/yMNh/wBe8/8A6FFWjWdcf8jDYf8AXvP/AOhRUAaNFFU9Rv10+280rvYnaq5xzTjFydkTKSirsuUVnaXqo1EOrR7JE5wDkEVo05wcHyyCE4zjzR2CisrRr67vLK7luRE8kVzNCiwoVyEcqPvMeTj1A5qkviy3TSEvHt7mcpp6X1x5Majy0YEgkF++1sAE9OvepKOiorA/4SCSDVLmC6tpPs6tbhXRB+6Mp2gP83PzYGVBx345q5pWpT311qMUts0a21yYkfjDAKp5+YnPPoOMUAadFc8uuXJ1hrKaS2tX+0+XHBcROrTR/wB5JM7WJHOAPY+tGn+I5J4Z0e1e7ubaS4EwtFUBRHK6LkM+QzBMgc9+lAHQ0VQ0/VotSKmCKXy2gjnEh27cOMheCecc/iOeaw5vEWowX95Efs7R2+oxWoX7NIoMbrGSWl3bVI8w9euAMcigDq6KxLTXJDcC3uot7yX0trE8KgKNiFxuy2ckK3I7+lNfxXp8dtbSssitcRvKsTMisFQ4OcsB1PQEk/nQBu0VHbzx3VtFcQtuilQOhxjIIyKkoAKKKKACiiigAqrqGnw6lam3ne5RCQc21zJA/H+1Gyt+GatVV1CO/ktSum3Ntb3GRiS5t2mTHf5VdD+tAGL4FhW28NyQIZCkep6gimSRnYgXkw5ZiSx9yST3rpK5vwKJl8NyLcSRyTjU9QEjxoUVm+2TZIUkkDPbJx6mukoAKYf9en+638xT6Yf9en+638xQA+iiigAooooAKKKKACiiigAooooAKKKKAGTf6iT/AHT/ACp9Mm/1En+6f5U+gAooooAKKKKACiiigAooooAKKKKACiiigBkX3D/vN/M0+mRfcP8AvN/M0+gAooooAKKKKACiiigAooooAKKKKACmH/Xp/ut/MU+mH/Xp/ut/MUAPooooAKKKKACiiigAooooAKKKKACiiigBk3+ok/3T/Kn0yb/USf7p/lT6ACiiigAooooAKKKKACiiigAooooAKKKKAGRfcP8AvN/M0+mRfcP+838zT6ACs64/5GGw/wCvef8A9CirRrOuP+RhsP8Ar3n/APQoqANGq97ZxX0HlS5xnII6g1YopptO6E0pKzKWn6ZDp6t5ZZmbqzVdooolJyd2KMVFWjsZFvoRtY3ji1S/VXnadgPLGWZix6J0yelZd54Sl/s9rCxuXWKSwFjJLJKAzINwXcojw20McYKk5IJrq6KRRkXXh+K7lupGvLpDcPC7BNmFMTblxlT3HOc1atdNS0vbm4jmmIuHLtESNgYhQSOM/wAI6k96u0UAZkmixzSL513dSQrcC5WBipUOG3DnbuwG5xn26cVVt/Di6dObyzup2ugZmIkZFWYyOXKuQmcBicEcjJrdooAz9G0xdKsTCFVWeV5XCsSAWOQoJ7AYUdOAKqyeG4JWvBLeXbw3lwtxNCSgViAoAyFyBhF71tUUAZA8PxKd4vLoSC7a7ST5Mo7KVIHy4xtYjkGm2/hyC0jtxBeXaS26PEswKFijkMVOVweQCDjPv1rZooAbHGIokjUsQihQWYsePUnk06iigAooooAKKK5ifVNTtNSjE4mxJqItxD5Q8ryWGFcPj73QkZ9eMc0AdPVXULqaztTNBp9zfuCB5Ns0Yc+/7x1X9azbWK/i11IH1e5uo44DJcJJHEqZY4QDagYdHPU9B1zVrU9ctNJkjS5h1By4yDa6dPcgfUxIwH0NAGb4Fkabw3JK8MkDvqeoM0UhUshN5N8p2kjI6cEj0JrpK5PwFqUF5od35Ud0u3VL9j51pLF967mYY3qMnB5HY5BwQRXU+avo/wD3wf8ACgB9MP8Ar0/3W/mKPNX0f/vg/wCFMMi+cpw/3T/AfagCaimeavo//fB/wo81fR/++D/hQA+imeavo/8A3wf8KPNX0f8A74P+FAD6KZ5q+j/98H/CjzV9H/74P+FAD6KZ5q+j/wDfB/wo81fR/wDvg/4UAPopnmr6P/3wf8KPNX0f/vg/4UAPopnmr6P/AN8H/CjzV9H/AO+D/hQATf6iT/dP8qfUMsimFxh/un+A0/zV9H/74P8AhQA+imeavo//AHwf8KPNX0f/AL4P+FAD6KZ5q+j/APfB/wAKPNX0f/vg/wCFAD6KZ5q+j/8AfB/wo81fR/8Avg/4UAPopnmr6P8A98H/AAo81fR/++D/AIUAPopnmr6P/wB8H/CjzV9H/wC+D/hQA+imeavo/wD3wf8ACjzV9H/74P8AhQARfcP+838zXPeMfFS+F9PikSETXM7FYkY4XjqT9Mjj3rejkUKeH+838B9TXP8AjDw1F4p0+KIStDcwMWicxsRz1B9jgflVQ5eZc2xhifa+yl7L4uhk+DfiBLr+pf2df20UU7qWieHIVsDJBBJ7ZOc9q7yuB8HeBD4f1L+0b64E06qViSKNtq54JJI5OMjp3ru/NX0f/vg/4VVXl5vdMsD7f2X7/f8AQfRTPNX0f/vg/wCFHmr6P/3wf8KzOwfRTPNX0f8A74P+FHmr6P8A98H/AAoAfRTPNX0f/vg/4Ueavo//AHwf8KAH0UzzV9H/AO+D/hR5q+j/APfB/wAKAH0w/wCvT/db+Yo81fR/++D/AIUwyL5ynD/dP8B9qAJqKZ5q+j/98H/CjzV9H/74P+FAD6KZ5q+j/wDfB/wo81fR/wDvg/4UAPopnmr6P/3wf8KPNX0f/vg/4UAPopnmr6P/AN8H/CjzV9H/AO+D/hQA+imeavo//fB/wo81fR/++D/hQA+imeavo/8A3wf8KPNX0f8A74P+FABN/qJP90/yp9QyyKYXGH+6f4DT/NX0f/vg/wCFAD6KZ5q+j/8AfB/wo81fR/8Avg/4UAPopnmr6P8A98H/AAo81fR/++D/AIUAPopnmr6P/wB8H/CjzV9H/wC+D/hQA+imeavo/wD3wf8ACjzV9H/74P8AhQA+imeavo//AHwf8KPNX0f/AL4P+FAD6KZ5q+j/APfB/wAKPNX0f/vg/wCFABF9w/7zfzNPqGORQp4f7zfwH1NP81fR/wDvg/4UAPrOuP8AkYbD/r3n/wDQoqveavo//fB/wrPmcN4hscA8W8/UEfxRUAadZut6k+mWQkjQNI7bV3dB71pVDdWkN7AYZ0DoecehqoOKknLYum4qacldGVoGsTakZY51XegBDKMAitpgWUgMVJGMjqKrWWnW2noy28e3dyxJyTVqqquLk3BWRVaUJTbgrI5iwvtQnj/syS9kOpQXrxzS7EBMS/OGxtwAytGOBwW9qfaeIp5LSJUtfOuRbyXEvmTBQFVyuAQnJJB7DpW0unWiahNfrCBdTRrE8gJyVGcD269evT0FVV8PaYsCQrBIEVXQfv5MlWOWUndkgnnB4rMyMz/hJDDcXVxmWe2lis2tYdmCGmLD+EE44BPU8HHpUja1qM9/pqRWnkLJcyxSpMWQOFjLAruTOPwHIx71pPoenSSTO0BzMsasBIwACHKbRnClTyCMEUr6LYSRojwudshkDea+4sV2kls5PBxyenHagDQooooAKKKKACiiigAooooAKKKw/wC1Ncb5k8PjYeV33iqcdsjbwfagDcqmul2i3n2ry3Mu8yDdKxVWIwWCk4BxkZA7n1pNMuL25t3kvrQWsnmFViD7/lGBnPfJz+GKu0ARRW8UMs0iLh5mDyHJOSAF/kBUtFVdQ02w1a1NrqVlbXluSGMVzEsiEjocMCKAMnwb/wAgS5/7Cupf+ls1dBXN+BYIbXw3Jb28UcMEWp6gkccahVRReTAAAcAAcYrpKACmH/Xp/ut/MU+mH/Xp/ut/MUAPooooAKKKKACiiigAooooAKKKKACiiigBk3+ok/3T/Kn0yb/USf7p/lT6ACiiigAooooAKKKKACiiigAooooAKKKKAGRfcP8AvN/M0+mRfcP+838zT6ACiiigAooooAKKKKACiiigAooooAKYf9en+638xT6Yf9en+638xQA+iiigAooooAKKKKACiiigAooooAKKKKAGTf6iT/dP8qfTJv8AUSf7p/lT6ACiiigAooooAKKKKACiiigAooooAKKKKAGRfcP+838zT6ZF9w/7zfzNPoAKzrj/AJGGw/695/8A0KKtGs64/wCRhsP+vef/ANCioA0aKKzdbvJrOyDwcMzbd2M4rHEV44elKrPZETmoRcn0NKisTQL+5uzLHOxcIAQxH6Vt1GDxUMXRVaGz7ipVFUipIKK5nSf9O0e21K9v7iC7e4HmYnZVVxLjytmdv+xjGfx5qPT9SvLO72TzLJZS6hcwDzC7SIFV3B3FjxhCMY/HtXSaHVUVyLeJtRGl306xQebFp630DPEQrg54KhycHHBJB55HFW2k1aPxTZxXF9aiJ7W4YKkLhTh4AMgvy2WIB9zxzwAdHRXKR67rK6fZXUiWkpu7g2ypFEQUYM3zHdJgghOmRgkcmrCa1qPnQxTJbRF4botkbsNEyhT8rkDIblc5BHWgDo6K5mHxBfN/Z0s0cMdtcxWxaVYy6+ZIRlThsp1XbkEHPWpdI1u/1G4t3ktEjtJzKFJKhlKMQP4yW6HPyjBoA6GiiigAooooAK5bxrDNNYqGsZbyyMUiyLHKqbHO0K7BmUMAN3frjjuOprlL8atql1bSz+Gobi0iDkQXF0uCxxtcqVI3AAjB6bj6UAa2ggyWs92I0iS6mMqxJIHCDaB1UlckqSccZPfrWrWH4aszawXjvp8WnyT3Bc2sTAogACgjAA525zitygAqrqFrNeWphg1C5sHJB862WMuPb94jL+lWqq6hHfyWpXTbm2t7jIxJc27TJjv8quh/WgDF8CxtD4bkieaSd01PUFaWQKGci8m+Y7QBk9eAB6AV0lc34FEy+G5FuJI5JxqeoCR40KKzfbJskKSSBntk49TXSUAFMP8Ar0/3W/mKfTD/AK9P91v5igB9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAMm/1En+6f5U+mTf6iT/dP8qfQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAyL7h/3m/mafTIvuH/eb+Zp9ABRRRQAUUUUAFFFFABRRRQAV4TrfjPXbnW55Y9QuLZI5WWOGJyqqAcAEDqfrXu1cvqfw/wBB1XUmvpoZUkdt0ixSbVc9yR/hitaU4xfvI8/MMPWrRSpStb5F7wnqs+teGLK/uVAnkUhyBgMVYrn8cZrXP+vT/db+YpttbQ2dtHbW8axwxKFRF6ACnH/Xp/ut/MVm2m9DtpxlGCUnd2H0UUUiwooooAKKKKACiiigAooooAKKKKAGTf6iT/dP8qfTJv8AUSf7p/lT6ACiiigAooooAKKKKACiiigAooooAKKKKAGRfcP+838zT6ZF9w/7zfzNPoAKzrj/AJGGw/695/8A0KKtGs64/wCRhsP+vef/ANCioA0abJGkqFJEV1PUMMinUUmk1ZhuRw28NumyGNUXrhRipKKKIxUVyxVkJJLRFf7BZ/avtX2SD7RnPm+WN+cY69elRrpOmo6Oun2qukhlVhCoKuerDjgn1q5RTGUP7D0ja6/2XY7XXYw+zphlznB45GecVO9jaS+T5lrA/kf6rdGD5fT7vp0HT0qxRQBVTTbGO0NollbLbE5MKxKEJznOMYpX06ykhjhezt2ijOY0aJSEPsMcVZooAqR6Vp0TRtHYWqNEAIysKgoB0A44xUkdnawzvPFbQpM+d8ioAzZ65PU1PRQAUUUUAFFFFABWB4ls7y+i8uGK5khWFn228/lFn3LgZDAn5d2O2evat+sP/hENDPL2Ikc/ed3Ylj3J560AHhmyS0t7t1tpbbzp9whnn82SNdigBjubB6tjJwGFblZtrZ22iQw2ljCESec8Ek4JBY/ouB+FZr+IpodSWGZYVVr/AOyC32nzQpHyyZzjaTjtjB65oA6SquoXU1namaDT7m/cEDybZow59/3jqv61kaT4gk1K4tnYLFbXRl+zhojl9h7Nu64BOCo74Jxk39T8Q6Joskceq6xp9g8g3It1cpEWHqAxGaAM3wLI03huSV4ZIHfU9QZopCpZCbyb5TtJGR04JHoTXSVyfgLVtNvtDu/seoWtxt1S/ZvJmV8BruZlJwehUgj1BBrqfOi/56J/30KAH0w/69P91v5ijzov+eif99CmGWPzlPmJjae/0oAmopnnRf8APRP++hR50X/PRP8AvoUAPopnnRf89E/76FHnRf8APRP++hQA+imedF/z0T/voUedF/z0T/voUAPopnnRf89E/wC+hR50X/PRP++hQA+imedF/wA9E/76FHnRf89E/wC+hQA+imedF/z0T/voUedF/wA9E/76FABN/qJP90/yp9QyyxmFwJEJKnvT/Oi/56J/30KAH0Uzzov+eif99Cjzov8Anon/AH0KAH0Uzzov+eif99Cjzov+eif99CgB9FM86L/non/fQo86L/non/fQoAfRTPOi/wCeif8AfQo86L/non/fQoAfRTPOi/56J/30KPOi/wCeif8AfQoAfRTPOi/56J/30KPOi/56J/30KACL7h/3m/mafUMcsYU5kQfM3f3NP86L/non/fQoAfRTPOi/56J/30KPOi/56J/30KAH0Uzzov8Anon/AH0KPOi/56J/30KAH0Uzzov+eif99Cjzov8Anon/AH0KAH0Uzzov+eif99Cjzov+eif99CgB9FM86L/non/fQo86L/non/fQoAfTD/r0/wB1v5ijzov+eif99CmGWPzlPmJjae/0oAmopnnRf89E/wC+hR50X/PRP++hQA+imedF/wA9E/76FHnRf89E/wC+hQA+imedF/z0T/voUedF/wA9E/76FAD6Kie5gjQu80aqoyWLAACobbVNPvQxtb62nCnDGKVWx9cGgV1exbopnnRf89E/76FHnRf89E/76FAx9FM86L/non/fQo86L/non/fQoAJv9RJ/un+VPqGWWMwuBIhJU96f50X/AD0T/voUAPopnnRf89E/76FHnRf89E/76FAD6KZ50X/PRP8AvoUedF/z0T/voUAPopnnRf8APRP++hR50X/PRP8AvoUAPopnnRf89E/76FHnRf8APRP++hQA+imedF/z0T/voUedF/z0T/voUAPopnnRf89E/wC+hR50X/PRP++hQARfcP8AvN/M0+oY5YwpzIg+Zu/uaf50X/PRP++hQA+qd5YQXlxC0vmho1cK0UzxkZ25GVI9B+VWfOi/56J/30KbvV512sGwp6HPpQBU/sa1/wCet9/4Hz//ABdH9jWv/PW+/wDA+f8A+LrQooAz/wCxrX/nrff+B8//AMXR/Y1r/wA9b7/wPn/+LrQooAz/AOxrX/nrff8AgfP/APF0f2Na/wDPW+/8D5//AIutCigDP/sa1/5633/gfP8A/F0f2Na/89b7/wAD5/8A4utCigDP/sa1/wCet9/4Hz//ABdH9jWv/PW+/wDA+f8A+LrQooAz/wCxrX/nrff+B8//AMXR/Y1r/wA9b7/wPn/+LrQooAz/AOxrX/nrff8AgfP/APF0f2Na/wDPW+/8D5//AIutCigDP/sa1/5633/gfP8A/F0f2Na/89b7/wAD5/8A4utCigArE1zUL6zubeKyhlkkkR/LVYSyvJwFDtjCKMliTjIHHpW3XP6o95Bd28T641mkxfa62yEfe4DFgQAAVUHuT9KALOiLcSwPJe3L3bRTMIZ5IfKLDaATtAH8W8A46evU2G0pJLxJ5rm4lSOXzo4XK7EbGARxnjJwCSMn2GKfhu8F3Bdgag+o+XOVNzsCo3yjAXHGAMcjjJNbdAGXa6Da2lxDIkkzJbtI0ELEbIi5O7GBnuQMk4BrUoqrqGm2GrWptdSsra8tyQxiuYlkQkdDhgRQBk+Df+QJc/8AYV1L/wBLZq6Cub8CwQ2vhuS3t4o4YItT1BI441Cqii8mAAA4AA4xXSUAFMP+vT/db+Yp9MP+vT/db+YoAfRRRQAUUUUAFFFFABRRRQAUVnarqg06NMJvkfoCeAPWotJ1n7fI0MkYSQDcNvQiuGWY4aOI+rOXvmLr01P2d9TWoooruNhk3+ok/wB0/wAqfTJv9RJ/un+VPoAKKKKACiiigAooooAKKKKACiiigAooooAZF9w/7zfzNPpkX3D/ALzfzNPoAKKKKACiiigAooooAKKKKACiiigAph/16f7rfzFPph/16f7rfzFAD6KKKACiiigAooooA4f4preHwxH9n3eQJwbjb/dwcZ9s4/HFcJ8OVvD4xtTa7tgVvPI6bMHr+OPxxXuTKrqVYBlIwQRkEVDbWdrZqy2ttDAGOSIkC5P4VtGraDjY82tgHUxMa/Na1tPQnooorE9IKKKKAGTf6iT/AHT/ACp9Mm/1En+6f5U+gAooooAKKKKACiiigAooooAKKKKACiiigBkX3D/vN/M0+mRfcP8AvN/M0+gApjf69P8AdP8ASn0xv9en+6f6UAPooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACud8SR6YJYp9Xe5ntghC2MSO6yHIJZ0X7wHy9eBn1IroqwvEFnLO6PHHdOphdJGt3QGMZVgwD9SCAcZ6A9eBQA/w3cRy2txDCt8I4Jdg+2IyMvAIQBucBSvJ65zW1WJ4bvNOubWUWeqG/nLl7iSQgSF+F+ZQBt4AAGAOK26ACquoWs15amGDULmwckHzrZYy49v3iMv6VaqrqEl/HaltNtra4uMjEdzcNCmO/zKjn9KAMXwLG0PhuSJ5pJ3TU9QVpZAoZyLyb5jtAGT14AHoBXSVzfgUzN4bka4jjjnOp6gZEjcuqt9smyAxAJGe+Bn0FdJQAVE0iC6RN67tp+XPPanybhE+z7+07frXAs0hlLMW8zOST1zXj5rmv1DktDm5vlscuJxPsbaXuegUVDamQ2kJmz5hQbs+uKmr1oS5oqXc6U7q4UUUVQwooooAKKKKAM3V9L/ALRRCjhJUzjPQiodI0ZrCVppnVpCNoC9BWxRXBLLcNLE/WnH3/61MXQpup7S2oUUUV3mwyb/AFEn+6f5U+mTf6iT/dP8qfQAUUUUAFB6UUHpQBxUup3klwZfPkU54VWIA9sV1tjM9xYwzOMMy5NcRNI0s7yMAGZiSAMYrtdOkaXTrd3UBig4AxXBhM9o5jOVKnBx5fxX6HmYKblOV2WqKKK7z0wooooAKKKKAGRfcP8AvN/M0+mRfcP+838zT6ACiiigAooooAKKKKACiiigAooooAKYf9en+638xT6Yf9en+638xQA+iiigAooooAKKKKACiiigAooooAKKKKAGTf6iT/dP8qfTJv8AUSf7p/lT6ACiiigAorltZ+IGiaJqLWMxnmmQ4k8hAQh9CSRz9M10Fhf22p2MV5ZyiWCUZVh/nrVOLSu0ZQr05ycIyTaLNFFFSahRRRQAUUUUAFFFFADIvuH/AHm/mafTIvuH/eb+Zp9ABTG/16f7p/pT6Y3+vT/dP9KAH0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWbf6Dp+qXiXF9EbjYmxYnY+X1ySV6N2656VpUUAVV0+3S6gnRAhgjaONEACqGIzwP90Vaorm38RTQ6ksMywqrX/2QW+0+aFI+WTOcbScdsYPXNAHSVV1C6ms7UzQafc37ggeTbNGHPv+8dV/Ws6w1DUDqv2fUTFEs3mG3jFsVLBW/v8AmNnjnBVc5yOhqzqfiHRNFkjj1XWNPsHkG5FurlIiw9QGIzQBm+BZGm8NySvDJA76nqDNFIVLITeTfKdpIyOnBI9Ca6SuT8Batpt9od39j1C1uNuqX7N5MyvgNdzMpOD0KkEeoINdT50X/PRP++hQA+q7W0Bu1lMMZkwTu2jOeKl86L/non/fQphlj85T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text
913
general-vqa
scatter plot
['statistical reasoning']
FigureQA
figure question answering
คำถาม: Dark Cyan มีพื้นที่ใต้กราฟสูงสุดหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice
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
integer
914
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ลบลูกบาศก์เล็กๆ สีม่วงที่เป็นมันวาวทั้งหมดออก ลบลูกบอลสีม่วงขนาดใหญ่ทั้งหมดออก จะเหลือวัตถุทั้งหมดกี่ชิ้น?
null
9
null
free_form
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text
915
general-vqa
scientific figure
['scientific reasoning']
TQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ท้ายคำตอบ คำถาม: จะเกิดอะไรขึ้นกับประชากรสิงโต(Lion) หากประชากรต้นยูตาลิปตัส(Gum Tree Eucalyptus) ลดลง? ตัวเลือก: (A) ไม่สามารถระบุได้ (B) จะไม่มีอะไรเกิดขึ้น (C) จะลดลงด้วย (D) จะเพิ่มขึ้น
['ไม่สามารถระบุได้', 'จะไม่มีอะไรเกิดขึ้น', 'จะลดลงด้วย', 'จะเพิ่มขึ้น']
จะลดลงด้วย
C
multi_choice
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text
916
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
UniGeo
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ตอนท้าย คำถาม: ดังแสดงในรูป Rt△ABC, ∠C = 90.0, ∠A = 30.0, BC = 2.0, รัศมีของ ⊙C คือ 1.0, จุด P เป็นจุดบนด้านตรงข้ามมุมฉาก AB, มีเส้นสัมผัส PQ ของ ⊙C ผ่านจุด P (จุด Q เป็นจุดสัมผัส), ค่าต่ำสุดของเส้นตรง PQ คือ () ตัวเลือก: (A) 2 (B) √{3} (C) √{2} (D) 2-\frac{√{3}}{3}
['2', '√{3}', '√{2}', '2-\\frac{√{3}}{3}']
√{2}
C
multi_choice
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integer
917
general-vqa
scatter plot
['statistical reasoning']
PlotQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: อัตราส่วนของจำนวนขั้นตอนในการจดทะเบียนธุรกิจในปี 2547 ต่อปี 2550 คือเท่าไร
null
1
null
free_form
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integer
918
math-targeted-vqa
puzzle test
['logical reasoning']
IQTest
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ที่ท้ายคำตอบ คำถาม: คำนวณหาค่าที่ขาดหายไป
null
1
null
free_form
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
integer
919
general-vqa
bar chart
['statistical reasoning']
DVQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: มีรายการสินค้าที่มียอดขายมากกว่า 3 หน่วยในร้านค้าอย่างน้อยหนึ่งร้านกี่รายการ
null
7
null
free_form
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integer
920
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GEOS
geometry problem solving
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ขนาดของมุม BAC เท่ากับ x*องศา ค่าของ x คือเท่าใด
null
30
null
free_form
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
text
921
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
Geometry3K
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ต่อท้าย คำถาม: หาค่า x โดยปัดทศนิยมเป็นตำแหน่งทศนิยมที่หนึ่ง สมมติว่าเส้นตรงที่ปรากฏว่าสัมผัสวงกลมเป็นเส้นสัมผัสจริง ตัวเลือก: (A) 5 (B) 8.1 (C) 10.3 (D) 21.6
['5', '8.1', '10.3', '21.6']
21.6
D
multi_choice
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Um+L/wDwV/8A2VdrRQBxX/Cxf+pN8X/+Cv8A+yo/4WL/ANSb4v8A/BX/APZV2tFAHFf8LF/6k3xf/wCCv/7Kj/hYv/Um+L//AAV//ZV2tQ3cssFnPLBAbiZI2aOFWCmRgOFyeBk8ZNAHD2fj17fzt/g7xad8hcY0zsf+BVZ/4WL/ANSb4v8A/BX/APZVfs9X1u217T9N1lLFv7QgklQWisDAybSVbcTuHzY3DHI6c101AHFf8LF/6k3xf/4K/wD7Kj/hYv8A1Jvi/wD8Ff8A9lXa0UAcV/wsX/qTfF//AIK//sqP+Fi/9Sb4v/8ABX/9lXa0UAcV/wALF/6k3xf/AOCv/wCyo/4WL/1Jvi//AMFf/wBlXa0UAcV/wsX/AKk3xf8A+Cv/AOyqtP49eS9t5h4O8W7Y92QdM55H+9XfVy/jTxRP4esVXT4Y7i/cGTZJkrHEpG52wQe4Uc9WHoaAKX/Cxf8AqTfF/wD4K/8A7Kj/AIWL/wBSb4v/APBX/wDZV2tFAHFf8LF/6k3xf/4K/wD7Kj/hYv8A1Jvi/wD8Ff8A9lXa0UAcV/wsX/qTfF//AIK//sqP+Fi/9Sb4v/8ABX/9lXa0UAcV/wALF/6k3xf/AOCv/wCyo/4WL/1Jvi//AMFf/wBlXa0UAcDfePnurR4k8HeLgxx97TOOv+9VgfEXAA/4Q3xf/wCCv/7KtzxJrT6NZ2/kCH7Td3C28JnbbGhILM7n+6qqx/DHFP8AD99d39pLLc3GnXaCTEV1p75jlXA7ZbaQcjG40AYP/Cxf+pN8X/8Agr/+yo/4WL/1Jvi//wAFf/2VdrRQBxX/AAsX/qTfF/8A4K//ALKj/hYv/Um+L/8AwV//AGVdrRQBxX/Cxf8AqTfF/wD4K/8A7Kj/AIWL/wBSb4v/APBX/wDZV2tFAHFf8LF/6k3xf/4K/wD7Kj/hYv8A1Jvi/wD8Ff8A9lXa1T1a+Ol6Pe6gIWmNrA83lL1fapOB9cUAcbZ+PXt/O3+DvFp3yFxjTOx/4FVn/hYv/Um+L/8AwV//AGVWtK1/VG1fS7S/On3Eep2r3EbWSsDDtCn5ssdyndgMMc9ua6ugDiv+Fi/9Sb4v/wDBX/8AZUf8LF/6k3xf/wCCv/7Ku1ooA4r/AIWL/wBSb4v/APBX/wDZUf8ACxf+pN8X/wDgr/8Asq7WigDiv+Fi/wDUm+L/APwV/wD2VH/Cxf8AqTfF/wD4K/8A7Ku1ooA4r/hYv/Um+L//AAV//ZVWn8evJe28w8HeLdse7IOmc8j/AHq6/WLm+tdOeTTrVLi6PCrI+1F9WY9cD0HJ6Vz1v4p1G90Dw29vFajVdaQMC6t5MQEZd225yQMYAz1I5oAi/wCFi/8AUm+L/wDwV/8A2Vc9458UXXiXwdf6RZeEPFSXFx5exptNIUbZFY5IJPRT2rvNB1a6vZtRsNQSFb7T5ljkaAEJIrIHVwCSRkHGMnBB5raoAKKKKACiiigAooooA53xTb3C3Gjarb28tx/Z155ksUK7nMbxvGxVepI3A4HOAaZ4einutf1rW3tp7eC7EEFulxGY5GWMNlip5UFnIGcHiulooAKKKKACiiigAooooAKrahdtYabc3a28tw0MTSCGFSzyEDIVQOpPSrNFAHGeFJ459RN9qMWpPrl4m13m024iht0HzeUjOgUKPUnLHn0FdnRRQAUUUUAFFFFABRRRQAV594r8O6+bTxBe2t1aXX25UVYTZSPMsakbY0IkxgHLfd5JP4eg0UARWwnW2jF08bzhR5jRIVUt3IBJIH4mpaKKACiiigAooooAKKKKAOX8aaa95FpF6tm94mnaglzLbou5nj2spKr/ABEbg2O+DR4Wt5G1rXtTjs5rOxvJIfIimiMTOyph5NhwVycDkAnbmuoooAKKKKACiiigAooooAKzfEMWoTeHNRi0p9moPbOLdgcEPtOMHsfetKigDgNB062h8R6VLoWiXmmQxwSLqbT27wiTKjYpLf6xw/O4Z788139FFABRRRQAUUUUAFFFFAFHV76Ow095JIrmUPlAttbSTNkg/wAKAnHv0rgtFNxBo3hK8/szU/M0WPyb2BrKVJAskRUsgZR5m1lGdueDXpdFAHOeGoJ5tU1vWZrea2jv54xBFOhR/LjjC7mU8rk7uDzjFdHRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHL+IR/ZfibQ9dXiNnOm3R/2JSPLJ+kgUf8AAzWReao6a9rPiBJbWNbNo9ItHutxXdkNMQqjc7ZKqFGMlOtdfrmlR63ol3psjmMXEZVZAMmNuqsB6ggH8Kxz4PZfD+m2EOobb2wuherdvDuEk5LF2ZMjht7cbuMjnigDmtV8Rz614Z1izuQjS2N7YYlS2ltxIrzxkfu5PmUgg9yDxW9deKr6Dw74r1BYrczaRcyxQKVbawVEYbueTlj0xUc/ga6uZdSkm1ve2om2knLWvSSGQOCuG4XaNu3k9DknOXar4Jur+DW7O31r7NYau5lli+yh3SQqqkh9w+U7QSMZ68igCrq3jia31XUrS2vtEtP7OjQtHqE217l2QPtT5htGCBuw3J6cUt343uZJ7M20+naba3djFdW82po5S4Z8nyw4ZVUrgZzk/N0rWufDN4upXd5peqR2hvVQXCy2gm+ZV2h0O4bTtAHO4cDipNS0HU7uOSCDWkW1mgEMsN1ZrMDgEFlwVAJzzkEZHQUAbkDySW8TyqqyMgLKjblBxyAe496kqrptjHpel2mnws7RWsKQoznLEKoAz78VaoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k=
integer
922
general-vqa
bar chart
['statistical reasoning']
DVQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ค่าขององค์ประกอบเดี่ยวที่เล็กที่สุดในแผนภูมิทั้งหมดคือเท่าไร
null
1
null
free_form
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
text
923
math-targeted-vqa
table
['scientific reasoning', 'statistical reasoning']
PaperQA
figure question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ที่ท้ายคำตอบ คำถาม: โมเดลใดที่ได้คะแนนสูงสุดในแง่ของ Rec? ตัวเลือก: (A) Transformers Agent (GPT-4) (B) LLaMA-Adapter v2-7B (C) LLaVA-7B (D) Otter-9B (E) MM-ReAct-GPT-3.5 (F) LLaVA-13B (LLaMA-2) (G) MM-ReAct-GPT-4
['Transformers Agent (GPT-4)', 'LLaMA-Adapter v2-7B', 'LLaVA-7B', 'Otter-9B ', 'MM-ReAct-GPT-3.5', 'LLaVA-13B (LLaMA-2)', 'MM-ReAct-GPT-4']
LLaVA-13B (LLaMA-2)
F
multi_choice
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
text
924
general-vqa
scatter plot
['statistical reasoning']
FigureQA
figure question answering
คำถาม: Periwinkle มีพื้นที่ใต้กราฟสูงสุดหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice
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
float
925
math-targeted-vqa
table
['arithmetic reasoning', 'statistical reasoning']
TabMWP
math word problem
คำใบ้: โปรดตอบคำถามที่ต้องการตัวเลขทศนิยมหนึ่งตำแหน่ง และให้ค่าสุดท้าย เช่น 1.2, 1.3, 1.4, ในตอนท้าย คำถาม: Haley ไปร้านค้า เธอซื้อผงขนมปัง pumpernickel หนัก 3+9/10 ปอนด์ เธอใช้เงินเท่าไหร่? (หน่วย: $)
null
19.5
null
free_form
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float
926
math-targeted-vqa
function plot
['geometry reasoning', 'algebraic reasoning']
FunctionQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการตัวเลขทศนิยมสองตำแหน่ง และให้ค่าสุดท้าย เช่น 1.23, 1.34, 1.45, ตอนท้าย คำถาม: ขนาดของพื้นที่แรเงาใต้เส้นโค้งคือเท่าใด ปัดคำตอบเป็นทศนิยมสองตำแหน่ง
null
7.07
null
free_form
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xpLIUVm7AsAxA98H6UUUAcjo+leKLVrFLiz0aExzSPc3sV7JNI6yPvkCI0KgbmCjljgDjmuzoooAKKKKACiiigAooooAKKKKAP/Z
text
927
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ท้ายคำตอบ คำถาม: ดังรูป ใน△ABC เส้นแบ่งครึ่งตั้งฉากของ AB ตัด AB ที่จุด D และตัด BC ที่จุด E ลากเส้นเชื่อม AE ถ้า AB = 6 และ△ACE มีเส้นรอบรูปเท่ากับ 13 แล้ว△ABC มีเส้นรอบรูปเท่ากับเท่าไร ( ) ตัวเลือก: (A) 19 (B) 16 (C) 29 (D) 18
['19', '16', '29', '18']
19
A
multi_choice
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
integer
928
math-targeted-vqa
table
['arithmetic reasoning', 'statistical reasoning']
TabMWP
math word problem
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย คำถาม: พรมเช็ดเท้าสีน้ำเงินกรมท่ามีราคาแพงกว่าผ้าเช็ดตัวสีเหลืองเท่าไหร่? (หน่วย: $)
null
5
null
free_form
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
integer
929
math-targeted-vqa
table
['arithmetic reasoning', 'statistical reasoning']
TabMWP
math word problem
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ทิมต้องใช้เงินเท่าไหร่ในการซื้อเกมปริศนาและจรวดของเล่น? (หน่วย: ดอลลาร์)
null
85
null
free_form
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text
930
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ท้ายคำตอบ คำถาม: ดังรูป F เป็นจุดตัดของเส้นแบ่งครึ่งมุม CD และ BE ของ △ABC และ CG ตั้งฉากกับ AB ที่จุด G ถ้า ∠ACG = 32° แล้วขนาดของ ∠BFC คือ ( ) ตัวเลือก: (A) 119° (B) 122° (C) 148° (D) 150°
['119°', '122°', '148°', '150°']
119°
A
multi_choice
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text
931
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
UniGeo
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ไว้ท้ายคำตอบ คำถาม: ดังรูป △ABC เป็นสามเหลี่ยมที่แนบในวงกลม ⊙O, AB เป็นเส้นผ่านศูนย์กลางของ ⊙O, จุด D เป็นจุดบน ⊙O, ถ้า ∠ACD = 40.0 องศา, แล้วขนาดของ ∠BAD คือ () ตัวเลือก: (A) 35° (B) 50° (C) 40° (D) 60°
['35°', '50°', '40°', '60°']
50°
B
multi_choice
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text
932
general-vqa
scientific figure
['scientific reasoning']
AI2D
textbook question answering
คำถาม: จะเกิดอะไรขึ้นกับแพลงก์ตอนพืช(Phytoplankton) ถ้าปริมาณเคย(krill) เพิ่มขึ้น? ตัวเลือก: (A) ลดลง (B) เพิ่มขึ้น (C) ไม่สามารถทำนายได้ (D) คงที่
['ลดลง', 'เพิ่มขึ้น', "ไม่สามารถทำนายได้", 'คงที่']
ลดลง
A
multi_choice
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
integer
933
math-targeted-vqa
table
['arithmetic reasoning', 'statistical reasoning']
TabMWP
math word problem
คำถาม: เฮกเตอร์ต้องใช้เงินเท่าไหร่ในการซื้อแพ็กเกจทัวร์ยุโรปและแพ็กเกจทัวร์ออสเตรเลีย (หน่วย: ดอลลาร์)
null
9606
null
free_form
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
integer
934
general-vqa
bar chart
['statistical reasoning']
DVQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ที่ท้ายคำตอบ คำถาม: ค่าของแท่งที่สูงที่สุดคือเท่าใด
null
10000
null
free_form
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text
935
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำถาม: ดังรูป ในสี่เหลี่ยม ABCD มี AD = 6, AB = 4, DE แบ่งครึ่งมุม ADC ตัด BC ที่จุด E จงหาความยาวของ BE ( ) ตัวเลือก: (A) 2 (B) 3 (C) 4 (D) 5
['2', '3', '4', '5']
2
A
multi_choice
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
integer
936
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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text
937
general-vqa
line plot
['statistical reasoning']
FigureQA
figure question answering
คำใบ้: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ท้ายคำตอบ คำถาม: Dark Periwinkle หยาบที่สุดหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice
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text
938
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
Geometry3K
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ไว้ท้ายคำตอบ คำถาม: ในรูปภาพ, $m ∠9 = 75$ จงหาขนาดของ $\angle 6$ ตัวเลือก: (A) 75 (B) 85 (C) 95 (D) 105
['75', '85', '95', '105']
105
D
multi_choice
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GMk4zk89aF5g+xq0UUUDCiiigAooooAKKKKACiiigAqjq9iuqaNfae+Nt1BJCc+jKV/rV6igDL8PXzan4c02/fPmXFtHI4PUMVBIPuDkVp1geE/3NjfWB62V/cR49FZzKg/BJFFb9OXxNALRRRSAKKKKAEpaSsq88S6Hp7bbvWbCB842yXKKSfQAnJPtQk3okBq0Vz//AAl+lycWqX94extdPmkU/wDAwu0fia+fvFXxA8YeH/HOrxWWr6haxfaDJHa3YWTy1YBgNrbgowwwB0GOldFDCzrScVo13E5JH1DxS9q8t+HutfEnXfKn1mzsLfTMD99cQtHNIP8AZUED8SAPTNeo9qxqU3Tlytp+g07i0UUVIBRRRQBk+IY7abw9fxXnnfZpIGSTyV3OFIxlRg5PPAwfoelee/bbe8n0v/ia6ULpdXeMazZqgW43WjhnUElQ+NikAsu4KSP4R6tmjGaYf8H8VY8qs/HNxPqOhD/hJbILPbxrcrM0Cxs5jkPmBQN7fOo3YZFXhRuJO2quuyxjw5rM+sRXF7faTK1zeoYEa1iLW+5kG0hghDsVbOCHPAG0dz4y8S3nhPSBq0WktqNpG2LoRy7ZIl7OBtIYevIxkHpnHM6Z8dPB18QtzLd6e54/0iAkZ+qFuPc4rSNCrKPPGN1fp+QcyWh6HZSJLY28kV2LuJo1KXIZWEoI4bKgKc9eABzxVuqenajaarYRX1jcJcWsw3Ryp91hnHH4g1crJiQUUUUDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEqG4nhtLeW4uJUigiRnkkkYKqKBkkk8AAAkk1NXnvxc1b7L4UfSIQxn1BWZ1ExiAt4sNLlhwA3yxEZHEpPIBFAJNuyPKoI9S8dfFS9u7GBbSe9BWOaa3LfZUKL+8IGfmWERqQWwJZQOA1W/i1p9joeuwaJptrBFYrpVuPsgYqWhjkuZXw3JySgyxySWyck5r0j4VeEW0XRP7W1K0aLWr8Eu08YWWKItkIwycFmzIRwQXCn7gxgalo7+K/jRPDcI1xbafJHDcKsabY7XyY5lVyRyHmJXacllaUDgEqraGnNrpsj0jwroreH/C+naZJ5ZnhhBuGiYlWmYlpWBODguWIGBjOAAOB5J8ZtKbQvFWm+KrSNysrbrnCsfmRVRgCcjc8RHHGBAxHJJr3asHxd4Zt/Fvh240qeQwu+GhuBGrmGQdGw3BBGVYcZVmXIzQ0Qm07njt34Vtrj4ZaX4h0vTbGFrSFrTUY/KbFx5UjRLcMVxjBVmfI5jkkBY7RnrPgfr/APaXh+/0tvND2MwkCOFzEsu7KsRg7vNSZjkDh1xgfKtv4YQQ6j4C1Pw5eWKxWlld3GmS2wkYkAorSozhuSHlkXcpAIAI9a4Oz0vVfhV8R7W8uCTot1dtbPczzgh4pWUGR3KkhhiJ2JKjdE44VlJPMrdNdj3XUdNe/VDHfXdnNGSUktpAOvqrAq3T+JTjtVDd4l07qlnq8I7qTbTAfQ7kY/igrf7UU1JpWa0/r5kGCnizTY3WLURPpUpONt/GY1z6CTmNj7KxrbV1dAysCpGQQcgih0WVCjqGVhgqwyCPpWI/hPT4mMmmPcaTKTnNhJsQn1MRBjJ9ypNP3X5Ab3aisD/iptP/AOfLV4R6ZtpgP/Hkc/8AfA/qq+LNOjcRaktxpMrHAW/j8tSfQSgmNj7BiaORvbX0C5v0UxHSVFdGDKwyGByCPrT6QBRRRQAUUUUAFFFFABRRRQAUUUUAU9Ss01HTLqxckLcRNGSO2QRmvCYn/sqSTTb/APcXNszIQRweeCPWvoGsnVfD2k6u3m3thDPKqkK7L830yKaZ0Yev7Ju+zPDLi9luVb7OdkKqzb2XJbHXA/Gt60S1XT7W0jguftD27T+bjMShWChc/wB45rEihL2MSou7aGjdQfmAJ569+K09Ivp7eEW8zM0SEEAKVBI45B7/AE4oab2PWs3bUbf3ptVa0tjhjkTNgEHI+6PzIPfIrf8AAsqp55eQMQFG0dhkkA8DuSc5PXtiudl0+zAdhfCJQMqJgP1bPr7VQtL+OzmWWG5dpwxxHApbOCCASCBgnIIz2HrXS+Rx5Uz2Kn1WWFdKMktumrf9dtj0rxbd/wBrRy+HrCwa/unQPI3mbI7fP3WZvXuFq3aax4j022gsrjw4bkxxhPPt7tdrYAGSCARnFcZ4Z12SwnvJ7gs7XT+ZIwKhVbByu4kZAG1c9MkdMgnfn8cxrH+7ild/LZyoXlCvVWHVecDOMc15/wBZo2vc8CWAqu0Uro0LjS5tUu4tQ8RTxp5B3Q2VuflQZz8z43MchTxgce9R6l4vt4VPlFSgLKCc4BBIwcAnkg84xwfauD1nWLvUpGluJ2jtizDaQQqkHoQBnP3fXk8Y6CLT2sNSdoW1OCCOJlIlvG8sMOmFUAsenPzLxtHYVpCopRjOOqf3/wCXT11R1xweHoxUq8rvsun/AATebxtcAhwsbKc/u9hB6kDJzgcbTwDznpxT5fGkN9H9lvrHfbMvzfvCD0zgAY78dR61JaeD7TUZH/s7xHpdzI2SY1gDY4OcAPlRyent3Ap0vw31dZVaN9OkQEZQSSJu+uQxH4GtYOKXK1876/kjVYnK5aSTRnWDaLaStLp13qGmA4beypKhJB4AYFuxH1BGemdO41uGe3aO+8RX93CVJ8pLFIiwAzjO30IPbg5zWbeeDPEFvABDY+auCGEM6PkcHoQpzkDnk8AdBTNP8D+IbqRCbBbcBg3mXUi7cehRdxP5is4NX1T38tvP/gX9TNxy1++5v06/iica3G+jT2FjZtb6csTAO5ZiSRgDockkjgH/AArtvBnh86Np8lxcJ5V3dbS8fOI1Gdq8k88knk8nHaodD8B2GlTQ3VxNJd3MR3LkBY1bsQo7j1JJ7113bNW5X6WPMxmLhNezoK0d/V92PoooqTzwoqpNfQQXttaSORNc7vKGCc7Rk89uKtUALRRRQAUUUUAFFFYt54gijunsrCGTUL5DhoICMRH/AKaOflT1wTuI6A00rgbJIAzXiXxna51fS11PQL3UJbewDJem2kYWxQsBnOQrMCcHaGwPvEYFenf2Hdap+81+4WaM8iwgJFuvsxOGl/4FhT/dFa0tnbT2T2ckEb2rxmJoio2lCMFcemOMVrRqexmprVr7hNXR88fCH4Zf27PH4i1uEnTInzbwuP8Aj5cH7x9UB/M8dAc/R4AHAqKC3itbaO3giSOGJQiIgwFUDAAHYAVNRiMRKvPmlt0XYIqyFooorEYUUUUAFFFFABRRRQAUUUUAFFFRTTRQRmSaRI0HVnYAD8TQBLRWFJ4x8OxuY/7ZspJV6xQSiVx/wFcn9Kj/AOEqhlJ+x6ZrF16bbB4gfoZQoP1ziq5JdgOgozXP/wBra/P/AMe3hryf+v8Av44//RQlo8rxZcdbnR7IdwsEtwfwJZB+OD9KXI+6+/8AyuFzoKM1z/8AYWqT/wDH14n1DB6pbQwxKfxKMw/BqX/hD9Lfm6e/vCeour+aRT/wAttH4Ci0V1+5f52Aqx6hZaN4t1mO9vLe1huYbe8DzSKgL4aJuSR0WKP8xVr/AITTQHGbe/8Atvp9ghkus/8AfpWzXzl431TX/CfjG6sY4bDTniDLFLY2UcXnQsQVbOCSx2jnOQQwz1r6J8C/am8DaLJfXEtxdS2iTSSysWYlxu5J54zj8K66+HVOEajd7229PQlSu7D/APhJLiXH2Tw7rFxnu0UcAH1811P5An2o+2+KJ/8AU6NYWyn+K5vmLD/gKRkH/voV0GaK5OZdEUc/9i8UT/67WbC2U/w21gxYf8CeQg/98ij/AIRy4l/4/PEWsz+yyRwD6DykU/qT710GKKOeQWMD/hC9Acf6TYfbf+v+aS6z9fNZs1qWemWGnJtsrG2th0xDEqD9AKt0UOUnuwCufPg7Qn8TSeIZtPjm1NwoE0vzbNoAG0HgHAHOM+9dDSUk2r2drgLRRRQAUUUUAFFFFABRRRQBFLGk0TxSKHjcFWUjIIPBBHcV89a58ELxvH8NtpYMeg3ZaXzyCwtgOWQ8gnkgLzyD14Jr6JorahiJ0W3B7iaT3Od07UV0eO20nUbSPTwgWG3kiJNtIAMBVY/cPQbWweylsZroqhnt4bq3kguIklhkUq8cihlYHqCDwRWN9h1HRTu0ove2Q62Mz/Og/wCmUjf+gucdAGUDFZfF6jOgorP03VbTU0b7NIRJGds0EilZIm9GU8qfTsRyMjmtClZpgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeXPYt45+KmpeekcmgaGkVpIGYyR3MxDO8YwAowxj8wZJPlIrAhiB6jSUBe2wtQLBEty9yIkEzqqNIFG5lUsVBPUgFmIHbcfU1PVNdRsTqDWK3lubtFDNbiVfMUHOCVzkA4OOOxoAuUUVBcTxW0fmTyxxJuVdzuFGWYKBk9ySAB3JAoAI4IYZZXiiRHmcPKyKAZGChQWI6nCgZPZQOwrlviH4T/AOEq8OyxwBvt9urPAq7QZwVIaAs3RXGBnIwwVudoFdTBPFcqXhmSRVdkJRgQGUlWBx3BBBHYipqAu0zC8H6hf6p4Q0q81S2urfUGt1W6S6h8qTzV+V2KcYDMCw4HBHA6VvUUUAFFFFABTHRZEZXUMpGCCMgj3FPooAwH8J6dGxk00z6VMTkvYSeWpPqY8GNj7sppuPE2n9GstXhH97NtMB9RuRz+CD+vQUdqfO3vr6/1cLGAviywiITVI7nSZDxi+j2Jn0EoJjJ9g2a3EdZUDoysjDIZTkEeuaVlDqVYAgjBBGc1hv4T01JGm0/z9LmJzu0+QxKT6tHzGx92U0e6/IDezRXP7fE2nfdks9Xh9JM202PqAyMf+AoKUeLLG3ITVYrrSX6E30e2P/v6paP8N2aORvbX0/q4XOgoqOKWOaJZInV0YZVlYEMPUEdakpAFFFFABRRRQAUUUUAcPrnw6sdRu5b3T7qWxupCWYJzG7epXtz1x+Vec6jPcaNczWN/ARdQnA2qQsg7MucHB+le9s6ohdmAUDJJOABXjHifUhr/AIpmvrJDPBbRiCAjpIwJyR7ZJGaaO7CVZuXK9UYZsnjs1mkRZbmZgSxUll4J49OlSvNc28ITLpBuDNGxBYbgflYkdCFJwRjBBwaefKkuGaVy0caMylnPQEgkHjd0zwem4cEA1JbW8d3CjWwRoGYnypWYsemCcFVLDkdhz1PWvHrqpWk507tbKz/y9dj6Kk4U0oy331RXiDWshIQEmbaVi3HeCMhTk/dPGMg5GTzjBZ50fzSBCcAqA8QIXJLD+IAHORgAAjJx1FNCw70QYkDEBQF4JyAT94HnB4OPUAZ4kaR9/mnc6v8APEWUMzKMsCTww7AkdgR/DivOSfLdLS9u+/3f8E6m1fzDbtvI/LaPftb5YWIBILAAEHJyAPQnI7nNW7DULm3uwIjGSDtb7ZFlOAeCWJ2njOBjJJHQCs+C2vbvW4dMhhgmnnICF3YEcZIYgj5l5zxnIPeuqvfAWs2kRuHit7lEAJS1lbeAAMhQy5bgcDdx2HavSoYKpGSkpWi3fRu9vu/zOOeMw7lyVdPVXN7SG0PxXZMr6dFbTxEZMQWORGwDlWXBHse+DxWnY6teaTq9vo2qFriGT5bfUCNu4nO1HzwW+UjIOTxxya8s0zUZ9Kuo72HpkrkjAYcZGex6fTvXocfiXRda0v7LqckKiRB5itIBtOAQQexBPUdCK9aTjBJOSf4fgcGYZa6b5qXvQe1tbHeUVx9nqur6NiC9hk1Ww6R3tsN0qjsJE6sfdfyrVtvFmi3LhBfJFITjZcK0TZ9MMBRY8N05LoblFICGAIIIPQjvS0EBRSVQ1m9TT9HvLuR9ixQs270OOP1xQC1djndOv217xxO4Tba6XEyRN18x3OC2emMKQP8AIHY1xfgaH7PcahAyjekVsWb32EEfgVP5mu0ps1rRUZcq2QtFFUNR1Wx0qJHvJxHvO2NACzyN/dVRlmPsATS1bMi92rL1DXLPTZVt2Lz3kgzHaW675X99v8I/2mIUdyKp/wDE61rrv0exP0a6kH6rGD/wJsH+E1padpVlpULpZwCPed0jklnkb1ZjlmPuSTTsluBm/YNV1jnUpjYWh/5c7SQ+Yw/6aSjBH0TGP7zCtizsrbT7ZLazt47eFPuxxqFUfgKs0UOTegBRRRSASiqd5qun6cu69vra2HXM8yoP1IrMPjTQHH+jXxvf+vCGS6z9PKVs01GT2QG/Rmuf/wCEkuZT/ofhzWLj3aOOAD6+a6n8gT7UfbfFE5/c6Np9sp73N+zMP+ApGQf++v8A6xySC50FGKwPsPiif/Xa3Y26n+G1sCWH/AnkIP8A3yKT/hG55j/pfiHWLgHqFmSAfh5Sqcfjn3NHKurA6Csi88TaFYNtu9ZsIGPAWS5RST6AE5J9qr/8IX4fYYudPF76/b5Xus/XzS2a1bTTbGwTbZ2VvbDpiGJUH6AUe6u/5f5hqZI8X6Y5xapqF4extrCZ1P8AwPbt/M/yNL/bmqz/APHr4Yv8dnuZoYlP4B2Yfitb+KKLxXT73/lYDnxJ4suDxbaPZA9C08tyfxAWMZ9sn60f2Tr8/wDx8+JfJ/68LGOP/wBGmWugoo532X3f53A5/wD4RWCX/j81PWLr13X8kQP1ERUH6YxUkXg7w7E4kGjWUko6SzRCVx/wJsn9a3aKfPLuIjiijgjEcUaxoOioAAPwFSUUVIxKKjd1QqDn5zgYBPOCfw6VDe39vYIGnkVd3CjPLH0ApNpK7E3bct1G8kca7ndVHqTiuWu/EE85KRh4U6cI2T+OP5VXitbm7AlIb5ud0uQT9Qef0rneIV7RVzGVb+VXOf8AjD4St/FmgJe6c0Mmq2PKBXG6WM/eT3I+8PoQOtejWLWdvaW9nBPEywxrGoDgnAAA4/CufGkyY5kQH2yaRtLnUEhkb2BwauWKqygoSWiv+JPtZJ35TrutB6dK45J72wYAPJGOwPIP4dK2bHXY5iI7kCNz0YfdP+FKNeMnZ6MuNaLdnozaooorc2CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAy9S0a21B0nLPb3kX+quoCFkQemcEEeqsCp7iqY1e60ciLXkQQdF1GFSIT/10BJMR9ySv+0CQtb9IwDDBAIPrTT0s9QBWDqCCCCOCDkGlrAOj3OkMZNBdFi6tp0zEQt/1zPJiPsAV/2QTuq3p2s22oSPb7ZLe9jGZbScASIPXuGH+0pI980NaaagatFFFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAbikx27Vxmq6ld69e31lZai+l6PpuRqGoxnEjsBlo426KFHLN1BwMYzngn0S0l1WC40lLjTLieURQMlxJ5pLMAXkJbOcZJUYwMjJOCE5WN6WHdS+tranuVLXCfD3xW+tQS6ZfXInvrYFlmHSeLIw3QcjK84GQVPXIHRWWtpeeItX0wIAunJAWcnq0gZiPoAF/M007mUqbjJp9DUkdI0aSRgqKCSzHAAHUmqVtrmk3syxWupWc8jglUinViwHXAB5ryLxT4nn8UanJDE8kek28U1xChyouPLjlcN7gvFg9wMgbWDVtaHo2j3kr6FeWMKLPE0lpdJGqyxlSCyh8ZbqGAO7OHByABU82tjf6s1ByfT8D1SlrkPBmqXrNqGgavKZdS0qQJ5pPM0LDMb9SSccHOT0ySSa681RztWdgooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAmK8+vLy2sfGjpbXtk0k9wzvbXUYE1rKICpuYyCC0W1QrBsDIOGGNtdhf63pWlzQQ6jqdlaS3BxClxOsbSHIGFBILckdPUVo9s1L7oDyO08Y3q2dre3Hi63kJs7G7lgC26AtJJskTOCQuDkj7wbkMB8tD+KLfUX1WDUNas7q3gubWe3W4kgDwMLoqw2qoKYAXAZmbBBJUkqPW8gCjINV1uD/y/r5nNeDHs20y8SxeAwx6hdLtgKlUPmscccDqDj3rpqZ0/KnA9aBd/MdRRRQMKKKKACiiigAooooAKKKKACkIDAggEHqD3paKAMGTwppglaaxWXTJ2OTJYSGIE+rIPkc/7ymm+X4l0/8A1c1nq0Q7TqbebH+8oZWPttUe9b9FP2j66+oWOQ1jxxBomjXt5qFhe2E8EDOkVzDlJGA4USIWTJOABuB56Vh/Dv4tWHi9U0/UfLstZAx5ecJP7oT3/wBk8+mecdL448KN4y8OnR/7ReyieVXkdI95cLkhcZHG7B/CvNo/2dreORZE8TTqykEEWoBBHQg7q66Kw0qbVR8sn6uxL5r6Ht9LWPoGm6hpWlx2mo6s2pyxfKty8IjcjtuwTuPvwT3yea2K43ZO17lCdKx/EHiGy8O6ebm7fLN8sUSn5pG9B/U9qNe8QWegWoluGZ5XyIoE5eQ+w7D1J4FeU3LXmsalLql+zM5OI1J3CFc8KvQE844GST70bas6cPh5VXfoP1HVdW8Sylr92VACUsomIVVPHzY5Ynpz71Au+Jlt4R5MhBjEiHIVskFRggBiF479OmcireXaywRhEaJc4YoVbKnOMkHg8Hg+lVwJZ2ZIW2IOgDEiLknGe7AE+43dQRiuCWJ9tL2dLVdX/W359u59BTw8aEeaWnZf1/XcfHvuJTH5a+XHtV5CvzNt+6vfBwfmAOOAOxpbdzZag0AOI5v3iezZAIq1HGkMSpGoVFHAFZd2lzJqFjc+TIttK+2GRhhZMEBiPxrtpU404qKOepNyleW5emnkF6Dgq/y/MWCKRuBbGRxl8nOSB6YBrMt+txGhUCKRo2JXICFuD0OMHIz16YrWurqN5yN4eJMlsvwVyWYAAkfdI5OPuccitG+8Nf2HpmialJEQLuMxXo3H7z/MueTjjjjHI9682nQVZVIp6N6eTV/8/uOqpiFRlTutX+P9fmZUEzWky3UUrJd2b+bbRsMY+Y7l6nGQOhOck9c5Pt+lajBq+mQX9scxToGHqD3B9wcj8K8Tnt1Aa2EGT8pWdS+1cgDkBcZYr2zycZOK3/BniqHQpJ7O9MptJyJkeNNwhYgbgQuSASQeOB0wDnGmDqtfuZdNv1WvbpbSxyZphueKrQWvX/M6nxD4Hg1N5brTphaXUnMikExSn1YDlTgkZHYnOc1wmoeG9b04yPPYTRxrHsLwEyxAH/d+YL3wVPIyc5NetWmvaTfJm21O0lz2WVcj6jORV9ZEcZV0Yexrqq0KdX4l/meZQx1ah7qenZniemaxcWku6O7lQSS8StKNnPJyoypBOSQMEZwW5zXUWHjFLuYWWoR29zCVYtKQAMDn5lbIxj0JPHIHON7XvB1tqe64sPLsb9vvzKmRIO4ZQQDn1INcfL4L1aC9Z5dIiuYtvIgulVWbOcjO0jjjGMUqND2atzO1/Lb+uu/Y9OGKweJi/bKz/r0/Ox08OmW6AXHh7VJLIkbkhDF7ds+sZOADxypHtV1PFD26mHU9LvY7leGNvCZYn91Ydj6HBHSvNZdH13SkP7m/gjA3MwUgZ+qFh2HJI98VC2ualMMTXUjjOAyS7FGQRyVwDyQeTxjHc1vzRaXTbfS36P5N+Qv7MpVfep1FJfczvdQ8aakMmx0UQxL1n1GVY1Hp8oOf1rldR1y+1iVIL2+S9HmZS0tYWWHeD8u5vvMOCQBnJB9qbonh2/1uJ0jBCMxJuWyUy20knPDkY6DIJPJAAJ9K0jw7p2jKhggQ3AQI05BLn1wSSQPYH0HYVElLm912Xp+X/BXyOeqsLhJWj78l936/oQeFdJudOtLi4vQRd3cnmOvXYoGAOp9zjJxnA6Vs3l5bWFs9zeXEVvAn3pJGCqPxNOuFnNvKLZ40nKsI2kUsqtjgkAgkZxkAjPqK+ePG3/CztG1Nry+uFmXJEN1bRKyLnoI9wPltztGNrN/tda6sPQVWXLdL1PJqVHJuT3Z7adR1PViBpsP2C1Y4+2XkZEj/APXOE4PTPL4xjO1hVm00vT9G8y9klL3LLiW9u5A0jDrgscADvtGFHYCvmv4etq3iD4iQm/a91K5gilZknv5YXHGCN4OR16cA9DxXuUWl2trIJX+HfnSjpKsltM//AH1K6n9fStcRh/Yvkv08v1ZCd9Tdk8YeHY3MY1qzllXrHBKJXH/AVyf0pn/CVQyj/Q9J1m6P+zYvCD9DNsBHvnFNj8RJbRhG8P6vbIOiraBwB9Iy1O/4TDSQf3v9oQevn6Zcxgfi0YH45xXPy9k38/8AJFXF/tXxBP8A8e3hsRf9f9+kf/ooS0nl+LJzzd6PZjuFtpbg/gS6D9D9KVfGnhjIV9e0+JicBZrhY2J9MMQc+1aFvrOl3YBttStJs8jy51bP5Gk+ZfZt8n+oGcdB1Sb/AI+fE+oEd0tooYlP47Cw/Bv6YP8AhD9Kfm6N9eHuLq/mkU/8ALbR+AroaSlzy3Tt6afkBlWXhvRNObdZ6RYQNnO6K2RST6kgZJ961aWkqW29WAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFU9QuHtdNuriJY3kiheRVlk2KWAJALc7Rxye3WgDiL/x0kGoym4hitFiQrC1xJhTktuLMqttY7QAvU/NjJwK5C6+IMd5dGKCewad5GiZx9puFBHRQkcILEgMRkgEDOSdwHRa1Z3t4IL67u/skgiOy4uN6uUYkqSiuip3wrBmAxuJbOOZvtJsprO6lj1W2neB186EaWZhtO0ljwy8hgclSD8uTwuOCalKbi9f69BOVKXuvdG3B4qhtrWO4sptGWN1LefJNhTggFlxgFQWAJBO0nDYxSx/EyzMMTC8sbyaR1VLe1DbnzkkBmIHADZY/KuPmYZGeIsdH8OXdzKg0a8imHlq7RQ2hjlLAhSFlyY2YhsoMgY4JGDUFnHHqtwbfTNOsv7MAT7asb4MyqcIssqKE+YkgbQB3Y4XcEpON1tb0/H1+RapQtoj0698dqNOt7/SLSG+tZYZ55JXuGiEUURCs/8Aq23DJOBwTjIyMkJrninVrPSJr3TYtOnmtLxbe4t7h2iyG27drsVClleJsEYG4jJxk48fkWugatq9/f2xdrRba4EY2xwujy7VHP3cyKi+oQNkhuIPt0XnQormS488X1yyN5mRbwxLIflLc7iF5wSy4xwDWCxM3JpLRN/O1n18rmnsYJbbnRyeMbhNYtdPn0KR7a5uLmBLmGcSA+SobJG0AFiCuC3ysrA9M1cgltdR06LUtOdntZVVgHUqyhlDDKtyMhlPPYg8gg1zcs9vBrElu15FFcRJ5G+LAaBpUeWVl4JDEJkE+oJz3u6fNY6Tfza1qeow2w1STGGfyoTEq4jDB2K7wu0/LtY8/KQGNEK6qNRlo2lb56r8PyMquHi4trdHYaJqRDC0mbjH7snt7f4fl6V0Irh5Fa2uWCkgo2Vbvx0NdnBL5tvHKBgOgbHpkZrvw83JNPoc9CTaafQmoooroNwooooAKKKKACiiigAooooAKKKKACiiigBKWopJEijZ5GCooJLMcAAdST2rkL74peEbC4e3Op+fKhwwt4mkXPoGA2n8DQS5RW7NjXfFGk+G0hbVbiWITbvL2QPJuxjP3VOOo64rmk+Lnh2ZmW3S6kwcfM0MRz9JJFP6VpQ/EXw/NatcMb2OADJdrKRxj/gINX7Q+GfFtgLq3i07UrZu7Qq+D6MrDIPsQDWbbkvca/Mm93o/6/ryObuvifFFEHg02PbgFpLrUYI1AP8Aus7f+O1j6z4k1fxBbRXminYIiSjQWg8xcghiss20AEHBwua7W58B+FroD/iR2cDj7slqggcfRkwax3+G8aLKbfWr+4dlwsWqP9qhX32fLz2ySep4rirwxejpyV10to/LXX7mjRcr0knb11/T8meUDXNV81op9TvpmHDKdQluCPrtBUfSqU2q6rp+oecl7fLBOAF8u6ljIb0BHPY+3NdPqHgjx9DdbEsLa7gTlRZTpBFj/dDIxP44rlNYEcF7JaX9jqFtdFfmSWFIlUY6gMGb33FvxFehSxElFRqR1WzWq+fdf1qeNVw0lJzi3Z7p3X3G14e+JGuaRqghfUpbu0bBMOoMXJbPIEnJXI6HkdOK9f8ADnjrT9faK1mAsdTcE/ZZG3BgD1R8ANxg44I7ivA7iCCGyCq6Rbud3l4DDtl1+U+hznvUT3c9sYZoSrRqwIKMC0LD+KNlwFbuOF5AwD1obu7rqaUsROGj1S7n1dRXAfDrx7B4jsI7C8nH9qRKVUng3CL/ABj/AGscsPXkDBrv6Z6UZKSuhaKKKCwooooAKKKKACiiigAooooAKKKKACiiigArN1y8l0/R7m4twpudojt1bo0rELGD7FmUfjWlWdqcTzy2EYjDwm6DTA9gqsyn8HVDQC3OV8Q6emk+FtF0GGQmCW8jindh80gVWlJOe7OoJ+pFcDrl+6ajKkcLJbrbyxyzOmAoYru25HJKKylh2c4Oa9N8dWkk/h77bE6h9Mk+2Ybo6qjBxnsdrMR7gZ45rjvDuiXHinVY7i6gMel20m53I3LcsDkIpI5AI+Y4/hK9yRnJNyVj08LUgqEnJ9fvJW0Y+E7TwxrTIkF004F6GTn958xDY4/dx+ao98GsWXXppr7WBayCR/EEsttEzLlX2yhI1b0BjLLntkV23xSuTD4UjtydqXdysLOELMAFZwFGRySgUk9mP4eYQO0Gi6fLbLKtzbDzYWiVSRKIyykqwwRu5xgngUpOzsisPF1YSm9X/wAFM63XraDw94z0aFWH2a1t7eNnkwv7pnkjkZjwMkNIzN7k+9S+G5kivPDiSyK7Q3TRrIhyshMTpuX/AGW5YexFdnr3hiLxLYW/2xvJv4oyBJF8y5IG5SD95cgHseOCMnPH+CtMvD4vaPUiznToZMAsoVZshNyBQCV2lwCxJww4BqnF8xFOrF0Zd0rP79/xOq1C3+yfEnR76OMlryyuLSV+yhSsi/iTu/Ae1dXVK4iEuoWmV4j3yBsdDjbj8Qx/KrtWec3ohaKKKBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRVe7u7axt2nu7iKCFeskrhVH1J4rw3xz8X9e0DxZLBo0+nXmlyRpLA7RFlIxhgGVhuG4HkVtRoTrS5YCbSPeaK8a8C/Efx540vNkOh6YLNGxNeESxxp7DLNub2HqM4HNexjO3kgnuQKirRlSlyytcadzhY7/StI1rxLD4kmt45r6ZTAlzgm7tvKVRHGpGZMN5g8tcnLdPmGYPDd3f2p0nSdT1x9PvYbeJY7CZY2e7RkPJ3DcWU4BKnA2HcCDmvQ6Kz/4H4Kw2zy6DW7m08M6RCniZ4Ga0ldLp1hfzrpSALZvlxnJI2qA7YIDZBzOfEWqnV7+2m8Q28WqW93AttoscMe6ZHiiZlZTukYDc3zqVCkMzZUbV9I5rNsNIFhe6lcreXMzX8wmZJdm2NgoQBdqg42qo+Ynp7nItxaHER+KbyG4OnnxAJL6OPUYpVmSPEJjl/cyzFIz5WU6MwCkYO1j16vwjqb6t4fiuZLlrlg7IZt8TiTacZDxfIw9wFzzlVOVG/wBOPaj3qkDd9h1FFFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAQEYrnvFHieHw9BEBCbi7mP7qBTgkD7xJ7AfzxWvfXsGn2U15ctthhQux9hXkd7qcl3fy6neQtLeXPEVsuSUjHRehwAOTxyc++C6Su9jqwmGlXna2hFeXrPcHUNVkM15KMhF4CrzhR6KOn68nNUDeXc7xpHHI9wykxrAhZ1zkYVQAQCCPmz0JOSQANTRfDl74nu/MJEVqrN5t1sUjJP3I8j5iOm4kgdugJ9S03SdO0GyZLSARIAWd+rOQOSxPJNYyTqx5ZKyv31f+X5+h6tbG0cNH2dJXl1fT5Hgh+2zXUls++28pijqc7/TDN14AAxwBjpWxGiW8IRQqoq/QCqkE7Xl5cXj8yTzNIx92bP9a39A0T/hIdaW0kJFlColucH7wzhU9skHPsDW0YxhHlSsiZVWouc3qWPDHhmfxJMLq5V4tIVupyGuCOw9F9T36D21fiKbeKXR7WN4YTbhplRhhVClQBgduDwPQ16FFGkUaxxqFRAAoAwAB0FeO+Nrv7d4lvAzny0ZYIjgYyigkEkgAbnbJ7YFYYiq6dJzW6/4Y5cJzYnEx5tkZuj24v8AU7TSkQbbmaNZCVyWjUszEHAIBx0IJ6c8Yr2jWNJt9Z0m40+cfJKuMjqpHII9wcGvNfAFq03ixJXIZILWSSMA5CksqEA5PAw2Dk5FetCpwi5aMV/Wuos0qOWIduh4je2s2mSf2drMG1uQkuOHH95G9+OPwNQ29pe6fcpcWExcZAJQgHBxwQcjv7jjJr2y5tIL2B4LmJJoXGGRwCCK4PUPh7eQXDSaLfxrAeltdbjt9lcZOPqPxrtjUcdOh04PNpQi4T2fR6r/AIBn2viWwnYx69o1sGCA75IQS3ODgEZ6/Xv6Vrwr4Nu7Yzx6fZrGM7m8rbtx1z0xWWvhrxYnyrb2h5xu+0fKPfpmr0Pw5urhhLf6nbI5O5kt7RTk/wC83J/EVE5O2i19f+HJrVMHLVJxfk7r7v8Agkwh8PFkGn6pPp825djW90QuSMqCrEqQfTHNbMOtXGnBU1ny3hzhdQhX92fTzB/AfflfcVh3fwzgdM21+3mBcATRLt/8c28+5z+NZcN9qnhe+h0u+t82zR7cSPvVwCclSF+YYIG0jOdo4yMxFtJudjP2NCurUpNvs9Puf6HqasrqGUggjgg5Bqq+mWDy+a9lbNJ/fMSk/niuAtNUvNHmWbRZ0utMZiP7MkYBkJGSImPbADBemCccYNdBH4z3RZfRNSST+4RHjP131S1V0cUsNVg7WOpAwvTFUtU1K30nTp725dVjiQtgsBkgcAe56VxNzrniLxRcR6fpEH9mwOCZ52YmSNc9+BtJ7AcnrkDmt/T/AAPoVk0UjWv2q4TBM1yxkZm9SCcZ/Cna25Eqfs3aej7HQW0/2m1hn2MnmIr7W6jIzg0skUc0bRSIrowKsrDIIPUEHqKlopGRyf8AwiMWlamNW0CK2juVQxm3uF+QocZVXALRjgYA3KOy960rLXoJ7lbG8jksNQbOLa4wC+OpjYfK47/KSR3A6Vs1UvbC01G2a2vLeOeIkHZIuRkdCPQjsRyKpz5vi18+oW7Fuiuf+y6vo3zWMjanZD/l2uZP36D0SVvvfR+f9rtV7Ttas9TZ4oZGS4iA822mUpLFnpuU84PY9D2JpOOl1qBosqupVgCCOQRkGs640DRrsk3Gk2MxPXzLZGz+YrSpaSb6MDA/4Qrwyv8AqtEsYP8Ar3iEX/oOKafB+mLzDNqkJHTytVuQP++fMwfxFdBRT9pPa7CyOf8A+EbnT/j38Ra1D6fvY5cen+sRv1/HNH9ja5H/AKrxRcv6fabSFv8A0BV/z6V0FFHPL+kgsc+LXxXGfl1fSJl9H06RW/76ExH4YH+KmXxbH/y5aLcf9vcsP/tN636KOfyCxgf2p4hjH73w5G//AF7X6t/6Gq0n/CQX0f8ArvC2sR47qbeQH1I2yk/mAT6V0FFF12X4/wCYHP8A/CW2acT2GswnvnS53A/FFYfj0pf+E00Bf9bqAg/6+Ini/wDQlFb9FF4dn9//AAA1MaDxZ4cuzi31/S5TnH7u8jbn8DWpDcQ3CboZY5V9UYMP0pk9la3Yxc20Mwxj94gbj8RWXN4P8NXD75fD+ls/ZzaR5H0OMij3fMNTcorn/wDhDdEA/dWstv6fZrqWHH02MMe3pR/witsn+o1PWof+4lLL/wCjGb/PtRaPd/d/wQOgorn/AOwNTTmLxVqwH92SO2cfrFn9aX+zvEsf+q8QWr/9fGm7v/QZFosu6/H/ACA3xWX4it5rvwxq1vbp5k0tlNHGmM7mKEAfiSKzrm48SabbvcXd7oDQoMtJKklsoHqSWYDP6e9Zlt4t8SXkgWw8M21/F/z9Q3zxRn3BkhUMPdS1NUpNaW+//MLlfUZ9O8QiDUFt7V5xbBCZUWQwsckjJ6qcqQQdrKVYEqwJ5fTNJOraSzXW6KzSVdtmhy5m+UbNxU4ZnwWJyygKCAOa39c03U7+2mgm8MzvbOsgyLqImFGUs6KwdWZGZU+Q7QMsN23aq0PDEvkXCxS3140dqQALm3AijlAZWwwG0gMWGNzEYGGxkVxVIuM/UwfuybfUytS0eL+zZBBHp8sLQK0D+WXKrs8xF65DFVLD5cZAAJOBWjpng27eJdVjv/MEqOywjKidZMfMzDBBICsARyQu4Ag41NOtrnTPtKz3Gm3tg21VEEPnSKkaqqAqpBOAucAMc8gc8T2ttcwahcw2WrahHGzB47d9Nby1+ZmYCR1CkNu7Feg5JyTo5Sas0JQindMcukWGoLc2xvWlu3+Z4L9I5XhOVyxXAIP3cNnHKkZGMxXnhGUyxz2clqZo22xtcRAypH82B5wXzMdMBSpA43HHOlbJqLwyySWQeV3AeG7nKR7f7yqrTDP5dulakETxblJiEfHlpHGV2DuCckH6gD6Vm4xa1Q7tbHFar4EmnsvLtZLaKVnaaS4ghAuA5AA2s7HdnlW3MMqzA5zxzup2LXNjHr/ifTYydJLxf2c0W6J8gKQhY4bLbdp53bdueePXaydZsLG5izcW8EjuRlXjVg4yp5yOxVSD1BVfTFY1KWl46f5dbeb2v9xrTrcvxbHO2eufapbe31Sawg1aeNXNpDeLK/3d3K4Vs4BJwCvoxr0ex40+3B6+Uv8AIV45rkAhMurXllpUE+mJGbS8lDkRxFjuGFYFipGQOMlgoCs+K9c07VLbUo90EiM4UF1Rs7c5H5ZDDPHII6ggXh5x5mm9X/X6ofsoqTnB3TNGiiiu4YUUUUAFFFFABRRRQAUUUUAFFFFACVw3xJ8UXvhvRENlA5ku38iOWOZVdGIJztKtkDHUfmODXYXl7aafbNc3tzDbQJ1kmcIo+pJxXzP4iv7TWvEt7qOmfafs11KvltdMSx2qAeSSTyDhSTgY49NKcOd2exy4ut7KGm7IZxqGt3Al1a9utQkXG5WlZgp7ZHCrxno1Ra/pKw2UVzFEYwqkuOSSM4z1Poe9aunwvcODcRsMcK0uccH7204x/wB8j/GbxBeRzyCGArHAsaxxiecx7gByRt5OWLHGR97Ga86mqtfEP2eqj939fqc85whTjz7v7yz4V0jS9X00PNLcssEayOq4XnbyAGTB+oYEdc1jQ6rfaFrEmp6ZcHz7aVlG7JZUOQFcHO5cd8t0yCMZq7oiPp9rLCswZJMkqobC59CxJP51k6+1zIQI4pcITgmMED3DDkUUpSdZUmrW7mkVFxUos9e8G/F3T9dni07VY1sdQckCQcQScZGCTlSeeD7cknFel59P0r4xgjR7mNZ9w3OvUdQWGc/rXa6VodtdaTAslySNuWSSdgoY/eAUHHB46dq6MRWhReuqNYVW3bf8D2vxL8Q9B8LzJa3LzXV2xybe0Cu6jnlskAdOmc+2K8y8Q/EDXPFVtPp6aVYwWEmCvmq0kqEdGDZADA8gheKz10yyslIhEDHHSNs4PvTwHuARhlwAcDjJxyOB07ZH6Vwzx7ekUTLnlo3Zdl/mZiaNrc2Xa9KAnd95VH8vanNomtOpBuoLhf7rFW/9lrTTSUc7jCWxhlZlyc++e1OOnLuUSAKN44KjAU9Rz+PbjPbArP6zNf8ADGX1eNtvx/4By0mk6tp9yLiKFYHBz+63KMg8EEHgg8jGK9o+HvxCGuQJpOsMsOsIdse4EC5QD7wPTdwcjj1A7Dz11Syhed2CQoBgKex4G73z0Hpn2qtqCPJKsckMbRPnIYZ4xkdcce/sa0hjZX95aGlOm4O6fyZ9IjFFeMeDNe1W08VaX4ftb53spFJa2uMMqxhSTtc5YEBeFBI9lBzXs9ehTmpxUl1OtO4tFFFWMKKKKACiiigAooooAKKKKACiiigAooooAxPF3/Ima5xn/iXz/wDotqzvh+Q3g+AqwYG4uiGHIIM8hBB78GneIPFdtaNNpljbHVdTK4azhVnCKeCZSqttHPTGTkcAZI4rRdcGg3pmsEk+wOwju7GTPmwEEKAwPJI4CvjLDEbgOFNK9mbxg3TcfNM0vizfI0WlaUMGVpmumO77qqCoBHuXOD/smuYsrfdNJbBmQNEArL1DMu0EfiKb441BdR8a3U0bpJDFFBHC6EEOhQShgR1BMp5q1aPGlzHKZFBZU+Unn5ST/Wueo7yPbwVLloLz1PXdLvW1HSbO9Mflm4hSQpnO0sASPwJxXE+H7l734m6nc20cjWnkyIXVTsHMQU56HcySEY6jJ6c1kSeK/sPhiLRbacrcPNKk0ruIwAzFgqucBeHGW/hUE8MVzqaJ4n0vw+lvYRwzyWDyFbjVmjMcbzkYOBjAUBQuCQVVRgFRurZSTseQ6UqXMkt7r5X3/DQ9IopqsGAYEEEZBHenVZyBRRRQAUUUUAFFFFABSUVjXPivRLWdrc36T3K/et7VWuJR9UjDMPyoSb2VwNmiuf8A7Z1i740/w/OqnpNqEywIfcBdz/gVFH9m+ILz/j81xLVD/wAs9OtlDD2Ly78/UKp/nT5LbuwXN15EijZ3YKqjJLHAA+tYkni/Rt5jtLh9RlBwU0+JrjB9CyAqv/AiKWPwho28SXds2oSqch9Qla4wfUByQv8AwECtpI0jRURQqqMAKMAD6Ue6u7/D/MNTC/tHxDeD/RNEjs0P/LTUbkBh7iOLdn6FlP8AKl/sTVrvnUfEM4U9YtPhW3Q/idz/AJMK36KOe2ysFjGtfC2iWky3CafHNcr0uLotPMP+2khZv1rG8W/DrSfGWr6Ze6m0nl2QdWhQ484MVIDN1ABB6cnd1FdlRTjUnGXMm7hZFeysrbT7SO0s4I4LeJdqRRKFVR6ACrNFFS31YBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcT8Qr8pZ2elocG8kJlwf+Wa4JH4kqPzrlrHRJdZ15bVZZIDtLCZFw0cYUZ2nocs+OfQ1s/EWJl1fTJ/4GhkjHswIP8j+lVvCOqwW3iBRdP5YngaJXZ+NykMBzwMgN+I96fQ9XDzdPDSlDdr9T0PT9PtdLsktLOJYoYxwoHU9yfUnuaXUVd9Nulj++0Lhfrg4q1S0jyru92fOFhOI1APbFei/De7g/tXUoCQJpYopEz/Eqlg2PoWH51zfjfwpPomqSXdtE76fcMXVkUnym6lTjoOpB9PpXOWmoz2k0c9vK0cqH5JEOCP8+lVuetK1anaL3Po/oK8Rv1OonVHOwSR300jFuDgMcgf+O/lXT+H/AImI5S31pFXkL9qjGB/wJe31HHsKzPEVuNH8WzyRn/R79RcxMOhYkBgD9cH8anlWzV/UjAylh692tR/w6vUi8RLA67RNbPFG2erKwcj8mP5V6uPSvDXhbS7yG/sWAaN1liZgSEZTjazdArBiMn29zXqmh+K9O1uEbZBb3SnEltMwV1b0weo9xSSSul0/Lp+BWbUv3zqw2lqdBRRRTPKCiiigBKxtc0G11yFFlJjuIm3QzqASjdeh4I4GQf54NbNH40xxk4u8XZnlk/gPXYHQW7RuEbho7lk3dRnDKcHGB1PAHWtbT/A2o4V77WJozj7kDlyM56s3ynr2Uf1rvaKmysl0R2TzDETiotmdpek22kweXCrFz9+Vzudz6k/06DtWlSUtM4m2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text
939
general-vqa
scientific figure
['scientific reasoning']
AI2D
textbook question answering
คำถาม: สิ่งมีชีวิตใดจะได้รับผลกระทบมากที่สุดหากหอยแมลงภู่ทั้งหมดตาย? ตัวเลือก: (A) ปลาหมึก (squid) (B) ปลาแสง (lantern fish) (C) ปลาหมึกยักษ์ (octopus) (D) ม้าน้ำ (sea horse)
['ปลาหมึก (squid)', 'ปลาแสง (lantern fish)', 'ปลาหมึกยักษ์ (octopus)', 'ม้าน้ำ (sea horse)']
ปลาหมึกยักษ์ (octopus)
C
multi_choice
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S0AJijFLilxQAmKMUuKXFADcUYp2KMUANxRinYoxQA3FJin4pMUANxSYp+KTFADMUmKfikxQBmYpaKKYC0tJS0ALRRRQAtLSUtAC0tJS0ALS0lLQAtKKSloAWiiloABS0UooAMUuKKWkAmKXFLilAoATFLS4pcUAJilxRS4oAMUYpaXFACYoxS4pcUAJijFLilxQA3FGKdijFADcUmKdijFADcUmKfikxQAzFGKfikxQBkUUUtMApaSloAWlpKWgApaKWgApaKWgApaKWgAp1JS0ALS0lLQAtLSCnUgCloFKKAAUtFLQAYpcUUtABilopcUAJilxS4oxQAYoxS0uKQCUYpaXFADcUYp2KMUANxRinYoxQA3FJinYoxQAzFGKdikxTA//2Q==
integer
940
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย คำถาม: ลบสิ่งของสีแดงขนาดใหญ่ออกทั้งหมด ลบสิ่งของที่เป็นโลหะออกทั้งหมด เหลือสิ่งของกี่ชิ้น?
null
6
null
free_form
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
integer
941
math-targeted-vqa
puzzle test
['logical reasoning', 'arithmetic reasoning']
IQTest
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: จำนวนถัดไปในอนุกรมคืออะไร
null
2
null
free_form
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integer
942
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: ค่าของ f(0) คืออะไร?
null
0
null
free_form
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integer
943
general-vqa
scatter plot
['statistical reasoning']
PlotQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: ความแตกต่างระหว่างเครื่องหมายหลักที่อยู่ติดกันบนแกน Y คืออะไร?
null
2
null
free_form
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
integer
944
math-targeted-vqa
geometry diagram
['geometry reasoning', 'arithmetic reasoning']
IconQA
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3, ไว้ตอนท้าย คำถาม: รูปร่างนี้มีเส้นรอบวงเท่าไร
null
3
null
free_form
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
integer
945
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
6
null
free_form
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
integer
946
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
16
null
free_form
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text
947
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ไว้ท้ายคำตอบ คำถาม: ดังรูป AB∥CD และ BC∥DE ถ้า ∠A = 45° และ ∠C = 110° แล้วขนาดของ ∠AED คือเท่าใด ( ) ตัวเลือก: (A) 95° (B) 105° (C) 115° (D) 125°
['95°', '105°', '115°', '125°']
115°
C
multi_choice
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APEUTg+Z6Ajzm2+C8NroOq6Uuuysl3dQ3EDtbg+T5W4KrAt+8GDjt0rQf4Z3Ul7ql23iEtLqunPY3Y+xKFJIIVkAYbQvHy85x15rtv7Uh/599Q/8AJ//AIij+1If+ffUP/ACf/4is/ZvsO5zlv4F8jUfB93/AGlu/wCEctHttvkY+0bohHuzu+TpnHNZz/C6GTR720bVXFzJrT6za3K24/0eQ4wpUkhwMe2fwrtP7Uh/599Q/wDACf8A+Io/tSH/AJ99Q/8AACf/AOIp+zfYLlDw5oV5o4uZL/Vf7QuJ2BytskEcYA6Kq5/HJNXdQ/4/dK/6+m/9Ey07+1If+ffUP/ACf/4iqN9qMTXmmEQXw23LE5spgT+6kHGV5PPQe57VcISvt3/ITGXvhr7Z400vxF9r2fYbeWD7P5ed+/vuzxj6GudsPhXZWHijXdTS+c2OrWc1obERY8kSlWcq+7pkNgbRjd7c9n/akP8Az76h/wCAE/8A8RR/akP/AD76h/4AT/8AxFR7N9h3OIsvhlewSeHvtXieS6h0KcSWsRs1QeWP4SQ2SeANxzgDp1qS6+GP2nwn4h0P+19v9sam2oed9mz5OWRtm3f833OuR16V2f8AakP/AD76h/4AT/8AxFH9qQ/8++of+AE//wARS9m+wXOe1TwR/aXiPU9X/tHy/t2iSaT5Xkbtm458zO4Zx/dwPrWXp3wyntpPD8N/4imvdO0Rlmt7Q2qpmUdGLgk4B5A5x0zXa/2pD/z76h/4AT//ABFH9qQ/8++of+AE/wD8RT9m+wXOPt/hxNp+oXP9na89rpVzdm7ktBZxvIGJyyrK3IU46YNbmj+GP7J8WeINc+2eb/a5g/ceVt8ny0K/eyd2c56DHvWp/akP/PvqH/gBP/8AEUf2pD/z76h/4AT/APxFHs32C5keKvCY8Ry6beW9/Jp+p6bKZbS6SMSBdwAZWU/eBwOMjpWQPhwZdH8RRXmsvdatrqKlzftbhQoUYULGDwAPf0rrv7Uh/wCffUP/AAAn/wDiKP7Uh/599Q/8AJ//AIij2b7BcLCw+w6La6d5u/yLdIPM243bVC5xn26Zrz+x+Etxb6Lpmh3Xiea50e0uPtMtqLRU81wxYANuJVeeRzzk5HGPQP7Uh/599Q/8AJ//AIij+1If+ffUP/ACf/4ij2b7Bc5W/wDhtZ6rd+KpL69d4dfFv+7SPa1u0K4BDZO7nB6D05p2n+Arhtct9V8Ra7JrU1pbPbWyG2WFUVxtckAncxBIzxXUf2pD/wA++of+AE//AMRR/akP/PvqH/gBP/8AEUezfYLnI6L8Pb7RnsLRPFN82iafOZ7exSMRseSQskqnLrkn5cAGq7/C1Psd75OreTqUmsvq9rerbfNbsxHyEbvnGAe4znpxXbf2pD/z76h/4AT/APxFH9qQ/wDPvqH/AIAT/wDxFHs32C5y/iHwRqmvm8gk8SY0+8UCS2msEm8s4w3lMTlM9e5B71d8R2MWl/D59PgLGG1hggjLnLFVZFGT64Fbf9qQ/wDPvqH/AIAT/wDxFYni+/im8L3kaw3ik7OZLSVF++vVmUAVrQg1Vi7dUJ7HRaPd21p4b0X7TcRQ+dbwRReY4Xe5QYUZ6k4PA5rRe8tY7yKze5hW6lVnjhaQB3UYyQvUgZGT71xniSzluvhHFNbLm7sLO3v7f1DwhZBj6hSPxrCv79dS8YxeMrdybLS7mxsVcdPLnQ+aT/4Ewk/7lcdT436lI9Rju7aa6mtY7iJ7iAKZolcF4w2du4dRnBxnripq8hXxBc2Zk1K2nltn8Ta5OgvIrRrmSO1t0KLsjVWyT5XHBADEkVcm8WeIItB1Vba6uZJLbULGKz1G901rczxzSorKyMigkfMCVA4Ixg81AHqVQvdW8d1FavcRLcSqzxxFwHdVxuIHUgZGfTIrzzxB4l1vwlca3anUTqTR6XFd2sl1DGpileYw4PlqoKZKnBGeDzTNR03XoPHek2h197m8fSL/AOy3ctvErxSnyRkqq7SudpAIJ65JoA9MrO1L/j/0f/r8b/0RLXM6P4ov/EV74aitn8gtaSXerJsUlWT915XIOP3u/pg/ujXTal/x/wCj/wDX43/oiWrhv8n+QM0aKKKgAooooAKKKKACiiq9/Y2+pWM1ldKXt5l2SKGK7l7jI5waACzvrPUITNZXUFzEGKF4ZA6hgcEZHcHtS/bbT7f9g+1Q/bPK877P5g8zy843beu3PGema4fwnqGn+GPB/iO+mVYLCw1fUG2RqAFVZmAVR09AB9Kw/CWp6XJ8TLe+m1vTLrVNT0uZrgQXiSKkhli2QIQedqLgDvhm7mgD1uiiigAooooAKKKKACuc8ef8iXqH/bP/ANGLXR1znjz/AJEvUP8Atn/6MWtsP/Gh6r8xPY0NCRZfC+mxuoZGsolZT0IKCsnT/AOk6b4LuPC0M141lOGDTPIpmBOMENtxlcLjjjaOtWND1C5Tw/pqLo99Iq2sQDq8OG+QcjMgOPqK0P7Su/8AoB6h/wB9wf8Ax2ipB872+9AjObwZpv8Awj+l6RDLdQDS9hs7qKQCaNlUruzjBJBbIIwcniiTwhb3GlyWV5qep3Zkuobp555lLlonV1AAUIq5QZCqM89+a0f7Su/+gHqH/fcH/wAdo/tK7/6Aeof99wf/AB2o5H5feh3KWreEdL1u9vLm+E0n2uw/s+SMMAvl7y+RxkNk9c9hxVS38IRaZqcWutf6vq2o2drLDEtxNGTIjbTs+6q5yvBJH3juJ4xsf2ld/wDQD1D/AL7g/wDjtH9pXf8A0A9Q/wC+4P8A47RyPy+9BcxvBugTabLrGrXtotpe6tdmdrdZA/kRjO1CRwSSXc44y5rZ1L/j/wBH/wCvxv8A0RLR/aV3/wBAPUP++4P/AI7WfqGoXLXulE6PfKVumIBeHLfuZRgYk6855x0PsKuEHfp16rsJnQ0Vnf2ld/8AQD1D/vuD/wCO0f2ld/8AQD1D/vuD/wCO1HI/L70O5o0Vnf2ld/8AQD1D/vuD/wCO0f2ld/8AQD1D/vuD/wCO0cj8vvQXNGis7+0rv/oB6h/33B/8do/tK7/6Aeof99wf/HaOR+X3oLmjVa/tXvbGW2jvLizdwAJ7fb5ic543Kw9uQetV/wC0rv8A6Aeof99wf/HaP7Su/wDoB6h/33B/8do5H5feguZnh3wcnh2a4ZNa1S9huHklkt7wwshkdtzP8sanOc98cnitH+wbIeIYtaVWW5jtWtVQBQm1mVicYzuyo5z0zTv7Su/+gHqH/fcH/wAdo/tK7/6Aeof99wf/AB2jkfl96C5o0Vnf2ld/9APUP++4P/jtH9pXf/QD1D/vuD/47RyPy+9Bc0aKzv7Su/8AoB6h/wB9wf8Ax2j+0rv/AKAeof8AfcH/AMdo5H5feguaNFZ39pXf/QD1D/vuD/47R/aV3/0A9Q/77g/+O0cj8vvQXNGuc8ef8iXqH/bP/wBGLWl/aV3/ANAPUP8AvuD/AOO1geNL64m8JX0b6VeQKfLzJI0RUfvF67XJ/StcPB+1j6rqu4nsbmhyxweFdNlldY40somd3OAoCAkk9hWfZ+PvDF9dwW0GpjdcPsgeSCSOOZuwSRlCMT2wTmsLxhn/AIU1Fnd5At7I3O3r5G+PzPw2bs+2a6zVX0NdDV9U+xnS8xlfNCmL7w8vA6dduPwrKp8b9Ro1aK8i8XapqxtvE+vaVcXkcWkymJJ5tWaGOOSMLlUt0jKyDccfvDkknkDFdFbreap8Qtb3apdw29lY2c8Nus7LCJXEvzMoPI+XkdD3zgYgDu6K8v0m71Lw/c2i6y2trqj2022R777VZajKsRc7Rk+UflLABU4GOabZy39hoPg3xGut6jdX2rXdol5HNcs8MqzjLqsX3U25yNoBG3mgD1Ks7Uv+P/R/+vxv/REteavNqMPg3VPEX9sam19Z63KluDdv5axC82eWUztcbSR8wJAwBgAV6VqX/H/o/wD1+N/6Ilq4b/J/kDNGiiioAKKKKACiiigAooooAxtV8VaNot19mvrp1n8vzWjigkmKR5xvcIp2rweTgcGtS2uYby2iubaVJYJUDxyIcq6kZBB7jFcFdw6xe+PvES+Grm0s50sbaK8e+jMqyOQ5jKAEbcKxBYlgc/d4Od34fS2kvw/0NrGKSK3W0RESV9zDb8pywAzyDzgZ9BQB0tFFFABRRRQAUUUUAFc548/5EvUP+2f/AKMWujrnPHn/ACJeof8AbP8A9GLW2H/jQ9V+YnsX9Djjm8K6bFKivG9lErIwyGBQZBHcVn2XgLwxp95DdW2lgPA2+FHmkeOFvVI2Yop+gGKfoc2rjw/poisbFoxaxbWa8dSRsGCR5RwfbJrQ87Wv+gfp/wD4HP8A/GqKkHzvb70CKN14K8PXtzeT3OnCQ3m43EZmk8qRiu0sY923djjdjd71bsfDul6c8729sd1xBHbTGWV5fMjjDBFO8nON7e5zzmn+drX/AED9P/8AA5//AI1R52tf9A/T/wDwOf8A+NVHI/L70O5T03wdoWk3kN1aWbiWBSsHmXMsqwAjBEauxVOOPlA44pLHwX4f06/ivbXT9ksLM8KmaRo4WbOTHGWKITk/dA61d87Wv+gfp/8A4HP/APGqPO1r/oH6f/4HP/8AGqOR+X3oLkTeGdHfSLjSms82VxO1xLF5r/NI0nmE5zkfPzgHHbpUupf8f+j/APX43/oiWjzta/6B+n/+Bz//ABqs/UJtXN7pW+xsQwum2AXjkE+TLwf3XAxnnnoPXIuEHfp16rsJnQ0VnedrX/QP0/8A8Dn/APjVHna1/wBA/T//AAOf/wCNVHI/L70O5o0VnedrX/QP0/8A8Dn/APjVHna1/wBA/T//AAOf/wCNUcj8vvQXNGis7zta/wCgfp//AIHP/wDGqPO1r/oH6f8A+Bz/APxqjkfl96C5o0VnedrX/QP0/wD8Dn/+NUedrX/QP0//AMDn/wDjVHI/L70FyvqvhTRtZu/td7aubgx+U0kNxJCzp12sUYbl5PByOTWpa2sFlaRWtrCkNvCgSOONcKigYAA9Kp+drX/QP0//AMDn/wDjVHna1/0D9P8A/A5//jVHI/L70FzRorO87Wv+gfp//gc//wAao87Wv+gfp/8A4HP/APGqOR+X3oLmjRWd52tf9A/T/wDwOf8A+NUedrX/AED9P/8AA5//AI1RyPy+9Bc0aKzvO1r/AKB+n/8Agc//AMao87Wv+gfp/wD4HP8A/GqOR+X3oLmjXOePP+RL1D/tn/6MWtLzta/6B+n/APgc/wD8arA8aS6o3hK+FxZ2ccX7vc0d0zsP3i9AYxnn3rXDwftY+q6ruJ7Grp929j4M0+5jsrm9dLOHFvbbfMfKqONzKOM55I4FUbDxst54jttDn8P6zY3VxE8ytcrCVVF6s2yViATgA45JqZNbs/DvgGz1S+YiGCxhO1eWkYqAqKO7EkAfWqXhyIafZX2uarNDPrl8hnuY4ZAxiRQSkCeyjI92LHvWVT436jR2FFeJ6UiWOpeCNXgl0m2l1a6DvFapI1w0UkTkiadpT5vJUcqPmHB452vDdv4fubOPWtauTD4j/tqWKSdZD54lFwypBgZOwptGzGNpz71AHoOjazb65aTXNskqJFczWzCUAEtG5RiME8ZU49vStGvF5NIsovAmsa+sX/E1ttfme3utx3w4vsYQ9gQTkDrk5r2igArO1L/j/wBH/wCvxv8A0RLWjWdqX/H/AKP/ANfjf+iJauG/yf5AzRoooqACiiigAooooAKr319babYzXt5KIreFS8jkE4H0HJ+gqxTZGRELSMqoOSWOAKAMXR/FEGuaFdapZWF+fs8ssJtZI1SZnjJBUKWwCSOMke+Kp2njMz67Y6Rc+HNasZ7wSGJ7lYNgCLlidkrEDoM46sB3qt8PZ4Xs9bRJUZjrl+2AwJx57c/SpfDB/tbxJ4h1yTkxXJ0u1B/gih+/j/elL5/3V9KAOsooooAKKKKACiiigArnPHn/ACJeof8AbP8A9GLXR1znjz/kS9Q/7Z/+jFrbD/xoeq/MT2LGnabYat4Q0u11Kytry3NrCxiuYlkQkIMHDAinWfhHw1p93Hd2Xh3Sba5jOUmhso0dT04YLkVX0OHVz4f00xX1isZtYtqtZuxA2DAJ80ZPvgVoeTrX/QQ0/wD8AX/+O0VIrneq/H/IEMXwzoKRSRLommrHLIJZEFpGA7jkMRjkj161N/Yulf2p/af9mWf9oYx9q8hfNxjH38Z6e9M8nWv+ghp//gC//wAdo8nWv+ghp/8A4Av/APHajlX8y/H/ACGTHStOazktDYWptpHMjwmFdjOW3FiuME7uc+vNW6zvJ1r/AKCGn/8AgC//AMdo8nWv+ghp/wD4Av8A/HaOVfzL8f8AIDRrO1L/AI/9H/6/G/8AREtHk61/0ENP/wDAF/8A47WfqEOri90rffWJY3TbCLNwAfJl5P73kYzxx1Hpg3CKvuuvft6CZ0NFZ3k61/0ENP8A/AF//jtHk61/0ENP/wDAF/8A47Ucq/mX4/5DNGis7yda/wCghp//AIAv/wDHaPJ1r/oIaf8A+AL/APx2jlX8y/H/ACA0aKzvJ1r/AKCGn/8AgC//AMdo8nWv+ghp/wD4Av8A/HaOVfzL8f8AIDRqC8srTUbSS0vrWG6tpBh4Z4w6NznlTweQKq+TrX/QQ0//AMAX/wDjtHk61/0ENP8A/AF//jtHKv5l+P8AkAzTvDOgaPcm50zRNNsZypQy21pHExU4JGVAOOBx7Vet7S2s0dLa3igV3aRliQKGdjlmOOpJJJPeqnk61/0ENP8A/AF//jtHk61/0ENP/wDAF/8A47Ryr+Zfj/kBo0VneTrX/QQ0/wD8AX/+O0eTrX/QQ0//AMAX/wDjtHKv5l+P+QGjRWd5Otf9BDT/APwBf/47R5Otf9BDT/8AwBf/AOO0cq/mX4/5AaNFZ3k61/0ENP8A/AF//jtHk61/0ENP/wDAF/8A47Ryr+Zfj/kBo1znjz/kS9Q/7Z/+jFrS8nWv+ghp/wD4Av8A/HawPGkWqL4SvjcXlnJF+73LHasjH94vQmQ459q1w8V7WOvVd+/oJ7E9zrv/AAjXw2t9Y+zfafs1lbnyt+zdkIvXBx19K6DULo2OmXV2BETBC8gE0oiT5QT8zkEKOOTjjrXDeNGC/A+VmOALC2JJ7cx1Z8ReMfDeueDvEdnpet2N5c/2TdP5UMwZsCJsnArKp8b9Ro29P8TR3mr6nYzxRQR2FpbXL3HnhkYShyecAALs655z2rR07V9M1iN5NM1G0vY0O12tp1kCn0JUnFeUXlw9tD4kZYYZEbTdEjlaeETJFGzSBpCh4baCW544rV8L3donxSk8jWZtRgvNJCQ3UscKJcPHISyxmJEVwqtnPOMnng4gD0+iiigArO1L/j/0f/r8b/0RLWjWdqX/AB/6P/1+N/6Ilq4b/J/kDNGiiioAKKKKACiiigAqvf3YsLGa6MM8/lLu8qBN8jnsFHcmrFVr/ULPSrGW9v7mK2tYgDJNK21Vyccn6kUAY3h/xHe6/oN7eppK299bXM9qLOW5BBkjYrguFIGSOwOPeqlr4m1//hKLHRdQ8P2UH2mOSZ5LfUzMYY0H3mUxLwWKqOe59DWZ8NPEOj6gNZsrPU7We6fVr65WKOQFjE0xIfH905HPvWp4QP8AaOreJNbk5kk1B7GI/wB2G3+QAfV/Mb/gVAHWUUUUAFFFFABRRRQAVznjz/kS9Q/7Z/8Aoxa6Ouc8ef8AIl6h/wBs/wD0YtbYf+ND1X5iexpeH/8AkWtK/wCvOH/0AVo1z2h6fcv4f0111i+jVrWIhFSHC/IOBmMnH1NaH9m3f/Qc1D/viD/41RUiud6r8f8AIEaNFZ39m3f/AEHNQ/74g/8AjVH9m3f/AEHNQ/74g/8AjVRyr+Zfj/kM0aKzv7Nu/wDoOah/3xB/8ao/s27/AOg5qH/fEH/xqjlX8y/H/IDRrO1L/j/0f/r8b/0RLR/Zt3/0HNQ/74g/+NVn6hp9yt7pQOsXzFrpgCUhyv7mU5GI+vGOc9T7GrhFX3XXv29BM6Gis7+zbv8A6Dmof98Qf/GqP7Nu/wDoOah/3xB/8aqOVfzL8f8AIZo0Vnf2bd/9BzUP++IP/jVH9m3f/Qc1D/viD/41Ryr+Zfj/AJAaNFZ39m3f/Qc1D/viD/41R/Zt3/0HNQ/74g/+NUcq/mX4/wCQGjRWd/Zt3/0HNQ/74g/+NUf2bd/9BzUP++IP/jVHKv5l+P8AkBo0Vnf2bd/9BzUP++IP/jVH9m3f/Qc1D/viD/41Ryr+Zfj/AJAaNFZ39m3f/Qc1D/viD/41R/Zt3/0HNQ/74g/+NUcq/mX4/wCQGjRWd/Zt3/0HNQ/74g/+NUf2bd/9BzUP++IP/jVHKv5l+P8AkBo0Vnf2bd/9BzUP++IP/jVH9m3f/Qc1D/viD/41Ryr+Zfj/AJAaNc548/5EvUP+2f8A6MWtL+zbv/oOah/3xB/8arA8aWNxD4SvpH1W8nUeXmORYgp/eL12oD+ta4eK9rHXqu/f0E9hdS1i80H4XQ6np6QPdw2Vv5S3AJjJbYvzYIOOfWmS+M5n8FW+s29vHHe/bLeyuraYE+RK06RSocEHI3HB+h5FRa/a3F78JIre1glnme0tNscSFmOGjJwBz0BNZXjvRNStNVjuNIsp7qy1e9s/t0MCFvJminjYT4HQFEZWP+yhrKp8b9Ro6xfFNhaQarcajqNv5Nnf/ZB5UMgZWKIRGQcmR/mz8gwQRxkGnjxjoB0iTVP7QC20cwt3DROsglOMR+WRv3nI+XGfauKm0zU7XU7rVv7NvJ4LPxW948KQkvLC1okXmRr1fax7Z6HHSr+sS3eqXGma/b+HbyO10/V1mljaArcXMfktH53lYDZUsAAfmIXOOgqANXWPG9snhe81TRZY557W5t4JYbmGSNozJKincjbWB2uSM4/GtC/8Z+H9M1CSxu9Q2TRFRMRC7Rwlvu+Y4UrHnI+8R1rhtcsdQ1tfE+r2ml38dvdtpkFvFJbOksxiuAzyeWRuAAbGSBwpPQVFeaPqNpdeKdMu5vEf2fVbyaaODTdPhmiuY5UAwZWjOxhyp3MoGARQB65WdqX/AB/6P/1+N/6IlqzY24tNPtrYM7CGJY90hBY4AGTjjNVtS/4/9H/6/G/9ES1cN/k/yBmjRRRUAFFFFABRRRQAUUUUAczrt94mgurltOTSrPT7WASG61FmYTtySoCsNgAAyzZ68DitTw9qra54c03VXt2t2vLZJzC3JTcAce9c34rmtbq8n03xB4VvNT05UWaxns7d5yZMEMDt5jYdm4GD1FbfhCHVbfwhpcOtuzakluonLtuYHsGPcgYBPcg0AbdFFFABRRRQAUUUUAFc548/5EvUP+2f/oxa6Ouc8ef8iXqH/bP/ANGLW2H/AI0PVfmJ7Gl4f/5FrSv+vOH/ANAFaNc9oej20vh/TZGlvgzWsTELfTKOUHQB8AewrQ/sS0/57ah/4MJ//i6KihzvV/d/wQRo0Vnf2Jaf89tQ/wDBhP8A/F0f2Jaf89tQ/wDBhP8A/F1Fod393/BGaNFZ39iWn/PbUP8AwYT/APxdH9iWn/PbUP8AwYT/APxdFod393/BA0aztS/4/wDR/wDr8b/0RLR/Ylp/z21D/wAGE/8A8XWfqGj2yXulKJb7D3TKc30xP+plPGX4PHUe47mrgoX3fXp5eomdDRWd/Ylp/wA9tQ/8GE//AMXR/Ylp/wA9tQ/8GE//AMXUWh3f3f8ABGaNFZ39iWn/AD21D/wYT/8AxdH9iWn/AD21D/wYT/8AxdFod393/BA0aKzv7EtP+e2of+DCf/4uj+xLT/ntqH/gwn/+LotDu/u/4IGjRWd/Ylp/z21D/wAGE/8A8XR/Ylp/z21D/wAGE/8A8XRaHd/d/wAEDRorO/sS0/57ah/4MJ//AIuj+xLT/ntqH/gwn/8Ai6LQ7v7v+CBo0Vnf2Jaf89tQ/wDBhP8A/F0f2Jaf89tQ/wDBhP8A/F0Wh3f3f8EDRorO/sS0/wCe2of+DCf/AOLo/sS0/wCe2of+DCf/AOLotDu/u/4IGjRWd/Ylp/z21D/wYT//ABdH9iWn/PbUP/BhP/8AF0Wh3f3f8EDRrnPHn/Il6h/2z/8ARi1pf2Jaf89tQ/8ABhP/APF1geNNKt7bwlfSpJeFl8vAkvJXX/WKOVZiD+Va4dQ9rHXqunn6iexLe6lfaP8AC9dQ0y38+8t9NjeNCpbnYuTgcnAycDriqXh2+vNTu7S60rxxZ69aE/6ZbyRRIyKQfmTy1DKwOPlfPBPINbFudUHgWxbRhbNqC2cBiW6z5b4VcqSORkZAPYkHBrnLrRtR1/xDo1+PCkeiXVneJcXGovPC0jxgHdEvlkswbODuwMdqyqfG/UaHaL4/aGzun1e21CeKLVrize+jgQQwD7Q0catyCcAoMhT15Oa3dW8ZW+jzXX2jStVaysyPtN+kA8mIEA55YMwAPJVWA/Cufm8Mau/w61jSls83txqstxFF5ifNG155gbOcD5OcE57deKy/EfgrVNWh8U20nh21v9RvpZHsdWupImWKLYNkaBjvRhgqMALk7s1AHa3vjCC11i80q30vUr67tII7iVbVIyPLfdggs6jjb06nPAPOI38cadImnf2baX2qTX9qL2KCzjXesPHztvZQoycYJyTkAVF4e07Uk8T6xql5YPaRXlhZRxq8iMweMS71O1j03Lz0OeK47TvBGsaZb6BeXGnalPJFo0en3Vrp2qfZZYpEdmB3LIqup3kH5uMAjNAHp+j6vaa7pUOo2TMYJcjDqVZWUlWVgehBBBHqKZqX/H/o/wD1+N/6Ilqr4T0oaPoMdubI2ckkkk0kLXbXJDuxYkyNyzHOT7k8nrVrUv8Aj/0f/r8b/wBES1cN/k/yBmjRRRUAFFFFABRRRQAUUUUAcl4wXUdOsrzWIfE2o2cMaKI7K2t7Z98hwqopeNmyzEDr1NbuhQ6lb6FZRaxdC61FYl+0zBFUM/fAUAY7dO1Z3iLTbzVNZ8OJHDv0+2vjdXbbgNpSN/K4Jyf3hU8A9BXQ0AFFFFABRRRQAUUUUAFc548/5EvUP+2f/oxa6Ouc8ef8iXqH/bP/ANGLW2H/AI0PVfmJ7Gl4f/5FrSv+vOH/ANAFaNc9oeh6RN4f02WXSrF5HtYmZmt0JYlBkk45NaH/AAj+i/8AQH0//wABk/woqKHO9X93/BBGjRWd/wAI/ov/AEB9P/8AAZP8KP8AhH9F/wCgPp//AIDJ/hUWh3f3f8EZo0Vnf8I/ov8A0B9P/wDAZP8ACj/hH9F/6A+n/wDgMn+FFod393/BA0aztS/4/wDR/wDr8b/0RLR/wj+i/wDQH0//AMBk/wAKz9Q0PSEvdKVNKsVV7plcC3QBh5MpweORkA/gKuChfd9enl6iZ0NFZ3/CP6L/ANAfT/8AwGT/AAo/4R/Rf+gPp/8A4DJ/hUWh3f3f8EZo0Vnf8I/ov/QH0/8A8Bk/wo/4R/Rf+gPp/wD4DJ/hRaHd/d/wQNGis7/hH9F/6A+n/wDgMn+FH/CP6L/0B9P/APAZP8KLQ7v7v+CBo0Vnf8I/ov8A0B9P/wDAZP8ACj/hH9F/6A+n/wDgMn+FFod393/BA0aKzv8AhH9F/wCgPp//AIDJ/hR/wj+i/wDQH0//AMBk/wAKLQ7v7v8AggaNFZ3/AAj+i/8AQH0//wABk/wo/wCEf0X/AKA+n/8AgMn+FFod393/AAQNGis7/hH9F/6A+n/+Ayf4Uf8ACP6L/wBAfT//AAGT/Ci0O7+7/ggaNFZ3/CP6L/0B9P8A/AZP8KP+Ef0X/oD6f/4DJ/hRaHd/d/wQNGuc8ef8iXqH/bP/ANGLWl/wj+i/9AfT/wDwGT/CsDxpo+l2vhK+mt9Ns4ZV8va8cCqwzIo4IHpWuHUPax16rp5+onsU/FV7caf8GGu7S4mt547C2KywuVdeUBwRz0zVPxZ47srrTLO30qbVre6k1G0Xe1hc24KmdAwLsijBGRgnnOK2dT0S58R/C2LSbN4knuLK3CNMSFGNjckAnoPStHxbotzr2jw2lq8SSJe21wTKSBtjlV2HAPOFOPesqnxv1GjLvvG93C2sXNjobXmlaNI0d7c/aQjlkUNJ5ce079oPOWXJBAzU0ni6+utbvtN0bR4r42tpBdiaW88lHSQMQB8jEN8vHY85K45w734cv/bGqz2+j+G9Qj1G5a5W51OJmltmYDcNoUiRcgkDcvUiun0rw/Np3ifV9QBt1tLuztLeCOLIKeUJAcjGAPnXGCehqAMyz8eTavf6Ra6To5nGo6cmo75bkRiGMuFYN8pyRkdOp9BzU8XjYy+HrS+GnY1GfURppsDP9ycSFHBfb0VVZ845A96q+EPB2o+H7vSJbua1dbLRBp0nlMxJkEgbIyo+XA68H2qnoNnbax8SdR1fTbgT6LbYmBQfu2v3Ty3KN0O2JQDju5oA9DrO1L/j/wBH/wCvxv8A0RLWjWdqX/H/AKP/ANfjf+iJauG/yf5AzRoooqACiiigAooooAKKKKAPMtd1DTT4/wBYg1vWNbtLW1srUwxafcXSKCxlMjsIenGzk16FpbWzaVaNZXLXNqYV8qdpTKZFxwxckliR3J5rK1OPxZHqMz6RLpU9nLGoWK9LxtA4zkgop3g8HBx061Z8L6GPDfhmw0cTmf7LFsaUrt3MSSSB2GScDsKANeiiigAooooAKKKKACuc8ef8iXqH/bP/ANGLXR1znjz/AJEvUP8Atn/6MWtsP/Gh6r8xPYdoeuaRD4f02KXVbFJEtYlZWuEBUhBkEZ4NaH/CQaL/ANBjT/8AwJT/ABo8P/8AItaV/wBecP8A6AK0aKjhzvR/f/wARnf8JBov/QY0/wD8CU/xo/4SDRf+gxp//gSn+NaNFReHZ/f/AMAZnf8ACQaL/wBBjT//AAJT/Gj/AISDRf8AoMaf/wCBKf41o0UXh2f3/wDAAzv+Eg0X/oMaf/4Ep/jWfqGuaQ97pTJqtiypdMzkXCEKPJlGTzwMkD8RXQ1nal/x/wCj/wDX43/oiWrg4X2fXr5egmH/AAkGi/8AQY0//wACU/xo/wCEg0X/AKDGn/8AgSn+NaNFReHZ/f8A8AZnf8JBov8A0GNP/wDAlP8AGj/hINF/6DGn/wDgSn+NaNFF4dn9/wDwAM7/AISDRf8AoMaf/wCBKf40f8JBov8A0GNP/wDAlP8AGtGii8Oz+/8A4AGd/wAJBov/AEGNP/8AAlP8aP8AhINF/wCgxp//AIEp/jWjRReHZ/f/AMADO/4SDRf+gxp//gSn+NH/AAkGi/8AQY0//wACU/xrRoovDs/v/wCABnf8JBov/QY0/wD8CU/xo/4SDRf+gxp//gSn+NaNFF4dn9//AAAM7/hINF/6DGn/APgSn+NH/CQaL/0GNP8A/AlP8a0aKLw7P7/+ABnf8JBov/QY0/8A8CU/xo/4SDRf+gxp/wD4Ep/jWjRReHZ/f/wAM7/hINF/6DGn/wDgSn+NYHjTWNLuvCV9Db6lZzSt5e1I51ZjiRTwAfSuwrnPHn/Il6h/2z/9GLWuHcPax06rr5+gnsYHjRQ3wPlVhkGwtgQe/MdM8WeHdK8G6L/wkXhy0TTL2xnhYra5RLhGkVGjdBwwIbjjIOMGtu70I+JvhpBo63X2U3NjABMY9+zAVvu5GenqKY3hTVdUu7VvEWvx31nazLcLZ2tl9nSSRTlTIS7lgDzjIGQM5rKp8b9RowNX+Jc1rd65Jbah4fgh0iZ4fsN7cbbq8KAF9nzjZk5VflbJHatg+Ofsy+IZrxIhb2VhFqViVUq08EiHAPJy3mKy8Y6rU8vhC+gv9Rk0jWo7K11GY3E8b2KzSRyEAM0TlgFzgHDKwzk1J4j8FxeINV0q9a9aBbTCXMQjDC7iEiSBGORgB41PQ9SO9QBzVz4p1fRk8QXsumab/bNtZ6S02xHUSPNIysjHceFyQvpk5z0rqNN1fV4/F76FqxsZfMsftsMtrE8e3DhGRgzNu+8pDDHfgVBrPgn+1rnXJv7Q8r+1Fslx5O7yvs8hf+8M7s47Y96120Td4vj177R9yway8jZ1zIr7t2f9nGMd+tAGtWdqX/H/AKP/ANfjf+iJa0aztS/4/wDR/wDr8b/0RLVw3+T/ACBmjRRRUAFFFFABRRRQAVXv7U31jNai5ntvNXb5sDbZFHfaex9+1WKrX8d5NYyx2FzFbXRA8uaWHzVXnuu5c8Z7igDj/AGl2R8M63pTwLLY/wBsX9uYZSXDR+ay4Ock8evWquieFdAb4iT3ek6PZWVvoSeTvt4QhluZEy2SOoSNgMesh9K2vCnhrWPD012LzW7W+tbmea6aOOwMLCWR95O7zG+Xk8Y79eK0tA0T+xIb9WuftD3l9PeM+zbjzGyF6nO0YXPfHagDXooooAKKKKACiiigArnPHn/Il6h/2z/9GLXR1znjz/kS9Q/7Z/8Aoxa2w/8AGh6r8xPYpaP408P2uiWFvNqG2WK2jR18mQ4YKARwvrV3/hPPDX/QS/8AIEn/AMTRRXsyyyk3e7/D/Iz52H/CeeGv+gl/5Ak/+Jo/4Tzw1/0Ev/IEn/xNFFT/AGXR7v8AD/IfOw/4Tzw1/wBBL/yBJ/8AE0f8J54a/wCgl/5Ak/8AiaKKP7Lo93+H+Qc7D/hPPDX/AEEv/IEn/wATVK+8aeH5rvTXj1DKw3JeQ+TJwvlSLn7vqwH40UVSyykur/D/ACFzsu/8J54a/wCgl/5Ak/8AiaP+E88Nf9BL/wAgSf8AxNFFT/ZdHu/w/wAh87D/AITzw1/0Ev8AyBJ/8TR/wnnhr/oJf+QJP/iaKKP7Lo93+H+Qc7D/AITzw1/0Ev8AyBJ/8TR/wnnhr/oJf+QJP/iaKKP7Lo93+H+Qc7D/AITzw1/0Ev8AyBJ/8TR/wnnhr/oJf+QJP/iaKKP7Lo93+H+Qc7D/AITzw1/0Ev8AyBJ/8TR/wnnhr/oJf+QJP/iaKKP7Lo93+H+Qc7D/AITzw1/0Ev8AyBJ/8TR/wnnhr/oJf+QJP/iaKKP7Lo93+H+Qc7D/AITzw1/0Ev8AyBJ/8TR/wnnhr/oJf+QJP/iaKKP7Lo93+H+Qc7D/AITzw1/0Ev8AyBJ/8TR/wnnhr/oJf+QJP/iaKKP7Lo93+H+Qc7D/AITzw1/0Ev8AyBJ/8TWL4t8W6Hqfhi8s7O+8yeTZtTynXOHUnkjHQGiirhl1KElJN6en+Qudn//Z
integer
948
math-targeted-vqa
table
['arithmetic reasoning', 'statistical reasoning']
TabMWP
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: นักเรียนบางคนเปรียบเทียบจำนวนช่วงตึกที่พวกเขาอาศัยอยู่จากโรงเรียน ค่าเฉลี่ยของตัวเลขเหล่านี้คืออะไร?
null
11
null
free_form
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integer
949
general-vqa
bar chart
['statistical reasoning']
ChartQA
figure question answering
คำถาม: เปอร์เซ็นต์รวมของ ROI ต่ำสุดและ ROI ปานกลางใน SEO คือเท่าไร?
null
56
null
free_form
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text
950
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ตอนท้าย คำถาม: ความชันของ f(x) ที่ x=0 คือ ____ ตัวเลือก: (A) เป็นบวก (B) เป็นลบ (C) เป็นศูนย์ (D) หาค่าไม่ได้
['เป็นบวก', 'เป็นลบ', 'เป็นศูนย์', 'หาค่าไม่ได้']
เป็นบวก
A
multi_choice
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text
951
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
Geometry3K
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ไว้ท้ายคำตอบ คำถาม: หาค่า $x$ ตัวเลือก: (A) 10.25 (B) 12.75 (C) 18.75 (D) 25.5
['10.25', '12.75', '18.75', '25.5']
12.75
B
multi_choice
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
text
952
general-vqa
scientific figure
['scientific reasoning']
AI2D
textbook question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ตอนท้าย คำถาม: พิจารณาจากแผนผังอาหารด้านล่างและความรู้ด้านชีววิทยาของคุณ การลดลงของประชากรสัตว์ครัสเตเชียนในน้ำจะส่งผลให้พลังงานที่พร้อมใช้งานสำหรับสิ่งมีชีวิตต่อไปนี้ลดลงมากที่สุดคือ: ตัวเลือก: (A) ปลาซิว (Minnows) (B) เป็ด (Ducks) (C) ปลา (Fish) (D) แรคคูน (Raccoons)
['ปลาซิว (Minnows)', 'เป็ด (Ducks)', 'ปลา (Fish)', 'แรคคูน (Raccoons)']
ปลา (Fish)
C
multi_choice
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
integer
953
general-vqa
abstract scene
['arithmetic reasoning']
VQA-AS
visual question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ต้นไม้กี่เปอร์เซ็นต์ที่มีใบ?
null
50
null
free_form
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
text
954
general-vqa
scientific figure
['scientific reasoning']
AI2D
textbook question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ในตอนท้าย คำถาม: แผนผังห่วงโช่อาหารบางส่วนแสดงไว้ด้านล่าง หากประชากรสัตว์งู(snake) ลดลง สิ่งใดต่อไปนี้จะเกิดขึ้นมากที่สุด? ตัวเลือก: (A) จำนวนจิ้งหรีด(Cricket) จะเพิ่มขึ้น (B) จำนวนหนู(Mouse) จะเพิ่มขึ้น (C) จำนวนกระต่าย(Rabbit) จะเพิ่มขึ้น (D) ทั้งหมดที่กล่าวมา
['จำนวนจิ้งหรีด(Cricket) จะเพิ่มขึ้น', 'จำนวนหนู(Mouse) จะเพิ่มขึ้น', 'จำนวนกระต่าย(Rabbit) จะเพิ่มขึ้น', 'ทั้งหมดที่กล่าวมา']
ทั้งหมดที่กล่าวมา
D
multi_choice
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
text
955
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ไว้ท้ายคำตอบ คำถาม: ดังรูป จุด O เป็นจุดศูนย์กลางของรูปห้าเหลี่ยมด้านเท่า ABCDE วงกลม ⊙O เป็นวงกลมล้อมรอบรูปห้าเหลี่ยมด้านเท่า มุม ADE มีขนาดเท่ากับ ( ) ตัวเลือก: (A) 30° (B) 32° (C) 36° (D) 40°
['30°', '32°', '36°', '40°']
36°
C
multi_choice
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AWnU0U6gBRS0gpaAFo2g0UtAAFHpThQKWgApcUUtABijFLS0gEpaXFLigBKUUuKXFABRS0UAGKKWjFACUYpcUUANxRinYpMUANxRinYpMUANxSEU/FJigBmKQin4ppFAGRS0lLTAWlpKWgBaUUlLQAopaSloAWlpKUUAOpRSUtAC0opKWgBacKSlFACilpBS0gFFOpKUUALS0gp1ABS0UtABS0UtABRRS0AFFLRSASilooASjFLRigBMUmKdSUANxSYp+KTFADMUhFPxSYpgYlLSUtMBaWkpaAFpaSloAUUtJS0ALSikpaAHUtJSigBaWkFLSAdSikFLQAtOpop1ACilFIKUUAOFLSUtAC0tJS0ALS0lLQAtLSUtIApaKKBhRS0UAJRS0UAJSU6koASkp1JQA3FJTqSgR//Z
integer
956
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายสุด คำถาม: ลบวัตถุสีน้ำเงินยางขนาดเล็กทั้งหมดออก ลบลูกบอลสีน้ำตาลมันวาวทั้งหมดออก เหลือวัตถุทั้งหมดกี่ชิ้น?
null
6
null
free_form
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
text
957
general-vqa
synthetic scene
['arithmetic reasoning']
Super-CLEVR
visual question answering
คำถาม: จำนวนรถเมล์สีน้ำตาลขนาดใหญ่ที่อยู่ด้านหลังเครื่องบินสีเทาด้าน มีมากกว่าจำนวนสกู๊ตเตอร์สีเหลืองเงาหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice
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text
958
math-targeted-vqa
puzzle test
['logical reasoning']
IQTest
figure question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ท้ายคำตอบ คำถาม: เลือกตัวอักษรที่หายไปด้านล่างเพื่อสร้างคำ โดยใช้ตัวอักษรที่ให้มาทั้งหมด ตัวเลือก: (A) A, R, N (B) R, D, N (C) I, A, M (D) H, O, W
['A, R, N', 'R, D, N', 'I, A, M', 'H, O, W']
R, D, N
B
multi_choice
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
integer
959
math-targeted-vqa
table
['arithmetic reasoning', 'statistical reasoning']
TabMWP
math word problem
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ครูในโรงเรียนประถมนับจำนวนโต๊ะในห้องเรียนของพวกเขา มีค่ามัธยฐานของตัวเลขเหล่านี้เท่ากับเท่าไร
null
32
null
free_form
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
integer
960
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
4
null
free_form
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integer
961
general-vqa
bar chart
['statistical reasoning']
ChartQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายสุด คำถาม: ค่าที่ต่ำที่สุดในแถบสีน้ำเงินคืออะไร?
null
7
null
free_form
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text
962
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำถาม: ค่าของ y ที่ x=10 คือ ____ ค่าของ y ที่ x=70 ตัวเลือก: (A) มากกว่า (B) เท่ากับ (C) น้อยกว่า
['มากกว่า', 'เท่ากับ', 'น้อยกว่า']
น้อยกว่า
C
multi_choice
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integer
963
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ที่ท้ายคำตอบ คำถาม: f ไปถึงค่าสูงสุดเฉพาะที่เมื่อ x เท่ากับเท่าไร
null
3
null
free_form
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
integer
964
math-targeted-vqa
abstract scene
['numeric commonsense']
IconQA
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: เลื่อนไม้บรรทัดเพื่อวัดความยาวของเส้นตรงให้ใกล้เคียงที่สุดเป็นเซนติเมตร เส้นตรงยาวประมาณ (_) เซนติเมตร
null
6
null
free_form
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zyBtYg4AOO/Wu7FV5pKNtjiweGpTl70tylcawttpQ0mK0XybkFt6qSzjJ4J5zxxSaHqU7s9qriC3P+tB7rjAUZ9q6nQr/SY7e6S5kKbgYxxjaCOSD2z0zXMadKh0bV9Na2SKWGVJYpD3XBGQe+AB+dbYWovZOTjqc+MpKFfki9Czd6pFbXK2guhDA4MccXJXcc4BqtBr8ujTXlrHG8wYFjKrAdiBwfQntWfpoQRI99dLOvnIonZRlWI6D86kvrKBrv7PMglzueNlG0sByMn+fqa5liLzSa8jd4G9JtS8zn9UuTp+ozQCOWaWTaVUg465HHcjpV6O41i2jRwnkhsiSFkPmLjnODV0rEpGoywCPULfMkZDhyMAgAjoaztYudSWEyNaLF5cPmGQS/OxYDLY6njjmurRQtc4+WV72NHwrptxq+vw2s8ojglDzCQHcVI5wQcDnNb+o+C7f+xL69kmH263BfzFPynA4AFeW2+t3kBjMEsiyq20MrYJB4wPQV30Ov3o0VY7uWNzcIVaLZtC5yADzyKvknPVmMKri/cZzcepXVtpNzaqCwZcq4Uncxznp7cUvhjUp9EgukUMyXCghVU7tw4H869D8P8AgaWTSxdo8KxXjIfIXoiYwTnPJzniqni3w/Z+GbiKHTpNkUsRLITlw/QYPYYyfrXOpUad+c2iquJmlDWRI/ikW2lNctDKsyKqeWx4BPGcd64+DV5rrxYNV8p45nh2ucHYQMAHHrwOKmsxc2804uJfPbapZX6epGfyq0kN1fTQFHMCRDLox+UDHQVEsUp6xN45fOm06iG3F9NZ3ivJJtUtu3kBQR3B+tD+ILu4X7BFku+FjnI4YdMjP481qr4ZuvE0N5M9rCUt1SGNUJG9gASQfXGM+5xW7d+B4tG8LQzw+ZNPCAX3HPlr1IH0z+lXhJrmtU6mWPjGGsHsYFvr2p2sxWG5WAqojyu1SwHYcc0xrkyb7uSW4aV1y0kxHAHp6VrSeGdUWxik+x5a4cKq7QxUH1z0GK53ULnUrXU9RsdRVllj2qqkA7kI4A9q1xEYJShSV/MjCTcpxnNlnw4sMupWLXjBY5pckydQvUj6Y4r06XTNI1K7t7pAm23DKsaABWz7d68Zs4bm1eK9Lb0gjKxs5JG4jGefc11Oj6pNpRA8zzITGCDuyQxI/wATXDSpum+WTO7G1XiOWVNbGR4jtbXSb6eaCPbbmZlWEE5X057jNU/D2p3n/CQWdvbMvn78qxGdvqffAzXQ6feQS6jcTXvlzyyjgFRtHPTH0qtbaVZ6P4rN95QZCC8MbH5cEcj8P613Up04029zzq8a8pxvdHQareXN94ht4SskkIw6JuARxjk+vWtrULJL23JZTiMKwC9Sc4GPzNWY7uymtotWjSIubf5MIR8uM4BrjLLxGrard3OoLLsKB47ckFUII5FQpK3YHTd1ZbHRadYaHrO65uLLyTbsFAVyFdSMjd7jvXnuqaHDoF/cLCiXVvM4McsLbTFnPGOQRzz9Ksv4ikjhlhgt82dy26RtxBUjOMfpWVJdG9t4vMaRWL7n2nomccf404UlbnZp7Sd7J+gk4SWyQuEURgqoU/McDqfardtoxsUgd3STz0DPsHKckED1PANZl48VlbXwtmdkmUJErnJ98Gux065hXwkUecLdKmRHgZ5Azz165q8S1OHLTVkFB8k+ao7mANPu725a5j2NGMB3c/M2O31rfvvEc+o2DG6vIg6N5UNqikM7YH4AYrnLe6uTabFJXzS5KjjoM8VQtPD+o30VterOALiY7Q2Qyr/fx6ZHFceGoT517Q78diKTg/ZrzX6mE6zQ6nJqKyux80KHP8APy/lir0yxB2KSxljn5t3X3rqrjw8V01bASxlRIHdyMFiDnBrnbmK1tYZmSNMpncAM9OterGt9Wu3E8Co4V2lCWxa0i6treSE3bGCFjjzFOckc8+1dTreoWlxo8h0+9WaeNC4SPktx3rynR47jVLqSJWG4gsoY4Crzkn/CuottNNrZb9+7zFAAiJGPYnvXLVxFvelsztw2FnW0h0KGjJBYanJdT7Ly9dRIocfKoPPPvXXWGq3c0kEszBBDuIjA+8T3/LNc8+lxw36uJQzSgFlUYIAwCKjv3e3vPMslkihmIQbc7Qf8KypyhG0rm9SnU5fZ8ux0GrGO+1eymM25MMHIP3cAHH61hW2NP1aV7JDIGBDOxyFU9Bn1yCas6fY3wsroANPDCfNM6njHAJ9cA4Gaty6ZOlogZHCyHgAcnI5z6VlDmrVNU7HVGlTo0FNtX7FV2lvNLhsdgiR8sGYndwckYqpp80ul3Bmu7TrGNhfqoBHOPXFXrqOfSZYn2/NhtjZzkHr+mas6fOJNRlu57eC5RlJRJRlB0PQenSs5e7Llsy3DnhzKSsU764R9l3p0ZOwh/mAwxXpx1qCwe61C5yA8khBeRivC/X0rcjsm1C7uJraBLaJSSI17DGTils9Vk02KZIYY5JZlVmDf3cHr/nvWuGxXJNxcfmZ4jAx9j7VT100KKyXtnBK4H7qYeW0qrkAZ6A9j71fjXAezhfy4+JGbdjcegH4f1rs/CsFnr+ns11botsAFeE8At159qqm68JT6fq9vpyGW6RGlyyEEAcDZ7A9qfJepdPcj68uRQlHY851K9gtdaghBkkiLjzGTndzzjPeusiDWgup0ZPN8v92pPG3v/SuVmZtscx8sBPuKAO/9atQmdvOidJlATBJ5J9h6D3rrxKrQ5XJ3SOakqNVSto2TaPY3+uXbXUMUIitfmd5JAqrnpyeme1ZGqan5erobaDakYKuyckn2PcDH41sR+FdWg0V9RLxpZOqsFILkZOAdvsP51VS0ttHtLa+Z3ae5hYzRuOPvEAj0BA6VlKu4puJdCj7SXJJmk2uXN14TtIWCp5KgEEZLE55znjrV2N9R0/Rcy3MCRyRMwUHLlz91cdge/piucuw8unC9R1VVb7gJG0evpUnh+eFtWibUXZrKIb3Hdm7Dmsk5VoOSRryQo1VG+gp0tLu7t1Ui3jkO1pGy344HPtWU1pey6lHp3kiGRm3MZgV2KOSW9ABXr9p4Zj1HWY9UhlNpZBkaGNUwXAAP4A96peKJ7kavPY2lks8zIDujjywT3P16etb0sRKEbXOWrCFSraBy0fh+UW62pvLYj7xYHI55BFVnt47PTRDNNHIUYszL6Z/M1XmhuI/NhlJimzgoVwRjqMVUjWW4gaLyyyJ78n6mq5vbQ5k7a6l8jw8rTV7rQl8+41CaOKFE8uJCwUn7o/rUt3f3CWlhB5YWRwJOR3yQDj3rqj4VstJ8Pxz287G4mMbSvKQNqtjIA68VFcaDp2karbajLJJqVmVJETOF24HGD0IHpRUcJS8jGlOUfU5qfeCVSJRIR97rg/8A66teZbafpFnYndIEYEY/jbOT+GTXSafo+k67qIuYL6O3hmJaK1xmTAHPsOc4745qzbeG7TUb8Rsnkx2qFZApJZmzwRn/ADxXPRcoSv0OzFSoTjfW5weqvKlx5cZ3TKoLBD/EazjY2zXDyXz3LyPy0m7kY65rY1C0i0nXriBHeSOKUqGY4LcZOaz9Sjt3kcKFG4fOBnBJ7V2Ts7QuccVzpzS1MvRlj+33AiZjbHIVyMbgDVm6uUmvjJHK77mwCRjHsPau10S20TSfC89zcrbTSyKUjUuN6DGAFX3PJNcfaaU8l1EX+Rt+5VOMED3opYiNN2k9iJUJyj7qLtnLoizsssFx54XBI5Bf+gqUukoJCjaDgDHAoljitXjMUQknBZpMDjd6n8aINOkFnsnR2u53LJgEcVwYuPt/3iVj18uxDw96UtblkXM2iZuYrmKJ3TYDgMSrdcfSueubA6jI5skI8vkEfdx3yfWrJtQt8lrKTCXJJDdhjsDT9Mnjt7i4gQ+YFchgDgED3984rOlWfLypDxtGMqnNKWpn+MJLmaC0aJlbauCFJ78nNZNrqCCVS9sV2IArjIXIPJ9M/wBK7M29lp6Ts5EyIhMay8gYHArko7iX7I1leW0ca7sqN2N24k8e45rsUIUo8iWp5aqSqzu2a/8Abk93ZGx+1SNbyfIIycpgHIOP69ar/Z4flju7kKkQaRAFzhwpx+eQKr6cLUsbdZY2ljJG5QRgZpjoEjle4XcqTFTID14zis6NenVm4uVl2O2rg3Soqbjd9zUtH0ezuLAXOWeCC38wx/xKxy35ZIP0rsfF+hWV9PHPp6KZo7dkEUajbJn+8AOuK5PUtCjudPl1WzkTfBGizqJV3FcAD5euPeuw8N+ILa3kDtaPLLO0aO5cYQYxkepyea15qUW4pnH7CtKPPbRHAWmmXGkp5USPLAZDKCuQA2MEZ9cdqzgklrOzNAWdXO8Nk++D+dexeLYpLHQDZ6daqLSUssrL1Bbp1HrjnqK85tbeTR9SubG7s7+MlFmc3Lg7+3GOxz61tTqqGnLfQxnT5l7rtqY9trc2mXMc8FxNHt+ZvLbBB9q29B8W30F1cXUJjWSZdzu0Zctg55wf1rK1LSwyDyoljSVuHO7gHt6VJ4Z0MrDePcXLI0Ck7V5BX1/z60sbVXIppWNMvwznOUHqatvrX26W71C5MK3Fy5YogOGY4BI/ACq0Wm2MU1tdLMjBWbzInydh/L8an0uWztvJQQCO4jlDgE5DgHvj+lbmlXOjz6+0F7ZSLYtuJMpyG5wSwHQZ5A9K54VVyXWjZ0VKXs3rqihd69FdJbSuYylqCsS+UoCN0z0zk+tXS1xcWMj2+YpXG5HHLDio9dtNKsNXlGmeQllPGyDDlgeATzzxVNY9XhmnmVFeygSPdKPuqCMAAetcWJp3qJwOnDVEqT5lYt6dC8Nu1/clmuY9wLyDDMOxP4cVy9zq0T6osW47VT5XUDkkHJxWle6pci2WNZIsyAhYy2S4z0PpXGa0sQmt7iwilACndn5sEHrWynKSs2YyXJrGJvRzW5kMltMxfA3huMN+FdFomv3iQz2u3duRkUt/DwTwfbrXB+Hkg8iaWcOr712v0G3vg/WtjWLlW09TZxssysFyBnaoPNckKUlWvF6HoVcyhLB8ko6kklpe3uptpGpzmD/Qkkk2gMWJ54Pocg1laNoU+o+Ibjw1BqMNtaOzO89xhQVXnr6+3rWzClnesktvfkSBAqvsABx2PeobnTGs57W4ndfOdz5eAT8p756HPpXcoK+jPG96SRunR9QbVv7Hs5Yr26jQgSRzZVwMckk46YqtfJILh9NDIur2caiSJiMNnlgD6rxx3zWjo8dvaWzziRo9QlLDzQSGRfTAP51U1LTbK8Ns727vqO4v9pQkNIBxz/8AX54orUacIqqzqw8685/V4Mh02wudSmmtYLSJ5ZFUQiJR8h7gn14zz2qc6HcWd9eafqFowlRQFKnIUnkEEcc1p6Vrt74cupWWKGN5cBg0YJJAOD7da1NLk1HxDqUrpbGeVQss7qwRCCSAOe/p6VpDGSknBde4q+XvD2nPZGNbEaasMtzEEu7qUQhd3RR7+nGas63rUNhYsqOHeU/KAeAB1NRapCs1wyTwbWSQlAz7imeCMiuf1PTjcMpQsPKBADHIfPvXRSx9OMlSnuczyetWj7eGqNTQtcKzy+a5+bozLgkY6CtCDwxe6ndLcnTpll2M7Bvl3A9AT347HpUVzqf2rQ9NRrG2SW0MeJUQKy4PIOPvcD+tdHeeKb+Joo7W4HlOCeUHcdyeR2oxKhKCctNScMqqqtU1cybXQodPS2v7wmGwWKQeVaNhywz94HgDqD74rmr1Lq0je6iMnklN6ADa4U8jIHsabKdQvrPUJLueRLiJyjMkgK+vT3z1FP06cPpDSAzG4QBZDt+U44rjniVQf7t3sejSwDxEv3vu3NmK/s9U8LpAZ1j1LB6vtY8EAj2Oea5iWxubrStNtZZIYcpIQcEBmGTg+mcdadHpl3Jd3GrwvG0MQVWjJ+bHcDsBUU2qvfWdsGO68M3lmNRwEBxnH41r7addxqQVjllhY4WUqU3c1tF0/wC26IXDQbool+WQcl8ZP6Yqtb3DR3C6hZzlJhIqrCqHBDEA89AOaWKeLTppzumS3lTKqRnDjsf8RVDT51aeTCcom07Txz/+qu+jCN5SW/Q5a9Sdowb0PWZvDcepZv43W0vUmUSoWVViUdQCvXsea0PFuuyRW0+n7w4niIU7sMuR09umc1xF79kg0UWFpcmY3sgmutke3Z8mACDwecc1yrrf2dtdO948hZhG6SHJ2jgEH6cVwOSlUtfU0VF8t5L3TQ0qwvdevYorRSBB80ksn3FA7ZHr6U7XvCN1f6TPrdvdRusI/fQDlgoOCwI4JA5x1wK2YTqcujPc6aPLt5Ywu0yhdwAwePYE89eKTR0XSEngi3RwagmUBfcRjgED3yfrirq1ak6i0tYulTpQptPW5mahZu+nqNLtGKJCBMQCxCgg7jnntnNWbC4tls7pJ4VjCx7w0oK49CPXJxit6w1GzsLe4JRlNy7bAwPIAxjk/XiuVYi4Se2mZR5ibVweRyCOPwFY1qsKSSk9zXCYSriJScFoi7pfiK9XTrzTozsjd93mOp6Ecj0ANcRrUKWlxb7UPmYLGQZAJznAPtXq3hC31C18Pi1a1xHd9GkjBEnJBGT2HWsDW9JXT9QGn6iEVLdxIY2AIdfUfUfzrNpzqLl2NZQhClKL0kcra2ksL6QftEnk3FwHkUg7ScEgn16VI97fSyXM5/1SyMu5hy2DjP0r2K+HhY+Er7UdN06G8VFAjtz8vlHoCB1XGc5ry2zuLq608weSDIMhgGGCM85H4V24etUp1PdVvU832dKrB87Zo+B3a/1DULaeSOKXy1YmXgFckEZ/EVbb+zn16O3ubgxW9oDu+zRbiDnpjoB3zXJ2+r3UGrJI0ebbawUAYBOOmfau40bTJLnwl/aN29tZ4kaR5mUsxVzhQfyBx71zz9p7d1JbnSpw9kqcPhN/XfAdh/wi1xc3F00l3HGXDRn5WU9AR9D1rP8ADvhuBfD9rqMKpvju3kuHccCNQDn9M8etLqniQ+TahZAYkjCbgcrIGAHI74xR4a8Q3w8RW3h/7KG027Ep88IcksDgn24xj3qfrDkvZ3vYp4WUYOsyxfeIrLVNQL27yLkbWSZdrZAyOM8jBrK12+ig0e5HnxgGIgL0O7Nb2m+HbfTLXUDNdQ3ckL7kYoCR2x9OK5CddP1TXZtOuZgizoyvGgwzEjPB6AjAIHtXYsRaCgkeeqMedybMrRLH7fo2oXlypfZcCDerYXYAGIUeuSOa2YdLlu9HhVYojDCCtvggM5Lch269SMVFokltougrpouUnmF5IzDqpBPGSOAcAZHrWjeX4Gm3Vom5ZJkHkmIdGyMfrilTtTW+htOcp779zHstbWO3nFxbRRyQ7YUKKCVAYg898nvWr/atpa6FexLviHkMQxOSGJ4IJ98V0LeElubk2A1Ei5t4t3mGMHzGPYj0z179K5CW0t9ahl0UTi1v2fyZS6/u1JI2gd+oINctWo5zd1ozaMVGOm5mjxKtjb20V7bLBHPEWEwm3ZI/DOfrV6wvLzxbHawWcZRb2YRcyfwg4YnuMDJrmYLaM6/baZe4knhkMHy4ZPlJBPoeARmuw86y0lDcWflwfZWGEiwCA3U+ua4U4YepeC1Z3wjUxNF870R6O2maBbtBotrBbx+TgpFHkSMwx8zHoc+hOayviFrB0/WIoreQsz2+2aMc/KW4HsTivOpdf1+bVowLsJcrIFjkBG5FPOMDrwc10qEataJNey77hX2zTj70gUnuegI/Ktqk1StKWtznoYSU6lk9EZNleandPtsWuZWeM5WFTlRnjOPp+ladrrc8ixQ30bpIu9t8mfmKDpzznilvta1DT3il0NdqynypvKA3eX657EevWub1fTr+51PTkN1ujTO+RmwdrZJyfXHFEqVKvT5FA65Va9Gr7STui/r017O8ku6OVYhGWSNtwJY4AHrVTRXuI9QjNzbiHyjJGVPDFipxk++etbPhHRrHWdVvLO5llgtVxNCY3yxKkYz6DJz+ldLq/h7wtpup2n2nUJDdu4kZGbCycEDPp6iumhW9h7kdmcOIbrNc+6LehX+iaDpgsoLi2+1T4eeFX+4SvTJ4wP5mqt7r1pe+HNS05kiaG0gaYuOcYPBA6HHWs+70LS7dZr2Z1uYFBKQnIUHPHI54rmCHgWeBcRpLG0TheThgQc+vBrCpiKcLupuzrpZXVq/wWZ0XiIWGu+Zps8glnAXMgDBh1wQa24dSnmmme9KQ78OAUC7s8cDsOOlcppmkyabqJ1Z5VcW+UAXDbQRjJ9D7Vp6hfz31i920gRrcKUJTp7A9wTmtoVErOOxxSoybaqPUs6hMHv8A5SxthhhGVAUHHXFPm1Ce8tZntLZZ3ZsBYlZnyBzwO2KnMtvJpVvcCyIkco/zNuJGMnjpitrRPE1t4c09JFgJ8yaRpkVRkFgNpX2wuMe9XXwbclOOpvRzB0qXs7HOeHZ2S8nmuhtg8kqrngBiwGPxPH4GtSL7AkkKzHYsalXWQ8HHQHPUegrmfEeqwXM8M0MbQPKxkYHgtk5+b1Oagu5bnVWiF65hMQAAHBcHuferdoxvbVnPKUqkrX0NTxCttHGw07TF2zsNzRqOCO49M1mG1mihJnilRT92R2JAJ5xjtWwlxaJp6xpLJCEj+/Pz5jdQoxyBjjNY/iHUDJaWjW0EoUjErfwlh7eo65pYfEzoz/erc1xOFpzpc1B7HSWvjDWZvCcSaWwQWbCKRQPmyCSCD703XTq95JY3F3ueZ03SEkYPAxj8ciqdvdjT2UwwMtsEAmATh2GPzPPX0qr4n8R3F5FZxxbYZppGiXGeF4AJ9DVtQrJyaOWM54V+7uS3FzewaZdyTxQb4ov3TZ5IJ6e5FNTVL+eb7NYIr+WFEspGcZHOfQZ4rlNRivo71EM8lwUTcSqnCqPau80u00yK9gt7qBT/AGjAZGudx3wykBsAZxjqeneuenSp023JanVLG1pw5U9DR8N+M77SdUj0a8Ec8R3FWjG3JPOefp3q34l8X3EcsM2/FvvCvarMSXGecjpjAAzWRqel6HZy25sZna9iJLSGTl/qOmOaq/2fbXl3El2oknd9obOMD0z6VlUxEKc4xaOnD5dPEUpVUz02916TVPBa6rA01skjg8cNgHGB7e9cF47gvbO803UZA7fbbRFdwfvsOoPuQRXXXM15qekxRWemNHYW8ohRVYHcFUgkAdgcc9zVi40KfVtCsLTU7c24sB5qyMQxYkkKoHr061tSqqnPmS0PKlTtG3U88EctxHFbGGSKKJIw8b5GDjJ46H2NW7sWkcgjhuGkYD7hXGB2rrtQ8MTW+i3U8k6wzM48tM79w9CexxmuLh0jU77VJpLeAyWSD5jnBGBnA9ehP0riq0p1ptvY9+hjqGHoLk1Y6HTLmW2uL+CBtkRIkxyRjGT+RqnrGuiWytYjJAkYwysAdxwCDk+4rqLXw/qy20NhYySq9xG7SrvOyMMOS3buPeuZbw+dL19dO1RUlxbkxFSdpJOOPcY6UlR9k9GTPFvF01CS1WpfsdT1D+yzFFev9jZidvOVXGQo9BjHFJY2Ntc7UlJJnlCshB6fXrWiLY2ekwXF55DywIwDRSArxwM44BxiuTt9RfUdRVzMRK0gG9eAo+g712U8JKs029EcSxypQlTUdWdzKmmmaJxZsqwZVAq/IO3I71xEyyvq5d4sykFSsJzkdeg6D2rf1SRre3NtFOHjhlKu2QOSNwPuCOa6rwW2g3GmzlXja7v5CJkxtZRjgD2IBORWzxPs6vJFaHL7FKiqknqzzS4leGTLwZCru+ccD2qrBLc6haXGoKixQwkKYRkGTPYHtXpWvXmhv4L1XTtKRvNSQBfMQ5YlgNyk9RwRkVieDdNs7m/itry1AtgWZlD5LsM4zjtx0rreI56N7WaOSMbVL9DFubW8stRsvN8pLQKBvQHEeTk5zzVi8nnjh+12eI7SBcRjODgHrj3JJ/GvUL3w5Yyw+bYQNBMsocSE/eIPIwe1eR+JUe01u9gZ/wB0srFUB4XPOMdutThHGb97oFeolGyLk/iE3HlNJCY3UAuFYEOfUAdK53QbV/FOpzWLTx27yb3mllwFRfXryenFUpdbdEa2KeXCihUeJMkn1rYttEawthOba4Zrtd0csifLtxwPr1NcuMrJK61sXgMI6tVpJK52Om/CKOw0maeG9F5eSNtUIwWPbn165/Sma7oUGhW9hG2oRi8kAZ7ckZ9yvtxjmtjwRr1xA0GkSA+UykRfIB83UjP51NrfhDU9U1pFe/laOVvNBwAIVB4A4yev61yxkqiTlsd16uEm4RZwUml3KXaXKAyRykgLnkf/AK8GrkVrdTP5MVtHwAAsOeQTgZz3ya1tZgudE1c20+1YxAzo+cK2eBye/XiorHxTpuk6nbS3J3oHDP5fIUKDgfXNc2Ipc07LY9LDYpRpc/U1LTwTdR6hFaTSRRNJEWkKt0H9zHf+VZ19by2txLaXO12h3F8E4wO9UNU8SS3Gvrq4gKXBkQxfMcKqkYB9iOo9zUz6zLe6u8s8KbHBduPvMeBn2Azit6WK9nH2cHuYTwVWt++rLQwZnN/axo8hEsaM43DJOAePxqppuoygERIEkQbAAMjGOeKuSWt9Z3UeoTW0yW1wXSIiM424wT/OnWzWUd4zwROYBhWHPX6n1rqnWlTh7SSvdGFDCU61ZUoSsrmzoUYutWETXUdtEeZGKk7j6DnqaZrWmQtqbxaQ9xIW4mUpkkjso6gYqlczIQfsxcFegx0PWup0/R/EENk2vQMrT3KKFQKGYqcEnnoOPrXLhaim5OWjOjMaEMOoum99DEuL1dK1CySGUyrAgZ1BK5YckH+XNJF4gntYbx0sbRZLtfLZ3zvQc9PzJwfQVoeKvCtzp4ttSaYy3F3JiYFQPLJGTj24xWCdSfUrK5tVtLENbAFXhUh2AOOSevv6118lNNNS3PPhOUqbXJdjNItrZ7tIHcQs3ymaYABcDJI/QZNWL6KDS550S5W5UxhmO7Ixj61lWCvM+9033COVRWGQD0HHepbvSZmhFpcEwySEMzEYyO/9a1q42EKqg1dIqnltWpSdRSs97EsetahcaE1rHMVgbG5S+Oepz7VhXpY3a2TyrMcjaVbI9gK1G0/Yg2SxrFk43HBGOvFRxvaJaFBDGzSOrFgOR6AH/CujlSi5RV0cik00m7MkitZ7izW2eNUQjcXzkL36A9a6jw/4EN9oyXf20tPLJtCsuEWMHBIHckd65PRbW1gug90r3C/MwQPtDdhXXaV41g0mR7aT93abCYlJzsIGcD61w1K0HPlirHW8PVVPnbu9/kdVr2vvoE9lZWkUZhCqpDZ3AZwAPw5rndPtprzxDfxafqk0VySokLSnJXufrzXI3+satrOqIt1KkbLGZocHAA64B9asaBqkthNNqHlqZZ+fMcEk9s+w4qpRpwpucmYUKVWdRRgtS/r1qLXXvJ0i0nufn8hnlIIdycHb3I9zXXf8IPpljpHm3N3IjoA80ka8e4A+v41x1vez2t/HdIw8xCSGbnJPX+daep/EC3u9L/s62SVrsnY7EYQEH17/AErkw9eNVuEGejmGCxGHjGdR6E3iHXrO9e0stOcyqkm2RnGChxgZ/OsyO/EtokUsTmOIHCkdgep9KyoxcW0P2oRxsZGy4IwQfU1rSWcT2WWulV5ME84H8+ea6JUZtcyZ58JwT5Zos2Wpi11WO5itVeSMFjGP4cjAPHfH860NS1kIIdW066jWZE/exnnA9MD+fvXJxWUtnqUqCRp2KEu4JXAPrUdqRaNOSi/vQUD4OCM8fWopxqQlyS1Ouv7KpFSjoED393cvdzQI0tyjkKD6nPJ9elZeoaZLpoWGSeOU7WYuhOB6jn8q6m0vra1hVHTe/l7FYjAQ+orS/wCEIOsW6MLpTcNhgP8AlmF9+5reeHqx96Why08XTp6R1OFivYJ9kbKzMMfNjpx0q1Ls+xMXyzljsIbBH4V3SfDr7LEYXmiWBBuMm0gux7e1cpfaVHZXciKE/dtjaQd3Fc8YUY+9M9BVa9ePLBplSG4ulVI3tjCSAXkf+IDpxW7ol/bKks93JvnBOwsOgx2rHuTLPIZThSoxjPaqKNNPNHDGmxJm2rI3A4zk/oa53WqSqckFoa+xhSpqc3qdRearbag0kUulRFo4yy3LDBz65/HAFNXS7W3nt73StKjlihiE1wztlSx4AOevc4rj3unMZKzb0Xnvya9E8I+IoP7LtNOeBVdyTnOd3ckivVcFTe+p4rq86bseOzanm2+zRzlpFjLSLJwOB2J6ntisO11WZbksz7gzKSr8jg5/D8K1V067h1Tf5TeQp3ByMg8cdfSqs2jzy3f2mCMSRl+VUc5+n1rkdeDlyt63OqODr29pGOiOyu7jSWtYHsrV4bgx/NISCGJHbHPWq/hKwh8QXx0qch5JTuJJPyAdTWRLpzxQmaW4VSkW7BByremK07Cc6ZbW2s6dcut8d0UqDBDccjGPas3Qo891K7Ov63V9nyONl5nUQ+B9KufiSmlfbbgxRQESkjaXcL/CRxjBHX0NF1qFvpkz6OYxJBZTsvnAYaQBuCwHf/Cufttb1a7uY9Zjv2juzJhtijIXGD+mOtTavfNf3Mr3rNvuF5KjaCcdRjjNTiakaLSKweHrV4tp6P8AM7GLxpHc232SWzSZWk3qztgHbyufyrnbvWpNUa4uBGHkJLEt064A9hxXJS3F3Y6eziNVeN9iDcC31I69xitrR7MR6PFLcTtHdXEu0QKm44HX8a1jOo2px2OZ0qKjKE37x1V/r93f6XL4fTRLWJriLcp3YCP2bPYggdK4u3M9rcyRagQlyMLNGxBBA5wcdc8dK3E1CXTniCQi4+1yvuuDyyrng+3TmuUu7/TEu7u6vIXlnU7omyQJFzjj1qarVT3WLDTeHbkl0NSA2rTBEIRJWPI4I64ANQNqUtoihiJFdirgnqAe3pTLDUraeP7TbR+So+8jDOPf9aklniupCC+wBchwoOcjkYrqoYeFJuUfeSMMRjZ17QkrMtXMlm5UQq7RKjKgQjA3YOa7Pwn4bvdW8L6rA92pgmVUgUjBDqOCT9cV56DC1usO0bE4GDjp0Ndr4M8XrpgeG7udtoc7QezfWqeGlfmM3WSp8q3KPjb4cDQfD0WsW12000exLuM9Mnjcp9M4GDXnsUjWm17ozQK4yhxjP+Ir1HVPE974qkfQoRAkFxcIVlJAKoGByR1OQDxVqf4cWF3PdDU5XksUXdb+S211OOT6fhXPLDyvdG0MXL2fJI85eHTZDCYnmllhkUSF2JRs89OKsaTo93qOv3W2+W2tkBkKliqv/s49T0q5qGhweH/LFiDfxvKpZnIDrxgDgYPWop7ed5VfT4XhvreUOCxxkjnBHTFLnpRjd/EKNKpUdlsbGk+C7vVNaWTTlTy4HV5YnJwqjoMkck46Ve8Q+E9R+1xarfwD7CoKeWTlg3ODj06Uvgu91b7abi+1JrNmlEk8RIVGU8YPqcdBXe+LHluNHgvY2RLUZTry5JxnHpgHn3pubUbhGn+8ULWueLCe6t5neO3MYVwMjJVl7kVe1O5mleN4JVl2nH7t8MCab40im0W4t4X2yQzoJYWjPEin0759a46C8nt5AzpJG24MjHI6H3rSE1OlGNXzN6sHRr3ou+x01hqrTXckV5ZoZYRuaSUknb0A/PnNXdMnmtJLny5nlFwf9Ufu+oFRNNNd3Mv2GISORvJHUA9vpWr4YsnvLLVo2BWe3VJVyBhG3YLe+B2rTD0VGjKc100M8XiHKpGClfXUm8P202pa9FYqyrM7sZDIRhcD9TVy/wDB1xpMTvIwIndsRyEkkDv7A5qjf6Fa3UlvepNJbSkEt5ecDH8Q5zkkA4zxXVT3LazYQL9rVbqC3LDd/wAtSB29Ca5qlOlOXNFamscXXglBvRaHI30MVppdmkUKE+cN7q2VAHJz6+laZ17+3hInlp9pYKkTMgQDHUfl3rmtVjltVRbV2mnkkZjHswAMAluvrkVkxaneW95G0ysnzZHdvTH/ANaqqUK2IpJJl4TEUcNV5pb9zsbjThbpHFLdLHdSvkqFyCnPzZ6E57VgzS3kKyxQxKySqQ5XgZBPT8s1Yvv7Q1oxwqhimXDMWbGVzk498dKbeaW9sftUjPDay3ACoD91cDJx2yQcVnHAwpNXWtjavmlSre70Lyabc2GiFIoiUmw00jKShyMBc+tX9FsYPDP2mS7sWtr67YLFFIDyoGBgnj5jz7V2PhTxBa3Hh4aa/k3JtTkCUgnbnKnGOSPWud1+41TWoot0LzWtvOxaZE3GNgOdue2K7KPNzctrXPIrTc7yfQpDVNMh0ybTprGNZZCzSxs4cLjgNmuY0q0WzjaeK3e6iYBnYnALZ4Xnjgc1Jd6PdTytNLcCNJnWJOMuY2IyTj2rtt2mW2lJF5Qe2RQfLX07c+p/madOMYuUkyp15OMYtGOLa4jijvJZCVkiGFxhQSx4HrgCs68s/M0Zr43OHEm1YscEZ6k11evatY3umz2+nWb2xVF8qORwcuR2APGP61w7w3OnMbe5nSUAB1C9OQc8e2P1rDD4ZPEKae511sffDezcdjQa91Ge3MEeN0SgtuwnTgge5PaoY0uZLFo7ZEEW5c7j86kDmq92l3LCBGZN7fvJDuyzEjjAHStbRYkSK2nvHBUJteOU4ZiehPrg0VqsHVcUtzOlhpKj7RsopFK7LHMqwsdsnmK24tjIGfeppoC9t9ozI0SSbd4xhW7n19vxrcXTbSaK+zI0rMhMZ5Hl49PWqSWWnafAtnqWpfu/L3zlVICsRkDPr7HrWjwtOSU573/AUMwq0706bsv1NZfGGdMQJcCKaMJFbpFg7Qo+bg+vrXGape3utasty4DSXbbY5HOBkD/61ZmsvZm7todMTCyAkPjBcdifetvS5ra0nRJITcRBWU546jrg9CK6aDgr+yWrOKpeWtRl7wPqBttZvba+hFxDGhEsAfCyEdDn0wScVFrFnbRaxLc2NmbSKQgxx+aQFDe+OR17V0OoahpX/CMNDbMlqTIqOPuyOB2z1PPNYXiLVX1Sx0u3tGaUQW2GKjncOoz7ACsK9CdWfvO1jXD14U43UbnWWWg6Nqfw2jjt7MC5LZaRPmfeH+YgnoCB7cVnXWqWb+FTo0mYwUx9oAJOFPyZA4JHQn0rlfD99PbtLBFezQwSxkuQcZP4+9bsMa3dmLdnCyScCRRjGO4FefjZujJRTvc9PLcMq0ZTmtEYlikNtcW0VxcSSxqSzgdlALMQPXjpXYW/iDRLk2+oWdrcQyWxKIApX5iOnvnPX3rDuLK3RTANpmhVljuMYJBGCSB9enrVK2sLqytWSa5SSGX5s8hlYDAPT6cUYKpGMrTRtmFKdSK9nojc1fUZYrWePyjBJdlXdnQqRgnIHqOTzXOxeGL57mZ5LqJWM6TxTbiSOBkY+nFPe1uZ7I3stx5rI+wrI+WHrirtw9wtq920bSwLAWVQ/O7tx6YrbGVI8yVM5sJh48rlXKP9kz29nLAGEymdpSVDbSS3ceuMnPtUk+qT6Ve28sEay3FrhgoYkEKM5+mOafDNcx2UAlYNc7FL5kcFc4PPP54rIthFq/idyNQWFvLeJomDsVG3BIJ6+tUmoq5z1ElojZ034k3J1G1vbi0HmyXBHnRuQJE6MCDxwD+YrE8XMz3q65YXLJLdSSO6IeE5P9Op9aueB0sB47toL9YfsNkkkKeccAEjG765JNewnTvD3hvQnWwtobtnRowXO5mVgcgn0NKpUU7WRzxi43R4b4ctDLaJdtOfOhcCFmGMHOT7kGu71dZIjFc6dZ2zbhl3cDGR90H1rLjsrOFXghmSNPlQIeSMDJI/XmvRdOWxn8J2sNwA0drD5zbQRlhnk+vHanOhFLm3bE3P3dbJbnnd/pMc2utqQUw3g2sSc4Vgnce+R+VN8NM5lS1v7oRvdTF5Dn/Vx5A/AV0Xi/XdM1VrV0geOeOJmljk/dspBwCQOoxnB96wo5EeWzuIraOJtjYEwxweBkd+OQK5JRdSfKelhV7Cip31OqRdCsvEen2FtcC4t7klWVsZRzkDOOMZHSnraaLPCtqX2yyphrmR+FOOSPw7Vk+EoLZtQezZ1ZvtABYqBkYzkDt3rr4BoB1rUdPk0nyY4ISTJIRswOpHPHXrXTy+ztys55V5VLqdziLwjwxqyS2WpGSQxBYpI0DKwJwQ4Gazr2a41TX21C7COrFTsGQox2A9Ko3Y8yS6e0LRw+YVjXOSwB9TVe3vXaZYScr90+pPYU6uGq1FeDWjOjC1MNF/vk9TvbiCW/tbp7GfcbUh2thCVL59M9hjOetZWq+Hbu28MHWJXMbBt0sBHKqTgH+XHvWlb3MOkRW90uom4lm2/aLfacKCOzd8dPxqh4t8Tyz6fdaTYvA5uiseSSSgJHJPYDrk0qmGU6fNMypZhVoVLUv6Rzl7JLD4ae7ijVoG/flVXrwBz+RqhD4jub7TrOGPTXdsFjxhNo6kE8GvQdY8EwaNo1nDc6kJLcL5N24wuAR/CPck8mufubeXTbywsIb5LnR7SzzbEphyGJPzDpnPGehxT5JVIWS0Rmq6VVTvuZFrOrXTlw6kqRksAEIGcfQir1haXl5frIsAZM7Qr4IBK5XjPJPUVS8mWDVb77bLbMnkvKgLA5baQijHU88D61a0Oyu00pb/AHSkCQyMUQkKQeOfbpXbTbjR0etjOq4VcR72iuYOpWF/farbvFZeakjhVVEwzlTg4X65zXT6fpSQ6rDPqyyRhLyMSlVG1cH7pz26c07w7qv2fxbDdXSr5EW8bk/hyDj9TXQfEjULT+y4p8gREB42A+V3JxyfUAd6c4u8Y9O5jzxjKQnju98N6hokc/lSDyJeJYEHynqVz0OfSqHhKPSr3SmluYi8KykQsy7SVH94Z65zXCaaY9Zkj04X+wSOXKEkqoxyQOme3rXa+HbpNO0Ka0IDv5zkE8AjoD+lYzhCMuVu6Lpyl7NuGhs61DZxwy6Yq+XFKu5MdQM54+lcR4i0ayMdncW8hMkRQKFOBncOTWbr3iC/vNXLPKdkSrH0xgEnjjrTIdRgeZUuszxkcIBySMY/UVcKKnC8XZGUqjUrT1Z013okYknuUn3zPFskVzgbOpP6VG1zDNbadZ2KGa99OAQQOgPYY/SpJHtmsGulVv3qbWEhwQOhHtVDw5aQreC5jlZnAZflGQo6cj8q5KlKVKnzz1PQw9q0/ZwMOTXrhX+zyopuludjxlegz1JHucV0arPFMhELrKoyqLyAKWbR9Khka6CXsl9M26SV2Xyic5xt68YH4inTO7SDe3DAjI7DvW+DwEK8lUkTVx2Iw0JU0zsfCXiuSytJbO+DbYiCAPvKDycD0q3Nr1zq92zteJb2yyqsKqhJxn7x9u34GvMLf7WJZm86RMnBcAnI6Bfyr0rSPCr27acL6+iuY5ZB/o8bZwduQrH09R+FGLowhP3WcVGTlHmki3401ORPDZtLyMvO04MMkWQoAHXPqR2qppHjTSraJIp0FnshK7QC25zjJ9uB+ppNQ8JSXesXttcX6WkTMGtfNfiVjzgAnoBxx7Vzz+GtT0mC6nnaIjcd20g7VXoxJ6f0qqcKDov+YXve0UejNLVvGVzpitNp0kcb3DlUfaGLKpGTg8egzWXf38t/rBnbLSMqHI4xlckn0FVl0+9utYt71fLvLTYFiFsCyrzjbz0OT+NQ32ma5cTPFawuUnYxYON4YZyCOwxg56VzulGU1GSud9GtKleVP0IdTZ9wjhdGhmiV1yMBgSeuPypG0uOM3OoBxblNqKiYZmb2xxwO9YrW/iC7e40xbfe1lldqAFsA8geo71tWzzwabFDMVChgxHcMQAc/pTqyhSouUN1+JthIe1rqNVaMbFEbqzuYxNHGsbeezT/ekwDkD3xnipNL1SW98XQXsa/ZvLXmNl4MeOce5q/4et7bUfENtaXexoQ+54j0Yf4U7xDFZxb0hnzdSHy1A+UR/NheR14Irho1ue05HbjsPGm/ZU9bFzVrCa7nE1m4YFiHBQgIepA9cVC3hrULCwM11cxWTbTKscjYZu+M/wCea63wh9vv7SUavHA8cJSGIRAABcZPTueAT1Iqx43fS9X0qSyuJSt3HIGgUfeJxyPoQa9OjiOWSVtGfPVk9luYXgfxtI4+yahKXjJ2q55Kn0Ncj4/UXnxBFtaxeYkqLvRXCfNtyWJ9MYrIv5JdLuYoLc+Xb5Zyc5Zm960/DT3i6wdbkslkhjgKCWZSyBjxknueoHpTr1EqrcVYzhRukr3MnwmbjTPErTyQRlFZlVZ0Dqe3GeOnetye8vHjS4u78MHlOLUE4QHOCB9O1dJp1sk3irzdTtI41uw37l1+UptBUr6HK89+a0dGbQtc8SSWrQKzeWxVWTCMRjdg5zx/SsJKGje3U7KM5Ub6a9DjtL8QDRdVt70Qbl+ZAxX1Hr2r1O18YRS28lzt3pDbo2UG4lmYjA9T04rjb/Q7S4jni80pChIwgAJAPGPyFclbTz6ZqUkck7yWyzELFk4K+uB3rSEKVZSUOhFbn5lOprc3/FfjFNWQj7Isawb9vmjMjEnGMdAMc/lXJxadK1xG15bMolXegBBIwM8jtVxbi0aaVjC00k7GOMjsPYepq7dyvaLBJLDMH2bR5mACMYwP8a2jhaijeHUuFanpGeyKKzS3DLJOIog5HlqzjcQT1x6e/eu58N6tpmn6VdG5SGXzrvyQruoJwBzz2ya5ETmSxld1hUlgQAeRgDbx3wRVbRp4ZbS7t2jEshBL5xjPfGep47V58cFKk3UmrHo1ce60FQTudx421oPpUNuItrDJaEMPlGcY49sVzkVhcSWEsVpbyFIFM1zM4+VTjIUnucc4rNstUS4iCyw7kjXJLv8AMx65Oew4qKDVJwHSIXEZuMqZTlVbI5x68VvOnJ0uXucNGqqdXmT2JrR2n2FplSKNS+T0UYyT79q9X0rW7bVdOi061a4gktIoy29NpdAQCQPQ9PbNeQS24Fs0ULFYEUbiPvOf7vsK2tI1m7024lKhN8iBCQMkDOf8K5aWFlSvKR6GMq/XElH5G14s8T3WrXkemWlm5ZTtXaCxYnjPtgfzrBk0PVLBJbq30+RjEwjcIpPX1/rWvPcX1hqcQjQ29wLUMwUZIcnPJ/Ic1Z8Z+Mb+CFY7ZHgTyUZsjbvY4z78VpOKjp3MKLcPdS2OWuLC78gRiwkjvpX3rFu5wCO+cDNXbmKR5Z3kE1usTBS+BjkHIz69PpU19qkt1pVvIXSGYqGb5cnGK5vUdQv5JFXMvkjAi3H5c8ZJFbqjSk+Xm1MXVrpc/LoM1SN3YRMZXiUblYjlgepqxNa2BjMkNpdpG6RlVc7mUZ+YkgYHHT61m3sl5FfS28c8ly7IPmAyST1HHati2vIp97SoyqkITy+QM+/v7VfNKnFWehnNqs7ctmh9rBBNPCu4w+YpEfmKSu3HrVN9NWbxDbWc8gEErg+agwHQdQP5UkWoXSXUUdtEytHEUcsoIUd2wenFWr796VJPyxYKGMeg569B9KqVTkspRWplZzvZl3VdO0+KweW3V9kv7lJB8xVAc5GfU9/QVtaP4ZLaDbSS3MatIisyE/dhGeSPXHauTNxNqCC3UggLuwSdqj/PFS22pziMQsxCmM4jyccHGOO1cdStBy1Wh6NHCzitJe8F5e291qKxWSNBA53Rh33HaPf1x2p1qUhuiIo41UMWY7fWrOjaRBqeqWyXt0YIwwjzHjOT0AH6ZrtbzRNG8NT3N3fxLJZyBUgjPLFu5J454rHDwgnKSW504qtP3aVV3aM220O1ms7e5utTiicqJJrdRnbHgnAHXJA6muV13VU1m6imtIIrWKP5YkiXkqOhJ7mr8t2l1fXMsEhjs/KcJjqcggA/TNVPC1vDBqrOjmUwxhQW55PUj0r0cNUpu/NqzxcVCcXfoR5ke2ge5llSWVwWJyDtzg8fSr3ieE2M6fYYhHDCpkjaXkso74/mfpWpr2sWVu6xXAQuw4ymdorjX1UarPc2zyukOzZGzk5JBzk/X0qmueTa3IjP3bPYvapq0WpaXaIhjjmdlL7Rkr6nArqfDOuTW0QtrdvPwwGdh3sB1AU9AO7GuLs7LyT58ci+YuV2heg9c/56Vv8Ahe4h0fVLi9uphmWHacL93nPFTWxcIy9i3dHVDLa1SHtlE7aTxILu6eG3JIjhdnjYYwwIAye3evPNU1IXmvM7SRMj4837O25Y8cEZOMml07WY7XVL+QQ7o7jcFwcMQT1PvWHBpsrzXLEmNZHLKeCT6DFYSlRqLlvoaUFWw0uaK1ZsaZbW03iC2Eskj2hYt+8IAK+nHrXVjVPDT3kUEMEQky0eRFgAY5x9ema4KykktjJ5qEPwvmHpz/ICrKzQxt9ojwxPG5eQa6lTgknFnHVrVJu00ZN3Zo9/fW9vlIIJGdgTwq5wMevXpTopv7L1m2exk3FEIVXJI561oapqOmzpDJp8EyNKoM7Bc7jjnJPv7AVDaRicyzurBYgMiQDt0wRRUcX+87HPTb5vZNblC8tbm0OXiZCOXjduRxz1qzpt6lrIt6YRHBAhLyk/KT2x79BgVBqsO9pSlwUEsQFsv3g+RyMk5Hpn1rKt7toIrRLr92ikskLcZ4xkg9Tn1rw6lOHtOds+qpY2qsP7FIsX9+bqzttQYq73TyIWC7Vyp9Pof0rpfDBsrA3EzSqs6xhoAy8iTHJHbpXFub2S0+yiDfaLOZUIBJVj/D6da6jwzrN5bWMtogjiiuAUf5ctI3YHPp7VpBwhLnRw1Z1akVSl0Ov8Pw6VAJNZ8pPNiEi4A+Ug8kn1PUVmpYaZrGtPJchY9qPOY1fAII4AHb8KZH9oa0ms4woLZyoHArKRNS0y2v7+WPzGgUZLkAg9zW8Kkq1lyhGl7K757I1tM0HQdY1NbKd7z7PCp80SptEhB4ww5Ht9KoX2nwWniVrfT79/IgkeNUnHIBxk574OBmse18UXMNytzFqKb7rCShhnjPOR2IPSk1a7eHUBfXNxFcQMGR0BySvvx14yDXXKmrcq0OFyfPdu6JvCHha+8YatqUUmrm3s7BjG0sYzu3MTgduxNb1z4A03xFaSTLqg36bIYxGF+WVBjPPUZx1HFZ2lvp9gIhY37WlndMHnDMArnGBj0+ldRqt3Y/arJ7C5RBGGWTygGVlx0OPfmp5Fy3fQzk5Xt3MTSdLtLieWzlhaMbAqyRqMcHofXIrmPE2nHTtZmFtHst9/7sA9FIyD9Otb1jr+Z7gRR8RMFVi3Vj0rkdfe/t/Fab5jvYhldGLKVPX2wOeK3o140k+UyqU5zs3sVy7pGzBiqhwpJPfFbd3FZwabbS2iN5pIZyCTnI5OO34VTvtM1D+0Jb2RGlt4It5YLlQaWNZbtooLdirSdJGPyqMck+1d1N+2tWk7JGLjyJ00dPpniCy0jT7iBdOguZLg7nmuVIZVxjAwPXkc1raT44ia1jtZFeaaCFpJSTgBQeOvUkdvauBRBZzzpLdvLb+Vk7SWyw4wOOhPNallpEdtbvJJ5sN5cooCl8fKf4SK5a1aKg5x3ZtToc80n0OlF3DaWepgq1/9qjMyvHtASLJIIz3z2HPFc+uo2c1nPcJIJLgSRRmUAjKkdMfWorqa8tI5Uht9sMEZt2TJBVRzk+3PFQ+DtMsJd7XkEr20uCGyQqMvTJ9K45UVVjeR1+1eHnaOpcHm2klwt4d4mUFFUArn3PYgV2bTvrPh3S7MTRwytEoS3duWABGcfhmspY9LhLyXUqzOr/u5OhT0I7GqsdrcnbB9ujyJxIk6qQQCOMjPvjj1oquNOmo2Lw7dSq32H+MNOuI38OzQf6VLYo6tHGnVAc7ufTOK5K4tLjUpLVJ2YW73HyRcnYGxkrx7CvQvsE8S2Au7h5ZrtEEbEAKCWI2gfQZyfWrPivfoGqWX9lWckxZcoETeY2zjoexB/AisHCUtUzp9rRTatdvY80h067j1FhbvMRHM8CsoJ3jg9fYdfSu20xkieICYQERHezoSHOcYPrVG28Uajf3LWTQzXAtyXd0jAKk8Hfjqc/jxWtNp7Wunrdykxps3MT1X6/jWlX2nIlFaEYVUPaN1JWZzl5dz203mFpLuCNiskZ4UjPsOB9KrRxM0cU5lnNuADM4j4iz0wQenvW1pGpWL6qiyDdAMZ3nAfnkc9j616EupaVY6RqV9pVraRzGMRlOPLO0cAcYPBOR61ph6s4KzWpnjqVNe9B3PL4tLhF4k5ummiaXy9gbBIPQk/XnGKqQaG+p6hYWtvNul8x2ffwWA5GT36Yqldzu0pt0kWDzZxIskQJWMngc9hWdry6pYXMK2l7NPLMCokiGDjgYyPWlWVSNRTg9CKVSj7KUZx1/U7y1tp9Zlu5fLEdxlQB5uTxzken0rT/4RGbWYbG0jv4zJATLMkw++c5wMcEV5bph1xNSh1C7uZ4BEQAQ2GfkfKB3z713uhasINQlu5p5kCE74sY+TjnPYdqXNJe9czspxskav9hWvh2ZdXvrmOKXDJJYR43BmBCkYPHrzSaR4tuf7O1KyitvMcp5ytI2QMcYI9emPeud8XeIF+0z2r2xj3yB0Jbd9TnH14q54bt47p1QXcqLcowdo8ZGBkY/HrWvNJpTeq6D5KSjJN6mlo+qNfa5az3SAxRbgzooC+aOQCOw5H4is3WPDHiDUlj1fSbaUJGNzW/3RtDHlQep9qv2Ph630WG6F1OftiKZl2PkSHIABz35Bz9fSrbaxrA03U7tbqS3trdFjjilkDIZAAQFxwee3vzRKbekVqYqKvdvQ4q7gLWZF081tPJcI7KV2lVPceg61fv7SC7v44mdtyyLuAYbEHXBb/d4PNUNMurjX7gWt812bgjajxxhvlGSAV44BPX0q7pPhvUtT1e4guLgRlYjl87lYrjAAH+RitqdNRalN7inUTuoK5fVFjnc2ZV5XJztG8Nx046imR2s8kBKIE8ohFi5yQOenbrWt4V8I+I9KsTqqxCLykcw4OXYkkZCkdPrWdqkmq2muJd3cofzcCaQKBsJXncBwCPat+alGbSs1+pknUlHsU4b1765aFIt7yYTG7ABz1P0Fa9zoSL4ea7vppJLS5k2XQhHzoVAUMM+uB9Ky9He00lrh3WNt0pfEoydpHQY6Yz19cVq/2639iy2FsU+zyOSGPJOMDr9a4sTVWs2tDsweFnUahF6nGppzWusW8tvc+ZZ2u4QCZdrgMckHHAIJzmtNGby7h32+bIc4Ayfc59elTXVn/oAlMTuwJLMgz9M81RsmBlie5u2iXbJK4EZckAgBVUdSfrjg104atQVP2i0ZjjMLVp1PZPVEGoWU0UCyFpFcEELIMuwPetbRdFvZDNMlpO4SMZdTwM+uB1o1qWe8gefTZXYPDuDBCGXpgg9s88V0Fl4mvrLR7ZIiiM8CmRoUB8w7cZbI688/Ssa0qlal7oUJQw9W8lf8ijbQxaNA6p5TSTpli8W/yz6c8ZIqeyhlsWF/Np8j2zDMJC8KSfT6ZxVO3tp7u9htYpPPlnwFwpXn8e1dXdaFrl/aPp9nd2q3UQHmAvxgEDjjrXjwhJztLofSYjEQpUOeD+JHN39zYL4cjlSJZZWfcswUkgE9CRx+FY0twZtPjtjDGXeTIk53NngLj0zXomn/AAyuYbaKyvLpJLXYzSFBg7ycgAHrz3qnqPg6G1u4lhjT7RHHviWPJDqMguwJ4IOAQP617mGr0IpqUdT5irObsoy0OKTyLfTpdNDPLdSTbFVG47Dg9e1LZWOut5hhtTLp6qkEsm8AoQcPxnk8jpXQnwTdTah/aXlW9tChV4YydnIA5Ofeuet7ya2Mkr3BS4llZWCuCinOM46k8ZBFY1+Ru8Ym1F1Je65CQa3fabqZmngVoiZGjWWL7jDtgjngYqzpdlbwRSa+9sZrq93PGMAbAw6henA/nVi5EurGWeTy7iWJN5DHG7PBxjuap6btuNOgH71ygYogbawTJG0H+Z71xU1KpPl2S7npzoww6vLVszZ5bSxkKm0DySRkNwAST0NdN4a8T3trC87BZkhj8oeYw+XGDwvU8Y5rIvbeGRLWSRV8yKba+SNzLjocdecCq+kmaxtGnmshiS43J/eQg8D6cV6dSFGlS5Yq7Z5EqlSvWvskdTst7r7ddpbLC18FJVDgqe4A7ZIq7owurYDS5PMwY5mAbkswG4L9SM/lXIar4utLaSOS0tgrSg5j4ADDAJI7ZOcCrVp4m1bSry3t5dOeL7bcwyWk0mQVIOCSOcgqxBHXpXDCpWlJpqyOqrDDxprld5M6G30+CexF1dR28wimEjsOWEeVXA9clu/901a1rwfqOq64YQijzAZN2flRcnbkjkHHAFc9ea08NrqMlrK0im6EQVsbQA5foOgJXpVm98f+ItFmmIhtZ55mDGXazbRtyFAHHHXiqUZ9EYylJbMjOqXui6rNpqW0XmiYRyK9vvZsAYAPYdwR3rQnmDSTscvK6FXViRjA6EflWBDMdX829uhMbpmMx3KQhXGep9Txj2q74Rad/Ery6oVIaINDvbduY4ABz1wPWtMXhlOSs9fwNMJi/ZQbnEx7+Ga1sXu2TMRk8ofNyGwTxXW6P4al1LUYVZCLR2Vi+0AMFA3nPbJGK6pdMtYbaa3MSsk7M7BgCNx74Pp2rz218U6pFYy2ccSRPCQ8ckjcMP4lIHTnmtppzjZaHJTrKUnY7me+0LTvF80MlsZWukijdMDZGMcEDpjjnFeZRabBLdXF0bwKJmnh8hUxiPcTkH1AHNVtS1q/vbizDyqpjAUFRgjnOc9+vH0p0fnQXt5tSGZ8sLd2ONhY8kDsSCayr0XTSXVm1F8z5rbGhrOqy70tfMlkyFGJQGJGABnHXtVaOTVIbzDwSt5QW3nRcAAdQh98VJNNaXV7DJbTxpfXDJMm8bvK2Dlcf7w71WuNRmtYpYnlcXP2gSlk4DNx8wP15rSlXUYqMVqy50eZN9EaMWkajql9e3FtbRZiCFI9/HzkhQPcEE4rctrTUJtFm0nSWju7m3g2Si2lVwrHOcnp6/WuX0vxCbDWrSU3LyIWUvnIDHHQjuBmr+j+PbTwprtyg08mOZFQspwQoOQR69azqTqJKBlyx1mjp/CGg6He+HrXz7S4uNT2lpkUldpBIwewHHWvPfEdrMpn8P6lN9laG4DKMFizHoBz93HOe+a9Q1y8lu3tn0wmCVYygkjYplGwcEd+ea47xlANQ8ZaZeahKjQQW+1zGAWZlztBHfk8n0pQxFSo5U46ieE5IqpPRGb4X0H7GLVIleaSQyMFEQLSICQT69utegaZoel22hXV1qKhQ+9cBsAYBOB70zwHqcMIa2trOIzB2cuRhsHGQD6D0p3ji0uLl5WUBrN1Duikg+ZnHOOT2NZOlKMveNfbxt7OKMBNLsNQ8Iy2dykLywwi4SQKFcOxyBkcsOtc5pehWVlpbapPdYmSXZsZeEA9c981pS20+m6ey6oGKBQ0U5PGQDgcdDg9KhWOx1WK4hdGjtpZVDyeZyzqB2PABxj1rSN3D2d7CbjTqKpa5RSxee5eS5dorcOBMd23Abpj6nFT+DrxrGa5ljlO2MspccbvmwCfyFReJGtrW1urSDeBk3DlmzjGFVcnsM5ArP8AIl027EUMglSaLex6BmUjP4cjBrWjLllyz1QsQ+de0pq1zq9UuLciefdl5wVBxnGe4FYCW7W88geZmwreWrZBORgH9c1DczXR1SCC6iDRqQ5MbYBQgjHPTmuk1fw7p1l4btr+21U3F6drfZT8wAbqoPbA9e9be2imktEzGMJvSWrMS70O6i1CC+gjk/s1E+crJkb9uM4784rW0PXW0fVbe/uBvRMjaoxkkY/Eiq1/Pd29ottaKzrKREgZsAbuxxWDAsp1I2U75eOREJQEj5iMtj0AzWFCeGlzKe5116denaK2Z6T4r1a11W4sp4EeWSIYZ8YwMg8H161n6nqN5qthPDbQmZmlVnhJyGQEFsnt0qbVreysbaP+yb2W7B3CQMhBjPY4xwDWDE5Rbm6TzvLtRGHlQZCuck5OOnGPxry1XqKbiloe2sFgnQjJPU6nQhdwarbxaZEpEx5jUZQdcsfTHrVQPPH43vJpY5PtKmRX2rjd0B/ADkV2nhnUrZfDr6goh83yzIxyAxAHp1xXDeJ/Fkvnm4WKNnlwCV6gD0HWuiD1tI8ab5KjcFoKNegtNccpZQpFJIY0uR1ODyT+tZviDypfOuLOSFoHYgRgfM2MfMCOuTVW3Q3KG5ihGQ5YhxwTnnGap3RhedDbJtkhGFIHCgnPAoXLCV57G8JVK/uQWpb0yeCPULcw24juRFiUGTJbP16fSoryCKx2zy75EDbiScn1A/Otnwvoem6r5326R2uh+8t2BAxj+EjuTUV1faXFdPvkV41yQm3eeBk8HjiscS41Up0lZI7cK/YucMQ/ee1yDR/EdxHfD7CUDBRvaVjtkYgL07Acn3rm9c8R3lz4qiMrZdGKsVP3mz/QU/VSY7mB7GAJCW3SOnGTn5RVMW8c+nXF3O8rzxOyKwwFUHoAOv1PfNdNJppKSsePiY+++UvX9t9psQipbmeYfJJk7ySen9K9QnEejeFtN0aCVYmVQrMFByVG5iAeOSeteJ2plmlVIwxZAWznooGTXT2Vy2qgTXVzIZEQhct0UDGOe59K9CeEc/tanLTxMYa8p6A2oyeI9DtAHjSXzxFJIg6AHDEemR/Ooo/CKIcXFw/krvCBDgjdx1/GuJ0yWS2nMVu0scIZguDgE9Tn1rv9Hur3xJdJaS2n2dIZB5ksTkgL7574Fclel7P3ZM7qGIjKLlYyIzZQ6VqD3eoCC5td4jiYklwvQt25x0HQVzvh+CW6sxceYimWeSRXl+XIPQknoM5r2L/hDtA8+J/spKx5zGxLK5PUtnrXDfE37Doi209qwiaUlBAoyp245A7DtiuVXelPcdHEUpVP3mxx+oWEdhqUFydRh8mNXcvb8qr7SwI9SSAPxrMbU1vprVFaWd3h3NlvvSEjrk/UcVS1++WR/JWVZYMACSP7u4jJA9ccA+9PtiIHguotPeMxwjZuyA5PAYHv68V1xnUglJvY55OnUm4rZmwZ751udPWziBiXJckfIP7ufWn+HdDkk04yPJGhlYkk8nBGRj3pyrcS2pLgQSygNJk8D3/Kronazt2eUKtvGRKrRtneccDGOM4FVOpUqRTqMcYU4SvT3MvUNOmmdlLR+ZDgGMHHy9OPpV+ISJbrbSK5UoWjwvJUdx6iqSS3t2zXIjZ2cksSQuM9AK6JNE1a6sLeaSyAlmiKQqjfMqAZPP8ACO9bqtGnFKfvMwcHJtx0OZ/tuKxd7RrRpht3A7gM5xgE+1dFpnlaxrVvLponkiZkkkidQWRVIznH41zeo2v2VfInhH2mRhg4yQvQAH2HX3rS06OS0s/IRpFhKFHwcFxnODjryBXnYnFQVRqOzZ62FwFedPmvdpGt4is7vxB4vOlW3nrcvAGwG2qWyTlj6Dms3Xxe6fdGz1UpNfRqqHD7gTjIOT0yBmnaY6w6hKJHmja4wpbOe3ALdcGsbxOtu2qySXF/PJ90GSPqGHB68kdsmidJ1FfoYwrPDyt12J9N1FtQi3KmJclSoOB+dR3zXG6SKdEgEZHA6HPQCtXwPajRrqG8dkYzMVk8xchY+7DPQ1duNEfUr1BDCkq3UjGF8ZJCnuc8duvrRhIKjPmeppi8ZOvBQbtoYFqyW9wrlgJHGGJOAvpz2qzDPFd2wtQsjSs5bIGR7n1NNuNEvrHXZLe4gcvCVaQKuQF65z0x711Wj6e1/qcmyzZ5Nob5cIFwTj8TXoVlTqTXM7I5aEp0oOUdTirywu4Uedlkjhc/OCMMy57D0+tVr6S1uN/2C6uBCEC4lGWY456dq9auLR9JuBPPpsbSzKQFmk3AD3PauAa3hl16aKVEGWL+XCDtA/2aVqc6bgnt1MHJyqKSWjK2m6QZ8zu0qkRKDghQMjp+lUpbdE1S1trSKZUZdrsxzt5zke2BXd6Bp1qukX+qOPNhRtlvFIflJHVj64+tQ2F34R0xBe6tETeySuBEoYqoB6genPc159SjHaLudVPFSjLmfQwmjbTb2Ce3UyCFxL8wyTj37Vc8TeI/7XTzp5ZFtYyo+zqN2G6lj69ah8W2sNxqwfTrv7PbDGIxnB4zkeoxXo+heHtJk8LpDdW8MrXEQNyw5LHrjPt7UqVKVOPvF43F06j50jzfwjpZ1vVrnzJJn0iBGcEDY0h7D1GTn8qh0c3cPiF7V1DROSVKkAA+nPp0r1TVRb6ZoMg02GOJLeM+WqjAGB0rzPTDG3jS3lu5BHbEiZvlyMAZxj1zXRGmviWhxKs5p82pq+LPDAgMU1wXf92S7odqg9gD1OK5PVNIbw/dQEM77kVmLx7QWIyQPUD1r0vXNattUQPEUcQvuUMMHjqCPesnxZ4h0fU7DTUuE8yXzDmIcFSF6/TkVrhp+/Z63FVjJQTscjDeSaU7NKYphOoIBGMd6iudQe83SLbCNB+73KeMnvU2ozpBpsJe3hkjL4yR8z+gJ7Ae1YAvZAjJkgb87R0FFfLnJHbh80cFbqadtFNpkYaTD3soyR/zyTsPqRUjtPDKtyj4x2HUZ/nVSxDXSSz3ysYWf5CQfmOMdRzgU+4+0W11aWbQlgy4QjndnnJ/z2rya9CpB2R6mFr0Jq892iwskTahplrcvEIZHDSNI2FCg5OTVnxtrEF5ewW2jQRMqjYJbdMKxOOAPbnmsHULSa3sLiSWNlJmCpuwN2OgGecdelTvf3cLx7LALLAm4Fj1JHbFddHmjFI8jFTVSbkaL2N/bWTae6KT8oyy4BzjGRWbcWdxp9+dNcqqzEYI+bvx06V0/h+9gvbJ7vVbTfJjAw54bPpTFkt7C6N9caZG8b5WFeRgHvyOTiuv2lOEHZbmEKTnNNvY4yC7lvYxcTMXdjn0AHt6V1Fh4VufEuheZc3dsIFLlSy5mi28gD2Ncg1/aQsxSIxRE58teQvsPb0rV0rxAsWnz/Zommmd9kSrkNk//Wrx6EOau1bQ+px1al9Sjyu0tCEQvGgVZCyZIc46MOtRJKmnxmaW7GxSCDszgE4/ziugSV9IhE93pRaylizIsnJViMEk9s9QaxtL0+38SXsVoBsshEzvO4OPl5JA9cVvLCyhVV9jy/rlKdBpL3u5JH4ghggmRpysszriVG42A5OM85NJr+py6xpq2Wm+ZeTht0+0l3IzwMDqAMc1kavp0VlqRu7CKaWw8wLCJiPMXkZJAGPoD2qz4b1q78NeKrzUIpUQSq0JLID1weB0GCK9KMlGX7paJHkz5pRtN7sxrDS5JZI2mgdYy7ISODkdfpit/U7WJLYSTxncEBUEY47E+oNdN4Y1eHW9W1CCcgyXsTguIxyxIJIA6ZxV/wAWaXb3A0nTfOFvsgCPK68Eg5Ax2HOKmuqjqRm9DShOnCMoPVs8vE/7ryyo2H5gMcD2rUsJ5LFLW3t4pGEsjyEKuQMjH+R7VsR+HLQyx2ASP7WMsXLnY/fv2rChj1Ow1qSO7s2tlgkHmsgJYqckADOCODg9q1xVeE6VkrHNSpThNa3JtBvWRbnS503eXLu3suGBPT6YxWpIFil+1TqzsUKRsRg7e4FZFjCb7XZbhm8mxuJyBMRlhsHJIHOK1PE2njT9Rt0tpIJVeASwzxNuWVDnBx2zjoa8WNOtUndOyPep4jDUqPLJXZr6PcNApt/JKqy5ILbhz0Bz/Kqllqlmb4QW0MazSB0mOMAMDnA7dugrk7W/luLm3gaXbucxk5JbGOc+3HHvXofhLwRBruiOV1ExraTbon8vJ39fmHpz2r0asqvs1FnmU40edzMrUNNRJPtm3yZFk3YOMLxwSPTPpRbSZjMlw4klDH5tuCcnsK0b7whqUs8C395a+WWbekUoMijnDFT2JH61VbSZ3vI4IgV+xyKxY8eYvfFawhU9mm3cis6PtGoaGNrukz6lK8vziVFJbbwWRQeODzVPw5fX8lne25gKi2O9gW2BQcDaR+tdvDa3t1B9rt7KVmtkdpioyQvY4HXp25rP/tG0i0t828bySv5rsBnJ9/Ue1caruKbmdUcJ7VpUtWZ1vqUt7G0l1bCKSJCIirgB+OT7Hr/OqMFxLcJDDJvgtbck7w2GkJHBz1wOv1puovdSs17bS7IxHs8kIPuk9RnvzT0s3ltbaRZAInbZ8vJQDqfpW+HjTxMXOctia9KtgpKHLv8AkegR6/BfC0tp4i0tnCr22w85A5YjvxjirE7jxRb3GojWLazngO1bcuFLlRnjnv8ATrXMibT7GQ3sry+dCiwuSQcxkcMAO+Bj6VUu7XRrm7iurlbpXj2vmIDbKOynJ47cj3qajhCF5MmhRqValqaLvh68g0wSSm7WaTUJ5JpEAG5GB5z7GtTV9dRAqOoYMDGY8A5J7Y9K4uPw7BdQPJbTyQq0hygOS3OeD6dPfitbQNBji1qxttVjlmtnfJlL7eemR64NarFQqWjB6WCpgZ0VKVRapkd1JBHcyzxRMs4IUOUxtB6EdvUVoJ5Fzp6WV+k8zh1kRjkKMghuvQmu2vvh7anTpDHqDPdtJvgD8IcdFI/rXN39pqcD3YlSKOaArtEhwJADzt45HvXP9rmRaq050+Q5vVdH0+z+xywSMIZgPtKhiCTyQPTj+tOi0u5vZYjbzKY0j35LYG0npjHWnXFzLqQhiRkmlaRmcR/MvPb8AKS11CbSZ5baZBEzPkswwQAMDjsK9KjGrNWe1jgrezp3sdf4TisoTqF3cQW9xMqARBlBCjB3YPOCapeKrm2/4QOP+yrPyrV87yh+ZQSAMk8nnNY8erSyySJFO2wxGQeWOGYnGCQMHscVFcQXd/YQ2T6mwgKZMIQhsjBAfPpXIvZp2ZpyVNJLqUY7vS9V1mxs9UDghVW4KqMAAdc4J7Dp71fvrOPSpjqGlSymz3qIPkIbJ7ZwO+am0Tw4bCzuL6ZYr5pCPnTLMigcg5HBzitTVQ+m+FLVDBKI5CGRwSQDuJHP9DXXTkoS5Y6oxqQ5lzP0O00C303xH4XSWeJRfqrW0rOPmhkHOB+YOe4NcxrNnp2p6O/hyK8+zXFkZJRdMuIZZFyXB7jAzz7VhWt/faXeNHFqUlos+64G7BDOqgYI9SBip/FMmjw6dYz2d1NPqE4824icEq4cHdjjHXPFcijPnUk9yuVRvB7GboVyLKezvYBmN4zF5jfdbJAyT1xkcGvR7PQbi215LeeWKIvC0owe5PIA+teZ6bZ37WSWBa2F3G/mLhsKAvIBH4c12DXWo6pcWl9c6hFbTzMh3KP9UqqTu9M8EY9TWTnJux1ula3axan8Q6lp2qDy7ppEaUxSh2JTAOAwOMDA9K5S8ke68RXRi1Ly5JZZWk8zDqVOQAAeORisafXLlpbhUk8yAOVVmJ5HsOgz1qGO9gkmkn5QYBUlfvHpjNdlHBVKmuxlOrRpK3U9A8OxWF78MI59Qiie4thcLHKwyVYOcEeuSAcewrhJoWa0niRgHb95+6OAPXA9+pqKS5vFEkEk80Nk+1/l4Rm6H2zT4IphdopkEKlclzg59B/OuTFxnSqci1R1ZfClODnJ2ZPJe31zpGnGwdGgZCkoICbSr4Oe5J559au2l/Hcxypp0ItphPiYSpuaGPGAQTjJJP0qPSBbWhhW8hWSEMzFA2wPlj0PbrV7UJ9NS5ePTI3jlm/1RlbeVUfMVJHUZGB9aiFfnk7xsjXEYZU4p8129Tb8Pabp50dZb66Mc/n4kHRWjyeg9x0Hbmuc1vULZoV/s7TWtrhrjy47ctlSCMjGehB4xVbSL6V5tk8Dqu+QyAqdqADIwfxq1bSRz6bczBhiWT5NyglSTwQD3rqhU9ndxPMnD2r5ZfILLVdR0fW9PvB5UkpUptkXmIleWwPSug0zX7iw1eS8kkMiykh1YAHB9x3zWCLeOS43eUREqFWZiM7+5GO1VL+c6eBPdeZBCg3BnH+syOAPXPBqsDUwtZS590bZhhcTh4Rad1I9vGuw/wBhvfbmZI4/MOBlj9PevNvE3jJda0a1GkWl4mpWzsJFCjIB5K8dc4BrldD8b3F5pNzDM7iNHCqhfAIPbPtWgkNjZ65bX6Cae4WNlVCSo3kcMB0OPeuerSUZabPYxw1Jyg5dUbN82r31jHpksaeeyiQM8p3KD2Pp6VieFbK3Ov6hFqdkZJbYFRCylgp7n8sfnWroGqq+pyzOXZJIVUySLgBweefxwce1Q+MbnWvDuqJf2Er2/wBpnwvlHl8KMBh0I68H3rahVlGm4iqQ/eJmnoGo+HdKmvHksGm81SyKzAqQSRtwemMdawPs9vd6i9lpcMsEbtuSNDuZFJzx+tZ/iOK70/WoGvXSX7bEJY5YGyrZ6gfQ/wBK3fD17eaPousajYBPtsflRMzgEqhJJwD35FGIwUZ0/aKeuh14PMvYTalC99CG88H3EtpHcxQTLpj3KCR+T5S5AY884756V3A0DwraaktkJmVm/dQRBjuWQr94k9Se3am3XjW8fwxpr2gsnubqMi4EnKrgYI2j1/KvNZW166Q3EkgYqxdcSDcuD2+mOKyo0ZzXLfYxrV3KXM1Yk1H4aahfeILJNOt3itpZHiknbJVGXkk9+f1PFX/GFrrdnq9lHbpFdTWwEkcinO52UrwvXjn6V0seu6jZ6a+nR3jNcpAfMduWDbdxIP6VzVnZzzKbqS9mjnhBYNGQSCc8k/TtVJKSb5tEZe8p6rc5fT2voNG+0TIJLKSRXbbwXYZAyfQ55rUs7+VtQlnEaRj5T5O4sFIBBxjpkYpZpNQ0qF9Nlto3heMBFAzwx9PU1jLcva3heBdpJKyAdc49K7KdNVHeewpTULW3NyS6lkv4BBKdjMAylMhRnkkdMD3rrdGuLO2sL2K7eOaJXUmQgb1XAAzjvnJyKxLS2lijZJQJJJ2XlDhR9fp3q9Z3tot7LHeWy3SyYWWIOFDYHf1AHTpWE6lJtqD+E0dGpFXmviEvdXmvNPnmtL+WSFPkjfpvIPOCO2MVm6V4hih8JXFrPp8T3FwGAlcgMxJz6Z+nNXDptoJ7iKANaWKkGGNhng84z9T1rn7H7Pe6rdvIDJaRyFIi2RlgMcY/GualiZybi1puds8Dh6cIyi7sh0wCW6kFwieagwkbnGM1r2Vwkd2qIpDxRsXEaggcHJBP+RWHHKbaXbdiQsSxjyAC2D8ufUVptPHFpStDF/pLF1kCqQQrZBHsMdDXXUUJWr1db/mZRnU1oUDO06w08+KCZXaIyZeVtuWQckkD1NamutaRSqunTyTwyR5UzRgMhA6Y9jVGykisvFK+ZZJNE8Sq7uxAjU9SD6gZ61vyXWiCcadNDcG1GoJGrnHEZwSd/wB47hzxxitI14Qd0tLHJUp1HdN6nGW9reS6ZLqMnlJMH2RA5BGcZNTNpYvfD6XN6WF5E52iNMqyKwyC3bIzivS01jwWs92BphOIisdq6jYVHBb68DrzXK39pHPpkVzZoEtyRiKPLohHVX5ySeCT+FefrUvJdDZKySsGka7dXMl3dNKFRm+SKQAEc4xnsMcVXurXUW1Wa9vLTzLc7ljRZABuPCjn8z6Umk6fc6gbhfsyWqR5nVTwpTnO0nk9OPSte+nsbW4szb3i3RWAwNuhKFcDO73PYGumlQdF80JasKmI9rFQktEX9I0lrrwnc6hpj3FvqURKm3jk4zkZG/jPHPFdHPZy6fokU6agJpYkRLkyN5g3YySCOevHNcDovie5t7aeym3NDdI6hV+8SRxj8eKoWd5dWkN/YZYNcSR4jZhxjOB9ckfgKWIVeEuZ6uxOGhTqzs3aNyLX4Lq9OomN5383EihmwuQwOMHoODiqcdi0NpcJcN55Lli0bblBZQRj6ZP411klkup3kVsd8dsqmORum4jsPfJrm20m+tZCI1LWtwT5KI3JxyMg/wCeK4KdRzfvs7q0IJ2pI1tQWzubi2N4A32iyTzzjgsv3hjsTx+NZ+sT2j24y8cU7xtECo+6M5A9gBitd3uL22itERFmRAGLYAB+tZGoxW+nvqNherHdSi1EgaEbgmcnAJHB6GvRhiaUqfOnquhwyw1WnLllHR9TEivWtL5CkglaIrhmwwOD+taovzdMzEkvI+4c4BHpgd81DpOlfaYIVUBIMrLO8nDysRgIgx2zWpb6HbRIJxdgys7LtwAqHPr1P9a6KFam42lHYidOopNxZKl2VgiDqRI+WjYYOGHT9aiVlsZEu2jAVp/KN0khByBjkf3c8c1m6mixX0aRudiZK7WJAPc+30pNMtnksry3ub5xhfPVSMgFievHOB2968zEYZq9RaXPTw2Od/ZyV2jpluDDcK+0SMxACSNwxHr7VQgS5GoM0OoTKbuUmeCEhU28nGOhHYZqPQoJ2tku54GlhkhCxs4JDHPOPetNNAu9OUh0IlkQiEMPxJ98CuOjGUE3I6MbVp1pRVNE8VrNH9nk+1xxygkYCZKt1Ax1Yc554rndRubm60/VHuykkq3igyqQCWxyQOwAH05rqraMwM9xcHdLJtO2PGQvTAz61VtdIjfUZ7q0t5PJYbdsm1mAP1PPrVKcndsl4a/LGG5nW13cSWMKRyiVGAwyjAX2461E1iLa/e7DMVkXv0znmpi8NgrrAAYkZjhsZUk5xxVSfX7a2jgimYl58Bf7q4PJrmjJ1bxiz16kaWDhGpOPvE39ozNcnyj5YVScqcEHtWDY6NeS3kSSxymWe3fylUZ/eEgAMewwCTWx4ha0uLW3t7O94lkVZ9ihSVIzwByelX/DHg39+dS025nxETGIrg4PI5OemK6MNQ9no9TysxxscUlKKskNj8LTmeGymucl4y5ZMlEPI74yf8arXWhS6LDNBeqstvJGzR3S52q4GACOx+tdksbWFkkt7hGO7ALZJOeT9OlRva69eyQWBV/s2oowWJiPLMfU7jjIz1z16V67cY00fP8APOdVroefeH7GyubmMTPNHNhkmAPBBGcD0zWmPsVrNGoDSXHmlVkKZDJjgY9R+tadt4fk8MrHZ6nG8M3LB0AIfnk5744rJWK0hvjNbzSSOdzHe2d3vjtXJKvV53JRuvzPZpZfRcIXnv8AgdT4XubbTNZS4u5XkTachoxlSe49D7+lek2i2dlDLNYw5Scm4cpjL8HjmvGba8FxcpAytHlWkBZcZA461sL4um/s20it/OjVU2SlTyevA9OK46dWpUu6qsjoxmX4eyjQld9T0SHxbpMtnJIk7L5ajKScOTjsO+K8h8VXNr4hnu7idp9sAK258wBFzySR3yfT0xQL21drrykYAKRtx8xzzgGrt59g1Tw/YxafZiGUSAeSeclWGdx75x+tdFOUeXmTsebLAShVUIq9zzmz0W4v75YH3RRqwDSMpwCRkD6kc/Suwi0pY9HRr3UEeaN2giiMn3FXo/05wB7VPOLmDU7+4ePyvtEaGJSpOTjHTPB7Z9Kw1ksooXS/E5utxYtGQRg8iuqlautWZ1aEsM7NHquiL4SOn2IvTHMRgq8ykBm6ZPYDPTNaGox6WJb3T/sgNs5EkzlcKSRwAe2M8AV5NolrrH9h3F/DFFJZ3Enk/vH5UgHt6Y716HZ6PqN7o2nRLcNK81qskkkoB+YH7v5AAH2qJWjNroYqN1dvc2tG8DaKbNWllaRpGDKyzZOB2Pbk1Df+K7Y3NzpsSvaBSY3kYAjHQkYPX2rL1HTNX0nTXv5CtvEuA4L/ADE9MgfjXPz6Uk80iyyiXepfcrdx61zc0uba6O6OFjODlzrQl1jS7SOJJ8TSKVEcRkGBgAYI75NZqxXdvcxW1xFJCGUDc69vUetdAuqRwWttE06NDCir5jgElvfPp0qlquprqSKIiSisRkrypHB+hp42jGMOZnRlWLn7VwS3Kdtdouq3digL28cZlXzduXcgKDk9SCeB6iqN1f27eILd544oxakyEFAXkkxxkjqOn5VOlnGzDbgSAghhkkGoRo1pDqYupC8yDKBX+YlscnnoKKVZuKepni8I4ya3uSz3IvHeacMzgMVGcckcAegrY8La62jI0RyYGcs3mcsCcDIP4dO9Yq3K3rR21vZMwJ/1q9WPcCrM9pcy3jRTmYQ+R+7DKCXK9VGPbuam9Tnutg5KCpqMtzoZZB4r12V7SbbC5WOUiUA7R93jOCevHuakGs2nhCVpMS3Woswjl8xgBGMZzxnk9AOuK5drH+zvMmjRPNnCBIVGNmOc5455rL1k6kl9Cks4kjZ9oKtk7j6+h/oK6adJzvfocrqqMeRPQ29a+I13qF+kX9jSxWcKlt4fdISR1BPGKzbDxXFrV9bq9rFZtHEYkbJJkIPAz6nP51meIbQXNpFbWtvtuFUbGRyd/qM10GiWUVlZabHdhDFAyCYowJLA7uAevP4U1SlJXgjDmjB2b2NpdO1HSLUW8k6CykDTOi9VLHIGD/T1rltd0+OOWIb2dxINiBywVeCRjoB6mum8SyPqGqTTW7tLZRKjs+TljjpgdO/5Vi3mppc6pZk2NqhgBLKAdrDHQ8/jRGFmuboVq1prcxo7iX7VksyNuxuIzj04rsvCniK4hSe3ublpmLAgtxXL6tcpe6i09vBHbqQoWHdwT3Kj07023ja3aNi+S+S4H8P49zXbKpSqNO5zeynGLTRoeMPF2pzeZY2UqxWTtskwo3N689h24qhpVtcfZ4b+SQ7v9VAnTgnJJPfjj8aX+zrK8jXG/bHkuxbJc5ye3Ap1snmXjpDKY4IkGwMSQhHoT1PqK8+vVsnE78LQkrSSvc7PQDbC5ubGa1jeYuzNI6g5BPQewrA8SW0S65B5NusdnCRvlC55ByQPwFYd3rF1BqcjQXc0TFRlwMbx7e1X4Z5L/SXuXmKFcqGHJYngmtKSlGkpPqLEcjruMen5i+JdW068sbXfIZ5YpN5gjzt28kA9gckcjtmsjTEt5NalvJ7XbblDtTYQgbA6AnNT6bo8L200jyF4mHygDDZB5/wrRggiuMi7dGc8oI35X2+tGJxDprli7mmGwbqNOWlyt/aEMUAjdd0f8JPGBUGrXKwX9k8KHase7d1yD/M024WCG7wS5dJCsa8HC46kY5ptzEt3ZRtDbSyPHwT6qCT9KxdSpVim1oayoUKM3FMoTxTThp7y4DyLJuQMS2FHarTm2fVg9yXWN1BOOM5GRWxpvgS98XWSzxFbC3K7o3dSQ/bAwfbrWLe6RLoE91Y3c6TyW7hTIM8Zx61rQXvXvY4atRR91K56D4fhsF01rcWqr5TBmVyDliM5OSOcHFUNVuHubiO4RBvtUJUMAV68dOmOe+aq6Pemy8NLIsxEsrM5YZJKg8Dr1OKr2fiy91ITQ3z22IomZAsYjDE44PqcZxW0o82jRlCo03JHmd3aO8sEOzbFL/q3Vsk4PQ10OnWdppGo2FxEG8mGfzri5YklVwBggdADz+NZ2mmW18QJqM8Re3hBIUnvg8gUNrMkTTy2yuJ3uGbfKNpMR4AI9COCK5/rNJvnR1TwtVe5JHaaz4z0bWozpdk5uI2VvObG3gY+7nrzWfaxW8Fna6hpbjypoXidZOWR84Zc8cHt7HFcwiaVapBPAyRySjacnArqLSxiNsIg0cIDbsFgBn1rHEV3bnWp1YDCRneMpWKy+ZLa/ZZDicqWUEZX733SexwTXNatpjwFZA+C0m1kYcL3zmtfVVlum22UpJU7XCvjI7H3qpb2moQapdJeuMtCj7WbcDuHBH5V04bGcuH9rsZ4vANYpUIu7JtO2WmiSXD4SU3YjEyOQSoHOCO3WtGGS01rUrSFDuVLgKylyzFQMkk55zioDcvDpE1lLHC0UysoG0ZUnuD2qjbfYLdor8I0EqLtVY2wN2MZPqOTUQxLxck4k4rBywnx7nZ+JJ2nRYosRSH5lKgFmA6jHpVayksdZsFsLuRvPj4VmYhlxXNz3kpZLqSO4mTHlho2ICrnOc/XtVS8tdStrj7dbGSQSNgMvJHHOf8AGvRUI682yPN9+y5dzoNS0vTrZ4o7W4EIHCtG5yjE/MSPfg/hVp9L0K30ZbVJJJrhCB56k7nJOePQcniqrNZGycYRp44QXJYbgx7kd+tWPDdpLNfsJ7Z2SRD5IxwWAOKxh7B05ST17GtSFaMoxkiWKz0R7i0urSySK7tuSScZOCPmHRvrWnoWpyaLptxFbThI2YO24biW+ntXGa6NY0+YXyWZWOFvLmaJWIH+92B96dpyGXwrPqz63HHc7m22bqTuAPTI6E81584zlNSud1OtTpwdO256Npfhy91PW01iWe3NpNIW3jCuyEEDAGQDkdM1RimOta6dEgMkby7trNgHaM/NntXJeBfGup299PaM7SWccEkqJ3jCndgH611NrK5Go3xKx6qFAtDC2Am/736D9a6PbOHupnGqXtfea2On0aC48M+ELq5cymaWU4DEErgEA/mK8v8AIllkf9/DI/8Azzj4A9a6UapqY8P6jZSyyTW8UqOJG5KhlBwSeRzz+NYDTR7olEaBmUAYI3H247n3rgxN5R5F1PZy2caFRVZPW5Q+zXstjNJHHnBKLEFw4wOoB61DpsU8tpEk4RY5WAYbsMAe2OxP51p3MEytLfSSyi1R2hlXfyjkdAOucY6dqrn+zS8UiwSRTQgN8ykAHGASD37124ahFLkp6tnPjMVUqT9pW2Raii3z3P7lZGjGAB6AfrUv2e7j3yzxCNETAXIIAPQ1R0fU54ry8CR23mK6fvJchSGJySPSpJnNwjxvdGWNnLMEx82G4Pt9PSuOWDk5OE3qd9LMYRpqdOGhsXUMNh9nkiUK8S5VDyHbuG59K58arPfahgKSzMQqICdmDk7fTvSXLX17b3l19qSGKB2KwuD8wGCxz+IxUei+e0017apGrQKA6MDl89cehxzXfgYU6EJc2rR5eMr1MRNWWjOog1nVbuwjuHuZygYrCzSHOCQAcVJqOpXFxeRJPGJ7qNgpJPBGQR/Os2acanbTW0Mht0ZcpIuTkhgCR6fSoFWO5uZTYyyi+MgSWN3AVcc7ge3FebUnWlNt6HcoYaCjbsGt6Ld6HqYeVZYY51LRFG2nOeRx6EgVDY2eq6netfwwTXjW6gyDaW2gep6dKy9Q1Arbq8gl3rcPHOHkLbX6ggn1FX9J8Zah4fS4itmJSUqzyFNw3gYCg+uDXvwqwWHU7+9seBW5nWaS03OhsNQlebFnA8kzEkpEmSeeuPyrovDY0zV7i/0zUYzFqTsrK7Jh8LyQCen/ANevO/DXi2eXVJHggWCV0KMyDsDnOPXtXT6Fr1vL4wS41OQKYoHQuASSQvBIHTrj8K5Pq9NNtdVc6amIq1aaS6aGrB4xeCDVLWfTreAzsqxIowoB+U5A6kDnPc1Pf+IUn8OvpMioJLbG1guAygAqcc8joaq+H59H0/TdQNzaQySTIHtzMufMIB5yckZODjrWjd3sGteFf7JSGH+0GkCRxW6Y3AHIIzzgjg1yzUrOxpSjFTXMupxalUvbe7vEhktjwm5slWxwcfWpPPF/NJJBGvnGNhCJBhQADx7d/wA605vDV3HdR2K6e7XaJ53lg5IX6dKwbC8P9vtbSxGExFkkR/lYcEYwa3wE/cfP0NcwgudOm93YbNfahdtbKhQTJEWZiQNwAyeRz0rNXWLu/jSNiqxEAliegHoPerz2CwaheSWpHywCOIF/uh+GOPYZ49apJZ2tlpkk6Sbj5xigQ85x1DfUVVWpBrRehlCnU59duo6OCW4vFt58hzKjGNlALAjIAA7HIxS3t21vdvbR6cqCM7QJcggjrkVoOqWsVrqakeZEwk2AdSOg9QPxrvdF1m01WZTqMFi1wyhlcIBnP19KrDVJxbdTVE4z2bhH2a16nnQle5htkuCFhlYhsDIDdcY98UumWF1dG7mNn51vCFy75Ea5PAzjrWtc+F9d1LxFfXFpaODFeARtkCNRnr7jA/HNdQXttD1W/t8xso2uYByrhsE4xxwQODWNSs+Zy2QqFFzaitWeeeJdA1DTLm0NxbvBbSEMMHIwemPXFbnhu60bSvtM2pyCa4nK28RALIAeDz2Jz17CpNY1WXX9WhuMB40CiSInAJB5wD2NQapbC5k861SJOPnjAAzjpwOM1vTxFKo488rF1cDiYqTUXodHpN8NPub7Tbme2XTLmOaI2+MurdFP0PbJrhdaSfTdDsLmMSCMSkhtvAIGMZ9q6hNLhu9LhDX8C30amTy5FKkkgfKX7kYrnc6hrQXS7K2a7lkBLwKMlxwMjsCOuarE0OWLkceGqqdS3UhsruC20YyvKSLgbQz8ZJOTineJdGnh8Lpc32o25tnmVgkZDyRoenGf85q9qngjV9VSN7eyaaKxZopkQBSoAzjHfp2qnfaPdppggu7S4D27FsjaVKsOg7nHr0rz6eE5XzxkevWx/to+ykjT8C6Bolpo32u/u4DNdHNtHJ95VIwGI6ZJyQCeldpaeEYReCVTLP5aYAX+E9jn+lcdp9tKlj9m8r5Qil1LbeMA8fnnFegvo+vS+HorywuZIrqXYxhifblT3J9uuK2jiVJWfQ5a2FlRitbXOY167tL2SK3tLcW4gZmkj+6C7Nz09SK2XtJvE/hiOezh3XFm+9VEn7w/Lt4HuD364qh408Itpul22o2l1L5zXKGeK4cHLEdQfTIzj0NZmj+KZ7G5mjVGjZ41j8wHAXac9O4PIom01dbMijTlUj7mrRleI/COpaFc6XcaheJLEDhIFcl4yRkjH49RWbaOkurfZHnZLCedBKx5cjgMT+FdP4l1RrnV9Nnkl3s2VRe5DcA+/auOuZEXUY1TLzxyYdcYLYySfb0xXZJRdL3t7GFOMlU+Z0PiGDTbLUYotIeb7Kse0CQlSCCRkH0IwazLi48iOCG1zK0bgsQMg/41JqR8xhFAjyI8auJCpwMnkVDDNM2rfZZ7ZYWdTsZcEDaOec4PFctPFSmkoryZ2VcEqes3vsXbuVVmW+sJ2SeZDHNGG4bHJOCevvXa6noMWiaFpstvbh7mdVFzliqE4Bxj1OTXng0r7Va22Y/IuY+RJjBOT0PrW9FqN6lqkN2yXDRqMJLKdoHTcCD1HFXVuoqKVlcxo01Vm5c2yOi8TeG7Kx1mC6gR4wbfMcasTiQHknOckZ4rzjT5Z9N8QXG9g0ZZsOygsTjrg8dK9esLVdW8GJc3NxM8oQujvyUAbkD6gda57xX4f0nVbK01mGL7LI1z9mmEJ+VhjhjnoeMEj1rllKaTRvRVFTtPZHJ22vnESkgQq5kJPUDkk02z8WJoAsdT1XSJG895NkMsewyRkfe3EcjmrM3h/Tr6W1hgMsbXcwg2l8oFY7evXOea6DWfAfiDxVq50rWdTf8As61j32l2kChdxULtx17c89s1jRhrdnXmdaLtGG1ij4u8R2utSaNqGjp5Ukts7tgDoGACkeowa56O9MmnXaRW5EzFUg4wEGcs2fXP41t6F4f03wu7pqs257aWSJRjiQkKGP0GRgfjW3puj6ZNDcyXD+evnMkbdCoBxwa9KFKLavseP7Rwi2nqcnq7SXa27t5e+HB4boMcgZ6fSqC2i2k66hbXMrPKTkNnA9Rn2ron0/yo9RtJY2kKnbDIBySRnI96xZdOllWzsIXlALnc7ZKrnqQP5j2reUcK6iSew4V8RCF2tZC6VG0c1xcXduZlKfKGUMDnvipLGzae6mt7eTDRASmS6YIiqCABk9skAVt6TY4sbv7VEkjwMyhllK7gOmR247VmaLpN/q1+ZYZYAsf7oRyEYYnqDngEcYz1rSpKk+arFkR9p7sJL1M4WDWl88s06bo2KlVO4D3yOMV38evaBBYWtpJpsEqtEr3EiEL+8OCeAOegya8sutRvdL1+506WNUmeTyZkf+Eg4/KtvTIU1eaRXbYsS53Y7g4AxXn4bC35pSlZHbisZGSjThE9M8XXen2kVve2trGzXn+jsUfy96EH047n9K868QLEL3bYJcratHtUzkMwbGCAw6449/Wu2+HKW0018l/iaW1IWPzDkIGBzgHgE4610NrNomu3V54afSJIoLbJDOoUZBGSpzkZ9e9a+0jQqWtdI86LbizxKGxu4NRSa6XYyRARJG2VGOpPv/jUQd7+/aNUkWdHH7wjCkg5APpwDivXyNN8O3F9aiJLmK5JLb8HYCMBQeen+FY3hfRbbVZrmNpxFFEBnKqWfJxyTjpW0cReHM1t+pTUVpfc4nQddb7bcNJdbooVkleF1+eMgjJBHBHH1rajku7wxX4BW0aJlgiAJJA53H8AePeqF1pem+Htdv7qGPcrK0Xl7soDk5P0OB9Krx6zdxRRPBJHGquVEcTY2qeMYByOprkqZe6nw9Trw+N5LS7FvVZrqB5DE6RSwlGkTdklSM4xjOeetWL3T4DYQXMkJWWYFRnOSc8EgdevQ1NZvfa9fzR6fpweFYlnurg/7PAUk8LwDx9a0NIF1PqN9fW0QfTo9iuwwQrnnp27Vy0cKoT5WdFfGyqR5mZOs2tzY6nFc3SkI0hcKuPmAAwfzrnvtclleJDOjK6uZCko4bJzz7V6XfWcmvWzLEINgQlpXwTGvJIUepxXC6pYQyRedcMDOGCc/ewAOOeh5r1qdT2U0m7rY8/WrBtKzIbaGbWLn7PaRF3uHxsQAAEnoPb0rVvLFfD+qJZamksMjqN4DDBU+/ccYqVpbextI47NTHc28ZYmJiCR65HcA9azpNWnvLu1nvbtriUL5SpIwZlI6HpyMHj6UY2pOr7sI6IrDJ03dvc7H/hJLa5EMVmkTSRn5Av3Y1AwOKhvfEou3geBBgO0PzNjawXLHNUpIbaB2t4AViVV6gDHrz3PFNuNUgHlQRWluBzjo28Y64x1zg15VOblJxa0PQ+qtKMluzFuLyaPbtaQh2GSwwvsAe4pH1GVrmRCQg2/MF6DtVl7aJkHmqWVAABnp9B2qraaXerb6iVspGEkWyHgEsM5JFelgsVSlTcGtUPMsDiMM41b6Mr3d3Dpfh43Fwhe6nkzEhPJQcFiPTPSsbXDaX+m28kPlwvB8ypglpMjpnsBTbeeXX7jZcxGUwQbAqttwBwM/Q0zT8W18gmg85vnjhAbkEDBJrznRhR+Exq4qti9ZbCQ2E1xqCiGI3M8SqQ8ZJAHX+fFdNZeOLvQb6SJ4WML9Y5eoPc0aSItMgiurGGWEupEkcjc5BOePQdqwPE01zrmqrd/YWgeYBI88eYM8E+nHWt6VSm5Wtoc1SnOMLXO/vLyPV401TyCpWMRKS4wCTn+tdVoviR59IFpBJDbtHAohmlkG5nJIPHtj8yK4BQ0Gif2fK7JKAowFBzwOc546dK6zw/4IjudBsrqa8BaRy8xK4ATJ4Xvn36VU6dlztaE3grRe5ia1/b2s2ol2tdWtqXbzMgcdSPfAFczc3VrBZ2qwRhrmViHlVyQBxgAevJ/KuhbXZxdzaXoxuI7V59sSMw3DJxjcegNVILG50m+SK7vLaSHHmR4Ab7uflBHfJFdkK8qMLNaIlU/atWe5y13f3LzeUQy7DjuD9KsQ3EsUZjmyDvJYHrkcc1vTaMNa1Nb3zljGMhXAC4HT3Jz0FW7F5tDt302xW11SW4kzKzw7mJPVV69BXNiJqtStTVl1PSwNX6nXvWV2cwZxplhPOkAkMhCqXbhc5yfc1s+FLxbtZ2QrDdRyKyKSQrDGCM+pxTNY0OKC2TT7lzHOXDSNvJVfQdO1Z+j6ZJAHiS4DCQFxsxkqAevpXDPB1FBNHas1ouq5JG54iSeezlluWC3ErBIYWbG1AME5P8AkmsnUfCevGcSf2VcMsuChVc8dicdPxqprQ1Pz4TfQSRG4kCQBkIGAAOPzr283D2djgtveKPAHqAP8K6MHekubqeVmOIeJkl0OYtbC10bwpFo1xKwd2XzGjGcSHkn2A6ZrpNBEV0y2Ec7SLHCPnJzgAjArj9SlttVmIeJ4WiGPkYgMD396TSr+/8ADFre3kMRk8xFWHzFIBHJJHqegrWcrxckcjpSXunUeN4/segXO6RpnO0KDzuYtwMVwPhy9to3mmvLKa980NEUjkClD3yDVzWPFtzr+kWUZtpEuWmV5Ds+UlSThfU//XrSfQ9E0PQg7sBrF0VuGUv8yk87VHQDHc9ai81G0dbl0nGOkzgJ7mWPVYraIDb56AxtyF56H6VPqJv9K1aaOG7G+dwwWNchj0wAe9bV/Lpl5c6VDBEPOhJNxKW4Zi2ccdcAYrS8qxt78373J3Kc+VJ8uHOcE/QE/jRirTcfauzaN8NHl5pU1dJmUNH1aeKL7YJ452O/ykAxxwCfwq1pkMMXim3tr65KQj5rhn+Qqu0kjPbPQd63hqm+B5IrhGAGARjP4Vw93cTz+Jszuk8OQS7ALz2yBnPatYz5IckdTGo5VHzS0PS7HRLLVQL+1RYYIZSbe3iwFIXpn6kc1xmk6pfyX1zNdsNyAAsSCRyTtHpk/wAqdp13dKk1gb8rbEmQMAVBLdQAK09N8Mvq8NzFY3MCKAA0rBh8x4A6ZrhjiOWVrHYsHel7SUjnru4uo7S9vmZHdEbZgnjA4+tZGnajaQalpohhZjcWrB2deWY4+Ynuc55/Crc8jWfh+9gu3j+0QTvFI27O7a2OPbinWcdlcWdpLDneIjuXcDj5jx7AjHFdTqQ5eaTskc1HDVJz5IatmjPLpqND58kcbYKhyeQR6fnUCRpKmIrtHboW6Aj2NYGqwsJYPKt3kdMttUZUL0p0WL23Tap5GcDtXXgq3Om6crI58dQdGfJVjdnReG9QuZdRkiht2uIFZiy4JUkevtWtq+sNqQjSayto2gyS0KEBsnAH046VZ8E39tp3hR7K2MbajeySFtxwEHQZP0GfxrL1O+iTeYgDbp8jvGOGYdcfU/1rjxTnXbR0YPlotSa0IbiKSAW12NPNw7H5nAA8uP16YyewqjqumC0FyJGYmY7oMMVAGP1PtV7TdRn1CeGOSYIpLKyE4BIXgDtVa7t7y9/0uG3eSHeA205CkHk4/rWdPCxhvqdFbFSqu+yAmRNJj0+0dbZVGZXIy0hx79iafpoa50WI3ASJV/1xbjv6epHb3qn9luC67ifNLFtucqD2JNV5LO/+0xQS5Ybi4Ctwx65NYVqsHpE6qMasGpNWQmvaTNfW9pdwSeVHsYHd94HJIBFaOgadJLYQWUiyvOyFjHGM5GeOntioCbfULUIC0ah+RnkkcEmu10a8t/Dvhx79IVa4nIRcEBtgPv78/lWUKsqr9nsjSrh40Iutu2cjc2V1odyLZreQqX81o2yCqk5I4/DmphBFIZry1Dxox/dxSkFmwOcnoPauksPEovX1LUJ4S5iRVYgD5QBgL7k8muPlnhvI3eWRkEjMwiBwFU9q9JxbpbXPKVeSq32MbVdXt49Z064UfLE4EwGPmUEZzXRav4rGqyPDaxJFaxAsMJ1x0PTjr+tcRqs4lvYoNsZWM7VZUAOM9z3+taukfaWlkgTT5pWlHKoDuI64x+tXT9nCFpdTGUpzqOR2/h3x99hhgtZrUCCFNu1Dgn06+pri/Ed4NZ8TX01uxVbp1Zo26gjjGaz728m866kaOWGUEFVYYYenFW/DOm3Fy7315Zt5C5aJyhIJ6nHr/wDXpz5IydkYtOTViWwtBaWzpd3gQluFJzhfYfWp5JLG3RtoLiQbSAQCec8Vj3txnWZImhbcWwqkEGr2jW9rdeI4re4UNlG+UE9QK6I8ziknoZc8YvbUTTtNGtauILeVIkCbpD1AA449zW1qXgVtUs5Umv1hmQYidVyp/wB7v+VOvdEu/B2rRia6W4hvYwxlxt2OG+Ye45BqV9Ymh1dYnCiyyBvXLMSRwfpnANcn1bDwV4o9GWMxFVKPY4nTPh/qeqQebdXNusEAZQI5lZwqnkhepAPeo7JIrK++z3hF1GgIGTkZHYg9a7t9Kb+0YfOtkjQsScMAMegNZfizw5Y2ywQ6arB7uUv+8IJB7gHpiuOtSbjdLQ6MLOEJ2b3OfgvkicG1tgwbIwFztH07UunJJPHHA9rJHeSktGZMAsOvBPO32qzpNvJp0MyySyRzksjhQCox05qzNfwpIlztDSFR8xA4xwD6gH2rkhRqNOEVoepUqUXUjUUtUU57O5MqJc21wqxsA+Bgg+xPHWun1C10yWwhiksP3oXMkplwc+wHbFZNxqph1e3jvI/MhdQxBfAP4jtyKfqUdvcR/b4ZxDsdd1qJC2ecHaTyR7dq7cFh5RXKnY5MwxUKk7zV7Ho2i+D9IXRLC7lhbMaCdl3cMMZxg9q47xDNu1JY9KiWC0lJYxA/cPfHseuK0Lzx9JZeHpkS0KqAIoWHKqSOAT9K4F9eu1vLa5jONwUAtyC3fFbVlJxepxYXl9qlJGtcWdw+k6cr26xSBiJ2OMgHJ5+oAxWtfWV2ltG8LNbouNjMM89unJrNj1KaIyNOst1G/wAzKq9+30qd/ETTwRwz20zJGfkG4Hb2rx3VlHVOx9HHC02+Scbtb+h6Fo3iBZ/DBtNQQSTzQmKQiP8A1nG0lvr61zPg7RrKe/mW5lgeCA7UjQAq+PWuaur+/uNkM9u0VuI2+ZTgspGP61oeGEsra4ns7ia4Nsw3OTweFwFBHc9M169OrBpLqz5mphZqcnBaXNLxNoum6Z4jt59Ja2CyxtCYrYgqrlsHOOmeOKxrq/tNIlvFncJeRBkEQPO8jiuk8PjRtQa4s7vTZI3U70lOAyjPABBOfyzVXxV4e0uHVYbmIWgiu9qHJy0eMAkZOec5yazhSg6nPNnb9a5aCoU4anP3097dWa20cbpLPaIsq7xg/wB1vfK1Q8KeF1svFCSaxLNHawhjKdpyABkcda9T1Gz0TRNH0+0mhNxICpWVCFeRVBPJxyMHpVnxhqEVzpNu9pLHbzTqAs5jBbaccY4z9KqpFOV47HLCt7tpxuzg9bstNtdQl1TSZZriyYq8ayoQXmA4XkA8Hnn6Vzk73N5bW01y8wklmaGd5DnuCCfavR9AjDaTNaT7p16uY1yzYPUDsfauH+IEtvcarZroCXwhfKyRzqFV3XoR+BOc+la0UqUlKLMa9WVVcklojMvUultLqK1SS5hEa5ZlA2ANng9z7DtT7rVVltY4FIEoiCpmMKFPqCOp7c10Ou6nplpaaV9htJwgdFumyPnJGDhR0575rPTTm1bV4xcwCJIcMWIAPljOQcdTyBTpVE8RzN3NJykqHIivc6tbf2VIZPl2xIYwD97oGJ+pGOfaoIrqV/tC2oCuoRiA2N2eueOQAK24/Cltqkl1bODbwMMrKmCSc8celJNYXUduUSyeWdV8tikZ3FAcZxjkcZzXHiaLdTmWzO/CYhKk43RmRw3Es4uIZYYoGyhUg8A8luPcVa8H+D9Y1HWrueGWOUrAZQBIBtLNhc9jkA4plvaRXMcd2bpygUq8cBw0ZHADZGMHofrWnBpz2elwXQDi9v5Vt0BchBGMkEgdeATmnOj9X916mM6zxMudaHIHTdQxIbw26Q6hLvKO+GTaec8deCOO9dFD4ButesJdX0+1je0VmhS1DEMz8AuAeB2/LNQ3kiNruiwwIts8mbeSAtuVXMmCefwNdR4oOt+GLay0mx111GHuI2jjVWYg42cE5znI5/lWyX7tXOSbXPZbnIP4H1fwxq7JLGpKwLIXD53kjnH45GPar+j+GY5Lwy3c7rHMpklVeGQAZxn3Peq8GsX0GqslzLdzxPGZXSdi7p9PUH0pLmfUtVtpJtKtri4t4wXnliUlQvXafesfa1vaK2x6FL2EKMr/ABHRCDR9VuY9PeZ5IiNoC5QqenXv61N4IhtvDvia7m1W/wBhtoXMZlOAy5wDz3xmuS0q8n1uNLb7Tb2YtozLJPKCC204UfLyTz6dqPGN7PqMEsFuVkldVUGMk7lzngnn8K7ZSk04xR5fLzq7Z33/AAsvTLbxLPfz6tBJp4QxosMROTgEc9Sc9e1c1rOt2+u69LqcVqjQuybZx8rEYABxjnk1z1n8Pr3VNFtLS3t2OpyYkHzDAXvyO2P1ru4fBEsXkaNeyW6ypGmNxIErYGAD1Gf0NcfNo7HXRgqU05nG3V0lhcyRpAhkEgUzu/yg9uOuBmrdnbWMtlexSndvkBLqn3WwMEegznOPWrGqaZYQX0sN/ZuHtmy8RYk5HZjnn61izxytc3JtXH2S4YNGS/Kccj39PwqKPvaN2sd1ev7HZXuW3ilupDbQxySRqp+RjgADvn1qLQrBb68ljkmeGKIgNgAk+o/lXq8WmeHNG8HWkt4UafyY3mljIaWRjjKgZ7k4x7VzerXOk6hrsEGm2n9mzMG8/pjcB8pOOOR6f0rvdVyjKEEeOuWclKQ0eI7zQ/Dz6bFObiBSYo5WOJNp6KSO/JFUtI01r+6mTTLcllIDxlsEcdeeoHOTWTNFIL2bTJplYgq24ngnII/lXYeHdTt7G5YTyIJgu2LavUk85/QV59ZJP2c3uelQc6X7+jHYypNC1Um8+z2kTf2cSJBEvzOcAn/eIHPFY8+qF2a4eJVESbiqDA64H45Nev32rx6cvETNPMpOIsE+5P0yOa8PvtSgmlUuirmUvcKBg4Dcgj2xWdHD3qxkuhr/AGrNUZRa32KcuqPfzm2QlHkO1WZsKCfWvSPg3HbQR3V1czxm/nIhRCfm2AZJHqCf5V5NNLC/iVpYgYdPeXeGK42A8jgfyrorXVFtNJs77TNQaDUVvGhjkIBCryOnTGDnPvXsV8VOvFQkfO08OoNu59EalfWWkWzzzvFDGTkseMseg9zXlmnvo0FzfpqcVzNCJGMMcbckEkt1I4ANYEniXVtYtba2urx76WGYO/QAgdQMDOfetb+yLzUbJbdrQx3MyllEmVfvjknuBj3rCWDlBJzdjqw1eEU1a7ZbWyshA0puJFknfeGY5wmflXH0AqxP4p1S2ENreCJbedhFtTKPCA3y/NnByB6CuX0y4vLDVp9OlRw0KkFJVPykDjPcDmjWku/KS+vYC9s7Bg2DsLegJrqnhI86p02jJYlzTnV2O98aWF/rPh+zuVkj8uSQ7YHHy4ZThmbtgDj61w8tnb6NLFbGRJlntd4QjlM8EH8jg9xXoGmeL4LjS7eS5td0LxApbrg89AOe3BrjPGE9jLEuoWlgjPJIsW2Q52Ifoe1ckaCdTkq9Daji50oNw6nJXlk9zpovg7sYAFVzIflAPGBVLTNOuZ7uC7wURiWWVwcMR1wTwT1PWupOjQJocsfmzpcXZWYDYCigDIQHqCV6k96hknVrG3tnOI412g9ziulqcqUlT1WwU+T20ZTdupq6LpV5r0iWsMStIGYO/RCgI+Y+nUcetdXb/DC0udMJaZrW/CsMRsGUemR/Osn4c6pa2F9d2gmAYxK6p3PPOPfmr1lrmo/b9RgWKONWVhnYQWBJx1PUivLo81Ne7oz0MxlUrVFC90lucLfyyWcQbzBISG4HVWBwRTdHuLMTbr7ZIEj5EjYUMRnmtaXRLtLqER2N3HPKri3glYZdCMEHIxk84PFUPsMun2NwbmMQ3kCKIo5IwQrcAkg9/TP1r1cPiG6clUPLqUIwqJwOi0u+1JNClGnOkdvJO6gyqXVUCjCj6knn2qx4kvoNP8NQ6WsClziQKSSVYnOc+ueK0NN1zTLTw9ZaTc26TmQBpUjUIAxO7OBWD4y1WHUriELbJHc7vJUJxkAgx59xyD2rnUmp80loWo+0fJHQwbe6ubHyLhrbabWcPhwOCTkH+fNd7Za3cRWTeJJ/O+ytuL2ofc+wcAqvTr+leb6nHNbzTpdKrXAU+UFOApxjn8anubu3tdDWGOWWby5AkzEbTtPcDtk5HXit51adSCSVpBLDyjO8ndGzq2qRahevNEsfkv8AvRkbjlsH8+1V47+e8tWgsFd5oPmdAflUZ+9+HFRaBq91bRXL6faA2KSf6ySMMQoGApP0xn61s6V4hhtJbjz7ZTHdRiJgvYZOR9Oa8pVp0qrU5H0TwdOrho+whfzuZL6lcwW7LMrtNJGNzRqSCRkEg1Jp11Kl9dXNxEI3+zF4kDBju+6Tx7VcnniDJYRQxq6RMYYjyAvHDepOCea1I9UhfR5blLS3gvFkHmsiAEjHHHQD29qnmpzk+XcwqUqsIJz2Ryl8JoNWWW3tZltJQpbIODx3/nzWtHphijjvVjXypwsrGJSQjFhjdxgE+vYVn3OuSzQFFMmNsmQRgBsEAevcYqvB4kMNtHb3F3P9ohUxJ5TnYoIOPl6E/WuijSnL4locdWvGCtHqZepQ6fdRC+v2YXLyMUaNwGTB53d856Z9Ks2kQjtpZ1tpRMSXOPvbcdT9eprFuL3UbnUEha2Ty0O/AIC8jBOfTPOK2tQuJbsRw2oWIyMqzMpAyD1+tdlTCTg1ocVOrGbeqNvwc6R6xpt9JKhFxdeRKoPUDIU5zzg9vSvXodPsLfVZ9SQfv7lVR2L8AAcAD3wK8CaC2ktXigKborgSt5ecgjI4H5c12lpqWo38UlvqbA20IWK34A3Mffua4XUdWTdrHVicudGKamtTrNQ8O6LZL9tvJ583MrSMoIIb2A7ACvK9WEUuq3x09mitVlby0BJ+UdDz3711OoatPqWi20EAlC2is08pBbHHOfTpiuV1iW20S782RJWuruNPLUqQqvjGcHqentmq5qsU4rdkYSNFSvV1SuM0/QL3Wb6z053ZTeJuSXO7YvUsw+nb3rrrjwVpmmaillcRyS2hjVmuFYLIT0zjvz29K5iJ9a02yttasLzy3ETWzLIu4gfTtyOtbFt4qlazSfUZ900QVDEkZcoSOTkZ5PXpjp0rpdWrNauzRzypRjP3dmd/4TsLLSYdR8PFd7KS0kh4MyuCBx6gcVheG/7O8NaVr1pcynLOwRVXl05VSPXnP0ridJ8UXVpqU91OzyOJVWQSMdzKVzg+h5pupXyuZHUeUsucnb0B56moeGqTvKOtxQVNPlmylbpqVjcXTw3bqknyqolPA5BzjrnPSgi7e9aB4omt3k84ykZKjA+X8wPwrX07R7i80+4uZkPkQYU7XwQeMHHXHvS3+k3mg2yzX9s+y4AaKVRuB4zjjoenWvKlOunc+nhTy+KUGZn9nF7gSyPt2owAByGyO9U4TZTX9vci2S3WCN1wGJEjA8MAec9Qfwqv5uteablozLC/JVf4QeBx27VK1lNYWNrd3LwhpeRAfvoSea7MNOpUjNSl0OTFPD05QnGFknqalwXvbNpYlaOBQGc4JyegH15rGVy13EDncOAPQCvTvDuk+GJNMgtrie5N7Im+UKGAORkheMYGRkism48KabH4olsLSSUMHEflsd2QRnA75Ir0sHi6dKjySWqPFxrdXEOcHZGbdWjnSjqNowkSOJmkaRgqq4GSB3NZ/hvXr/UdHuLa3iiS4lRjvZj8o6cfhVyK2l0m91CyutPljhaVlggkAfAJyABz2GfpWVo4srJUMLSw7hKskmdwY7uAB7YrgcI88pQ0OyWIrV4xhUd0XdG0rTYphBIGUBSXdGwzHHTPpVmPQYdT8RW8OnhY3iO7ew5IHbjqciqd5C1np9vKsjeY43OBwc/X0rY05l0yxsrqK7ZLuSQF2YgjB7D8KzWEfLzykdNTH01+7pw6f0yymny2WqC4vokSV3w0UihgqkHDZ6dulY088Iuj+9iaXc7fvc7SQDjJHStm71WO/vGdpBItvKodjyDweMd8HFcn4ouLW2mlt7Iv84LMoOee59hW1JqVopHBVi4++2RaXrJ1DUY45I4wZ/3YZlJCH+9gcnFdbqmuy30VrpNuzrbWls0TMGaNZGGMMDwenasLwbpbRaJNqKWf2m8nbyrMM23Zz8zg/h1qzYW7XOsmDUEZgGfcAxAyOOD3GRXf7H2nu30RwuaXvNaspRadeabbzNc3MAc7JI40y/mHJyM+oHJqq80UMpuNqrGpxtVsnJ9K782unRK4by7hGG0KTkJkYwDRaQaPfWQlvNLtFS0k2xmFcBjjv3OOOves5SjJKM9WaU5ypvnpnEXds6mK/N+C7YGJFIABHAB9AMVe8JahfWWpG6gjUOQ0SsVDnJxwAevp+Ndsy6Y07eZYQMrLgqQCAPp0rmbyzgsdQtrnTbmNYZpciEE5jxzx7E/lTpqFOm4VHoXOrUrVFyIXxJPqJ1Ga+v4ESedQiAYwBjGcDgGqun2xeGJLBFdiPJAzyWPU1W1G4uru6zKN0SE/ISc/XBqx4auI7XWILyUG3ijm3MWOFCgeg98V5cpKUklI9SjSlTpOXszQvrq5tJ57a/itnaJ1KrOxJBB6p+Pfviuh0zT9V1vTp9XuJYoIIxIsUABJkGOpJPAPbiuPv9SPiCSaKUqzZJ37cEpuOOevT0rRn0vUtPtIJmldIDjb8+CQfbsD6VTqezk4pmFPDyq8tRKxRur62jvltWiZvlAY4JGM+1a9trkOsQ3FtrN6729sN8ahQrMc9iB6cAe9crdl7WaQupumYHneEIHXPv8ASrnh/QrvxNdSQWDorRjdIZDjYCcc46+2K9OhSw7gpzlv9xzY+rV5nBLVGnNfo+pRXVhI9okIGyNEB2ADHfjms/XIb64luNb1OymlinwVlt8KqqOPmHbNan/CDaxaeLLexjllls4lSaa42Yjfvt9+RjH40/4janNaaHHYQybTI+ZSh25A6D6Z/lQqlOE+elsefJucVGW5yl0bY6PHJbW4iIcKsxU+YGDfdJ6UqwjWdQjaWWRUVAxJTIdl6AA9QCasG5vW0nR9FntntbckXDzumW3HOSCRgE/1p+jQW32e9uHklu5IJTFEWkxsj4zjtnPU1leNRtta7nQ6rppdtjLuru4n1B7cbY3X5f3fC8Hg+3rWvZ2NnHZSfaEWSZjuiuo5CckHnIPGD2x0/Gqmpw2MlpuEDebvLuInJBHT5sf0ra0ibS9Mto59TtxPEyhYViXcB65GQDjNdE+b2cZLQzozg5uMrmdcW6y25FoJDOPmwJMYHcnP8qlt7a6WwhkaRnknG4ArgKR0x3J/wrZ0rQ59fnupbFo7SyLEo0hCkkngEdarG+TS7uXSr9G+3xgLEyt8oPUnHcEVwToOUny9D1qWJpXtLqc1qulskyROfNhmTyzEoOQ5+Yk+uT3/AApqaVFplwr2xcBUIlDdzjP6VeW5u1iF9NeRyIZSCCCMLnGAMcfWrWpyi6sAzBkGPvAAA/SslTUrKexo6saUvaU90Z2m+ZrN8tvFKsETnaZmzhQOT9fpUtxZNYa7/ZVpNHcvKAUZcKDke54x9aqaXp8X9oOhnZIOWYbS4VfUgcn6VBdJDFqH2qR3BhBVflKjb64/WvXhh4Rdox0seLXxE6z55y1ualtbGIzebtLJhhLG+AMcYwPzqza+GbjUfLjt5GklmJKq33VODyef1qTw1p1z4lvY7e1SK3simWeXIMmOMgd67l9CfRI3kUoNp2rOo5CHAJI9q5J1OSp+7Z003B0+WpuUNH8D6haXFtHc3Fs8Magnac88np3qO81LTbTULjR4LhZLlQwk2jGDjJH1rRsNOu7fV/IuLwzu3zodxyR1HHpWW3hVm8U388tsq4jlkEnmBdzMpxgn3J/Kj2ji7t3uYuHO1d7HPwTg2EcwHzFAetLpmj3+sxz3tuygwyiJh3wRyf1Fcr/aV7aCO2lh5XgAZ5wccV2fhS+vV121gguPIh5eZcYBGMkH1J6V5KouNS8up9JUxUatDlpvVIzfFHgu40K289dQRmU8oqkE56n86owWU72qoS7MmNzkZyT2+ldr4xme482IGGVpYyXbdkpg8AAd/rXA+fdIvmTzvuIzwdoFa4iChblOfL6jlFpotiaXTLCW2Xdsl5ZSMbj2J9Kyo472Rtro3yDuuKvxoxlQ3k3mLIF2qTz3/riofscs0Ezm5lNyj7Iwp+UHI7dz7VrBzjTVmceK5KlZq1rF/wAG2Vs/iiK71NEWG0Rp28zGMjhc+vJ4HrXe6fe6IfEp1iKORRMpVZX+VM9zj1PTP1ryK1+0z+IoVvllWAzIs/yEBVzjB9PTHvXvkyaZdWf2UJb+XgAR5AwO1bRTaVzgk0mzmvG3h6213UtHngCATzbJ5U/ijAz1H0I/GtTUZbJ7vTbfCYEm1UHAVQOmPwFcD4vv28N3TR2d2fJhh3rEZM4lYkfhhf51w1/reryC11Z5dqMQIo1Y4XHt79avRaMy9Db+J2oSTeNnNtAFSBFjLqv3zjJOfxxWF4c+3f8ACS2skETySSEhEVclzjoParviDWp9Ru7V4p5YFngRrmLPG7vj04xXo/wzsLa2F1rr7IxgWtqpIJUZ+Y8dCTgfgap1LaIyUbu7RxXie7HiC8tWubloX8oyNG5LKARkrx0Ixj8RVY3s+pSW9w0EEcKbVREIT5R2Hqfc816fcfDuwk1K1ee5VrVYikkR+VnPqCO3NcT4q8GW/hnVrW5sblzZNuIErZMbDnGe4OeK6KdSDg4tamsnaaaehbjBh0yG5laxhjuMiMTguzYPOTnrXMalq0kMEUVvFB58cobzVcncvOQAegxW5bwW2tyQNPetborBTt4H1OePrWB4ghspL4W1jOZGt22eaqKEdT3GMVhTkqslGeiNpR9krx1ZbsfDHiDxBZ3M9tbqxVxIdzhdwxkAfUVzE8zOwdIyxU8xsME+gx3rpNEsby5u7nSbK/lndtrmHzNisF4JyD244rqPFXhSwfRBd22rJ9sssM0RC7WbgEAgA5z061rTUKdW8TOUpTh7zPNH0m/0jXLYXttPay3C5RZR1BGCPzrYtHvYboMCI5IQXOQCFA4zz9avT6pBczm5uQ0k2AI5GcsF4wevT8KqteRyXRy0OWOGKjgj05rlqVcRSfNGN0z1MNhMNXtzzs/wOu1TxB4fm8JWthI6T6jM6XMjBQAZATkt2H0rDsPCuo6vDvt7WZYppN8cflqEYKeoPb8OtYF3pltamXUZjLcW8TkeXAhCkdsnsK6LSvGms39vLPpSPHDZIiIoH3Vx9306ZqqsINXje/U54uVGbT26HRwWXh+C0axvY5bPUbNkluS4yWBJOBzjHGPWs7xlb6ZfQ2t/pCmyZZTFcRbcZONykj3GenWoI/Fd3rVveTp9lkvjAUYtHj5VOMntkZqzBJbW3hUX2oBbifLFkDbl2r0OOmaVOjTlZSWgVMVXTc4ydznHaQKWuTIsaALllHLHpjFRM678SeasinBUsVwQe4q41/ZadJGL6DdJclXhw2Vj6ck9sZHtirWqDR5Z/Kt1nnnkZYzOwAQsR25z9M9atU6N1JqyNFia0oumncjt5JrYxXEqmO1mc5nR+cjJGccj0zVK11K3u72NJZVJaUr8xySueOPetDUDY2tlBY3v2ieFvleO2PzAoBkjjjrzV/Q/DjQzWNgbeNXkTz0lJViA2SuSBkjbj8a48RCNaTcDfDVZ4aNnuzE1Zry8uorK0uGVImd03Pjam3JAJ61cn1Azafbq7l444vLj3HrgckVoeIbJIb4aff26OIjlSvRsrng965OG1P8AaUaT3gjthvhSIZ3IpHHJGMn8a5p0Zzg4p7GtOvGFX2j1PSPB/iGy03SL5PKT7au3YXYAuCOB9Aas6PJpmv8AhbVtKv7WNWt7ry5jHn5s4ZXBPIOOPwrye3kjvLO4t4l/eRMirKDjd82M/oK7PwWLbTPECvczF42heWcN0fAOCe3aumElGKi9zmnh51lKrHoW7lNN0DzpLOAbxlEWX5lUH0/+vXMhljWSRRsLkKCpx9Rj612mlahY6h4v068vY49l4j7oOPLVtuFGOmMcfWm6j4W01/iBFagPFpruh8uNhkMRkAZ7Z9Olc9ahUUk4M9LAYvCQg4YiGtjnNJuyNRtVinUPvBlA6KueciutPiyzs/E6XlzcKrSsYUEpxtTIAA7Ad62tP+G2lafql5cPKZLaYYhixhocnJw3f8a53VfBumanfWOiW96jXimRb0uxDFMgjHGCwB6Dp1rpTnpfU8l1MPJvl0NbUb61k1oW0T2hsriRTPEoUK7E5Yse56d6oeM762uZ9NtjcxRLbyh0ijIBJGRjHUAg4x6Vx3ja2/sZUttP1BDNBcOjsf4lH3eoxkHg1R0y41rRfFsOrahY5lt48eXcLkZK/eAB7dRUe0k01UVjq9hDT6veTRYuI9MfxGj/AGba1s5mPzZ3ytgIv0zzj2rvNHttJ1dtVttSt0eYNhmZ8+WCuQ0Z4I7n6ivIPEt/PrfjNdQubYWsV2yAmJSisRxuHoeM12FtHaRzzSy7mEoRZXZycgcDI/Op+tRopQeoU8DPFOTtaxneHVS3urWze9Jjuo5fIlljAKYOQN2eQRk9sGug04R2kMdjpcrJ5k+44bg88sR3yO3pWNNb6cjJ5USbbcHYMcDJ7c1Zg1a3QPtCCVcYbPPHpWf1nmnypanWsvjCkqk3pexzl5pN14d8Ty20E8cru2EEeTkNyAR2PtU1rdNb6lENRRzPCCAu0YUk8571oQWEt34oW6mMvlbvMlPTBHTHvXRw6C8r3ertFFNah1SIug3MCMHrxx6+pro56ktdjKfsKD5Y6o1PBPiPS7C4ubi4cq7BY4uPlAJ5+mePyqLxB40gu/EUVzaxRyRxRbgS+GdlyQMA+361yWt6SllA5S4iMRIDQMSp5J4HqP5VjxeEQII74XyRm3c/uyvLAdTn0PQVUKbUOeSOXEqnKqnB3djq9SvU8VSz6yIJoYjg4CZyfVj36AZrkbL+zxeTf2pcanHqMzOsdtaxgLjPy4Jzx/KvQfD+nareaLG1lqVpa200hS3sLiQBpRwrEccZ649q57XIdQ8FalM13BbfaI1CxHeWLo2RkEcj6GinGU6nurQmr7KNNxk/eRh+HNLuftDpem4TZMrBWbt1z9c81t3GnumqNeJJMcvlWHIYYxz79aXQtTku45Lu5ULLId5VcnAAGOtaqX3nz7YlbyWyJHbgD1JPSuTESr0p8rumz18BRw0qano7GHcWXmF5izpdhVwe2Ac9Pzqklrd37ExzOX3b/kODtXrg9uSKvX1xdyTy/ZrcOpOzO7I2gY69yf616RpngeztvD+XuXW+mRGy38Gf4QO57fWnRwzjP2k3fsZ47MKPs/Y042vuefnULq5voCksrTMnlsJ2OPxx0wR+Nc9PbRC4v2nBE7uVKkZUMDncD6GtVhNa+LIoruI2iyg7UTqhXqGz39as3D2VtrCX4gkltIXVbmZsMpbHBC98cZ969CnZSTSPMl7PlsX1kafwnFo11bxrmMFisQG05+8D1BHFYWo+HLa8j0jTNKinMjSgS+UpbLY5Yj9K6nX00628Px38WoXM90rRyXELRYUITyvTIIHarfgfWdOj1e/vIG2wGFUiYg4GTkgenQ1FWUpT0MkqaptvcreENOsoPF8Uty5SOzjeQqUxt2jGCB1wf5Vb8e+KdOl1WwnsLqRniTDCNcBiDkZ45rF8XatBFr+raxp0gWW1ltyksSgqDtAK5HYncGHfNc0Q19ulty04WQttAI2k9QB+tdNCMKkr1ZbHHUTVpQW57doGraf4ttdQntLFY7+WERTM4GcYwvPpTNB0ie98JanaXcIEM7Oqhl7hcbgPqBz7VxvhHxMbDw7JaaXp8pu1kZ76RwVCdcA8ZGAB+tXr7xfqd3oMMEryWkgkLiaMHZJHjAGeuQTmueslGo+TRDo0qk48ttWeeaVeX0N3YvNKEW2jACM2Mg5B256mt/w5osU2qRW+o3ZeybzLi4XOCFUE9c9+BVfT9JuNX1C8jk23AaPbbYH/AC0Pc45wK0PDOjSWF/dvcBr4xRlnVVLMihgDx3HY460J88ua+5rKi6UXCSOuA8P6pNbjTbZ7izk2wON5Uwnp6Z4AznP86xda8H3NpqUGnWImumuFMhdwAqANg8+wIJ+tTS+JI7ZorqKGQQrJ8wxgsCMdvQflVyXxiZbVJrEtIiufvj5mAx0z26/lVXcU7bDhGcmopmJJ4Vm8MeKhFbyG6LIH89vlO1iRjjjIIxWre6drGnW9vqV5CsNkLiMzs7/NGu4ckelVda8ST6jLYaiLA8h3MK5ZtkZUk54456deRWTr3jNPFOoiwttVltba8ljtnt5DuQwuBlsY4I65z1FYyk3JXKvNRserpqdrfXIniaGeONsGUDOw9xnt2ry34o6nD/akkVpLHK1wE3yIwIG3II+vSm3MVnperxPp+tXN7aBBvUAorucjBXjPTOfQ1j21yjXs0zMFyrKFJCsoOTwD1Bx1+lXCUebQhYea1JJ9M16HStO1ye38uz3Qxxsh3Mwz8rFfQnis7XZL5PFUzIkkkjyCbAH3QDkcdq6TS9G1bUZBBZO0kEcaySFXO1RtygOeMjOAMZq/H4H1iawbXYJ5EmEZSSGYnfIinOfr16+ldU6rgrO1zNRXexmQ2CeILqwQu4Sdt0lwuPkxjK4Pc4xW1r+gWVjY3F1JcFJfNMahVBBjByMj1qnoukXLzpp8Fo8TW8DSELkSLuAyQPXpVq4gt73RgdRubiSZVLMzfKwIBGH469q5FNcyujuqQaXLGVzi5fFEMWnfZre2eEyu7na3ynLHOB29MelSosrzxI00cKhfNDMT7cfXnP4Vi3dhBZ6pIqHdC4DRhj93Izg+4q/e2s9tYx3j/LhQrhmzkkdQD2rtxODpVuWcXuYYLMK+F5oLoasem3a6k09zIInJ3CZAZASOnA6Z9K2/DWiPc2F1LdXM0c8zBtuAUYZzkg96zNMhF1o0Us9w4eRQ2AcBc9P0q9qV/Pp2iJFZxOTyqPjO71AxzkdR9K8ukqdKq4o9XEuvWw6lOxLc+HzdxSXN/P5UkXIAbcCARgnvT28KyRBLRYl8u4bfNIuPlI6H3I7VkCe9t9EzHaSyX4gMrK4+d0EmMH8OR7VrtrFxJcERArOoJCsTlAeQT6CvRhVTSSPFlF87dzmVs20LxYLS4UXQRzhwpIYEcZHqOar68zK0l1FGVhODwMAH09q6jw29pH4hNxq6NcBoztIUhdwIIOfXIrT1rWPDF3DdeZpMhkcMrNJ8q5IxknOGIPIxW08VVjWUlqXQw1GdJxe5xdiQ9tHKGj81EWQqVJJBJweO5xVfUr/VrrWo3u5FVI3BjWPooyDkDuasWIgt3me1RYgyhTg53KO3tVy0azuknNzGHmCDy3OflBz0981ye2mq/vw0ex2vCQnheeNT3kP+2XOuanPZWci28E8Y85mG0su4ZB9++KzvEqR63FFqdtOrICIVUZLB1c8jH+ycn8ar20gsssh4l3JndyRjB/nTUgttO0tJknSQK7ZTBBBPynJ9feuythp0YwnJnm0qtOpKUVodHPZWw0ZbA6gSyAO08m4DYGLAHHOcn9apeH4LmFJXsGilY7i+5gQ3IOQD0J4A9earaQh16cwSbvsqJmYvyBjoBjuT0zXonhvwZYr4bjmjkaa6mufmk3kKgDdl9hXPOXs01PdlvlbUo7HmmpvbPGRCrQXBPmsZOrEnuB06Vb0q3S7uVfWtRENnaoZiB85bH8IFXvHQsbbXZTZaf9laGQR7l+7Ng9SD3PP1FOs4ba3sjbONv2lg1zsxyoOQo9B61FTMFRpWTsa4bATxNS0UanhnWfsd19ojtjtugdkk5A3r249T6Va8V67c6rHHHbwy+ZEmCqj5dxPIz9K53V5HkhkeBtzROGhxxkDqMeuOlb0FlqWkkmS0miN0P3COA7Njk57jrXnxrQrRaidtbCTw9ROorHNeSVth9pSaORjknICk4+Xn068H0rKu9OfWNQRIr2OOTAXL/dRR1Y+3tXRQXNl/bUa6sk21nIWONx1Pr7fSs3XNSsD4sa402HYoVYXIGd2Opx+n4Vph8HOT54dC8RmEOT2NXqb1jI9vfqY7yKYRqPKljzGcgDKnPQnHHb1rMibWJtVn8SXUkkMdzITDvBEroAVAAUccDBJxVXSIZdX146dEHY85YptwB94kdR/OvQdU8N3MiXK286xW8Sr9nRyfmGOQfQYB59aco1YXU16Gb+qycOSWvU4d7mO0dnKFXk6yKrE56csOnXqTUesXUl1ZRxwwxK0TcFFC7R+HatOKAw6NOsgErs5BIzgZIx9QO/1FZRs5GuWi3q5aPcx5CgZx+J9q81YipCpGVz6BYOhKE4qO2xFMYzLbWoIlzsjaTPXJGR+fOa6jxTpWlafKVtolkiZDtUISExgEg9znuKyHsraKZokt0jjEW6N1Jzkj+nSs06lqE9le3gWWWSDbCecgsTgL+Q4Fep9YjJcsdjw/qMo/vJuxDb2GoWdm1tIz2Lt8+8rkNk/Lz9MVUv7W5bSzFejbdJwZgpBYZ/XIrXsbq/kktYNUQFQrBcNuABwQAOxBz+dZHia01O6uZbn7SZoY8EQEkMq56AenevXptQpqdt1Y+cxE5zr+zj01uT6f/bFtYWMMtxGsDExxR4wUU5JY+wFa2oaszlI4I2it3s/IsmYjk5yzt3BI6Uvh3FxCbybT47qKJBGsErlVGep9z2H1zWrrng+7OmvqCg2kVq6m3gk+baG6AnvgHGa86rKa0TPSoqF1zbGNpzrp9msbxy7mG9nY5GRnkVR0XUNSvLi8gsoklgRvNkklfG08cAE8kHtVWS5lRDHdESPHlcKflA7Y960oLEW8BFo5jMp3Pn3Oa48TKWGUZ1Hueph8PHF3hRWq3N4W1/cIJxfIRtyDtAUDHXFZWhFtUtb8zmLyrWcbJBwJFwcY788mlTT4C4ItwxVclj6/nUljYSreyO8Qt4iV8xTwSB0GPeoli6daCsZvB18NN3Ny38Py6tMJxcIuzahJQlmU85wO+SePauY1e/EmmT20Nt5ckcu3A68cZP8AXtW9o+qn/hJYIp5QIY2YyEKcDrgD3rM8TPZ2l3c/2fcmTz2aV9xwAc449Qc9K1o0k5c1jKri6qh7JvQboMMOoXAtNwt5vKVNxBw7DkgHuav6loOt6mJUa5kW2imEpWSQkvt6bB2rCGo3OmzWt5dIArLuQqOpx972xnpXXf265sdkkMqyyR/u2IABXHUfnnmu94akm33OGWLrKKitkclZhtV0/UIjIqqrbkkdMMG9B9Kq2N3q+kQT2WnTlxdgGVoeHODwOucfT1pu2Syt7wWku4KSTv5L/wD16oeFobm61WS/lhlMEgdVcZH0I9emKhrlp8kCXUdWqpVOp6BoXjrxJaaeILzTWu7eKMgyhhvXqQSc9fUGq+r+ItL1PTLK4XyZ7lbhYmDLltrg7sD645rjr6e40zXvtYSRLWRTBdHnAVlwN3vznNbXg3TdHsWSTVblraA9JkUuxY8AZwdo6mlFJR97QylZVHyK5YCxxSMJJxbQISyIykrnoeOw4qgJI4NXeJLpJIpUDMpwdpHXgDGD6Va1+Wwi1eKOwvXurSdiFkb+IeuPQetULjR4Uvrc2Y2zSSBWlZvlbPX8BXZOmnTh7NihUvN88djVimQafJcRtF5UbgtE45kBOTls8Zq34qFhc29lcs+zau0RBcAKOeMdhWHbXEMk7WUwV4i+2RU4AwcY4rO12FLS+H2eJ1gKA4OdgPoOfzrKNF+09nfQ0nUUl7RI6g61CbmN7ULtKAMAOcgcDP8AWsy+a3FwL9k3zwAndI5YMewOeoBNYmm299cHz4IHYuxCCNSxOOuAPSugaNYbWKC/sysxcSSNJlWGDkAg9sfnXJjI1IYheyeh6mClQ+qN1F73QhhY31gbm5uvKTdmRmPAx1wO/wBKJrtdc0sHTsottIQ0bgZdccN9eOayQreI5L64eWWOAP8Au1BwCccn37cVj6P/AGo1y9pYiRpfmRtvQjvz0/wrb2rm7y6Hncrjoup0dtfXtrqFtJKBb2cuOQgHmH0B71H4o1D7WVLviRSVZDgMAenHp1rSktL2O8sRdiR4bUrkMVOCFwNoxzWZqGgf2jJI1rD/AKSzZG9sBVz19qzdeTqc6KdC1PlZuaFraabcaTeNmK0hYIHJzkdDx716vqV0LzR5DbuJBJGdpU8HI4rxx9JdtINkIYxdgCMsDuUMfT8O1dL4d1Q6VoCWV3IXngyuwnBIzkYz2FTCdNttsdXC1XKKity/o3jKW3nitprKS6ulzDGE456AZ7+mavave3djctf6vFFvmjMUNtE+cDvk+2etcrb3U8Wqi9tlwUfzAgGQM1F4i8RzXl1FcSwEI58qMMuQoAGcd+pzWUsTGabgehDL/YVF7ZevcjS9VbxpmRGkGNrnnA9KlGq2kckjSPGkp+baDzWFeXcZmWOLagHBOScn+lZt1cQmBmMXJbaGVeM/WvPj7Wc7M9Wbw0KSlT0t3O5itYv7Ns7uZCGu92wDgEbu/qSe5rZk1DTpr0WUVjB5MQVY8jdk9D1rCjn+1aNoO9ys0LyIwPAVQQQcVX0nW5Y/GzyzmIpAjuiqoCgBSB+PP616ijq49jwqibSa6i6hbifVod9snkLMPLJfbkZ6ewrc8RXccWr6bFYRWkccW1o/LwQGLdz3PSqul2seuObi6Lu00pyqsAFH06n8OMV00mi6XczwSiFQYfugcBQO1FKMqkddh4uNPCzWt5GjrxWfSbgW8cbzRETFVx85HJz6nHrXP6VcabqbNcxwRCQjqQMirXiDULqDRLuXS8faIgFU4B7gHr7V5ho+pnT9dW2nmRFYfvG3gLmutUoxi22eQ6rkS+NNP+2+K54jEzObZWG04BPIB/pWdNZWENxommrdvlIw06sh+WTPI9cdRV7xXqliddju5I/NXyRGrROCCQTn3zWb4bhMVxJqDEMhUoN3UDPv+FY1ZpLQ3w1KVWfKi34nsLW5uomgihtiFyzKhRZATkEA81c0m5bSILR43SUROHA9WzVPVIpZLRorc+Y6nKs2M4PUZp2j2FxDb+a8pkjIG5ShwDnkZrOE6cndPY7auDnSWsdz0LWNRsbq4tJZri4MdxETGsS5AUHBY+nNec+Nry5/tRbUPJJb2y7Vyc8dcmult9DuLfRktkvRcSrIZFLjmMNjKg+mRmsTx5pG6JLmF2Z3YCUDHy8YBH48flXcpzppux5koxmkkzlNJ1TUrmaS10+2kuJFzIqhuQAOQR3FXrS/t7m/t7Oey+z6tJcrDKkuQpG3AznG05wOal07VLTwsgaMTwXD8PuAPnAdOoyBz2pIdOM+lzC9tC1y8jOXl5bkZXnrjtXnOScrs66NOr01R0Ph+98OWuofZ0iuYNZ8xohJGf3TnOGUEcY9T7Vc0fSv+EkuLm2kke2s03SBw25k5yOv4/hXmOl2WqaZ4ht5GMdtNbOJUE5ymeo4GeDWmup6w9yd0r2Qu5R5rICqSD1GOOPSuqEtI6kuMlfmRs6jLb26vpUVxHcQxSlUmj4BGeoB6dTWJe6bcRWktwg3wqQFbPPPtWhc6dMtosCmPMeSJVGAcjJz6Z6Vsy6fBZ2cVob37TK1qss6DiNNw4AIzluufpWdLE4iE3bY75UsLOgtPeMXT4Rd2UGnxo3mSRsJSW4yc89fTtVK40C6021ura31JlhdN0kZOBIV7YHXH9a2rfS72W9jjsY0km25whwAvTJPatO38J3smol/KOYv4JH+Xn0P1rrrKNnKP2jzVzX5Zv4TzzSr57SHccg5yfcDsau32q3CwSxRuJYnUkFMqORjp7eldHpng/UfE+vTW8cWIYCVJbhRgjg9/UV1k3gE3FreX2qEWptomjVXQMHXGc5B456UTk1ywj2Jio2bkzN0nwHpzeFrTV9W11I9RSFljtXlUICPuhmOSM9z0qlpWorZapDbapFaMC6pHs+YDBIyD+PWpNO0a41K03G7ha2I2sJm+8eh4AqqdLtLZJ/MVvMIPleWQysRxgemO9S6Ko/xnojWnKVXSkrtlC5uzZa3eR2zvLZLNI6krkqGPIz+GPwrq7DV9VvWTW7a0CxrhY4l4UheMA+lcjYQCSBb64fbbyKyiIMc7umWxyK17eDUV8OxxwPLBZW8hie7VCVXBOd2Og6c+9YJ0+ZxiauNVpOYX+snUpbufUML5j7gqvkoo/u962vDV94etLB01Hw/9oCy7ReFWYupG5SR68449K4uG9SC0FvKsTlF2s+3hgeOD9K6fTdYgg0yOMzOy25YshTiME5BwevA61bpVIp3VkzSfsbJJ6oyNehFnqFzJbaY9nD5XmshG19jP8pwevA6illuFtdOju5yWSe3jCiFQC6nOVOfQjk12XjS9h8RWNpJtSKWPMeZYwxCsOg56cZ9q4eVjLO0F7btDZwAJHGOABjrn1rGrNRpqMVqXhozm3eVkaNnPHJDZuivbyAFo0dB8pHIOR1pkeo65dyNdrPcyMswLTrjKAcYI7H29DVmySzu7B4Y5g04QR2+W+ZVA61eijhs7MwIEMjne0hwrE8DGfy5qYVvY/GjepS+sWszRn+IWoWWkRRvHJLqLS7ImaLHHdmxwe/1rFu9a1GDWbLUkRSxu2uHDHOAQeCRj6VO6ojySm3kZYHDrHuyehyRj2q3pljbf2Hfa1qMbtCquIo+VKns39MGmubEJThoYOlSwknGpqYdzqtkuoxXsyLMhlMjWcjblDHliMjpk5ANaV1qEmoap9se3eCMKHV2ITjGBjPU+1Vr/wAG6vD4Ztb2eJBZnbuYNh1VuVJGP61Slsp9RhETSSER8qQB2HUjvUYmdJWp1O504GliJXrYfRbEOsPNqwmhgh80IC3mOOBx1Ppj1pdLgn+aGRYC3lr5p80BVz90ZPU1PpdxJbTS26mEvIu3cwPb1pqKml280V2sLtxIHIznnG0+mP61tXwNJJt/I5Y46tCej1e5FLEsFgs0nlk3KMdq5BUj19/pWd9pluLiGOKJn8w7cqv3OeQPenvc2cl+sMAzHklC5JyDycDtzmvRPDOhaLd+DFm3pb3IuS0txnLEg/d+hB4FaUKccNDmWrZliMVKu+WT0Rc8B6HZx6RcX+rRYmaVoUM5KlVxzgHua2vFUlna+D1tbExuhcBQGySAckg+tZHjfWINRtrOGzm/cRqzGbaclhgbfYH1rkddkWSZhYwzPBGgZVQ5JOMkjPJqoRdeo5zdjhknTgt2ac0VhqHhGSK6tV+2vJlHLfMnpjHf1rkYFnGnOJN5Rm27tvyk9Dg/WnadrKJ5TJkhmKmOUEENjqR9Oa1JbWR4YB5cnlIykKFI75A9/WliKlOhaMndPU9LL8NVxV5wVmtC3ZxfYJbSaExvLbuHDOuTuzniq3iuRtVun1N33ScefEw+72BX29qljuEEXlnEjqTxn7vPSsrUbuWwuHjlJZJwIgjKf3rH+EZ7AHmvRpKjQSqQ6nm4mdarUcam6KVm4+1rBMpSOTagI6gE46d67TUfD1pb6TGzSSXUds2NpJC4PGMDvkg1ykMsqNaXckCskGBE3dsDGM/SuptoLtfB8cC20rWlu5M0khzkkk4POT94flXNiajrw5qi2NKUXSmo05aMt6uRp/hT+2GtIvK09Ixa2fRc8ZZsc4JycUyD4g2ni/wg897EttexSiKYRSFdw+8GXnI6Y9Qah1tbu18G2sVx5yeegjB2kh4z1Bx7etcra+HdPs9GsIFvPLup902xuBKpPGD6gY61xqNPmXMzbkqT17M7aAaRH4MvZfNW6v7mXCtKd0kIJ4wTz+PeuJus/ZWgSPFtk72358w9M/X1qxZwSnWLSzKuiSShSrHqo5PP4V6BDY6MN32axjfK7Smz5QOp9q7lSjR5WndPU55TcpST3OES6uNVgkaRsvkYy3BUDGMfWst9SGl2ktpbW5i8yQM0kS5wO/064Fat9Hc6a1yLOBVifmPLEttycgDHX61hJeG1knC7ldzlgeccYxz2/wAaKtqzlGklZDpJ01GVRm6/hzwxJ4SvHTVryPUZNri0kbI3BsnoOQRnBPQmsm0EFsZfsBZbZn2ozcv+dSC6maye3eFIZJk85ZCmGYr0APvnpVJEee7W0tVKoQNoA5JJ5x9TWWDh+8lGb0sa4xQhTjOnvc6jQdeGmfaBBArPcOGk39XIG0fpV7Wr25mud8unSxq37qNG+XYRjJx3rkZ4by0uHSRCsiFEQkgY54/L17V20Wn6peJJJeXdrcFR5R8+fcIgTw4I469OefSoxzpxUY0/eOjKlN1JVJvlsW/A09tZ66ZrkMAsJ8oKhO4k44/CvQpLvRtPuJ0j8mKfyjkBQCfbP4c+lePReJ72xvILSXYFgG2MbcfIG6g9+g578VhX+pXUyXKQ3PmNOeSSQcZJIPuc1w4XDOVPmRvm0+bEJt9DbhmgbWLhLm7iNkzSKio/DHJIIHY9hTmtLmK0NxbXKB5ImVkAIKA8rg984Iz61g6bFarZW0s0EQQSbmm34dSDjGOmOlaltqaf8Itd+bOXkgdYdyEAxjLbWz3AIXP1r0aU5JNdzjqQi7PsWBDe/wBnK04ZorZmjCshyhYA557HFN8N+CtKv9TfUbpHVbbaqxhioMmS24n244qlqniPUrOCJVlmZnZIvNJ4UN3AHHI7nmkjXXr0T3bXVwNLiu2XKZDuQBycckdBk9adSvTnJxcVd9TH2NRJNM6vUdGsrTS5ZprpnuA2Y3H3cHtj6d64/wDtCDVr0s0PlyxJsV5F/h7A+3StZ9SkvbEWdxBtQNmMgHLn0rNdcRTvdDZFu2BlXow7Z/pXFOrhYVFGS9T2KFHGypKakvK51+l+I4dE8Hz7L+NbmTUhA7Kw3BcAZx16AAGtnT/iXpdro0rXt0GvohKkYcHExUErz056fhXD3GmWlvZxhbZZf9Kt5ppGAwQoJKnvzn9KtazdaZqLtZ6ZZdHcvtAwxJyQAOMDoKcqftG5Q1R5zgnK09Gxvh/x2NO8X6ffXl80w1SIi+ZyNqE4KkDHyAHjHpWN4g19tW1e+kU5e4l+VQxAGDxwOuRjrUaxWMK3jTfLdMqoqlegHBGKq6Vo5GqjzWyVwHwD8xx29PxrCKlqmtjrSpU5XTvcsato3zWUpvGkJ++Xwo9cYB9On0rYthZXflWt/Gv2Qp0ZiASOhz/hWTatbf26YrrbNaHeEVjkbvoOasWMKvq4tzIscDkrEzn7hJyF56DNezQV6fs3va9zy68n7T2iLbQC0gkcSu0UMgjVeB8gHH446VZttUeEW0s8UgjSPMmFz5YOQvPqcgmlNqBbTgagk291eORUOBx6HkjAb64q7p2i3L6BeW0kxlmut0i7jtyp2jn0BA4+hrzfq6Sdn1O6WJlOKUjPj1Sczm/KnIPEeOdvTH5VpWunT6xr8kcY+zyTwqsbNydoySzAdOMDB9qqrZuDsS3mKfdB8skNjjgjg81FpniN9E1yWaMCRSrQMp64znAPYjFbyjKElybnDGXMmmdbaeBLptTWH+2BPpkZOQZBvU46bRwOfWuS8WaVqun+I7SwuUmv9OhlHllVJARh/EB0AJ7+lWbbxBLbas2pQ2m0csqjJAyMZPrWjJ4h1HUIG1S5YW8TAojBAFcqcZ57c1NRVqek3oy6au00cPqljd6bpsV5cWxggmd2jiGQ4jDYGR2BwSPan3erSWviZxY22xJYFWVXQAbWBBIHbg/pXX6xrtvf+II7u/06G7t4449iSy4j5HUY4PA6H1rk9VMEmqS3/wBkktNNnlCNIjGRRjPAJ59sGtac/buMajtYLOkpOK3KOrWkUOl3LQSvcXSbWjwOg6Hge1c7oM51W6t9Hu5nW1ll3Fkxuzj1PUe1dOyW8mxtPS4Yg7ZWKHAAHB/Hnj2q1pWhzaTfrbyWsaXdzKHwwHmIrfdA64zz6VvWo+4lKepnzJ1LxjoXdOSDRrK6tLF51SZwTLNw64OAMd8dvrW7o+sz6Sjaa+WkVjsDP/Exzk9unNY3iOVdJksrcW5F55h5LElQvJyO5zWFLe6lqGtlEVIhNzucYCcgHJ9OR+deRUw9WNTWR69PF4acFaB07W1hd+JcatcSTWzNlzuxknp9Pr14qLXE02LUE/sk3JtwpDF+VwMYwep78mqmp6Rd6LrbfbXhaKWLzImRtwHOCOe/H61RnvILS3DpI5lLcg9h2rrp5K8RSbm9GZrPI4WtF01tuu5ctC73sbIWwuWBAyMgcD869L/4TnTYbNLi4Q+dEuMEAHPAPXp3rgbS9aKySWJVBgG8qo4BznnPeqdx4xMlrc6bqMCtJIrhCYN21SMA8cnk9K8/D4GeH5otbHbmuOp4vkmmZuo3dj4j8RR3WnzRW6gsW+cBiWbJIHqKhsIf7M1+M2U8t0VYyCTZhl9SQc9Kp22kLo8MVxGJZGL58xo8BhWrDO+nCzmmSaSS7zLIFZUHlgkKvIJBOMn8q7oOVNtp6NHlLknbnR0Og3kul6zf6lc2bzSXZVYiG+Zjnc2QB3OK6jW/E2rSWLRyaK8UkqbVJDAY98HriuK8S2t1dQmysstNclGgwcYU85z7DrVXw7oeq2iST6xenY+UWNZizoQTz6Dp9a5KbqVou+6O2vSw9GtFx2epeOpzsBI9viJoSDD3LHB/mKx9Iv5r3VZ96hQo2nHQEDpWhfWlxZpat80y3L7IljUsxI5xgd61JLC+SGWOz0xVaNgZ1SP50Udz79Aa8uWGquTUkfRQxmGpqMqc99zJ1LUJ4oTHHGCQOHzyB6YrqdKt7TR/C00N3skuHAuJ8YJ344A9wOPzrh9S+1XIWC1t2aSTjPQD6ntUOkalcQTXEF5OzrAhVYicqGBxyfSvQy2lJP30eNneIp1LKjLQvW+qzy3lpIbTaJJCbaQtlsg9D7V0rx2Wv+MbCFYmYXQQs4zggZ3D8AMVzV9bS21taSS/Z/LiyIxG+SN2eQParemQX8V/ZR6DJKrKQjNv4AyAT+OTmvdqTcUla25817FtuTZ7Lf3mlWq/Yri1VIE2suAFXPt9KZqgsNRtoop4PMt7n93jJDZPIx6dOtYkviu2a3m05zJJchGCSBc5GcbjnpXNz6j5NwlukcrWsBEwiTJCkAjdnOSOenrXmKGlzaFOTdrmh400/QZNGurOKw+y3tlGDG6gZYDBIJB54z1riZZWs18252JGRkANyPb3q9qrtOsl5GHjt7uL90wBAYjgnJ/I02413SdRhtLSDThDNG8fmXkkmcqv3hjHfnFZujHEx5Jano0K9bBe9F7kEuoG0t7a6jKMlx1RuCO1WJdV3xSJHC7synYFPX3pPGGqwa1LHFZwI1ui8lOAcHggCqljNDaXM8uPLSRQFB6qMEkfTpUxyxQvK2xrPNJ1Vyt7jNFSabVYYg2PLV2coMlcKeT/AImnXulA6kLkxJDaiPlYxkjGPmYdjzUvhW5MfiS7uYpwkNzblZEfkvhgePQ8Z/CtfxNrKW+ov9kdfJvYWEpUZJBIyPY11Uac1OKW551WaknzHOzJLrNsGDeUqFlAcdFwMDHfpWrLFPFHsLwFzCMFe2R39PpWTFdXF6sVjp7B76STaquAqjPcsemAM1JqWnah4btY7S4kS4vbzDq0ZLKRnB5PTH4Vz1Hifacltj06ccCqab3a1NCa506y0vyIraOae4B3DZk4PHJ7Z9qxlludJsYlEbRKGEcTMNoI7gever9vttYAMma5X5UI5VVrOuL28m1vTk1FRfQwyhkhkJWMkDIHt2zXqLD1Y80pKx4c3TdlB31LOoW8M9iYGlLXE6EJFGQc8enXNZ9nor2mltaPeO/mMpY9NpHYfn1rotQYXuuafex6VFYSSZgYwcLI2Cfl4wDjOcc9KsSWdto/gzWL0J9pd5ooYGkO51JPzYP0xXi4h1ZP4j6LAywtON507vY5drCCyUXMau7xoVILE5B7j0x14rV0b7NcwM+oLOfLG2BckBQTk4H1rBivbu9lihRmgLOFBAyQOpJruJtPsJI4Bu+ULwN/3jxyT3NelgZV/q7gcOaSwjxPNTVkZ8ckFqGQJH5b54XG9snuR3A7+vSllENzDcWm0MjR5Bc8KxBxg/gKtywWdoIwhBlBGX4yRnO2sLVb8Qq0SQ/uC25hjAODnGfetKkKkJLQ82LhJN30O2+H+q6LoFq1vMWWVgP37LgY6sMdRzz78V115Y+HHuLjVLhEmM8XzOW3AgjBAHrgV5Et3bw6zHJf2Ud5byqrKvI259MHrV60udl/f28Ub2+0hvJeTdsU5xgj+VcNRP429Tqp0eefLAz7i0tbaRoIv3cAmJCK2CQWzj644rVurvStPktk0zTJLWNI8PGXDEsTzz34A5rT8M6RYi/kudYgjeRgBbhzkMACxbFX/EWm6LF4eWS1C+b5q7ZhyzHqQfbHauadOSg23ueiqsJVo04x1Rw2qau4uLa5WCaPOQkjDIJPYCrcEVxZxy3c8rPcTgnAGQq44H1ouYS1p52CfIBCknOCR6U+3naXSoppJtpZAdigcU1jU6SpxVjs/srlqSqVHcpR3HlSxTSffJ3BPTjqaDcJLdO7uykpt6ccHNDyXNr5N+kEc3mqSQ/OwA8GqV3etqE6kwxwCJTudf4iegxXtYfA4epDRXPDxGY4ilUuna23odVBpVpf2skVjfRNqxQSLZLISdvcEnjOO1VtY0KTw/plvNdTIbuRS0kZOQnYAHPGf51V8Pa3a2eu2c84AWJWCvj7pIxkgfWodXYeJ9bu3mknkAOYlU/LGo4A+uOa82thVTTVtDop42tOfNzakFnc20cKyeWNr4yvGST2+tQarcrFp2AECschSQTH6Y9aqz406SGF4nEa9HkBGffmi7nsns1BKsRnOeQ3oK86lN0p6nrYmnHFUk10NITDU7GG500zzrbwqblpDlVf0OOMVzU2pyabqPmm5Cs6HawTIJzgj+db2nRWlmhiaRY4GABVGxubvkd6zdcNullJvQKhP7tDyRzxzXv0qEJwdp+Z81XxE4tJrY19K1p9MvvtNuAxCNgMpPUeld3aeJ7NLCJZw63DpueMRsSCevIGK8v0rU7YK0hhd5m6YGcADjPpUun3OsSM7zyo6SDIUfwnPA/nXPhoKkrN3uXj8Q8VJSS2Rq+KfFToZYIHkhhlOxkOBu9TjtXD3Np+/ilby8u6qi+YC3PqOw96seIcyP8AvHQlOuWwWOegHtVQaci24uJ4J4l4AYDPUcdadSb2ZyJa6FmaxtV1aWCe4bzQ4QmPDKTx0Na8qWkM7wq7NFAi/c7L6k+tUrHT4rqRRbJLNNjcWIA6d/arIRlBEilf7wJ649aw5FLVHXTrTopq250Gq6hZajd2aaTZ+RE0Q3EH7xx1I7cda2Z7+6XwFDbafaxs8dywlc8bMc5P16V55JcTLM1rDOY55Btbb1Udfwq1YX+uatdy6LY3nk2sKkmLZkP0ySO5+tKOHUZufc662ZSq0Y0ZdDqLa9ku5pEICgxqMjuaxfEfnLdQLvlNu0LKwBAGdwxWnpb2uJVNxEGXGAx46etZfiUedZvdNIJiAFjjUZUHIwR/9eu2GJhyJyPPlhakalktDD3WzTw3V4jzbXAJVg2FHB9wfeu20iwhv7Kea0gnMUW9oztJV+MHn+I9gPqa4q8g3RXDPBLEkUQzuiVDuOABkHkZq8wAgtEgu38m4iMoVQ2EzxgjufpXLjHBJThG6R6uAhKTdOUuW5aaK0WaCe0Xy3jDpJnnfk9CD0IwelUNcspLu3ilMzbUcHYOMEnGadb3f2JZrZhDIcjb5hIIP0PNRS6jLIgtnWD52X/Vsc4zzxXiwrVVU0+49+rRw0qTclfzJVCLGFWVwqkZJOQcUg1KLSdRnLq8kN7iOWHHzBBzlfTOfyplnp9xq10NKtQi3UoYoJGwOATyfeu38ReCbsaEt+135lwiR7rRUBDsCB16jAJ5FevgXOF51UeBj5Up2p0nYjtryHTHkuZbnfGyGCHywDsAAb5m98gc+ntRd+LlS3S4iV3GQSoGc4rCgtjYF54lj+yK7FlKhi7bioAbrxjkd6bNq1nCn9oGFSVt2WWEj5VOcAj3P6YrslOVSPPDZHAqKjPln1O08DalHaWWo6m9zHGb6YPHE5wc4JI/M1e8Wi71HSpzHLMEZgu1eQe54HavIB40X+zY41UxyLLwijICg5H6V3V344ll0Syk097y3ic7RL5W3zGAyQpOc474FEakrudtTF0opqPc5rSdUg0q12TWpnkyW3CUqPYY/Or+lXem3mkGeRfLZpeIweQ4JGRnr15rK1DQ7u3urC9vVWSznkEsiqedpz1HbmpUsoI53ihdYYZGdoX2lgD124HIGe9YZtVjWtCO562S0J0pOcvh9C/FdJI7jYFPIwADkVVu/Et5p9rcrZzyxJEAWVXIDduR0NYn2m+0y2llFxJvbhkUD+orAnu7/Xb1UYEBiFchcAema8GjTqRlzJ7Hv5hjKfJ7Pk1lsXLe4vZkilaNo1lJKORhWAPOPpW5LqpuJZGZ5fMb5XkfndgcdO3HHFT6Xpa30lnbsxjhgBKzFMKwXg4GeeeKvSxefqEiGzVdOjKxykEjAYDkdzjNfUU8WqsIze6/I+PqYaVCTi+pS07UHubkJFGm5cklyFBwOpJOO9ayWE1xDFa3aZup2ZkkByCpOR0OBS/8IgmmwPq0OqWPk/OYrWR/3jKOOPfPNSaZrEEYWWfgQnPy8/gPrWk403L92tjH2s1C8upcl8DXenC0ha1BnvWARx8zREYPJHTrn86j1nw/daQxg1C4GMbTsUNkEZ4z1HFddB42ee/tHlmjtLZmGQ+eF6HORwax/FOsWWoa/Is2JbP7IXQjOHOex74z1rzq8FWblI9HCYipQXItmYdnPJp1ra29lbPMZ1LTSpwRk9B2HGK0LjUoE0W5swXlWRgpWQ8gk8Hj0/pWLpkU+oRTIk72wjhHlxqACzEZG4HsfUVC7OJIY7hHFwwUouCCcHt9OeterhMPHbTQ83GVnJ82rTC/1m6Iit2le4jABDMWAIHbB6Yro7QWv9gJqR1VBczRE/ZjHwo5H3ux4rD1KOGS9mQTTPEqn5tmx407kj8+PavS9R0nw54ctdP1Q2u6xji2GKKMOJMjIdsn0P8AKuLFSpShyqNpXO+nOpRaTleDPNrWyWZZLwTpG6kFEHRiAM545z7U02FzqGqrciZJ4ZoSr25IyQD0Oe+cdK9Aj0bRdb23WiFY7eWY7/LJx05GD901Ld+CrePXoYfLWGzl/eNKhACuOwz1OQDiop1m0vba2IqypOT9lpc8jfS30rU9OvUtpPLkIaKFvmD4JzgjoMetdlK+qeIlLQxRhbdSzwwkqG46f7RAqPVdHPhfxDc6W4lnthErxyu+S2QSDg8A5JHHHFVbLV5rPT57aASIfMGJA2Se3WoxOKopG+Dy6vX96K0fU6LxV4esW8P6beadPNJcuqgqZsgqVySFH3cGuQs7W5isBfxTj7VFI0YUnjHQ5pkUckdzNM7YOcoQeWz1/Wqckkv9oRx203N84AiJwc9x7CoweO9tL2PQ6cZlEsLS9rKV2iB9U0+fVYZ5rdvMOFUZwSx4LEdxWjoWsSzXvlSTyvNao7PCASQRkAAd+cfWpBoNlNeNd6lAwt5zHDFKzmMq4wDt/vdOvQYrpdHih0rXNSuCwNsIozFJIQTk8EFuM4xXRiKNKpNJdDgw+Kr0YOz3Kt14gurm4tYo/DsURt2VmaNT5ijbhi4wOCcHmsi+s5tceHUrhXSSCcvC0YG0AH+IHr07V1dhfMt3eXc4s1MiB0khY7yemD6/hVPTtXsUt7h7zS3XccW3kgKvQhmYE4Y5IPvRKk/Z3T0RlCa9raUbmPb2StCAFjEh+YOqjPXJzWwusSW+iWvlkeSXllcMCRKRJgrn6Ace9a1r4Him8KR3t5cLFezYZEkcRogzjBPUkjmtLxLq2l+B/DenWYtkuFkzsjIDD1ZgT7nt61mk37id2a1q9HTlRm+I9fg13RYGQT2twjndbjKsoxweR09PrWHJZPrtna2zKrKAFDnhkHZs1iahravcKqlQSAcD+HPqfWpnnvLSSF7aWQbX3NtbbjHeuGpVqwqqL0R7OFwNGeFlKOr/ACOg1Sxm8LraWc8Zc4DQ3Dpyex+b1GcfSj+29kKW1tdzMYU3SNGSoJxgkjuPrWXqGtS6zZoL++ncRNmJHwcnGC2aqadot5Gn2i/sZhaXCH7PKOBI2eMHPXHIHfn0r3IUILDupVdmz5uVVquoRWw3UdQlkEeHlcRoAdv3io6k+9Pn0ZPErWtzDcrbvKFQgR5yAOpPrW/qvg9tG8Jx3tvIk+pbcXcJmAYL1IQZ5I4z61h+Er2xOqW1xJbt9hUmQwRE/KPX8zmvM0pVXKk9D0vbxq0+WcTVuPCEwtLcX+psUtxtzEMF8jHOe2K5j7HJYXkpgA32LAowOcqeQPr616NP4o0TVRrMNtCqpFsWPcwzvyckDPTgVzF7rl5Zaf8AZbu3gWeMkROqgsI2GGGSO+Qa2pQlN2gTz0/iqR0MJ4f7SvIb+7nYRkN5kYyMjoMA9j+dW7ad9PgnFiHUu5aMszFUBXHbjPXmiSa0sbaF50eZgFdpA+AQTwPrz+lW5NXtV03fb20yvy6szhkP14zmtIUv3fNbW9grcvtVGL0tcz9Ys7y9sdLllxDcQqI2Oc5+QZU/ofxqfSNAnQhr61L/AGlFMQUnIyeM+mRT9D+0675kMQDQPMJJ7hiCYgRycdTnGBXYTJK2rQPbY8kFS2X5AUen5Vb9rSg6VjCTw85KpfU5fS/AWs3d5Hb3umSC3WU4eTBR27ZPccE0S+FJNP1+fTLkR20Qi3ozA+WUJ3BQO4zj6EV6RrvjmxtLf+z9zR3MqBYyrYKMeAfp71yaXdvr+fDkz5vopj9nuCxk5JyV56dKwlCrO91YKNdQfO9UcaRGTJFv82RmChUXI4rb1G4iisLGy05fLaRkQ5f74PUt79+a7V9CSOF4tOtkSaOERT3UIG5QO+emePrWfD4XkttPbVFhN0y7wZXILhfcdD9e1c8IQoXm3c9GrjI4qKhFWOI8QWL6NGkX2pZ/PUssiggoemOfr1FZ8Fpcy2WxoN8UJ3tcHgkkZ6d8DvXW3mj21/przXmoQRmFSIUmyXcgZ4x+XNYMGpxWJhs52y05leIsR+7yhGfx6V106tGvSU1HU5qrqUZ+zlLQvaeWjsbiPzgoMQ2rs5Y+34GqGnRLaTTB5RslzsZW2lc89fr3q5A97f6fPqG6Ly1ZLeQjqCRxgDtgAVY1Lw5qOhvuv5bVLaRQ0T43B+mRjGQR6GuSUa8J+7Lc9WjUwNSNpqzOZ1ZLi3tbm9gbCBFwCc7vmAIyfrmt3SZIrO0vHEH711y437uOOeenrVG61H+1NKFtFc2sbb/4ieCD2Ud8elQRWb36X9qJpobqCEzQsD8soByVYYzggZ/CunD8vK3Vep4uLa9r+6WhVl8i01bTZ9hZyzNM4OVUZ44xxWt48nEcyPFKnnqgY+WvKjOQ3HXFcneJeLZG6mwNrqkqk87iMgAfjW1rMkFzoNtrcbuHEMcEvykqzDjk9u/1repVtWTg9DjjGUqclJail9YSwkslsLrMwRiwiJPAOCD26np61L/aV7Yxxm6vJ0kMQiyTj5R8uB9OldLpHje4l8NxL5MRYKQWK4JbGAQPTpxWLd2Y1M7L1JmiVicLxjPJ57VGIxypPWJ1YHK6uJi3GWx3em6vdDwd51kyiRE2oDgYwcZBPcc15rMv9n6kYLm3lladmbCjc7seSePx6V61pWo2mo3ljYxafbWUMI3lVkG2SPGApGByTz+FaXiXxDpPhW2trGCwM1z5bSpFEB+6QfeYk8jP5mueWIUpqUepm6UqKcJrU8/0OyvNRst9pbPsfMcbTNyxI6D8K6aeSx0z4eW8V0Y3m81cCPDbJDk4b04BzXPXGqy3eq21xasYxNMjRjOAckEcdBXQap4PVdKe71KWNskbViJAzk/e9cdPxrScffXtFZMc5qUVZ6o8p1CcXF0nk4WLdjb0AJPXHpXRhbQWX9jyXiSOspiICYDNkZxnjjOSM5qxc3Wmpod3oUNsYbnziXk+8oKsMfNnP0qGRYr63iSGMvLHN54SNQGXDAlueOenrXbXu4RdOOi6mFBPmlzvVlfQpP7JOrWKSmXyCZJXI2gqOCD/AJ71u6d4otdd1eG6gtYTeAFhuU7z06e4GevTFcFq9kjXs0pvUWe4kZo0YEKwJ6Z9enFdJ4U8G3MVs9+bpXumXb9miJDRknuTgcgVhLmi25ayKi1JpbRFWWXUtbmhh2zXhOIkI3SZJ6gHtjr7VVW1jsNTkMQ/eRptdZGJUtkZwfXjoK9E8M+GYNB8QPrFw0Ile3MZAJJUkjv06Ajj1qh4zv8ATGglg0+BxMJ8krAQmQMnDYwe3A96zgnWrJT6lVa6ppxpq9jh71FuIFa4ZVeJ/MKljwPQD8qwZ5UcyzABvLXcfpU9wZ28+a6LFpX4Lnlhjrj0pmkG3mnuYS6RmaNowzdCeo/lXsfWaeGXs6Z5jpTrTUqmhqWCT6iTbRHarDzNrSbFyBwTSaIYRr9xBqEW9bbIVA3BP9R3xVyzVNKgguXyJJJyjZGQVwMjHXANXZLaO91k2MFmkFxNcD5gcl89CT6Y9OwrDF1ZzclFaWPQwtKCtzvULsyWunC5t0EtvFuJjUFwoJ7noDVSe4s9Vb7ZNayiFAIoGdMZ24JH8/yrrbLwe13qMenxv5cBVpPPL58xQSu5V74OcZ7c1s6f8Pxp+ky2U12Li5DiRZpFIjHPOBnrivJ9pHl03OipJRknc8svvEMkKwWrQrut2YpKTk7T0H61b0m7g1e38tywkUFwu4/Oe+PrXY+NvhtZPYLeWVwIboFQxJ+Rl/iYj178Va8O+GPDWk+FUv5oP7QvV+R5V5YOegQE4GBg81UZwiuZdSZ1OZIxdJ8SQafrVkrx7LdsrE7LgxluCTn8vxru45jp2s3MrapZp9qIZLWQAOcAAkH656+tYaeAdC8R6CLlbm7E0m4RzMQChBxtKjg4Iq63gxzeWby3XmIijzm6MxHp6Dp1qKtSM0rb9TKKhzPmlYx/FGlWWnJPcKJPMvbjzHEa5EcQA3EAdOec+9cxts30+S2No3nsW+zXJXiWNhkIxPXB5B7V0Hi+5On6rDYQJdXAYqHd0DBVbPAPt1P1rO1RUazMQjwFYRho2A2NtGAfUE5opqd1KJtaHJa9zntHsIzqFq+qD5C2NpbKxr0LMe3oB3NXLjxxc+HdfTT47CwbT/MLW7IhDAE9Sc5z6+taWk6dftZXEQtvPeAAyeUQwIbgDHc5FWNL8O6bc69KPENnDNFbwswSRSnlNkdeeTziqr4iVR6jpUlHpc5p4rm7Wa4M0Y2fKiZO4gcn2/P0ro/CelC60mW8knCtOdqAjOFHX8+PyqS38RJoM9xFZ2NszyqVjgwXLrk45HOMA1ma3qWoQWlvbx2w093AbbyNp7KB3Fa0a7VF05EV6N63PT0Nbx25/sWytdO8pbSwCkRjAO7nOe5B7Y71xmmo1pY+a0kYnnQuVcHgE9D9BzXR3c9xeafbNHHFHcqzFhIcA8DJz9cnFYdvqE8f9oTz2om+0KltEFJAkY7icDvwM1ztezTa6msW9E9bD44ms9PmuXkgkVwdjEEEDJyR6VHNBGdNju5ZMHO51OM7c46+uO1N0+5R7SOyuBgQMUZH4JBGAPbrV24tFsrbzSUeCUqiQtGNuDktz1BGOvenHHy5rHT9QvSVTodF4X8PWMnhybXGkaOdmMcalsJGuQMn+f0pqDw34h0G9SzikF7YgMbgkASAtgnHp+tVdCnkXQNS0+3/AHVqD5iOXBIY4+XB7YGc/hXD3OnataNNNpZfyHAaSMkbmAOeR3HHStb1K0ueJw1aXsG4z6GvBpawXk88M2+LIO0jcTxyD09akuLZpIGn3fMi7UXsB7VyWiXOpz3U93HKhRTukVmC7vZRXrng3wvH4htBqV9LLHBv2RxxnG89ySew6VzVK2Kp1VO562HjgJ4V86ZwemahJp1wWbZKX4OeqD0HvXrPg6DTbfw9/bVzbxPPcSMVYoCQAdoVfSsHXPB6WNxLErQstxL5UBb70eQMFj+PWueh0rW7fRb22utS+yQ2U/lBEJBfuWB7jkdK7qmJliKdpbnhewjCSUXodlr2oWDQ2tvY2qLbxuX4UZVj1IJ5rktR1SyXT54VMcihsOg52k5xketXtN0O8FpEz30c5lAdpCScEDp37EdOlYviCwhEJgs4YFlkc5kQBQcdcnuc88+orxY4KdXE++7I+gjjKdHDWp7mJGtjLf2yWUEocoQRGSx5GOg712x1N1gFhFYS74F+dWjXcgA5PygH6g1jeDDqGj6Hc6qIFWaZxFHMcAomeSM88njI7Cu48H67ZRrd3mopbwTvJs+1uwBkz2JPU59K9ZyVJ8tPoeHNSmnOotzimkiFw8txB5oOAq78MCepArE126itBIuw+U5BWGTrjtmu98T2H2/xHH/ZSBhc4LKiAgueM57djxXG+PvA97oYguZNRS/ZiqyqqlWjJ6Dvke9dEcfJ3jJGDoLlVivo0/8AaixtOswjtWDKsIyzfUnoBx7mt11gSc3iysJ50AAkGB7CqdhawabY21pABJPPuzucgu45ZRjgY6cnmn6rPaOIjAreaqK2Cc7SRwMdq5qE6U58skemqNWlHnjLVbmlFqubKO1uF8tnAQkyYZSeD249Rim6hocumG1nivRIs8vkkMu4KCCSxGeTxjNY7aVqFrbLc3cJWOQ5ViwJye574rpru3Efh2xUylpp/wB75jJuEYIJRR7kc5PY1rWw8acNXe5zqs5VFJaMpeIvE2nw+D57ZNKMWoIQiTqvynplic8ZGePWvN7bXr+RFtI0ErsdqgAkkk4AGOte5Wfha01L4cRNeosV60JkMuc7W3ZH4HA/M1xOkppUPiY6oqRLfWsmxVVfl3A/e29M+hPSvP8AZQavY1WLrczUJmxHoWt2Ol6Za3NuUuJ1CeWOfm9x26/pXPavoVxoN6ltqg8sM5IKnO8eoNekv8RrNF8qa2dbhQMOMbc+orlPF2tQ6/qsJt33W8UQIcDkknpjt0rqwtaVO6vyoxlSqYicY8t2c5cabawxTyrK7sI8hShAUeue9dP4Ysp7zS41tmSOJQC7kZLE84+uDWM7lrU27bypUrkn1rb0PVo9H0Ix28Mk/kYBC43OxPJPYD+gFcyxr1gnc9HF5XUpwVTltbsYl/4Y1PWYLpmdIY7d8qZ32h8ZycnoAPWuN1Kxu7SK3M8EkKyDfCxHDqDwy+or1W48RWl9obrPEIzKSjQt1P8A9Y1wOsPeajPa2UKuIYy3lAnIj3denQcZxQsM56tHPTxjhFxKGn2by2dzKspRYsnnJLnrwf61kXywvEHluJRnHJG/HtjtV6OGWBptO3yFt2GCng+3ParniK3geytUOy2jjABcKCGOPb+ddcaqpvka3OWeGqVabqR2RRt5/JVIbcMISoJP973NaFlM4hlMMUjOhLbVUkHj2rY0LSNMv9G+2qwZYVYumDhto7eh4pLbU5ZbVUt5TDCwIVPLKFFPUEd62lWXIl1PPpYZ87lfQ5FI4ru/dbpDlBk5PAPXA9TXe2/gPWNYt4y6u1s0ayLI8wKkY4A9+1Q6doK2kUt4rJLcSDGTzgf0/Ct1NN8aaRbRajPchbSIDMDSgEqT90L0GB+Nck04uzO2Cja6OfsdBNqbqAoLYwZ3ySS4LAdvQ1TlsvlQi3yC2d2eufepn1tU1OSKaF7lXyzxg4BzggZ/z1qs+qubmSSaIRRocCMADHp061nLEcuqiejDDQn7spWK66Kljfy3RbasgIwG3sM9s1n3WiMZ1ngmmt/N+RthwWJPHOeldHcaxdtbR2jtC6qBIEWPaVyOAT361UK6f51tFrNzIsbEyNJApLLjnGP0z2pQqScnzIK1Cg6V473I7XRb+6sTdwwhoQSo+YAkjrgdTXa+HPhx/amkxahc3ZjaVS0MajIHYE5qO+8C3el6fZma9ikXzf3gGcQ5IG5fXjr9K6GTUNd0SxtbbTBa6jFEvlL5QIYY6Eg9PrXJRwqik3ud2PzN1E40mjI1n4XquiSz/bzNdW6GSSNo8I2OeO4OK4KC0vGtxPbRTNDbrjeiEhAOeSOK9ITxH4svbe6gl0j53jZdrJtGCCMAk1wVn47vdB0+XTIpo4FDlpQ0Qdjngqc9KdWnJuyukRgcS40m6iUmjnb7ToNQn86csZPUNVP+wYBLuSedCB1DCtFLmG5TzIWUqeeO1IGGeteTKvWpysz6KGEwtaF+XcZpdj/ZmqwX8VxIzxHOG79q7e48WyzWCQ20kkMyyF/Nb5iM8kD2HauQU5zzzUqk/nW8MzrJWZnPJcK3zJC311qcqFY5I2VpmkbPBJJz9OvNY1xY3V3azJcAoqruUR4y7en0rXlldNgSMuzHAAOO36UoyeSpU9we1dFPNKtOm1y6M56uUYerUtzao5y50G38q3itFlE7sC7Op2jjpnHFeteFo47bwhZabdrHLJGm/jkL8xP51xWfc09ZHAwHOPTNa0s5UfiictXhpS+GZ1+tzaZPq2nSXt9HHaSMEZm4C4H+NYF88FhrFvHE6MkrS7AW4C8hTn34IrPdmkAEh3gdAwzikkCTSCWVQ0nTcRz9K56uMo1HzbM76GAxFGHs7pq1i9o2mR6jfvHexmJwjyKy8FznGSO45ya2x4d0uw8Pzrd2ytehm2zRkqx54J7Ee1c7DcPBepeIT56oUVj6HqMVpT+ILm4tjBKkR+UDeFw3HSro4ijGNrmOIwFabT5djAmsIXt42gl8tnjZiyJ8ykc89jk4ratNO1D+zPNRoisiBtzMScAYrHhthFCYhPKwJXJZsnaDkqPTNS7byOBYoL4rEGGI2GcKDnGe4r1sHisLGLjKSPHxeWYpyUlFmL/bV3C8kEKq678gsAceorXs9QsPPsJvKMTpKss4JG2TnoF+nStKSK11DV/7Qk02OUL1hiXy1IA4JA4zXKDS7j+0hK9vmHzN3ykZC5zgfyrq9vQqfBK2p59TA4ilpKNz03+2A+pNdTxEQq2xWePkj0x3OKlOqQSNJMsMbx87dy87e2Pb2pra3Y3JAMJYkcA44GOua5O6vmigu4YixB/1JPAUfXuAKmMoKdm9zCUKjjfl2Oi8OeILK78TFdTeBLU52BuqkYIH6Y9Oad41mh1HXba/iVfNt5FcsnBeMHJGTXnFtPGiNLMSGwSCoz82f5V1fh2xu/FHiKxszcCGK0jeeZ2XduUkAL+J6fjXXWw3s4+2Urs5YVeefI42QTXNvdtutbuJrrUJXachixhXJOMceo/Ouitr6eHw3baNKGmdMi2kk7jnC57jHft0rDufCraBqMhaRBPeKWIXoi5Ix+OM1r+EIg3iCGCZ1MduS/zt1I6AZ9zXhVMU3UtJH1NPLovDe1utERWmlXvhLVLaOI3DG4mWWJQxw5JG5QM4PcZNTeMtTvL+8SSFJ4wmVNrcHYVOOpH9a9Hu0tpII725QEwAyI/deOcV4R4j8R3Ou6lLNLIVCnZGoONqjoK78FQniG1E+fr16dJqUkS6nezpfxXE1z5rSRBWV2JIIA6E9c81c1nVLc6baeQqxyhCrMgwTxxn15rmci4eG2eXiQjcQOV5961LXQFu7uLzHdbdSRIpyNxxng1visFRoQ/e79zXDZlXrPlpbLoVE1GeVkGYD0BOz9cdM1t2NpaXGuStHN9nKxF47uUeYy49ug/CuUnH2DUZ7Yh8B8RlhwV7Eeorr9Ca406Cdp3jXzXjAOR8ozjqfrXjRdPDu8He56s518YrTVuUqNq97qPiKGLX0XbFCMKpwrr2IweAfaqN/DqNjYSLG893YNIu1mGSmeoI7Vr6hd6dcagoZAJYSyGVORIOvTtxjI9qpXl5exX6wRqHsJUPyR5Oxcc59Otevha0KlrvXY8fFUKkE7LTc0fL0i88FxXMuq3ceoRllijWMeWp3YVTxzx3zxmopYEni8sSShk4RS2Aex/PFUx4aI0p2hu4vLZ1mWMP0xjAA/xrcsbOwfSy9zDMbwKxMinIB5xWiwjbanKwoYlU4pqN2LquvX11ogsrpXuvKKxwgjB+YEA7h2GOtZWv3F/rmg6dBPbu17Bi1jUNuIVe5+oxz7VlSX17HaPJFuYc78DOF9aqXuoNFdMgvIpXWIAPC5ZTkZP4jODUSwMqFZWl7o5YylXg24Wl5HS2muwSam1jLbbZBbi1Y/LhgO2e4z3qtDpJspw76lJNMrNHOGB2Dk4I/ID3zXNRyxRzDemJw2C6knJPb/8AVWxb6xdXFq6RRGaBTukG3gMB0z9OcVtPA05NSctf0MqeZVKd4pP/AII7UFivWuW8gIfLVbbyiTtbvjHTPvXZ6hqUV94O020vpSHsYl8yCP5S2VCgn6HP51z/AIfZJBbItuZpZRlVXjJJOcmusuLoeIbl7caVYwPaIwIDY3AkAAnHXqaVenThPXVMzpzlNXtZo5O61OVrKKFjL5hJU7h1XsQe/GB+FR6LawxpdW7C7VZQu+4TjbHz8oOMZJwD7Vfsr2O0uUu1jDy27GPa/wAu0njp65rc17xLpsHhyytb623yv+9eO3bYFbuSfUZrnlyThZRsbtyhJOTucFDp1zperXZXMlvIQ0ZkX769c++D17VaM7yymW9mS53qQilTnJOf06D2rpvEFzbalFpum2WV06GMFCjhmJYZJ9SOefeuc1DTIYGiFmrLKMqWZ8bh689K1w8IUpJuVjSrXlUpWjDY1rDT7fUmgjZoyJPkkUrkKo749a6S28PaFZXUSxCSSOIHdEz5Ue7Z569q45nurbRrSbzjDG7EsVOSB6nH0NdGl2LmCOUkLbNGTuAOTgZyTjqcetKc4qLcX1MFGfOrq2hbstL0fwvrdxdC2lltLu3IhtkfAR8gsNx7Ecj0rLk1S2tfPuIolW5NwxAdssoJwFJ9MV6HN/Z+leELWzv4ZLqSWBd4QAOScdD2IJA/Cs3UrPwrrXgKa48kWvk5hSaRf3sUoOMEjk84z7Vy+3vUTlew4RtDRanmGuXMut62LzyfLt4QI9xJw5B7HFLAd+svqVrdRW89tNGJICxEkpbglPXGeR19Kt6dozpaRi4gMjhzmVWLxr6H0/Cqu1LHxJb2K6YI7hoGkSRpcjeOjbuhGM8dq0eLi5uKlsdH1OpCmpOO52Gk6x5DSaRZoyS3N0Nyjow2g5X2xyT610eo6/J4UsLv7XA8sEqERsASFcjCg+gJ4rlvB+Y9XsEubfEkLFWmRdwAAwBn05FegeJp9OGlOLp4trLgLJjaT2zXOuVv3loRWfK7RPFG1mWdNrE8KFIHADY6n2qvq2n2i3KXEq+bOE8sYOArDHBAPJGa147FdPmu0it45/tQURszcx9OQen/ANaqeqedFOZJY4oyjs7IpBB6YbPc8Yz7V6cJ0VOKppKJlNVZ05Sm7yJ/CPiC50EXAuGV4pSCyFehA4P1rpdR8RjxBHH5UY2xJycAkksCF54wwB56iuBske/Ess5MMDKNjFcdTjjP86sCa8gljtLVy32WQMcA5bjgHHGMd6xxtXDwhaK94eX0K1Wt72xnJALHXLNLC2mvr10Z3hiPKuASVAxyB1zXVzp4ktFs9QSyNtPs+e1vFG9wMjcD7g4xxXDrZ6yusHUrS4FvNDcIvm7tpiLHHQ9uea9Ins9Q1Dz4ZdQa/wBQAAjuF+WPkdCB05BziuWc41LSgdCpTpylGZyeuXMniK+kto7cJJcWkc654CEcAE/TjPtViHS510tbLc2RErOMlotw6HGPWraaLq9tLGl0nkyA+TLMuGwQMrgjqOSR9ea1Lq9u7TwwZUuIp1kdlVpD+82k4IyAAa7qdKjHls9Tjc6tnLZGHp+lrJqYt72Y2xkC+RsXKyt0xnsMZP1xWldadPZXdzIGmeDauyR1IB5xjPTPHSus8EPcy6ksd7YxzRfZCWVU+eIYBHXqSeOPWt/VdVt20G/so7J7NIAmYrhQCyk5zg5+ua4sfW+s3jayPQwVV4ConB8zPMIrl5rmztUdVl5XdkEogyenfqcVX1f+0tY1uK73H7T9nNs235lfaTyB16HNads0MEN48sMfmum6MxqMngnr6mrGhW8V/r8VvHcKSLbzhKi9um09Op/HFc9KEaLSfU6sVWnivej3+4ybRGQaNbmV2SNBhSOdykgg+mMV3uoahNa6WNNnhlRmiCxq7DDNu9M4xjnNYWr25tdRiiYRC6m4DqhIX3Pt3rDk160n8V2thIkixpCsU6yIfMMgBJIHUg9q64VFW0l0POrUZ0rNIz9Otmh0STV7tXMiXbCeGTjgE7SD3FdfpWny65YPc6SLVnVzHJErbmTgHk9PpisS9MK6lLhXNgQFWKVMFiOuR6Vb8G+IftF7eWFlGbEu4/0pcEKRkAEdwTx7VdXFKUVSgy6eGq0l7WS3NjUvAFhpT2V/qtzBJbq4ZvObYUfrgEdQSKv6THdQzT3GE2k/IS2fMA6YI+vFYHjye/1LR7KJbfdPG2JIYZNyjggEZ+ucUsN9d6FZWaupuIlQKMY3Iccg/wBDUe/Npz3Oa6UWl1OlsbhtX1KSO4ULbqh+V8fMfTH61b1XRorm0Yi9ntfKBYSxtwvHJweBxXkd3r0H2hSHnjLy/KynlefTrWtDrmt6lZywG7mS1KMYnliJ80dCB6jkDNedjqGIlWThKy/I2wkqbjZ7mQunxLpk7/abiSWV+Sc/MMZHH86ytFsIVt768ut6zwOnlx7wBnnkjuO1dMIpowsTtOvykuqJkNt64PTHqfwqoUtFB8sq8sgGSec+hz7VLxNWnaM0e+spoVY80J6odq2ptf3sZVDHBFGFiX17k0Sa5c/2lpSRWsq3jJ5Ik27dxI2qR69az7omWaGCDc8xXAVRls5x0rbu3aWXT0udUl3WF1uj3EPjBwdvGcnAOOgr3K9eEcPBLdnz7oONeet4o9Zk0a/t9P0x7Z0W6slCAnoy4GR+mawNe8T3s2pT2No0puSWgWO3TflgoJY+gBOK0LjxLqT6eXS5s1XHD+WSxHc4JwDVb4bMJNU1yaQB5WnVvPwMvvySOOBjA4FefF8qcmjJ3er2MDw5o3iLWVvLK9v2aENtOclUI45zyD1OBUniC5tvCOly+HtMaS5kZhJLLIRkMecAD2GK9UkeGz3RxxKpkYsdvcnqTXjms6KJdYvrueeVpTKqxxr357n1rShODbnV2RUeapJQgWdA8etBNDpFxG1uqkbN4wxJPOQPfvXpVncfbGVfMG4jkjtXjt/YW8UaTS2ybo2x5iybmB7DPbpXQ6R4huNNRJ5ESRbhghJzlFzy3pWccRSrXjBWkdOMyurQSqN3TOw8QWNpp91HqV2puIQvl+WTj5jzk+vH9K871W8sbC+8jT4x5NyqyrGTuZSTwD7+n1qnr/ia81+5kiNy32cSERwg8Y6Dp1NQ6fpqNe/bXkljlt3AjCqPncev09BXoQwbowdSq7nBCo5tRhudT9q8QeDkIlhji+2EMrNhzkfw8HjrWHez3F/dz3LzRy3DsBKqPznoOOn5Vr+JNE8Qx6ZDdahI9zAJAqRCUs0e48Ek9vfPFZTQtCbWHzYYki5VTNuA+ijkmvDnCdSR9JhMVQowTsnLqLYeFprnUZJgscbwlWVzJxz2Pc5wRXQap4SvNQVJpl2Mh43vksOvXnFYT3txba3+7z5bIGZio654yO30P0rbt/F0JikOt3OoTyRnO6EKqBcZzjjnI6V3e3dOUYyeqPKq0qtbmqQjozip71rW5uLFRL9tDiMKATtGck47k9KsS6ZeNdW1xGs9vK7eZHZSQ4LkZORk8A849q6jRrvS11Qa3IVju7pBGiPjcoHX8cEDPpVjVtZtpdSSaCcMgI85lb7uORz/APXrorpz95HJRm4y5JI4C+32+orc3dskcT3IaSYD5jgdGXtn3FdXeeKJ7XRGt57WOW3ZcqqQ/MnPDZ696Zr99pl1JBq06CRog23avMnoCe4FY+p3f2eztbmRy7SSM0ijHyA8nGPTjjtmuDEx5ZaI9TC1FOC53omTaLfxXcdzc93jY4PGAOBSwLc3kyQNbJbySEIiqw+cnpmuae+hR76e2kgLTW7I6mQrgHBwFx1/IVpx313eNp19bFCqWwO5htCMOOo64xwfc120Zyp8utkjir2quaetzpbH4VXek24hS6gna4cvLMUAEGfTJywrZvNJ1TSrTStOtwFgi2xLPF8yyZOSSOq56/1rJutYlufCsNreanJ55Yb1VvmdM5Ax15HWr2n+LDpvhyCOO6DYkdVG3Lhc5A57D1rKdKcpWetyKVSUI+gmvx3k+oXqSiZXWVWjJ5wuOo9RXJlLmXxBFCZJIFz/AKwjcF+Uk9eOR2rZuvE8+q6TcX/LSkmOIBQdwBxkge+eKgknhhtJWS6ncxIA7xY3ux44zwCc9fSnGqqMk7G6w7qU/Mj0W50E+EruW6uLr7a0cjIAp8vIPA44JPfPrXK23iiFraG2j04mRmwy7ywcnAz7cdvpW7pWladfaaBbCSCHzPLaGVgzE9Tk98+1aumfB/7ZqUWpWN+bWzV87XXe2R/dPp7mso4lSm2x1cLKlTjK+hUtrj7de5ntylvEo/cucAKOBn26VYvPC93c2cjzaPNJAX/cttOBkdVUdPrjFdzYeAWht2a6uEklMyuEXO0qDkgk+tNbxo0d60bvAAHIKq3zAA9KyUbybiVUxMpxUI9DG0nVBod5Bavp8/2yCAIvnEAdMA/jyK5HUta87W5jqF8DG7nejSAgN6Yx1BHHPGK6Xx/r1pdXts0FzHuiG2N15HmPwMjvjrj1Nef3/hafVrW6voUkklgQtiCEnOB3A/pW8HfY47Pl5mjWupLYXtpHbYEcAVvlbjk5OT3qa28OXuq65NDbXlvF5zM7OUIESAZx74B/WmfCiXTbXQ9V1PUoo7iaNgkMUmDjjk4PuQPwNddper22m3EtzeQxMlxgTJt+aNCeuOwzxjFJ2T0RpTlNxZiahZLJaut7dJDaQDdkNy8QbbgZ6Z9a5CTxHNdXhhDudOikxFAjYGBwDmunu9QskhuLuKOKQSyoVjZgWKlyAuDyFwP6muRhtLrUdauEtLGWV/MLukSZ2jPf0HvXbhVTbfMzCu5qzSOosPEt9aXy2dxK0djIM+VvJRRjjP8AWugfV/DOm6dexwaXlpASbhAreaTyWJ6j6Va0Xw/a+ItSSa+iJtbRMsh+UOT0HHYYJP0rotOsPDd5qkt7aRRN9mHki3CgIpGRuA6HIrnr1YStGKHGPJJuRxWrX1rceG9OkRCLYWxdUVcuHyRhsc8DkD3rj7V5W02KdTmV52BQLgH3rb8Sap5Os3sFraG2tt20RKpGQOnHYmsS2uL1buE/JbqhEis4AIbtj/PFcOIi7qD6nu4NxpRVeD19C3cTXUOnGYFSNxVwV5yO2euamsZBYaRJdyNuaUBVjPqefrgCut1WzsbPSoZY9TtLy6JCSiLAJfHUAHtzyev41wOoSTvcLFOjwQQn5fkyGPt7VVKnDmXNqRWxdWpGXJsx0CPIryTyReYzAfviQqj1JHT6VWurkw3Ma2+3JBLGNyRj16cVV1XUAsKxQSFkI+ZyuMmodPuBEZpM8iBsn1r6KnKMafOtkfO1OZz5C4RaQSm8kJ+Vt0nzEkjsKo6reT3D+U1kIYJ3zDmM5C+vcirNoqm4toZ8OXYtKvpgZA+tdFb3KvNHHFLiZjtQnqPxrgrRhKopwWh0QrVI03Sb3M/SvDfiD7NHcx2TnT7YmR5JGCDA5B2nn8OtPurXVr2ym1NLaV7cPtkkVM9Oa9ptDb2Wix2UEsFwkcQWTHz72PUnHqc0um6lp16k+l2f2crGhDRxLgAHg8YrmhPllz2uQ5y5HFHieiaxNHbySiV98XzRhSO31710VzqMM3hqE3M9zLfyMHdHkJVBzxyeT/jXCXLxaXHdovUTSKOewYiuj0GSz1hw13fSWO4jymERKnjqW6D0rTEVPaVGzWnFRppLc5/VUuLC6t5pwFikDZIbJz6H0pmlWjXt4JzM8iKpIjHRPc/Tmq/ie9eXyrZVI2sxLEcNg4BH86h0HcJfIaWSFZFCvJGpcqD14B5ohJQi3YwvKVS1zrNK+yjU/wC1PtIm8stst1Qls9Bn2HXNaF3YvPZQzwwrO0+SQozznnNYVwlr4fvWit9Ua6hng3JIn7srk4KkZ4Navh/W7ae3W1t5nVkB+Vjy2epHtUy/e6M2UvZx5jR1nxFqV/dmUO0dvglAVyRz0qzY3V/BEL3bIcJknBAXjqR6VrWFtpFor2cMizQAko7EHBPOM1U8ReILa106WIHaQAMLwNp4NQlZ3I5l8JT1/wCKugroV1a21xM+pPbMoWOM4jkIxgsfT1FeDC4Dyb5dzhj8/OCwzzzVppraDxS8lnIZ7UzkIzpgshOOR+P6V0ur/DXVraQPZqJ1YAmMnDKTzj6e9XSqXbuHLZbnL2N40WoDyFfy2bGzOSRXX20E0wkYBFRBkFs8+oqrpnh+40G9B1EBJZBhFHUe9afmQZxGrKobG3OSfrXPVwbxU3ONtD1MNmKwlLlk3qQI3Gat2YjknAlJC+x61FLEskyAD7OmRu5yCB6emaS5aCF9kHPcbmzk/WvPpZTW9v7M96Wc0p0OZO2h6F4S8N6NqFrqE+oymKEMsMW5sFHPOQe/bFY/irw2nhnUVWUyz2kq5jfIBYjqPY1g6T4lvtIZnt2bysqzRSYdWI7EenvXtU2mWniXwwg1tFMksXm4iBBiyM8fhXp1sv8AYqKmj5+OaVFVdRSutjwzesg3Irqp6BsEj8qd0610fiGwsNKttN+yWW2KS1+cs2GZwxUnnp2PSuZaWKJd8rbUJwPWvGr5bUdRKGtz6nBZvSqUuabtbqyzbGCSYxy7wNuQy1G42uRnp3qi91FNKrxqRCAQeeT71YWcLHCkgXdIDtYHk+xrtr5BiIUee2xx0M+oyxTpuWj2Jh+dAdGO0OCw6jNIoJ6Cp4LWC1sW+UtPLIWL7Axz6A9R9K8ejhp1E2lse1icYqLiu5GKeqliABk9Kj3EdafM722lXN8sZKQgbiKMLQ9tWVOWheKxKo0XV3sTtKltG8UiFg4IO3P5VEBwMDgjjHpWLZ6nHfJwziRfmZWBG3PapE1Ty7to0XYqquDnjJOK+uqcP06lJOjI+OocRuNd+0jodE8wNosRaMr2Xb827Pr6VBgqcEY/SqJu9sY84lowS2M4IPrWL/wklx9pdAsbRRgFi5OSPauXMMklhqSnGWpvgeIKdWq41I6M6Yop6qp+oBqzbXc9nvNtIYi67W28bh6H2otJ9ONlIZX3TzRAwE52RsT1bHXjtW3pC6RPDBaW1mNV1IKVnMbvgE/dIA4HHXPFebTw2LlDmUtD0MRmeXwlyOF36GM93LI4eVtzrggtz0qFnD3InIO8Fj8pIBJHOa37CwVZbqH+z0lkjxvLl2MRBwTgH/61MuEto02SNbqAOZJVEZP4Zq1hazXNznNPN8NH3HDQtXPi2e90oWEiBAUCFlzkjGK4ZtCPmyvFcxgMxYBlPHtVy/1TS4Lnal7CxYgKkeTUu/gZqIZlisHLQ6aeV5dj4XSMqLQpo3d5JInJ4G1ug79R1rorW/gtrFQyNC653R8vnJABB+naqRbvnt0pNxIzkVzYrM6mJ/iHbhskoYbWk7Gf4pMmoX1tLaW0jCKNlMhH3u4GO3OaljtpLjTU+0vIqNIpaLHKjAJ/Wr8YDMqk4Ge1Mln2EFUdkxyQPu/WlRftI2jG9iatKOHm3Kdri3Vnpytp9oqSxGcm4kllXCkD0xyM4wea6m5WBFlFrCVaaJsMTjC4HXsR0xXN5LhQWDD0LVOlzcwrKYjuZ4ymTzgH0rpp4qEdLNHPXwbmm4yTMaG7e1nWJvnjRyzJngsM80yPV7yTTyiII/tLsyAZ5BOMD61eS2KKWEe12+8+05Hrg9s1LFGIbZLZY18tTlAy52/QmvWed0VNSUeljxVw9WlFpyRSt5LdGazkWdXSMqSg43AdD9TnmsrTfCt+LO41i3VJLQzi2CMCXOV3ZA746VurbvC0hhby/N+8BnnnPrzzW/ovie50bS4rJrSG4SKZplKrtZic9c8cZ7VhLMaM09SJ5LiYWaVzIvfBbaOsGsNNFbERiRLKUZeXPGQO2M5qzpvhyWPThqaTpOLuYt9miBUKehJ5w2MDNaGseIP+Ehks5r2ygxBG0ZiKkqQSD19sfzqxFrCQWEENpILfy5WJiRdsZU9fy61rCvTna8znlgcTD/l2xttoFhosg1CNHiltxIjBZiykleCM+mTwOlR2OuWiQy3TJuDRncI1wzFeoJ9az9YvZZ7cWqNHHDNcs7eW2dqnGSM884z7E1yWji+TWbm1S3k+xEOS8vAUAEgk9OcYrb28eWVnsc8sNUi1zRdi3az+RN58rYEkmSrDOecg5rp/D1ppniOK+tpo5GukvN4mxuCptHByeAeRn1ritTvDPa26SWz20pRmMbn5sHgZ+uM4q54P1O50fUpHgXcjxMrE8jIGc/XNdEVGVP2smc8+eMlTij0hLOGPWo7mJYo4VAjEQQADHGOlL/wjulzeOLeCa1R4GWS9aN/mXhcYwe245x0zWVp97c3dg1wqtL5jllKjO05/xFLf+I72x1iDUXgjLG2khVgcbdzL1H1B4rlquHLc3oxqylyLrodDBPpkutX9rFZROz27iFpUHkqw4O5MYGTXGapLdWIt9CsCL6+gQb4oh96Qgkn/AHQD/KnnUFuJJXl8z58EHO0qfUEVj6LY3mi6vq+sNK9w6xtHahmyZHbnn6CuOnXjWk4w6Ho4jL6uFgqk+uh1Gn3moav4WvXvRI1wLpElRzvCIrBSPbnrVeyuLnT9LvNOkRCJrkyohzhOcA498frU3ha4m8P+G7mK/mSSa7jaYhCSu5zkc46g9hWTDf8AlQqb7dO+8b3zgoCcE9OQK1qYetUjzU9ycHVw1OfLW2Og01tNh0yVtTvJLeTdtRIIi+T6kDsKxJLmBr+CRyPMWMxCUj/VhiCT+nT3pt1qkUgCW4ZIwTghvvCsW4khTLq5wTyp7GuvCZLNP2lZGWNziNnTou6Z1WleJX0l5ILh1aItuViNp57gelbV6txdw2uqwL9ojMRjba27kkEYHOe4rg9KdJpLhL61S4dox5QZAxAHcZ6fWus0PxDp1pptrpqzvCsShUJOSfYnHr3repTSvTtojzVJtqrcrxeGbrSHn1C6Jl85vk5yIVPIGPXtnpS2l5HAzvcJFOCMASoGAPqRjtVrU/GUEMklvd2kksbxldoPBz71zc1/PFGFtrbzYktxK2FJySfu59RXLUcIRstzooxnUleT0Oltre11gvPKkEUOMRJGm0M2OW9hkA4HrTfD1tPbX96GkgjaSEKZF5+cdM55wMms/TtZtWsLqeC5WNY1RPMcZCliNwHvg9afZapCL67sIXWTMxX7QSMldmTk+x71yuuuZXWx1zw9r8jOkn0DSJb+AxXsV5C6l5Ai7HaRWBBY9xnPPtUFjerpt/Jp7W4bzJHAmWZSy4GQCnUDHc1i293bC7tbtrgKWTyY5h0PPJwOOTn86l1LULS2kMz3GAW8oLGclgQQTn0xjmtPbQhFdzOGFnNtSehZkurSWQ3LTRIpyRu4ZjjAx+GaguNRto7S0hAQRJIsqLyMFc4PvgmssyWdxHsF0q2owyF1BCfh61pXOlXcFrFqksUjWZCojuQVBcAhgPQ+vrxXRQ5rL2sfiKxMMOr+zltY6C18R2N14NvrSBWhuI7YqZSdgZiSQNw55Jxj3rAn1NIbT7NPMz2nlLsfcZFJIG5S3UYOeD0pqhp0tdkgKRzMwiThXIyATx17iqWsQanHpwukSP7K1wr3UCsfPUZwWGOCCMZHXFTZKbUUc8Yxt7zLF5d26aOI8Phm24GQpx05/DrTYZI7G30zVI7lYkmkCT+xJOCOOBxjBqaA6Q722UXbx5gySWAOQCCeOemK2V/sqfSDNbwBUlRV2y8qNp4wOoPvXC6E5XlPQ9VYmFNKNFDYNS066ujJcScJ8xIPXA6Vn3kGmXuqfbLoh7lECxuQOAOdw9+3tWQmm2VteXE9ywWWSXKurEIvAIAHue5qrdi8gillNt5MbH5mLbtpPX2ANdOW0E6ur0OfMa83DVGzearFZaVNGlrD5flc/OXZ2JwD04PeuQs9ak07Rru4jgCuZliRyMAFssT9a07p9Pi08zxakzzRqCsbJjjp1+lZl7Y3mpraW1vCxtXzMxjTk84OPXPavWnhYQpXlumeY8TNy5U9DXsvEEF6ij7Sq3LJ86noGB9/WtJdbtLZLo3Vs8zxjJBU7V44NYS+KILDRJ/D9zo8LFS53SoC8IHIwe561Lb6hYwaFdWys5ScbiZAAQPTnnj+tefVrJNuKFSpc/us4yytpNd1b+zoFDySMWUK4GAMsdpPfHFesW/gF4vs0qazPBLJbYlREUlF4AVASO5PHXg4FedeGY7C015L6K72PE2V3R5DZOAo54PPXtXY69rerWeqxRx3LafJcDy38+MEqgPD8jsScEe9OM6j0XUdKlFRcr7FCwSaS1NzNKzhsool4UKDgHHvjNRWOhxv4hMRkkaExBFVXAwfYn3FRXlrLf27wwzlYIG8uJUO4ugUAHjvkGtTRolsrRXvLsqRA0ZcoOueAM9SK4oQ9tiffZ7sqsYYS0I28zJn1B9C1K5tRGsl/Iwiil3bgF74I7/4VqWipbWdvd3w8yOCXcyOmVWM8bj35PvWVYQLdeMtOu32pEs7MAeMrggYH1FdJrOoiS2k8pzJgqoIOdxGcnH4jFa1aCeJjSizgpYhrDSk4jr/AF+DT4Zlk0+doLiPdCBH15ww2j7vqM10fww1C2uFnktI9sCRjjPKsTzn16GuNto0iE8l3OqCOLec84Ax8ufU5xiuX1HUtR8P3MOtaNepCrLt8tCOAfVehBrsrYV0m4b6Hm+2VSHMtLn0N4i1J7aya4iKgqRgkZ79Me9eVXd5LJfSXsrhMy+c4/hJz1I6dulUvDviTX/GGmXb3eoootWQxwRxKqyNyfmxz261c07R7/VATFY4jjfDO0+3DDk/U0YaVOCanG4OE0k4ysSTarp9+GiSBMsjMY1yiNznJI5+nakY2tpbCK6ieOJflRJJM78njb378noK0o/Dt9Ok95LK0eM7jKAWKjnpgce1cw95DNNLNPPLNtQDyVQkSqDxjH8u9YrCc0nWWn6HfPHS5FRbuOtxqMtm1zbi2hhRyFVuc4PY/X8zUtm900CfZisoEhudquCyYABJHHoPlz3qfTWudT8PGV0FqjHGGXGcNjHsMU/TxdxyvafaopYm3MI4x9xQRlucDnjjrVxqyScXG6MXFXWtmdM/jiw1rw+9lJcv9uGBhlIDDI5PoMVyl+8el+KVgdooriNSVkZ9qBscEkZIHFYt5bm3ntI1uIpZricbjGoDMueMgegA4rS8TJbaze25gT97nZJJGRhQASM5OOfU1FanaSVtzOm9HKI/UtcjOolTPFJ8hw8UnmAr2BOBz1rpY4VvZLdUjTEsIbDkAD3JrlYNF0ey0K8upXaa8QvHvc7RGwPUAd89Ca27bVRDolkjyOZJFLGR1xk+mSPTH51wyw3tKlz2KONlToKDRm3FhHNceVbrKk0r+Xv5KoScE/pmqUuhyW45vS0BHzSIjbWYHHA7gkcE1uJHcWeq6ZfPFMsU9vMk7BsgHb8jH0OCV/CmzTPLBIsRSJGVkGOSuR7+nrW7xv1WPJzGMMBUxknUUdDAsGu7PU5YLs74rf5wFywdj0HTsMk/StIpa6hGs9ygILlUQkgKT1JHHWqDma1uEi3tI4AKOByffHrmqtxNesklxbhdkODIsgLeaxPTjpWdSo8QufuddPCxwbSnrbobmp6bZywTXkt1DmOMjEZHzDgbTx06VNpF1YNpcEaPCdgUyMABlsZI9gKhNjcxLckb2UWqRCNVDMCXB2gAc+gzk1gXV/BoN2qC3uLeeUfvYZkCtx0YjsT/AEpU00rHFjKqqSckrHY3L2UWmrLdRHyhIMSIdrsx9D2yeK5GW9tLmSaNZd5DbLcNKwaIZPGBwfr3qvrd5qF1pUReVWiZ1xGg+XHJz9c1DpWmbB9skgEkiL8ke8DOevB68V6MOZ07c1jzoyj7S1rm3o8CR6dLFI8SRxFmLMx+bpz165qr/a9paW1/GqEoQsjEcn0AJPuaeYIrizdIovLkVgEVTyxJ5z7DPWobEpHr0ttbCOZhJmRlAI+VcZ5968upQlSquM3ofQPFU6uGiqMfe/EsaTrl1YaOGn06WOBjlLjbgHJ6mu4t/Hgm0mwsdMimaSFNjMuSzHucD3zWFqdm2oeG0hS53TOTFIzqcKw5B/HirvgoPoehagzSxR3fnHJyPlUKACPbqaunGEpPlZw4hVYwXtFodNZeLNXt4ZLYaXNI7HcWkUqRn+vtXO6t4Xng1OXUp7aUxYMjjICE49PWtv8A4Sa8sdMZrh0uLkTMELAZ2gAjIGOcnGao+Jdd1GYRRW6xOCR5pLcLx0HbJPGTXRCOjSOBtxnexxE9mJiZIbeeFo2MhYIBleMBcntzV3T572zt1u4LnUhcliYRsMYJ6AAHgk454x2rT1/Wo1s9Mtrwp9oiuEM8cOHEe0ZIBHY8D3zUlvr9+LrytTijNwy7o4t2QB1wCeQe34Vs4qygyFOTbkkYOkR3Wm2H2W4tfLmlnM8ob5MYII7euenFakcgu3vJncFrgZQMuBuByBnv0rZ1dluNjiMMVG1tx6AjtVXTtAs7zUtKkEs3lmcGSJmyjAAk/TOORS9lyyfYtVlyJoXSNeuZtGOmQ6DbySXDMqTSscyOW+9jHTsCDwAKq+F21bwzf35vbMQzzEoyzIcMvByPUV6PrOqWFi0M32dUuNoSKUoCY1zzj074Fc0+sp4h1SLTJrZgrPsW5MoLbOu4DHBPGR05rnd9XYuMrryM/WbeW70y1htNRaC0CfvoRnLnOCOMdgB+NZ+nXdpplxcTLpJ8pm2ebFK0ZTHcDOD+Iya6fxFoVno+nI9k0juCQ5lbOeCcj3Brkp5JlgAklEsRIlAwBg+nuKm0maxnSttcpzTvd3AmldpJGYksWyW9K6H+wtE1TTYPs+pwrqMKAmEKPlJycc8/XrWGtw94k5tJFhkiIXaqjkkdAaZZxzWOoC5nkZsDaAV5XPXmuZRVKd6ux67nPFU1HDK1jWsvCly90z310PK24xFwxPY59Kh1jRiAIS5kQtmNidpz6Hg/jW5ZeKLGyVrm4AcBwqgYyAR157VzGt+LF1y6jkgUwx7uQuCWwe3pkd69KNCNVr2S21PE+tVqEnCp10ZymqWbWhVbhAQCDkEkH6VZWa3tIiYrVSCobcq5Ix3P40/XbVrySHy3ukmxtVXUYY+mKdeFrCCGxzGZo49twwUcs3OM+gGB706sKvLZszjyRndmHNqqPelYrYmRSf30RyASOfYn/wCvWpak6kY/LLyRKcKFQhifQ1X1jV7fRNRDaSIpI0OcBPk6dT75rH0/xDci83SSlmkcsW6HJOaeFavyTehniajvzR3PcPAtte6f4Yv72URW8MmXSSYhd2FIzz0Ge5rzW51maO6nlj1K4+zuoDGNgHYjnBK8AZq74l8UXXiBNMiQIttAAGgKkqzY6kd8dqh8P+HYtQS+E9+LVX2sFWMFJGycqF6gcVjJqE7M1pUqtWLlYy559Mbw3LEI2a9nk2xOSSVQHLHJ9+Pxq/cPNY6PFLJKIY3HCxjcenAH1x+FemWPw58LvpEMDW3+lqu4XG8liT1HPBA7ccVwt5f6LPq82kTWe1Y9yfvPl/eDgbR2xyfc4oneW3QVO0W09ziNXuZ72eAaalyIljAmAXdhs85wK6LTtDeC1F29zI0joTHGIgoUk4AY9+OT6dK56C2ubbUHhL3MduJCrvESMgHua001C6hRLeF3NsspctKpzt7DJ/HFJPnfKuoox5HzyNnTfBLa9c+dc6jFGiDdKGGcjPRcYx9TWRqvh+fwrrMUlzMrWcxbyGgcF2GOBtzkdQOamTU4XebyLIkyEbQjEgdsYNO0/Tv7S1KQX1sxMSFmIJBXAwBkdOTmt/YVKa95aES5Kr917np/hSxWfwxYXcsSiSSLcQB1GTjPvjFcV8UFjieFo5XQyr5ckQOAy5OCfxrLsfibqegx2lg0EEtjDgEAYkZM8gEnAPviuNutXuPEWtTXF1NIS7syhjkqueF/AVFOrBJNmK5pMtWOlaSlpcC5kgW5WZWh3PglcDj869GuNWa1WN45diAgOwOQR0zmvJzokRJZpXyTngVatbDFrLBLcMVyMYJ6c/lXJ7aKehsvelynoPjB3n8PtJaW80tzC6vvUbm29zj0Arj59TMghkFjE3yDLkkZyKsHzxpiGO8mQp8qBZSCO2M+9bGo6Ha/2faSrPJ9pZczAgbRwMY9+ua6cPKlJtyYVZVFFRjqZSzyX9vHH5aKCMbFOAPxqxFZyLB5QSPbk7m8wH6VmQw37RzyW0cwgjOxmjHHH+e1TaXBcSamkxhfMaF2MoIBHTnPU17c6zppOm1ZHNF8ytO9ylPcqk5gcSY3YYIMkgHnFfRmia3Za5pbXenLMLZV8tRIu05A6fyrxNJ7Q3Bu2so2fJUkHB6Y4OKm8I65/YmoSyhPMjb5HjViBjPUe4rzMRjPrEk5dDSFBRi0ivr95f6rfvO5MkyEgr14z0x2xWPqFs91HCwjlAQASrtIbpXQavp+sQXN1q9nFcLZXkpkRlTLBScjgcj0qob2bSbW1nu1lhM4YqZoywl98cEV21J+7+7S/UqE+X4mZlrFGLuK2aQLCzhQzEAKCepNLqca2uuNBFKsscMmAytkMD3BHFbc9rZahFHcPGBvUHfFlf0pLm3sdIsJLiO3MityXLE8j7o+mcdKKmY/u+TrYiFC9TnRovZ20di80TlZ8Hb842n6Z56VlwW+oOuIopZYZXDkLwpI6c9iKY2rahqlvBDOzeSxVgpHCuRjr+dFzp/iC0KQrJJLEBhAjAqB+NedluKUVOEYpa9T2cxhKUYTlK9zThMMNsFv4MTDqSuSfx6GqOsatF/ZcllZW5O7LhFPLEDknrwKZDZ3VxqcVjcykyZAJLcDjJ+lUvGGltaSJHpzyAkMvzPyQODyOoNeROfPXlNR0uelPmWFSc7u17HMW15csDKqZQnaWHTOMgZ9cA1s6DYXOqO6QQ+fPIA0a55+XJPXviuMSR0ygJ2k8rnvXWaRc3OlxG7tpWSRGIRh2BGDx+OK9eGNlTgoJ6XPm40HUm5Fi2vRdXkVs4Y75FQqDgnPbJ6fjUur+HYW1a5OmpNbQriJo5HEhBxzlhxk9araddzGd0gRGeVDDhlzncMcZ7+hrrvC2nHR7y/g8QpHaBYyTFdAbmODgr1HXHTk16LxSrv94rnPCly35R8VrZCGPRr17T7LDEsj3YTbORj7gPc8Y5q98Pru68Mx3rNbC6gkdZNiOFcAcAkd+vT8aztZ1a8jv9Qu9Aulls5IFN0QittGSABkdADzjpmsSfxPA2izQwi4a8kRTJPGpCJk4Klf0z3rGoqTdmrG8dYu+p9FWcVisc+ppAkM1wuZ9zA4xyRxxmvmH4jRvB44vkBKxkrIi54AZc/1r1zwFqj23ge4tNSl8lwJPKjkIDFSvGB15J615D4psL28vLjVZPmjyELF8tkDH5V5so8raRN+rOdtVLXNsiqWdmUAAZJ5ru9Tee2WPeTCA3zbhg1xuh3KWet2E0kCzhG5jZiobqOo5HrXoulaNH4i0u6vGlQC0cmRZCSCME4GAccA8ninHA0sQuecrWO/CZhPDRlGK+IigSaSxS5KgxnjdkdfpnNANT6/erYeI5LeEwMr26L8qAhlKgggEcHBHNZh1S2tJWimjZpJFxENpOW9sd68fH4GFKoo0tbn1WXZq6lBzq6WNK1Je5iUd2HXtz1q5eWkaRPFHIkoRgylkILMeu0c8D1NUo47y1hN4baXKKWGUIzx71dilnZI/KRjMwGEAOc46Y9aypOeHinbdnXVhQxkrc2yG6hZi0EDCVJUmjDqw4x2IIPQg5qmVIUNt+U8A9qoXM1+2srp8gxPuKrC/OCex/GtPWSmkPHa3Vv9mkWMNt8zduPccE4POcHtXpfUPax57WbPGeZKlU9lukR+Zg9Wz2wakWZ+Bvbrxlq57UbTULTUodRb5rOdAIWX5gM9R7GtqGaIFfNJBIyFHU1yfUa3tFTtqzqp46jOMpbJGvfWps4onW5Eu4YYbMbTjpz1qmspxyEP1UUw3Hnxxs8ryEA+ZGFxsx3qA3NtyfNXb/DnjNb4rK8RRXM46GWEzPD1bpyLgkUkfIuPXnj9asTGFI92UIAJO1iD+orD1wz6fZxyyI0KvhgXBGVIyCB6H1qSF5X0VZZQ2WUfNjg+n6VyrDTUeaSOiWNg58kJF5DBORKEcNjjoSB6U54opEwWbk8gr1/WqVof3Q5NWgxrme522bWrHtBAzEsyNuOcuCf5ihYFjQrAIY88HbgVBLdRwMokkC7jgZB/yKsbifQmr55JbsjlhJ20fyL9rdT2iKLddijgBGGPyqvfg6rIs16splUEDaSAPfHrVXjuB+VSByvILD6E01XqW3ZH1alfm5FcWO3ijK4eTAIyGPXFNureae1aCK9aJDkghASCepoma4a2mNvIxlVCygnIJHbmqGialeXsU32sBHikKfcAzxzmtaM6kE5wZliXSrTVGrG/zNaONF0+CzYu6w4AbPJ9eT75qW+MVymYrdUcRlQFUKCT3PrUYc7gRsbIBHy/4U5sxn5kXPs//wCuuqnjcZD3oPRHHPLsDPSUbNnOQWOqW8bp5YO4FSQQfyqNdLu1gXzYGJaYDZ3xnqT2FdJHcRSFghLY67WBxT96kY3OPquf5Gu15/iLWcUca4ewjfMpMpXmj21kiul9I0rcyMiZVR6Adfx/SotOSS1e/lKobSWMbZGiI345wD6c1pADOfOX8QR/SnHJBXfGw9C1c9TN6tRcskb0skoU5X5rmHf6q17HPA0EUaNEBvPOO4x9R3q3pOlyw+HZJhcxl7iPCQgEOxzkNnpj8avSW6Tg74IpBjGTg5HpTpIvMtxA1uPLA2japBx6ZHareY0XeXLqzF5NUT92SsUNEsbTU9HnhvsIBc7VIbaSVAyePfj8K67w/wCHdCutZt2lghEZd7iX58AgDAHXoSRkd65uytbWwWJI7b5ImZ1V2JGWGCT61MqobwTtNJkKVVeMKD6DFcVSuqld1L6HWsvnHDeyS97uekxado1j4uDTokarFutwcLEobjaFAxXI+J/Ddjc6hcz2ixOhb5ICvyp2OD2H096qTyWV9b7Lye9dhgB1mHQdBgjpUlvcmBnVZW8oIAo4JPuaqtUTheL1OfC4GrTqfvE7GJb2K6OssUDmQFQHyoAU57e3Nb174gN14XuNJv5fLxCFjMadGBBBqGxufKv33NGsEpXJcZPHPNY9+3m6lMJLaSW12YR4iBlieScnpVYWvU9pGVSV0jrx2DoOjKMIa20H2F/cTz28VsxM6sEVcADbjqT+dXryC7uS0UUM7StGwbGMFu2aTTxBZ3VlOLQK1yHyykfuwo6MM8Z6CtWbVk8jMUEwdsfw/nk12YzGclWLpI8fB4B1KbVQ5V7e5t7SJ4LnCMCFLrhc/wAQz6jNWU1d7TToBMJJCZSsMrJ8rKpznPTr1q8tpqGoLBpE2myRzQETFyQcIxPOScY9qzom1Rb60gls7mbR4bpgF8slCoJBOeh5B74r08VTliaXxJM4cFUWGrK8W0jqPCdmmrazLPrNvay2Ig85QTlUwRt3Dv8AyrvNKk8PJNdx2TLIJfnm3AlMemSMY56V5KfEZsdZmdLMG2WYRSJG2PMGMAY6Y5zXQadqehR6aptLwpNPGPOhEnmtGoPPyjnI7Z5ri+qOFNSY8XXdWq1fQ5TxP4WSPxNd2thcRCxlffGQc7FbkgD2ORUOqalc6Db6TB8qkxSJuU9QpXH5jt71k+OfEkcPjcLpDPNYCGMoMkA5GT/jWLrWoSTw6YrvvzIWY88ZIB/CitiKlRRjJ7GFKnGDbRJpq3Wr3lxrc4GwufKjYbt2O30HFX7gv9jvnNmbq5aM+W78bSTyQOh47e1dDo3h9pvCkeokNaQxCRAzjKzBWPzADkA9M4xxWUbgLps19O+3YAqhQcEkdPQGuiCw7UbvUztVjey0K3h/wleXUsMS7wDMEmuI8FYgVBAIJHPr6V1c3w+1bW/F6RJdT3cCxBpru4GFQglQoOTuHy8Y59cVzcsl/pltaq0e2C+iSWRdpDHtk9zxzn0r2v4f6vbXWg2iNc+beTFiynOVwTxn2Az+NFebhC8XtoC2tbzMJvDl/cRXtzIkMYtT5aG5+UOoPOD26frXnE1xBcXDRzTLE2WwAQQBwcD9a9w8eT2tv4UuVuJCN+FQZyXYngf56V4HqFpaW7MVUrchJMOScMHXCjaeMZPWuGjQqSn7aG6O769J0HRlsyPUG3+LtMsYJBJGrxq4jGMru9Rx0BJ+tddfypDqEbxRAKGKnjgAjFcy+lXdlBp2pvc7QyxWxhiUnJPGc+tdC2mazpcbDUIJI4pd0kInzvyuMEc+4GDWFeLc1XctUdOBcX+4kviMzVvDtxfWpR7yMBW34AOWH+Nc3qOiWGmWypLdyyXEinZCeAPqa6yS8aIs7Gqs+mxazq1lFdRMVGWZ1bBQYyW9/SpwuY1MXVcam53ZlkdHBYf2lNmX4Vlg0rzPsyx+f5YDvK2AcHgjnse1ej6J4vgu9Nia7uUN3uYnBALAcDpXKT+GdEi1hhFNOdOlgH7xQA8bA8j0PrWn4Q0e32SWrFZoyTHv24YrkkH2yMV7jT9mlazPlYyg5a7G7c+MNOjhEW52nlLABSDjA6+wrk4dR03yBC0Lxky71liIByFOFOeuTg12fiLTNDawNvHZx20gUqs0YwQccZ9c+9eXXllFZafZyreeZOZmBCnjbzjp7YNVSqQUOSotWHJKUnOGyNq48RPHpb2AAkZQHUjsfT3qtFql3EUuLW18uJoikhjQhdwxyffJrCdoreG4v/NJ8sKiZOQWJzj8q6a9uG0nRtOezmG+YeZInVW3DPAIz6VGJ9m58sUbUOfl5pMZpF3bxuZJBFG8aMRNsJk3t2znjjNWTd219qSPaQwGdIWEyu4U4wAACSAcHt7VHp2mapHZvdQWs1ybk7ydoxknrmsu40f+0NUjREKTPJsnjPKqcdfpxzRUw0pJtLbzGq3s1p1NxSb24uLO3SJLlmYtEQHxnnORkHjrio5p79dLii1EpOisVikZSyDplQcdsdPeus+Fmj2+l6fLqTyLJeXBeMANwI1Pp15INb+umwv/AAnIjrFbRy25eNcgBW6jHbOeM+9efTpcsmzrrY91FGLjax5tca4lzFBEzYVMIADxnoKfNeR6fEs7xNLGwwC3CNn0PXisTUtIt7MxCKOYxTrub5skjPYU+7tdTGi22Ij5EOAiTZDuCeqjGMdqyxGAU5e2Wx6OGzWVKn7BEq38N5MGRpAEjPzrHnv0Ga6bTdDsLjTrefK+TjMoBKl2yeCPpWA1hqMM6L5EibR8rAjGOhwc/WrFqlxa3ME09u5sRJt2F+c56kdxmu6WXxhRUI1Dklj3Oo5zjc37W5l0+O4miZd0TrtEQO7bnjOepxWF4jmu7xJNcu7aB4YbV1iZgDI2TnJGMYGfrXVWbwXN7HGH8pHKs0oH3eeKydY+w3F4+m3t8sEbMQD5JZUV1x8xHfqce9YzoeytFvU5PrPt7zscNpENxquhWtvBJGZA7AhgflCjOc+/Slt9SuYGmtJ0ZZFbayjGc9sVpWGnS6VqDW6Wt3IkTvmSKNj5nBAwCOBjBNU7PTLe8vZfssUsl2ZWkkV3Kqq9snsc8Y75r0IYd83vfCcyklHmXxGza2ou9GnuXdkPlsEC/KFYHGax/C1qtlez+fcKWuFChwu45zyMD14rce2me1k02OOMCONQRuKozlssoPsCopvh7TIU8Tw2ciT2k6jynjY/dbPJ59q5cRTjUjJo6cNVlRqRkbV7cQaVo8xBeZnIO1lAw3QEe1P8HrBqlnIJYF+0zzMis38KgckfnV3XPD8GkaPdmW4kmuJY8qCBtwDkH1zn6Vk/DiOOC4v7ySYHcyxxpuHAAyTj3JH5V59GlapZHrTrOrQcm+pf8Uz6QukNYmNBehx8+Pm255Of6GuaY3BhkSLzGTbhiBkIOgJrT8fWCXO9rHKvEDNM+QN5PTHr0rj4L6ZIVjWZi8u3cC5Abpwa76VCpVbinZI4niKFC0pq7f3Gtp9sJS7XIWOyibfOxON23nHuam1NRqcdtrdrv3KCJRuztweoHpWjoNhBNqrpqE8UMW3zUt4pdmZAQAeeuOtUviEYNOvIIdOnI8633TlD97kgA49gelUqntKyirXRz1YeypuWtmLb6heXU06oEaM8LI5xuGOuO1XtE1N9GvUub+KaaKIsESJlCpuGCxzyTjoOOpPpWD4VuYtRs7uSVjCYcLGI2HzHBPIPbiujv9FhmgiUXrLPLGuYlIyrbeR7+v0rSfvv3dzlgrRvLZm54q8SwpplvaWqAySEMrOuSinuM9zXErqE9neLPHIwlU5DDr+damvXMtqYvLkdpNqoWlQYOB1+tY94upRaQl/cw+bCxwjbxkHoDjsK6IVFRilKF0yFTU03GWpes9auNU8Ss1w5ZktmlCsflYkhQP6/hV3VJ1k0q7aSCOM+UfmVuVP4dK4PQ0kvPF0AlIbELFx2x1/AV1vi3Sxp3h37ZHNA8c3yoIX4znoR61xys5tx2LjL3NdzX066jGj20pg+RVBTjP0/Gs3V9Wj1GxdnuPJkhJBBGAT3HuatWUX2bSrS2V8lYl/MjJ/nXn2sXsaahcQyT72Ryo4xgdcAdBUYppU7Wvc68BKUavPzWsaxig1KGQh8OGQK2T0GcjHftXSaBodxq2ooLTy5NqDzGZAFjGcfnx2qlounTafo6y3LWgEqhgvV1B5xn8RWh4ekvvKuk0uG4aOZQksyHYFAOcbj06/WpwddQg4xKxkXUmqzerE17RL7QhFcyzgTl28pXYMR7kehrktMiee+lluz5ucu+SM56cZ7V1viDRbm4ntvMlkmbbtDKxbn0JNV08KT2EEYmgS4+UgvG+Mk9znkVrUnGNKyXvGMKcq1W8mrdjjpJ3S/gtLcRrA0rNIGj3g8YJOOfwrIvdFOnP8AaUuEkhEoCgjDHn0rr5NOi0rW7aQeawRSzGMY+Y8Ywc5FWbiysL7TZfti/wCkOx8suTlfTAxjNYKE3BPoOUIczT3GW0mLeGa0SHasYErhwdzZJOfQ8iuj0TSLrWPNXTvJV4+SHkwT7gdT9elczY2i2llH9mmiVJBlmAyQccjJ71ds9Qe0gkUBUmU/eTgkEcAdzWtbK5TXtLXOrBZt9Xi6admdbYavNp9srHMlzEWV0LgDg9M155r7fbvGEV4ksDSXLCSRYuBGw4I+px+tS3l99nYpHhTJlyoBdiT1JqrrFtLf29pLaR+ZKmP9Xxgf5/WnKhUpJx7HLUrU60/ad2bDZuo4LZ7eRCJC8gGCOvT37cVk+I52nQxWtvIsMPLMVOQenPoK6uY2lvpqmdjZ3KRo7K5LFuOigDJJI/CuNl1SW3tb22aFy08W/ef4eehHrzXNFyozTNKip1IPUo6CZ5ry3tlkEbSyBFJ7HPWvWtV8RLaGDT7TToZrGGMCTc5DO3TkAcnv171yPgeeTRI8LDaST3GCTModkXHQen8619Whe5SNImAUSvI5JOW3HOPoBxXbVnKqtFscdKEab948o1KBrna6DG3qO5FHh61gsfEVtJqA82zDBpQM5Kn6VenZo1LJHvOOFJxVKWS5doWgi4P3wR0+nevGhUlYiLVjYv0shqNz9jmP2TefKLKc7ewrPuroWSBlXzt3G0VMI9ygnI9iKPKHJwOKy5le5mpNO41dU2pFbeTxLh92fun0roNS1COZY4oGJZkA4HfvWEYQ2MqOKt2el3uoSSLZRNK8KGVlXrtHU1cZPZI2jNvRnYWL20OirOE2s+XcAY59f0qhdXJk02e6LKFVCQmTubNSw291Po1rZQIXleL5R0LE5OKpNZ3UmjvbLGWldfud+vP0xXZeVjReZhm6ENouY3Y9cDtRojpNp17eeWULXR2qTkqCBxV+Lw7q906oLbJY4AGMmhdKk0SxOmXDbZpJS+WH3c8AGs0p9RxleJ63p86tolpICQDArYHb5eleffFn95Z6XJn+OQfmAf6Vr2/itYrMaebGTfFCI96uNpIGOh5rmPEmsya/awRPoxYQHIxMeTjHbGK6qVT3kROD5dSCCcDQYXVgMQjknpxTtblJ8KXEi4z5YPb1Fc5DbEl1l06a3AGcGQsG9h6GnRpFdadewRQ3S/ISqTjkew7GoqSSbZpTjdIt+GrmRbuwIbLHZ15HPc/ma7bUZxFNGu45Ztq4P415tomofYpLZZra6SaMgKyxgjrxkGuludXNxqYt3mCXCk+WBEcHj16ZrkhzRk2+p6NSVOpTgovbcTULl7fVmlVvmGGGee38qytT1Oe8uo5pmX7ypjoqr/Sm6tqlsb2QNK5lXClVjJPH6VmTvNdW0ghsrgjH3nG3HvXHGjW9o7bXPRni8KsOoyfvJWMe/tGstRmgZlYq3DI2QR2IPeups3sxB9mvZp1BUAbEG3n19ea5ALNc3CqA0krHAHcmvVvBP9kW0Er6toRuJgwC+a5G0Y5GOh5r0+aEIXmeDRhWqVOWhuzirORrK5SaP955Mqk+mAQf1xX0C1zp3irQp7z7A8sX28LJHLGBIijAb3HHv0rDnXwLeYE3hhUJPVFKjP1BHNaWgXmiRSavZaYkltH5Infz5idzYxxk8cCtKeIpSa5ZahUy/FU1zTjoQeIfD9h4f01bvS7GMx3KG3mQsRlHHU/SvOP7ItLeUxxoUDdVHQ/WvTtc1BdT8DW93bnHlXCwyITkjnBB/A5rza+l8u+tx/eZhx9K6Yz59WzF89H3TQtJ47S5aCKOJcAZf+IgiuQ8TXDRpDboxwzHcvat+UsNUhlClk2gPjsM1x+reddanJcLaTIjnPzHOAOp4/OsKjszJu61I9Ct7KfXoFv7mS2gG4mSOLzCCAcfLkcZrsNOv9Q8IrdG0t1eG9UjfcwsuRyA6/gx6561l+DvCV/4hu2liRVt1ZVErHG4E4JUHrjvX0hpX2W08O20DoLgQKsbLKoJBHHPataVVU1dxvccoy5D59W5gudWTUNctLnyJFCf6IgjyyqFUAsMYwOal0uTz78TxqR5Em+Ik/MvpkjvjrXsHxSsIbjwsj7RuilVlAHTPFeHyQIshcNcxkDB2AY6fhWiq05y5+QpSn7Nx57HoLai2p+TaX919ntmcGRwpY8DPA9/61A9g3nT3sN9JEvzPGQAHUcnJI4zj0rzmO8l3jbqr8Hjep4+lehaRNf3kFrHp6JdXcluSgIBVmUZJOeMcHg1FelDmVS2w8Hi6tNOEZbkVrpyXOjXuowwRN51qWjnZ13uASSQCc5BGDjn86zNJspPFjKkNrHax2TjzJGmG53IwCSxyRznCiu7j0bWP7JsoINIiuGmttlw0T+SIRI4dwB0HTGB/Ws/VdC07TfENhd6fpC20kNykLwEllOMneT3PHJrapiPaRcX1HC8JcyOQe4Ek0drFIPJTK8Hgf4c1F4o0PUNIuLUTGEHb5mYpA2EPQkds+9aWneGtRuLvUG8kBkuCrEnHJG7j1HNPurOe28STwX8EkiOsbQiZi4eJRjGT1GSeO1c9GvKWKVWaso7HpYiUYYP2dN3lLVnPI8sq7Ecq7/KSDim3WnT2qwJayLMRkSbhxk+lauqabaadDJdwyMrbsiLPAzz1/lVG3lIt1MnykjOCOR7V9TTnSxsLPY+bfNh9VuXWtI72ygj1RmeQKoV5MkAD0+g4rSvL02Ueo6NDN9lsgiN9leMuxJAOQ3Qcgd+lcveTzFkkVyVRs4HYd66HwpaeZ410QTxmeK7ZmMUgBWRApxnPUDBrhzKnGnTfLY6sFX99SncoWhPl1ftUimnImk2QoN0jrglVHUgEjJ9q6PxlBp9rq0tja6dbWyxY+eBCCcjJB5xx9K5C4giWORt7E46cjNfLQy2pdVGrxPqVntCUHCLtIfeKbnUUs9Ngnuo5OjEAEqOSSB7c1pPp7/YBc2s8Nz+7LvGhO6ID+9kcZ7V0Wj6bbPo9pfwvI8jWAO4OQQ2Tk9DjAGAOh71594duDcXMGmzuyteSkQyMW2qxyMbR1ycYr0Z4PCT02PLp5liqbbTuTeGYr7W726S2QyhBypbgHvyf5VosCrlW6jg0+4S48L+GYrifTl+yXF180YYoz4BwSR26980xJTqEEV5DbwQxS5VY4nBKlTjkE5GeuT1rhx2XwhG9PU9PLM0lJ8lV2RNbQid2B+4qFmx6AZNKLIkNciaQs7cQgAr6D3zVizme1knit7myS7jX5vPG9Cp6EEAjqO9VdLt5L+7txIjXCyyHcsJPJ5JAI6ev05rowWCjPCtPcwzDHyjilKGyJTugnVJUdTgBgykHFRNoMkETX4lUWk2UKmQbwe5x1/GkebM7GSaeZ45GQmY5ICtgKO5x6mlnMur+IdKFzJDbabcHygyqATgEjcOMkkdSaxw8IRrSoOXum2JqSeGhiEtR9lplm0yrZiO32qFkkckKPQseeuKS6X7I0gd1YJ1ZDkMPUeoqxNYWukaPq8sVzP59u3y285QmWMqhGQpO7O44KnAqaaaFNDgE9pfG9k2rbXMjlolj7DJ/EYorYGMtKerMsLmcoJ82xQ/eLw8ckfQgOMZFIWIB9qltr+4V57p4bd2tVB8iZcpL2I9v/rU68ubKy06Se5tp0uZCWgMTA2/rgN37jrWH9k1ZWcTsp5xSSfOUYLsTSshgdCBuBZcZGcVZ2kchGx7GmWerW1/KJ5YHa2iwZxG2HXJAGM9TmrF1GFuiIUlWJj+7WXBfHbOO/0rGvl9WnDntodGFzKjWl7NvUjDuM4eQY5PXgV1Oi6Lay6bLf3r3DxbiiJEQSuP4jkeuevFP0S2lstKeX+zbie4ldoni3LEVGBgnfyQc1ynji+Cq+l6dDuS2b99kn942ckcHGM44HpXRhMDKfS5w5hmME+WDtYuarb/ANn6jLbLLHMqkbX2jkEAjOPrVCS4jijLymJFH8RJUVatrO61DQ4dM/s95NTa0XybmGcKFGON+eCR09eK4ebTtQ1C4Gkwq13f7ihiV85ZeCeeB9airls4y16jp51T5Ele52IlidQyrkMMhlfIPv0o3p2Mo/I/1o0TQJoPDsjXUi2ktkoV4ZzhiT2GKw9cu5bZYTHIVU5yc4ya5Z4KpCXK0ejDMqc6XtIy2N4FBwJG/FP/ANdLuCjidR9ciqVs8j2sUj8syKSccZxUu8iuaUHF2Z3U6nPHmTLaySgEJKpyMEBxyPQ80LJcIqoudq8hVOQPp+dZqahEbgwgHd0BxwashXb5xEdoPUDitVOqtE2c8nSacrJl57y4k8sTr5qRkMqSJlMgYHHfg1SjitrO7nvIYBHPKuCVYgcdOO2KI2iDYe5WJQOzZ/lV61NkZMz38ksR6CKQKfx3KRXZCOLlG3NoedVxOBi/eir+Rys/hS2lmM32ucORjJw2PzFSjQisYCsJljTlTECfc+wrr7nVvClvEYzBqvnKSpHmRnn3yMCsCfxPYW8kwgTyoZE8siWQFzk5PQADpVxhiHu0cbxGAtdQaNaLVZbTTLa2UCQW+FG7psDZxj6E1Su2+26Re2aO8KXrAygrkMoO5T7Hsay/+E00a0eKSOHfNG247pNytj2Aq7b3kdxBHL5bASKGGGHf2xWM6tWk1JnbQp4SveELlvUdTt5dNtLaeJp7q1gWOKQA5ZRkFT2wQcVonUX0l4b3TLV/JYY8m2XLRt2OB1HUGsfzIvST64Bp4eH/AJ6Ov1T/AANSsdPqi5ZTQasn+BueINWbVhp8+oKySJKCIyTwMHgr6+tcX4hvZrzVWvJLh5GWERwR26ZcqBgHA6AeprXJiYE+an/AgR/SljtxFLvgEPmD+JGANdFLMXBW5TlqZJTk9Jq40X2rxGC9s441iSQlN8oxhAM5LYHPbvnPpXT6zrMviCzt4Y1OZE86GVRypHQ5/mKwG0ufWZCLoJIRhv3xO3j0C5z9MVbmutSt0MUyvGi8EBML+nFbPHUnT96NjD+y6ire5NNo5+4BdmVhk45571Lo1yGbVJb4hWFssEJHGc55/QVJLF5sjSCZhu6gqpH61Dc2TXNs0Xm7WbGX288dPbFebgZ0qFXnbPazalicXh1SjDX1IoxJHbLEMkKuMd6seC9RA1PVbmQCJ7eAhFOSpwQM4qr/AGdeiMqt71GO4qIabdWdlLDaCOSW4BE00rc4JyQoxx069a96WYUaiWp8ksmxdN6xOpvLy51PTxqEirCqFnwDgEYwDzz6muHl1JSbaEhNsTMwIHJJx1PpjtUtrpl5bahBI9uJE3BZPnHKEYIyfY0Dw80OogTMkkKhmREbJlwQAD/dHPJPYGtY4iklq0R9TxC05Wj03wH4c0yaSbUdQto5YIJibWB0BQEgEvt7nkgE9K67WLTw/fafemWxtnlaFmJMfIA6EHHHbpXH/D+4xqgt7qVXAheRpCCiAtgbFB9M1reKrzTrOyGn2dwEQBmmMTZKIB0565OBiuFtOd76jnSknZpnHDxG2l6WvlGNwp2RKRzjJ6kd+tYdi/mXEd8HwZJJ3II6bUY5B/CsEwzthMO0g7AE5960ryze2H2S7bCW2nTzKqt999h5yOgBIr1616VNcr1e5yxk6jfMtEdR8NNVnvRJbTyxyRRQ7IgqgEL3GRyfxqbxy/2W90iKWNhpUKsMI2ST6Y9gMfnXkvhnxDf+HZ57m02mUx7cSKWUAnkkZ46V1dx4hvvEGjx3WoBA5l2r5a7RgKD/ADNc0J++hW6voT3/ANn1OKBtPZlFrhH8wncynnPXt0qy97MQqmViq8DLE47CuYtZSuoQruby5JFWRR/EpI4rrJri0n11WYgxtINwHABzjFeZmyqQainofT5DUoT5ueOpmNYzT6n5iC4S3k5Z0c4BHb2ronjeysFtxLIyriNmdtxRiN3Pvgis221hraeQQopUySFAT0wPl/Kl/tH7NY3EbRNLNMwkJJBHmevsMVyfWJcsdbM7nhYTnJqGl/wNu2uNsY8o8l4lBPuxFWvENimoRNFZPAQF2TSshwGXAJ9yR37YrFs7pJY5I9pZlePC4OTgFuO/UVQfWprV7iGb5ozuyqMQCxHH5H88V70IfWY762PkZSVCo7LS7NI+ML3Tiq3e6Gdo8gq7MdhI5DD1wOfbmop92uxjWWSC1hQMVeKMxzXBzglsHGM9D35rS07w9p/iGO1udRWRmEarhJCuRtBxUVxNa28rWUAXybdVAjByVUHGKqjSj0eplXruL2KMyzy+Gro2iztdeWXBkmwFQtyQhHLEDrnvWJpV1Jrd1cXF99rmuI0RfNiBwNowNx9MfnW/a3EVxc3cHmCJSgRdpAIznp6n2qLQNN1Gxv5Y1laXSZSBIXG3vx8uc5x396VVKC5VqxUpym+Z7GtcXNxrXha4kEdzdNZ4UYwSsfU7u5xzgYrktESHUru4gWY20KoZ9yYyx4CjntnJNeuW02n6L4dv5bWGONFiYvj7zEKcA9/avJtK0+PS5Fe4ss3Hk7SsrHuAc+9cFWsqEdVqenhMNPFycYvRHcaVa6b4h8HQ3f2VPtcEciTwW45uGTIA69Ccfma8+uNLtYdTh82WVI5E3NHBglWx/CMcLk4A7CtmCXUrHRRZ6fM9nEZd24vsDA5JwT2JrLsN9ws08tyEk5RTjkY6nPua2o1LU/bRZlWoeyrexqFjT4Z0vZZblpYY4kzAwXDbjg5bqen86ztbb7dqjsjNIQqq7MMEmui8KaPqGqz6hctcPBBbxEO7KG3HHAHp0zntUWqXqQaJti8uSJ1I8wKcg+ue386qlaE1VQVJ80HS6GBY/ZLe5jht1EckrBdxUkM2fXpnmu5tLKG98QW1kW+cncXzllwOTz71zGn7YoooBJGJI4/MaRhgFm5wD+VW9SvWtQLhvJX5QuI23Ekckn6nH5V3VKMq7UoaHDGSpxcZHR+I9H/sS226pJBeW7sfKbZg+uCOx9MGuDbVGkvxaeZJHaqhUxKM4TBwOfeun1bxCNZ8LW+CrzWzBnct2xjv1PNYktvDBE1y0EiT7Ml2XIfpgD25qIUoVEuaWtzPmqQb90tfDjw3d6n4ou5xKjJDAQZCMY3HAGO54Nb3ibwhqd34ZnnRoxM0g2W5YBmVeSR6nrxWJ4auNbgW7GkStbRyMjSyom7CjPGe3XNdNrWp38OgWFxN5lw1kxAuGGA2eCDgYzjiuWrG1RxWx0UubkTfU8+tbi8uHkhidmKw/LvkKgAcE1z1noN5qGtm0XO/O+SR+irnkn/PNdho2nBJd6ystzMpXcfujnPSnxzw6dLI8eWklcb5SOX29Pw5JxXlwrKEmmz3sXg6teKsrWRK9pqMeopbidpIo1+R3XKrx6f56Ujahqnh2IRR3pms5T8wcYIY98Vma94onhuFt7SZSAoMjqOuf4R6Vkat4hbUdogh8iANkh33uxx1J7D0Artpy5ZXWzPFk7RcZbo7jxB4p1O1tLWXTEQK6Bssm4t7Aevc5qGx1q512xSW8jAJfaeoQkHPWn2N2Lrw7pL2zFZJA0MwZc7nDcY9sED0616DqHhSwsfBjWdigjvIoi6SJyS55b655A9OKWI5prli7HThKtOjOM5q5wkkdlf6vHvjli4yTECzDPt6fyqbUdMs4obiay1BJ4UAIDr8+ehGfSsZ9KutOCDVLR4RJGZYkbO/AP3m54z2B5q+mmawmgi+SBBZOCckAOoJ7g84+ldGBk4pQZOYckqnPH0Me4ubucOqxh/KjyvHQZ5/Co2FxCvmxBpJW5yBwD7ntVpbq7huImMiSlWCldvy7O+afcXU/lXM7P8AuZm/1bIULAcA+w9MV6FTM5U01CJwU8HGcvfkZT2+pwXE00dubhvL2lYmySep/Cq+mzXUVvHJGgJI3Nk9MHGMetbNpftDDJuPL8ZC8U5orb7FAIol84sHyoIZ+cnnPA964YurGbqVVpI6ZwpTXLSexQvLu9uBHHJMxhjB2hckLk8gZ6enFOm0zTzYRyvep5kpBMaljJ16HIwOPemLFe3twXaVII0f0yGI5wPXFaOpQ3uoRyxoYcsvysRg5/DgUYiphqc0kzajg8TVpuXLp0KEc1vp+sS/Y4pWjeIBWkkDEtnrkAflXYWugXt3pc2oNEwgjjLGVmIBx12+tcDaosE8UV3Kg2SAOVO4qO9e13GvWsfhqC5tnElqqBVVecjpitJVbyvTeh58qUlpJHCy/D5T/qr1h7sgNU5fh7qOcwzxOvuCK6BPGtpCB5qJnsIn3fzFWrfxzpUh+czRk92iB/ka8zlos57nHHwNqqH5/KH0bNTR+Bbn/lpOMd9q13MXibRrg5F2uf8AaQirhvbOQgLd2/PYuAfyNUqVIdzhE8HWy8vLIe1aGm6ONLleSylaOR0MbNnGQevNdgpikPDI4H90g0ktnbyqRIqMMcqy8GtYxgtUNSZxohltdRKISj2/y/KeF44wR7elOayunhS6Ct5IcqXY8lq6gaTYKBsgRe2F4xTjp8RxgEhegJziqSRp7U5uGW5gcOmcgdxxUF4t7qFxNJIlrJJOVUGWLO0A9Bgj9a6lrAHBHT0IqNtNbdwydfQ1d0Sp2OdvtHbTb5hC9tJNjJMkRKgkcggHtV2HQbe10wTFo5ckvKFXaEJ7AE9K0n0wquPLUgdCDTRYPsKmJtvfOCKSSWxo6raszL+x6W6OZLcSMOVQg8n1BHpS22m6ZJcxm5iLRk88kY/EVpLac4Clf0qT7A+P609yFK2xkf2HYyvtt9jqxwj4xnPSnTeFIIHa2ZomlH8WOh61prauDndz6ilW0IPTH4Umk9ylUaM258K2tpKuIoW3rlXVRlvf1rL13R44PD2oSpHhkt3PH0rqTE4bOMkDH/1qyvENtqN7oV5aWajz54zGNxwMHr+lHSwnLW5414D03+0PFMalSVjjaQ4GccY/rXpt7pkkBUxoWXuQOlYHhDwt4j8O6yZjHAsMq7JsvnK5zxjnPFelDoMjk+orKrQVWm4M68Ji5Yasqsehxb/aMAytIwOSAxJ2446dvwrEnsNb1LX/ALNo4lEskYLYbYGUckEng9OlepMqFTlFz64pLeWOzu4rlYC7IcgKQD+ZrjhlsYS5kz16vEE6tP2bitTzu5g1jVb37JpzJJdOcmOTAzj0J4BA79awrEX1/rEsF6qobbk7Vxgk4P1r1qKRLfUFv1twsquXCjGeeormhcyr4/nuINL22k1syOZotyhs7gQf0rqoUZU9Gzz8bjIYh8yjaxmahpQsBaXED3Vz5h+bcgA45wuPYGuVuPD+u3rSruPkuxwCMcZ4r1Ka6is0tmKXE1zHLmJQMoM+oPH41aFq0rF2C5Y5wowPwHatpU03dnmuRxPh7+39D37YxgLiNRkBcDAA/nXRaNrwsdC1GLULox3sjBoInbmQkdvXkYrYFlk9AKcfCljq5+23SStNZgNFtbC9c8jvyKXIou6NlXlKHI9ip481iLVfBVo9tdr9raRPMthJ8/AORgc8GvI5f7SB4aRFz/Ehr2SDwjZ6hqb6o0sgmt1DeUqja+ARk1I1jZtnNuntkUuS91cwmtmmeCmylDsQVPfg12vgSw1651Bv7PvPsvkR48xyCFVjggD3z/Wu9fQ9LkJL2kfPcLTpNFbTYWGi3ECPONsikbRj1z69qHGSRphoJz952R3ulzC302xjcjzYwsUu05AYDHJ715v8TdUFnrqwwId7Mku5CQVI78euTUl5q154P0mBIkW6e8mDE7y2xxjPvg9vTFcr4t8RS+JtXEdlBPFqMhWIQpwp65JPf1zwMVklZ3NnTs3y7HdW+pW0U0EN7PDFuHmFpGC7sDPWuS1vxJ/aniI2UUqta2xcRtGQVcHBzn/PSsjVvBdzpOjtezXzTMu0SAnPPTjPYdBU1r4SvtKiS9l8totgyFGCMjv+dVed7WM9tUZupN9quvs0kmEaVS2eAB0/+tW9d+E5J3M0N2g3/MVZehPbIpf7MlubOJprYGCOXzVkDAEHpgjHI/GtO+uWisCVPOB3xmtqOIq0HeLsVOEZqzKGkeGUsbtbm+uQ0YSQMkS5yPLYEc+1Zi+IVtNIs7WzhSG7jtkC3qrmaMgnPlnoAc812FvLawvDJc4W2XlyegXGDn864/WreDU/EN1dWEgjs42UqIojtVFwAR2xxWlTEzqvmnqYyjGCtEo3k99eafbzm+nN2ZWae8kHM2egIzxjHpRZwXd/LHZm5WSSZxGvsTwO1VponE08v2u3RWZmCM3Jya3vAFn/AGn4qto5LiNVh/f5zySpBAx9aHiFbl2M4z5ZXsdtp/wtaO7liuNYnitlQLHHA53sMDO49AM54riJ9I1C28Y2Y02HcmlK5jedfkCozAEk8Hk4+pr1Ky8TLfeKdRtI5E2W9sWyW4LAjP5CsKPxG8mptYeUN6SbEjcZAycF/YYJJ9eKz9vNyXPqdtCk6kZSR5zqd5rmpWM2iNbzypbz+fMPLJMBPB3f3Rz0p0Js9Kjlgt7mW5jDFlcJtL8c4Xt6AV7frjWVp4X1q9CRpK6lZZgoDMRgDJ74HrXluleHP7Q0W41G4uGMhVltEOCC+MBicZxnH6ntXRDE8zbtY5pQVkjG0LUhcC8iW3aBo1kyzR/OxPABbjAxzgfWtTR7iHQ7FLfUoLmOX7UlyoEeN6hCMcnocj8K0bS1urGNJdfS2aOUKgEJYv5h9/wP4gV1Op+IdMvLzTmi09rr7MTGIvK5clRgpnqR+XWsqVT2d3JaM6JvmSjF3sebeYyadcKiAln3tgZbnn6jnPFVtUF4i2ptElMloiShkUkxnPB/Ouq1/TLlPE4kW1MF5eDKQq/yqxOCffIAH1Ndf4U8PyWWuu94ltIQpU4YMUYYI7fWubSGI9tY6/rLlhXRfQ8Wh1rXde1aOC4uL25hlnjkniiQndtwASAOMYH5V1OqxI0MkhTE24MjqSBtHTgcH6mvc0gt5pXCwImzuoAz+VeWyWcX/CYS6M88ZElwVCsMlVPIwPp2rZ4lOopJWsclJ3g4sbfroK6BJ5F3GiXNkFJwAzsmc5BBOSSDjjOOtcbfhZbTRlM62zSzKZJWyyovTcV6HH0r0m18AWE1ybubbuR2RrcINpKsQGH1GM1pQeFdAv7CexW186JQquGJBRlByV7jBP0q51YJqUWwhO0WmjmrL4cuZ7+3tLmNYDOhE5lYtGMKSpG0At1PB6EdKlfwTrFvHc3kvm+XasSEVhvIA+9Hxj35616D4e0ZdA0O0sY3MoSRnZ3OWbJJ69z0Gfatp+YyQDnHSuSpiqknZvQdOpyO63PAo21O6s4bm2urx2vDlZ0uQrMqglg3OR8pyAfSkfV7TVNSOmESrEjor2ojJJIwGYuDkdSePx4rb127bRdY/s2DS7mSO3mkmLW/O9XXAwNpAx0IOQcVlWXgtda0fVdciU2d+Z28uKRMIASMHHGODjIr1fatRU2rHNo2U0uS91YWLSQQLcKGErk8HBU5I5wSuR7moIbG80OW4vbVoReSTNE0ctuCWGduA2cr3J+leheB/hvp+kSC9vALq5cB4mlAYRjuVz3JPBPOBXQap4I0rUNWkv7x3aOVDG1tuCoxIxnI5zxnjvXJiMa3aC6GlKEF70jxOa+aa7sM6Y8pKuWcTZdmxkNzxgHnGOlayaRBrGkxate/6TBA43of4z1wAOvHWofFXhNfDF9c7Xmk0wwI0MjkNLHuJAUA4zgjGeOMetaGhMuieHjameVrm4KNMhUjYMkkkZwSVIwOR0rWOM5aLlUZ0qh7eqoYdOxSi1RIry7t3sZHtWAeKEOYhGDnGRg5x/Sm2P8AZ5lZtSuJYLcKTuiTcSew9s1LcaTaX0lxcPeXcM2cQnbgThRwCATg+1Y97d3dtpjx6dcsskqETruUB17Yz7H61xVIPEVFUesV2PWjVWDoOk7xl59Sva2N5deI4hbQR+RIcgu2MZHQmutfUoBp0kaWQtSpMewHdk45OT0ycms+xhmfwna6uUaKVdsYcN8sikEZAxgYI9c9+9Z85ljdJZ4pUR0DHII3DPHPSvaWAw9WHu2R4X1yrFvmdxkukzNJGsbIzSMFAdgoGfUngD3q0/heaOKQ37TW86nMSxSqRgdzgnPNMjuijE3MCzDaR5U3O0e47kUyDVv7Ol8y3t4djAqUIxtz39qyngJuD5XsZwrRU/eOBR/tetypI87SvKwjw2VByc5qbWtHf7QsdvZzySSkmIg5IUdQQOp967nVbSzsrqS5htY4g5Ox8BmIPYnHX3q3ojW4fzDATcOwjh2tgLnr75PTrXnyozXwanQoxbtJnjzwyWztHMjJIvVWGCK9H06QjT7YH/nkv8qx/HWi6imuXdzNAq+Wq+YgbLqMdWB781qaVE09rECwREjG4n6Vx4nD1J8sUtWerk9SNKc5N6GqkbTWhuInDKmQ46EHOOB3+tRF/emPcj7J5SZOW25RtpH4d+KvWGky3rPNFFLPaW+GuDHgMg+n9RSxWWyhBSjG1tz0cLmcJSkpyXkVg+e9SysDJ26Dr9KmvLZGvI3tLaWK3dsYfOAR15+nP41t6TBo+rSjTrzUY4EgjyJYlAZ2HGMn2Oa44YWbWxtWx1OLjMm8PWJW2+0R293NK/y/uZBGqqfUkHJ/lmqmrNc6bCtnBJb292oLSRSXBkZ88nPygZzyB9a2ZLk+HN0Ol6rJNbfeyVAxx09//r1z2p6jeauWgtkee+nXzGZE3ZIx7e2M8V2Qpvlsonl13L2qrOWj6dSib2Q8sVbj+KMf4VILhT96CFvdcr/I1H9ltJLJZXiiF+5yzrncGzkgHOAO3TpWhBYJp95bxanaTH7RjykIKhh/EeDyAMY5GSa5fq07+R6cMbS5fMyk1Swe/NlJDNFNjI+bAbvxkc1bzbk43Sr7lQf5Gu1t9c8CwIqNpQeeMBfMls1Zi3IHJzXCjS3N3i1kmuJZjnZkHOemAKc8NpojlwmaSqTcWyUxxnlbmM/7wK/zFQC2lN8GTy3URkZWQdcj3qdbaSJJBKjpJE210ZDnOOh9Kp2FnNf6tsjQ7jHk4GdoBJJI9qwWHu0ranpfXHrroi7bw3VxK4R44ljwGLklmJ7DAprxzgEvFIe5JQmrlmUeV4bOV/LDbUmdMb+ORjnBq1q2if2dEHS4dZvL82RXO0YPOV7kDp9a6q2AnTSWzOTD5lGpN3szBJAcHYFYd8YNTQxwXAvGnjSTNq6HdycEgEfjWbda7NayhPMlwMZyQRj8at23iGBZLm2dA7yRBUYRjaTkE5P0zWcadaOvMy6mKw0rwcFcpHRNLMEiLZKsTYL7CRj0yRUsmnRRQwWEttPbxxhjCGxg+pBBPqOtXov38U0uyEIhXHAxkk5A7k9OPSrTWd5JEbqeziEKNhZFB24PQkjp0rojSxUYqV9ehyTr4SVTlUFbqY9tpenW86TPC8pjYMBu6kdB9KsQRWUUAMtuDLlmUgZOSSefpU8wSKQq0aHH8SSEg/Q96iLxnohHtv8A/rVyVq+IvapuehTwuEWtJNX7FaW0VmgaGONBHuLDPLMRjOfzphtrhiR5RPPBBBFXg0XpIOfUGo5bi2hYB5mQscDco5P4GueTlUeqOunOlh4NXdn3KccEsbT3Bj23iECMnJyu056dMkgUXFhFJe+bLJHDZ4VpCT8wJGWCrgk+31rsbbwNrE0BuC0ce8AqkrENj6DOPxrBvrZ7C4aK6kWCZOGWTIP4Z65r1KOOr0VpE+fqYHBYiTaq6nPL4k12K/SSzF1DEJCY4WjyqqeBxj0ApdPknk8RagH3D9yuQRjP+c1uhQ68Tpz0KuBmnCNYbc7GUnHJHU/jmphjpRnzWCplFOUbKZnaVC0mv70gaVlQBEXqXbIH6ZP5V2Ulrf6cyvLazGNVwSy4Az0BNYujaveaTfXFxa2n30EYaSLjgdj2/CrF34t1rV2e02lYUz5hjjOWHfPHArrjjUk20edLLJ+0UINM5fUr2b+3Ps1vbTXTTKQIgSSOeceox61ZuoLi+1q6WMSqqgOzMpARMDH19OKvWxS3vGu4vluXj8suMjC+gFSRz3KRTRR3TjzARk8lc+lcNXEUqqSkz1cLgcVhm5QtqZs97Ffy6UJ42ktWLpGJeNwVdqMRnoSDxUlmkc006tPb26wOA0RGNwIzkYHeqMXh5ItThv5dRupWtyGVSAckcgfnXdWOuaBYIbJ9EhleVTPNPKobecdTnnPYAYFb06tO3KndHjZjl+Jb57WkcnY+K7+wt57aFljtZXKvgDJ4GSPfFWtUSLRxbapprK1vcKvkxvubaxJy3QgEY6E55rQt57WS3u9XtFisbdztSOKIM+cYbaT0HuOtQ6Mq3fn3uk3UlnFbxiMiX50mfudpHIOOc8DnFehSxMIJJI46eFlCHvPU4aW/N5JMSAk6yHaFGFwTkADsPapbVCUL3RaXGWKAnB9q6Pw/b6fqMl3JqttDEJZC8eAVAHoMc11dhaaDG9xEtnaJGIdyzMSSWPuT2+ld0cTSjFpESw1ZtSaZznhPTbfV5jd6vFv08Epa2sabY2YdSQOSBwPc/Susk0PQpywuoXWLblYiSqqB6Y9K5fQ3FhqGkidyiR28rsHOPmJ4yPU5zj3rodW1OKe0Ko4fjgI2T+lc0eWWppONSOhPDqFj4Y0C602JzI0jtJGpXqjcAE9zxiufufEF1Bpt7pGoWcYhuE3RFGLAEEHBz9CfrWJqerXV3eLZyoHmhhWRj0KEnhQv0/LFU7q8WSNXVWPlxZkYnJz3Pt6V5WIxHvtLqexgcDeCqS6Dra9aRd/yEkcJnAAqtd3rzzxQmFVGfvA1mW02+BXDbUI+UEYzj+dFteQRXRlluEBRSVUclm7D29fwreWCpOldLU6HmtSEldpoqQLZ22t+dqgL2km5sLyT2GfxrqfCmj+GdV1o3iTv5FqfNa1mHyt/dGccjPOPb3rh9UaWaYOybYwoVMdMf41c8ITka7b2z3clvBM22RkQsSADgYHv3qaScUkeLVqxqVG2tz6CRtNuGjlITMajaQQNue3sPpVO81WY+KdDsIbpRDNI5mCsCGVRnr9eK4+4itoObTXIWjJ/eCdxjj15FctcNE/je0htp/tKJCSzRfMpYgkkYrqbdndHO4JtWZ9F3SWmowtBPGsoz8wHPI5615l4uvjqnif+zTMRb26/KqYGWwMj8K1/CXiWyt9GEE0iW8is2fMO3PPXJ6157q9353iG7u7RWkQ5PmKCe9a4NRU9SKia80j0bwb4WsJryW6uo0uViAVAzB0LHknp2H861dV+Hul6hqH2ma4nRWdW2Kcg4OSvsMAAAYxXMfDPX7u7vv7OYxiAb5CNvzE4HU5/SvSb6YwxbyGCgZOB2Fc9fn9q1cbk7qSVrnjfj/Qbfw5fhtPUraToX2MxOwg4IX25rmrCWeTSpnQfu0XBYrkrnqAe1dn4p8ZWOp+IYLazSYPFbvuMnyY6EEYJz0p3wo0i21X7ZPeRpNBHJuaNxlWY9Mg9R3rthiUqPvK7RcKdtWzmtEFx9jkm3rsDFUV0BBAHJBP9KkmvokRAHQyZxhepb0r13UotA1LUbeG54NuSFRVwp9uBjFct8YNFgbw4urWUUcFzC6q8kagF0PGCR6cc15eJp+3nzNWuelhcznh4KPQ8+u9OTSmjvIjvlmDGQZ5JIzx6CrWiPe3GjzwMsi2GG5JAAJOWA7k1xM2tXohQO6b412IUGOPf1NemadtXTLSIur4hBO3pk8k/ma48RiJYWGm5vg6MMbUd3ocVjnrTlJXp26Uu0k57ehowc4xWB80kWP7QvNoBuHAx0U4H6VGJWJySTznnmmFQeKUJ6D8qLyKLUF4Imy4dgBwFcrj8qvR+IruHHkEx9sl2bH5ms9LOdxkQvj6YH6077GY/9ZNCn/AgT+lXGckJ6GnH4s1iIYF8zf7wBrRh8YagiB5rm2kJ6gxEn8cYFcyEt15eZm9kTr+JxSia2HAhkb/ecAfkBVRrSXUDsT47KqALZZD/ABHlB+WTU8fjlXbBsZPfa26uGW6252xRr3zjP86ab24YY81xnjjj+VX9ZkhnpEPimBlLTiSJR/ej/wDr1YTxVpTtg3QB/wBoED+VeVlnJLEkn1PJp3mHHU+v1o+tsD2OHWdNnXCXMDH3cD+dWlngYZUof91ga8XiuzChAijYnozrkiphqVz5ZRZnVD/CvGfyrRYvuB7GVjfH7vP4VEYkBGQVPscV5EmrXsf+rvJ1A9JDWpF4pvIVGL26lPfdtx+uatYqL3C56SYOc+Y355oER4+YEe6153/wmuog4CxYHZhmr9n42vGbY1rA5xnIYp+pNUsVBjudmIVPXBoNsM52k/jXPp40hRQZ4o1yeQku4j9KnXxrpbt8wnT32AitVXj3C5r+SmMlG/Kk8qMYJ4HuKrQeJ9Hk6Xigt2dSKvxalZSLuFxGF9Tx/OrVRBcg+zxOfvA57Yp/2Ac4q6k1tIAUdHPqrA1NsXbwMVSmFzMax7ZFMNqVPy4/CtYwAnoc+1J9nKnOXA+op8wXMk20pXgHNMeK88owrdTRRMQWSMgbj7nGf1rZ+zvuGHGPQikFvJuziP8AKi6Y72Mq2ku7Jy9q6q5BUiRNwYH1GajELL98/MeuBitr7Oc8oDTTbjJwtPTcd7mP5fbHFNYEZwK1mgTpzn0Apv2aIAkk8evFO4itDPb6bZzzXLxyNJHhIE5J9z6UtkI73TLgpHCt3A3mJ8qq2wjB5/OpRDGwwGXn/aApraerDB2nNZ8nmae0drGbLZWutWr2t7LJHDlXOwjc2DnHNWNTt4Tby2/nFspmNoj0I6AipzZAdP0phtQOgNVYlSZmW8Hl6W1qWZmIOXCjJJ74rE1rR59SE2mWDIZJEKRtIcA8Z59OhrrCjDgA/lWcy3Gl6+TJApPktsZmHBbjPGe2Riokrlwna5kS6W72DaZJINzxeQ0mOOVxmupg020htIrYQpsjRUHHYDFZ8UF3e6gI7W3WSQoWyTgcdRitBboSMTt8s5+5nO32pw0bQVHdXIpdD02UYe0jPrxXOeI/DMZW0/s2yIZ5tsksa/cHYkjoOv5V1izJ1OfypZ9VjUpa2kEpiJzLLIu3PHYZzTkr6EwfK7nG634W0/TrP7XBFcO4cKwiYgtn39zircOh6y+p2MsjQKloF2ybsl8fwkdSOcc111neW0UdyZpMO0eEGCck1Ah3yKEYZJ6lgB+tRyJyv2OiliZ04uMepyOqeO5dU8I64l1pQWGa6FrhHz5Zxyx9eR7c4qWOe5aLT4RbeXHC3lK4k+Vyo7dPQnB98V1b22hvdR6cLazkjf57naoKO+ep9TnBzVvwlbQNYvDKkcihtxDAEZyeeaSko6oh2tc4+5vki/0iZ45DEAzR4DDsMkfU1Tu/FF9rdzpp03T5DNYzMzeWcjBGAB3PQ16jBo+lCa8a1sreG5mUrJIkQUuT6nHPODXKx+HYNLtpbq3d1e7YiXIBCsCTx+ZpOfO7FQqR5LGL4o8TQ3+vaXc29rMktmsgmWQAAtwQOPQiq8HjS5F5aFZiFSTdL1IySPl59Bz9TXQy+E7RtInu2uJJLiU7ZXUggAnOcdBVK98Opcrb3MSRraQZRvVuMD61movWx0wqU1DltuddYalANZmdbxHtpkChtwwGAz1+hFebardxQfEFtSicyxwXkbKw5yMgEZ/OtaDR9TttHm054wss0vmxpkHdnGOe2cVNa2V3Y2kdvNbwC4jHz7l3MCCcDPTjNVy8zuYx5YX1NvUdY/s3xdAGULB9kklbJ/2hj8ycVLo1/p8WoSRQM5u7oNIEJzhc55P1z9RXGSaZc61cyXd1eTqyZgCfwlAOBjHrzmsiCHUNIlm1GG6kWWF/K+dQf4T/APqpSvo7GsI03CS6ne6d4rni1iX7VOTYrcSREEZ2MvH5f4108/iXS5IGRZy4dSPkBzg8HBrzG00+9tLCb7VMJpJpfOQsMYYgZBp8c+2+hjZF3Y3Z5wMcdP60nBN6mNk4p9To9B1RrLVDpckiNMymMFsklUJIbPuGH61W8QalPFcNYiRBa3EZEpwMuVzwDnIPToPWuR1K6v8ASvEp1prdJLW1kDx7m27wwAIB7de/FTPey+J9Tt72zgED/Z5gYyd6qQeQCvBJH6itovfQiycrs9T8MyyXcMT3EymSCIRhEfIAOCMj1wBWlqsyQWckjuECDduboPQ14BoN5fa7o7Xf2trVo7vy5DEDllCgfgccAjpWzqetajq4MUV3dyRw7iftB+TCg5xjvxwTmudxs7ms6ab02Nzx/cWGpf2ZHZX0c7qjowQlskcrn3zmuHtrpW2gyMboAC43yZyegwuAVAAxzmqcHi65n05fMtrEkuOikSJjBBB6gfT0NdAUi8RWVpfrBHazqrRsY+jgN1OaWJi6lD2cTtyrGU8NibyMu5nm86JoXIeNwyemRWLqdpM0SxNghnCbscEk4/nXX3umNoenDUL0BonAKlPTOD61y3hmy/t7VGV7lVtrdWmkbYf+A57g57jPNPLYTo03CTsdWc4mli6sZU1c7+Tw5p+mFdjtF5en+csTMWRnBIOAfp+tceniG/Fv5sBBQnoASpPt6V3mvynUdLW1tpTGZf3InZcMgYEbsduh4qlHbW0EEFs0EcnlqBucAnjqfc55/GvRdaK+Ncx4aVSLtscha30mqxXF3dIifZHCTDcFLEnhVB5JqGS/yHkt7aO3GcAkBmNdKbKdbiQ2EemRiRiztcRqZNxGCy57479iKbe+GdLkQurz2+FA+R+D+B71VCvSi7VL27EzjU3ijgtZ8TSbFgmGY85AXkjjof6Vp6e82oWlu0R3A8MCcAfU9qj8W6Jp+l2ls9qjb3kO8uSSeOM1Y8Kabd6notw0Fz5MazBSoGS5xk/QCqo4qNKbdNaMTg5252aEVhJdzSPfOhjI27hIGZ88Hn0Aq34h8P8A2DU7210KN3tNNjV52nkG7AwDz3OSAAKw77w7qdrb3N3HIipAnmblkIJxzwK0bO31vV7bTgb0r9pyLlyd5lA+ZAe+fatPrEvaqpJp/oVb3HCGhn73XbNjaV6etdDpJMXhuWWGUC4u5CszbiHCcEAc9Dg5P4Vi6ho2qxTmIW7SBWYAqR29R2qSF7i3UWIZI5o1G8K+Cy5yMj0rbOsbS+rNQepeT4ecsUrq67G2scUekXZwjlypGScxnJyQfoP1FcmdTdEEZbCRFihUAHJ9615l1G6tmtlCPu6BEJYn0H1rnZtPu7eQedbTx4fDBkIK4ODmssmxNOeGfO9UdOd0KtLEJxVky+2q3sMAjvlkjk37WjcbWGfUda0tNC/2bfXO67gP3Y5YWCq3HzKw645HT9ak8W2k+sai2p2trOFmYPAj/fmQAKSB9QTj0FWvCOjzatqp0e6imjhdlaUAYOwAk/TOAM1tUxdP6vzR0ZwxVSVVc/Y19O0OaC8MMsMMiCHdtkkTIzgDIzwSTwDWXpMxcWctssrXEcmTLPcD5NpPCrwB245Nej6/aHTfLi07SDqCQxBpUD/Oh3Apz1YfKeK4zTNChgXSUvbJ0NxNIjoXwySEnafYgY456V5lWvOrTbXU68NKMKqctkQ+IfEGof2dJDLdWEiTYyqgGQY7AgY/I1maZFJNdoViWfEJaMM5jTIxk7wRjHTOevFXfGNhZ6RaCzWSYtIyvhguPYcfTOf0q0ms6JqqabY7FsZYYnUuIi6IAVI799pzxwTmunDzksPdw2JxEabrXpvRlBIJLy7CXDi3klcF1UZVRz82cknp681I0qLprINNsIxHK6/bTKBJKFJ425zXT6ULRNIskY2puHEiiVRECozw3zdeMfe9eK4fULS1t9E1aQajEZUuXWONIiTMCcbsjgCs6lSL99RswpuSfK5aG14W1+zg0i0huLeSNvNeXzAikPg55Y8jAGODV2TxFa6hpsr29xcxIs6sbq4DusXJwo3d/bp78VyGgsw/sy0uPOkWWQs0cL42jGAeQQPUnB4q54lnh0bRRb2V1O0g1BolWSJdrmNvmOc8gcDJHJOO1X+6lK63M3zR0Rnvo9nf+IbrUdVvpLqyiIQTqh2yOQcd8np0q5NGb/Tp7e3QokKEPKFGVTj5sduvaqz6hI2sst1cXDy3MIERMCGPy8ZJHTb0PQc11Gr2Udl4YvJbSGQTSwCZ42lUeShA6jaN3U8DpxTc6NRWa1BxnTd0ylpWl2c7adb2N3c39pbEyXUskKqsIPU5/Dv2rr7iBP7MaNIYhphi3fahOSw+U/KBt2nnj8c15u+oI+iwLePO8rqu10cKirnG0oBz375rpINKL6lcSyW0jxG0BiidgdwK4BKA43HbnA5HFE4qaSUtENSlTdzE1+O9sdDs575jCjx/uY5JATj2A7VleHobnVLSaS2G+NGJZ8Hag9T7VBq8ayaRGXSUGMjzDcSjJ5xtRMZ6/jWnEhgkighd7GIxIrRpxvB53Nz79Kxll1Osm07s66eYVqMkmU4J7v7VcQXKKPKOFkTO1vpmjU4xHHC1xalzKMxtjkLnk8dBVx44rO5mSZ5JAjY3McFvX6daPt7y6Y9rYrAYZFZyVAd15xhmIyMVz0Mnk3zt2vsdWIzZOlyPXud34V8fHVhdi8t47W1sUV/MUsQEAIwc9+M8VS8Q6poHidbbUIJxIbffE8MkZDYOCCQeoGOPrXBWNlbaVo9yt1dyTXM4JNquQBwdrE5689MU/wAJQEs73bCzWZvleYEBlHp/jXT9Qfws8SFRRnzI0IraBPkAnKlysaxxlyR1/wAirlt/ZFxMkAR5JGONrock/QVomWS30y+udNVrUSMsaFWADLjDOoPJJ5GeKy9Mjb7S+om6ljEQ/wBKnV8sQT0JJB56cc1zLC04VOVI9KpjKtSne9kdy9ormPTjD9kjj+Rf3iyK/JJbaACDx1qG1JsNDN+n2V2WRklFw7AYPyjaEBLE9AKqaLq9vFYyRTane+d5rNHK4QuUYDA2tn5QcgVnXlst1qUkkV6kCQyFFtvKOVAH3iBgcnJ49aqVBxun0JWI5oxSepHND/aN+LXSnkZiTtjZMPjjkg9APU1Tv9O1Sxgkn/cTLEgZkTBYDu3TkfSrmmzpo15repzywOWijWJGYxyPjPI9eufwFZCa9f6rkrOsjo/KthCeOMdAQa5J0Lv4dz0MNiHytSlsVE1LzLdZnSJVYZwy4/XNa9n4fvdW025v7aO0fyoirxmYq+OvH1HSqNp4ZS9Y2+ptPbSbsRRrEGdz3wCQAB65xXctbRw6fFp8Nw4kU7md/LKldmMEBs5xnsamnhXHVhicVzNRb07nnCXEaWXkCMrAQSVEuRyOvI9K6X4faLYaw13avLcQWyRF2KyKD1x1xwOc1w888twpdbeSGOWRtm9SMjPGCR6elei/C/TZVh1aRQ7vNalBnGCSeg/KpUJLc5sTUg03TNu8+HWl6fptzNa6lcnyELFW2t0GcHGDzXAARNn94c+jIa9W1GCWz0bX5ZIjGrIcOcfvOpyPwIHPpXlcK2zxySTXsMG0cLJnLH0AANZyw8pySgrnXgMbL2UpVJ7EMsewI7Ixic4ExU7M+hJ6UeQAPkMX/AXFX7NBq8ltYxFGYgA7UJYc9cf1q/r3h2GwtppYI7hTA4VhKMhgTjcDgY9cVE8NUp9zvpYyNR2lb7jBkaCx23l66RqGBDcFmI7Z61BLDZatbyyWU+LZsiW2RdnPXJ7n6Gq95C1wltJCiPJbyFjCeA+ajgM8Ml1d3CfZmuAqJGG54PUn1rnjUlfc9CWHg94qxo2MVhp0Nso06yk8uUlfPjLs3fnJxjt0rQ8Qs3jFovL03TbXyCGYogRn7AFsZx7D0qm8dxJp0lyl3MkgztUHcDgdCD6mtC0i1EWTXkVsYoCi7llfe+49wOD2J9BXo0I1qnvOWx89ifq8ZOKp69zjDoBaARSzhJDn5SMkYOM4rV8OaYmi63Hfv5UqorABeCCRjNb/ANktrie5tW+0fbolBVbeNZd5x/Eew6dKy0t7iS6+zbYhLu2kSfKFPuc8VeIjiKclZbiw1PB1oO61RuvqGll5JX05PMPJYRKxP14zXM4il1q41FIwEMYSIJgZYnBPtgYq95jWEkiGNJn4UtbSbsZ6856fSoYbCcWkt1HZzeSCXkkU5UE8nPHH403UrxjaUdTNYbCSqXUvdLUU0dvIIkKsh4JHI+vNbGgRQJqTTvLC0EylJYiw5HoQa4+K/gmnMIEocAnsQR+BqwGT++w+qmuZ4ycJax1OiOWUKkbwn+BJ8Q57Gxkig0yGG3G/zM26BTwMHkema4qG+1jULlYI7+7LykqAZ3x06dfSuwcxhC7OpAGcsv8A9am27xfLLCIldejAAMDWix+t5RMpZNBysqhlWenNB4yj84m4hjtCXZSUBwuCMkdj1rpfAOu6noyHToEiEFzcISxTceTgnI9B0qptO0AKAMFeH6A9R170+3lns02WybBx93IxjpTjjYWaaCplFSycZJnoUukyHV5Il+ziJX8wkEl8E5yfr+Vcv8QviHZT6FcaPFY3DyyqUEmRtUgjkjrjimHxTq6wshlLZG05XBx9e1c3dWyX08s82A8kPlAKoAUeo9/etZY6lK2uxzSyfEPTf5nF6XpyaubyWWdoYLWBpmYAZz2H4mu38P3f7i2O0hDbKB+FVJNItV0j+zbTMEcjq1w5O55cds9h7VdXdHKCioEUBVQcBQOgrgxlSFWFkzvy/A1sPNNxKHlQpy9wMeiKT/PigtbIflWV/UkgfyqvMjwStFIpV1OCp7GmZx/9eocj5PQvC7ROEtoxkdWBYj86YbuXqrbT32jb/KqofIzShhj2qeZjRO0zyZLuzHHc5qJf09hTdxxShjj60rhYdjvQOnQUu4dvzpMZouA7bRgelAz1pQMGgQm3mnBc5pDz3ozjp0oAbsOc5p209qdkigHIpiGhcdaQDBqUIW4HJ9KmTT7iUBhCwHqwwP1ppNgVQBnNOI4IxxVtbNRzJcwrjspLH9KeIbNQSZZnPoECj8zmjlYIpDI69KXcQf5VeElsigJZoT/elct+nAp/2+4AIiKRA9o0C/r1p8vmDY21k1SONktllVDyWCY/U/4054rpiBdXUa+0k24/kM1BJLJKpMsjuTycsTUY4ORVc1iS4jW0AGLmVz/0zTb+p/wq3HrjQAeQsuezPOxx+AwKyOD/AFozg9KpVZdATN3/AISvVw+UvXXH8I6frVu38YawXVHuocesqDH6VzGT2py5xnvTVaXcLncp43lhGJZYJTjkRRHH5kgVJH8QgGw+n5HqsmDXAnNPzxjj8qr6zNBc9Lg8c2VwcfYrrd6IA38q1F8RWATdL5sAA/5arg/lmvJEnliBCSugYYIUkZ/KkyTzyT6mtFimPmPX4vEGkTEbb+LJ7E4/nVuO6tJ/9XcRv67WBrxUSGrUWpGFAEt4dw/5aMpYn8CcVaxfcfMex+XBIeNjY9MGlW1hPAAPqMV44+rXcuAZmAByAnygfTFTw69qULALf3CjpneTVfWkHMeu/ZgAQMCmGzODz19K89j8VXNvtJ1G6ueMkCNVA/E5NTDx7qCyfLFCUHZxz+YrT6xEOY7ZrGXoGX8QKgfSjjJVCfpisK38bXsy7m0rKf31JA/M8VbXxnaqp8+LyyOdolVj+lUq0e4cxfWwI6RDPqrY96PsIz/qju6k1Uj8Z6TJw0kiD3j4qyniTSZxj7fFHnj5iRmrVSL2ZXMP+wnGc8H2qFrMKcM6j3PFX4rmwlUOt3Ew7EPx+dWV8l1OCrD1GDVc6C5j/YlbgMD9KT7AAPuE+xHFbH2dJM5QcdSVprWcXG0c57EinzBcyPsmBjaFHpWhokBjujGmFUoTgcD1qT7Lg5BI/wCBUyRLuOGRrJDLcEYRRKIy3tuIwKmTuikzVsZwt5dbiNqkYNc3eT3EoMBkJhWRmVQo6k+vWpZ7S+F3aStNBGCpEsO8+YWHXBBwQM85FTmJzkmNT9DSjGN7hsZ1tc3Foz+Sw2yLteN0DKw981HCdiMpDlHbcy7sDPsOgrRMJ6mM/gaj8pf4o3BHqKuy3DmEudQa5nWRbcxLGoVF3gsce46VLfXltczCWKORWYZdWAwD6A96j8hD3A+tMNmSeD+tLkXQrnJ766t5PIMTrIxiHmYBGCO1TaaltqSMtxFzCrbg6ZVlHRs+v+FZ0lq4OTVeS1dgVKsQeo7EUuTSyYKZJNFFcQSgONyLvjAPXH/1q5+6t/s1udTfJQSmEDuTjcT+Hf8ACto24VT8g+UcADp9Kxp7G+1iVLC3k/0ZHMrLnAYkDp6njoKmUdTSEtC+2hr4o0P+zp7g2/nANvCgkEHIGD1pukWieGtNt9Pt4vtMsIaPzi4jAJJy5B56noKnt/MtLyC5jJWSEYUMMjpg5FQTB555ZHCnzGLEBcAZ9qtRZLmZ1nop8NaH/ZzNHLMZHcyJ0Yscg/gMVZNrbif7OIjFDIFyAckAjDHPvyamuUgZYIoImjAzlWYHJHfjpnilnLyvAxTy2iTaSDkMQSQfao5TVz10KTeBdBtt9tDCzIrEbmcls+may9WdND057aCPK26EIu3Jbv8Aia6tH/illZ3P3mbqT6mqkKW6+Mra8uZVjjhtmYE9ScEYHvzTnotjOCvJsyPsy61p32R3MazoMnuvQ4xVG38DXVg0rWl+qlxjlcdOnSt+ZGuvEtrdwgLGyyHAOBxnnHqcitfynPINKMYvcpznTkpRZ519o1O28Y6dokrgwwqbgsP+WowTz64Ocelbm9pNXUgsViQ7hjj5un8q6efSrRbSTUZ7eP7WB5UEzLlsHqoPpWXDp5GnC78ra0krKWPVgMAfzNDSWiKc5S95nL6o4OqLknIxyTx1rbvy8zqqSBdh8wgjJYDsPz6+1UrvQbi+uTdxzKq7sY25yAeeakmOoNqBFn5AQjbMJFyQh/u+h61zU6clNt9T0cVXpyowhHdbnL+PHwlpGBgMXbr6Af41P8N3aTR9VG0slvIHYg/dyvU/lTPHdk7JaXRIWOLcjKTgktjGPyNP8IaI9lBduz5F7EsgBGAMZ6fnW6T3PObSZ0Vncrc2k9rcrujbchKnOVPB/nXFeGNSv4vEUenCfdBFMThjyAuRgen/ANatjQ7i7FxeQ3cbqI5D5RbkFfY/561lafrOpv40jgktLZbaSYoJfsaBwCMcOADknv3qoysrMXNrdM6o3pl1aSBnYggsTu6896uJplnK32uSLzGjDKN/Oc4yf049KwB9oj8W24ALW0sTrIcY2MORXSTyeTZygHscflWUtVqawk07xdmXY7e2tbF/s0Ih3LkkHnPXrWHc3j6jd3JnAZjt3YGAcgVqQzM2nJz1j6D6Vg2TKl5czSZ2LIuR6gYNODUVpoE3KUtXdnd+KYX87SHihJSNtm8YwvA4P4A1q6FZ7bGa7TiSaTyw46hV6jPbJP6Vh3XiOw1y1MNkpLRursCpBUVN4d8VzC4i062Mc0YlZXGPmUnOBn61NZc1O0XuEIzjK0lsdPb2cGnzL5Ms8hlmEjGVixBAwBk9h2qHxPp5zBNbRlnF0kxUdsHkj0yDilvfEws1VXs5PNyMRsoywPHBGQKxPFus6jp7QNEm4OpBhLBjtPGT3JznGOmKxpRnCV5M0jH2k1FaDL3RdI8QeJreC+82Qxr8yKcIODtJYHOevFYl74c0qOVp9NtHQPcLDGpJwkROC5zydxz9BipG8VmxsmtrVjHcqVRV2DOM9Pfj17muuRYzMkssilnIXkgNnHp+ddtOq3dX0DE4eVFplGT4c2GpxpdGee3eQAsi4YD2GRXn/jTQIfDlzLZW5uJ45FR3d8ELnIGcYxk5x9K9T1zXI9Fi0+WVtkJnjjyTjgnFYvizUdMuXuEvLWJxG5ieOVsE4/iGO+DxnpSdao1yzehjRpTnK8Dh9B0651vSbV9FmSy1axDfvASGlBPc9sDgfXmlbwxqctzZR+Krt2EEUkkVtBtaQZyfmOOMkZJJJrr/AAFZRW3hq4vS4zHPNDHhcALuByT68flU9zFaRaRNq0zI09zhUkOclSQMfjW0KnSJnJtO0jk08F2iX9tPJeSPNK6xOeypg5wPoK2X8F65eaHch9Ru47Z4ywhLD58dOM5wQB1x+lW7Ag67b3LMnlwzAMpOcEDv6da7uaZ7qO9tYZdkhhzG2OhIIyKznXlT0gN3duY+e5fPaW10qzVZ1EgC/uwWZh0I7j6dK7Gw8eavHfhWsod1vCI5TKjFmIY9f7pyTz7CsrwdAP8AhP447sHfFO7KqkEHAxnPpnNe4fZraSRnkijbJHDYI45B+uazlVSg4yjuaTdpp9DwPxe3iXTi2qT6cIp9UkMo2R5CBWDAd/QHB9TWNJPd3tz5t0AkjIrOAAv4YHT6V9Da80a+H5bhsSGIBgWHX5sV5BHplnqEl2ZJHSVZmO8cA5Pp3xXZgMWqSvJaGNWLq3schqOoRx2jkKRcDAzjO4e9XfBEUSa7zdRzxJbF2j8tfmY4OwCTC56jOfpVzWfC0a2chhEss5BKAkY4Gen4Gur+HPh5BoUEl/YxNFdTSTStPEGBCrtReR6kn6CitXi37j0BJrWRwxurzX9eltp0ECxQSuhdBmFFyygn0AAGeeOlM1XVLqz8Q6bpbRQTx28UZAlTK5kQNyM9s/nXYQfD/WrTS73URqKQXZcwiNQJI3hchcA9gc/kKoeJ/A+rafcf21qN5Bc3BUI6wRbAoUYB7DgADpW1CspyUXLQmbS1Rn3l9DLkoF5AyVG3OOMADoOvFNMsN3aNaOODyMdAcAZ+vA5rEg3yWzM4K5YgfSjTFu5dT8qFGdgjsQBnIAyf0r2pRpqmmc0as+fU9HlttDhOjS+XLIXBj3FyuNqrktuHyAFj09ua6XT/AAAjre3j6hK8122Y8/dVAeMgdTjvXjkeo6jqHiOygur65WzeSOLdISVWMsCQPbivoTTtSt/LcR3ERhDlUIYY9cfhXzmKc4+6mdUZaJowNf8ACWiQ6JJJLbpcTW1uy+azHdkZY5AOB7dx7157Pq1kdN/0C3v7dVUEJ5itDjvkEA/1ruvFHiXTI454ZZluDsZfJjb7zYOAcdq8hMAEMJnZBbJyREx3t6rU0pypxTvfU68PBTUuc2tTuzdXr2UaJb3LhFaUOXBzjAAP3RnrjrzUk1rqemWur/aLhrmw0+FTkcKxYDC8gNkZHHYVz9/GyWv2tndry8kLdei8BR9Rjr6mnaf4lu9VmuNGuFC298UiIDEiLGAWHckhehOK1jUm3K5nVcZKMYlyfVhqmjW8N1b380oT5S9yPLUDn5VxnoOmak8J+NL6C+jS0ZbNGUIwjTIYA9wenuRWX4m8jS7wRRJJ9jRB5ZhGChPHG7PPFZOgtFZX0NxcwSTQR8yRo20sDnjPY06dTnumr3IqRcXbsep+IvGWuW2nnRrgCa9ZwriKPPykZGCOp6c15nd+I9Su76SO4VLkFh/rEBdcHoCOfauovJ8+J4rqw1CYLNCkTSLwVbaB1+mAT61SXR7XTZrzUZd3nwKrqAd0bMW5Bz7CtLKm4Rjo2Ryys5dDb03UYvDl35t3AzyXMQMSrn5UYAklep7YyRwDXVSJaX2lQlEBjlKyPbo4EgB6FhnJz254FcTquuLqF1b3GqXVn5UQVkgtH9cAgkDjI461rNruoarcpDZWkKw3EPlg3DkpCnqMDOSDjrVV6bqxulr1Lw1V0qiuU9XitluW+zwRpCGITy2LBscZyetQ2Dy29zFLaoTMpCoVQMQTwOvHtzV/Wby1utP06G2jdRBD5bMygbiD1AHSshryys0BvXmCsflWIDLHqc57V8vSjbHKL7n6FOrfKXNroWzDKl239tRyxICzuJG2lvYdvxrr31Gyl8t21CL+yZMH7OEU4AAAwQAw59TXmWmXlrqOr3N3rWp3CW6BmGOXcnIVF4IGeOe1X7xNP0bwja3VpLKLy+4MUqDO3PLKQc7c8DPXmvp6kaMmraPqfncZ1O4o064vvFrxmO5hS6lLREKRujLcEHuMe9djrjQRaHPbWokhtooQkokhMZLE8YPO7JwOvQVyuj6hruoSGLS4CslvCDKYjgPjoSCRyfQenSjWdQvxpcE+sRzwx3LiRI9m1JAAMHpyAORz3zUuCqTUoyN3XlTh7Nx2OisfDdqZ7FftO7MJkkG0qrhVBO18kHkhenbpU+u3KX2lzEReQFCxm2Fwr564wVxgdyCK4zV/EKb7eTTLpUEahisCeXtJGScEnJ7ZqfTL6XW7aSXU3+0PvCIDhSvHoMdfXvWWKk7817smhJ35UZGg2RN9MdSu47VQOpGSfYDua2be2ivdQWCxuPNiLH97IvlgADJJBPHFYuv6TLZZn8yYuR9xoyPoee1bPhXxHFArXV0Li6eGNvK8yQJGoxggDHJOQMfjXN9XhWjfl1Z3UMXUoXXNojodT0uz06JJbPMwVf8AXJMHRzjnkcAjPArnbWye5uJI4vLEjHcVZ+ST2GeprZmvY9b0iNltItKsjLukAIZmxwCMADH19Khg1HT49cguXut1haQtHHIqsjNkEZ454z1zmqpYGnUTT3RM8znCSnYh1Pw/NpturzPGz4BkiAOUB6dev9KzUtZ7pWaDYqoMsXyM+wxW9qGtW0tnHHY3z31wJP3dzdKZFUY+6HZRnnsc4rHha/ub8w3F4C8p/eyghgADnIxwaiGUOa507G885Tjy2KUUsjJ8+5GUkYDHAxUgkfOTIxGOpOat2ksyW1zH5MEqJKyrM+N3HUn2qrFcRwTfaHdESM7ju/oO9cmIy+VOVou77HbhcwhOD5la3UTzm/vj/vkGjzWP8KflWfqGsy3etxx21qZTI4iXj5mJ4GB0FXZ4pLeZ4ZV2OhwwyDgj3FcdahKGttDrwmKhWW+pkOWYksSSepJzmkAJqQU4EdKg+EItpxigKeRipCBup+ODmgZGFHOT+lO2AAc1PFbSyn93G7k/3VJqwNOnCgy7Ihn/AJaOB+nWqUWMoAc9aeVC9+at/ZLdMlrtT7RoT+pxQDZIv+qmkb1LhR+lHKFypzxjpSgMzYQZPoBVlpUB/dQRpjuSWP60huLgLhZWVT1C8D9KOVBuItncMM+UwHq3H86Q24R9rzRg98HP8qYxLZ3EknuTmkweeKNBFkLaRj5mlkPbACj+tSLcwICEtI/YuxY/4VTCmnYOeTTuFy2dRmCjYwj9o1C/yGagaZpQS7sx/wBok0zYSOKVUOOlF2CAEY+lOzxjNM2EHHfvTih9KnUQb6XOMAim7TnrxT/fNOzCwhPOR0pVPGPWjIpdpzn096BWADGSadxj60gowe9ADsAL70nXGKULknJGKCpHbimibMXntRsI7U5FLEKOvoOtWPsF0zDMZjB7y/KB+Jp2uDRUO7tTgDjknirhtIYlJlvItw/hjBc/4frQJLJB9yeb/eYIP0yadu4WKZx1xinxwyzEJDE8hz/ApNTpe7CfJt4EPZtu4j86SW/uZwVad8YxgHA/IcUaBYX7BKhxMY4e37xwCPw603ZZRn5rsyN3EURI/M4/lVU8nPf1peMdKXMFi59qsl/1Vq7n1mk4/IYpF1KdGPkiKAH/AJ5xgfqcmqeAee9AU9aOZiJpLiabmaZ5D6sxNRHIOVNLtyOabtIzxU3YDgx9aswahNbKyx+Xk/xNGGI+hI4qmAc08CmpNAixJqF1P/rZ3cehPH5VGl1MhyruP90kUwKBxikwPwp88hm1ba7JDGC1xeu/oJtq/wCNWD4w1MMDFO0a/wB0ndn3Oa57GOMfhTsZHTmtFVl3Hc6eLxxqqsMtE/sUxWlJ4rvJLUpcvZwq64JjmPmAHuNoODXC4+YCnAFauNeS6hdotWM0mm3huraYvdEjdPPmU8HquSCpI4I6H0rvbbxtp0sSidZVfHzHbxn8DXnPWnJI8Th0bBByD6VSxMirvc9Xttd027H7iR29/LbH54xU66np0hKLewFhxjeARXlZvNQvQVMk8oH8KkkD8BxSizmUgztFCP8Apo4yPwGTWn1l9guesrJDIBsljYHuGBqQQ55H3T6CvJ0NpCP+PiaTj/lku0fmf8KsLrT26gW++MerTMx/mB+lUsT3DmseoGDJ7YphsixOMj8eK82j8U6vFyl9J9CAf51etvGOrtKFNzbLn+KVQAPxq1iYsOZHcnS9wO4tz9DUtzbu0ltJBthEC7VCr1+tcsPG8kQIlltp29II2wPxJH8qI/H68CWwyO5ST/EU/bRe4+e2huPp8jsZHKszHJPqaY2nHqVGP51nxeOrBjh7e4UnsoDVqR+INOeLzGMsSYzmaLAxWiqxezDmTKF3pirNbywzCU5PmoqEleOBn8adBp3n3AiH7rcDlpBgACry6/pEgJW/gx6ZwatRX2nzAFbqJs9t4oUlbcvnOemtmSV49vKkgnt/9epJN81pFblIl8vOMHOST1ye9dCqxOSEIJ9iDThZoBygPOeQKrmQuZrY56JNltLC1qkjSEESEgbCOhHHNRlZAuDgH2roZLGHqEXP0xSfYEOCVH0ppoOZnOGCC4uIWvpJSkf3W+Zio9AOlVyGEc1ml1KbYykxhzkKOx4Gc+9dQ+nRsM7SPSof7OQc5H0KiiyZSqNaGSYYLN1tYZlmQY+fYVC57H1x61UWKKC9uBEwmRguJQhUMO/B963ns8nChPyqCTSZZB80zAeiYXNKwc5xvifw5PrGgwrbX0EN0bgsYpQSdgGCc+vI64qzb2J22VnBbq0yhY/lccjGP5810UukDb0yPc5qNLHynBUFCOhAIpqNkN1Ls5bULCW3tmi+zEXqS7dituyM84I6/wAq1rPw4bbTLW4nKKWA4BG7PXFaI05UAVREuOwwMVMYZwu0cqOgHOKLW1QuZbGFFpim6ffAVYjzE3Lgkev0zVe9gMccaEZLThMGukuPtc0oeZ3dgMAkAYHpx2qlfWPmSWk9vJKZ0JL5AG054xnj8ahx6M0jU1ujItLWeIJE+GJJwOgHPT8qxoyrpd7VaZ1diwCnBOM/l2rt4rVLtzHd7Yfl+WR84z2HHrVazie1J2LzyTuQEEnjPTn2pezvdGirWfMc14ekmhgu5pYREwQDbHGFLewx17d6Z8MVvX8Q3072UxAkEruy4Vckj6554+ldVukhgeBYYWWTiSRl+f8ADHA71NZ6tJpSG3tbO1fziC7GfY644ztwdw/Ko9hZLyOiWNdRt23NOGQ6l4iiljAe0t5zAx4IMuM4/CuJ+L+mXo1iy1QuotQ8duu1vmHBJJHYV2cWuR27QLBZNuMolnYFRvIGOBnkn1OKrarqNn4hsp7fU9IuYFLiSEEpIwYcZIB4JHueKmcJSZnSr8lRS7Hla2pu7iCG1ae4kkO0JswSe2Oc1JY6be23iCeTUY7jzYkEUal8GJupOR3rtrLQLG1vILlE8tonDggnjBzW3qdlYahrMtxazRbZAHkd22KD0PJxWdGg6b95nZjsfGvbkRxc0Ooa/wCVaavNc+TbqGjyuAGHAOcc8Z5pt5bXuva7P9pvCDHGvzCMfNtIUE46kjvXe3uqaTe7bBLgj7PGFScKWQnHqO1LfW0sunaUlsgdnUjdj73P8q25VZXOJVnF8y0OL0nVdYsdDfw2sMKq7SOZmLb8E5PT1/rVS71HWLiwg8PRra7LQFg6kgtgZGSfTPpXU6pYWtprEj2bb32BZDuyA3fHpz2qWTw8lrPBfecqG4hJuTLjaoJyNp4wePfNOKasRKUZNnAWnirU9ftILma3hRbNgrsuEVmAHJ9eK7/S/iTpj6jZyTxTxpLa7HcrkBwM4468g81lx6XpNrG8GnQxrbM5fC8gk9TyTTm8EwTpbXMM5SSeQpGhA2qT3457UThbYtVVU92eyPOrLW4oPiA+oQM6Y1AyyFicbGfoR24NfQ3/AAkGhkP/AMTG1KIDyJAT+Q5rx6Xw5bWnmww2KT6gZdjy7cBjnqpPpxU9jBdaHYPZ3UPkXkrsu0gblzjuP881M49wilPQ6zxd4ys73wvqlpZrOsccYBulAIUFhghTg1yNlqtveaUlzbTrLKsYWVsYO4DuPU9fxq+mnLJoV1b7DIZYmVscFiR6msm08O/2NokssatHHJhPIYAspUfeJBwc04J8tiHyxnZG7p2v2X2PzrtFDNArjAyS2eg9DkflXUSagknghbq3gaKD94Io+rEdPx5NedG0SfQbV3jAMWQcZ+YA55qpB8R2t2Swuh5NpCcwpt2kLn0PT2NK7TTex1Xp1UoJWZ6HoWpS6p4OOnSeXBdWxjTCnOUUg5478VneP9QvL/RdIt7OKSSCVme4nQZxt6A/U1xvhvxpYaJeXU8hZreZWRB1JY5IPuMcdOv1q/4e+IunJ4avre/Gx0uWkiU9SpOcfga1TizknT5J9yzb6Bpp0yK6ukkDSQ8xhsBT0yPf9KbpGkRwXojsLgxz3B8sTTDcUUg5Ax0zVkapFrGki9gDCJiRgjBGD6VR0W+z9mui/wAoBIYDocHFa+3nL3ebQTildpanTGGIWk1vCkYSxtRF5mO/J49KwYbqU6YbVZI2TzS/zLgjp0I6UWN/ssdVEl2puZ9pWIkAkHIA9x71haddMNIlZ/vxyOrYOckHn8M5oqu2iHTZi67qF1Dq01nHImXXe4t0IIGOhY5JwOpNZMVyRD9nlnEcLHdu8vcQQOg74Pf8K6y5VLXTxr8dssn220khHXCHhST2ODnA/wAK4K5mUrtxwO5rjk2evQ5VTNOxvZb27tocltkq7VPpnpX0HongjQrUfaxYR/aZyWy65A55xnpXg+mQ2zvbXdjA1ukW3zJC+TvxyQT78+gr3Wx8QazfaVYppul+YgiUGZ3BLHAyeoxmqVSXK0jjxMFKSlFi6f4f0PVdPv7K7sYpjJc+XJE6EBQh42nqO5yDWdpPw90yOxu7W4kYwfbmddrAFlXhVJ9gfzq/pza/p+v3Ek1iFhugWcK4ZUbtzmqGq6k2gaWkE0u+QFnds43uxLGtKKne6djlq3vvcyfEWjL4YubcaS4jinQ4yoL5HBOSOQQelYlxbl9G1ZBLIpmCJHBKckgsMMMcE57Y6Gl1jWG1WeGbe7IsMYQMMY45x+Oaz4NSeO4aMRea+9H3seVVSTgHtk459qwoYqbxjhJ3Poa+Dh/ZiqNe8YWqeDdS0iCFrpPOnmO4Q2+XKKOu7AwMEgdfWvR/BNnbLY215qUWyT7PsS3IOAAeGI65ORx2qwl4tzYxvNEVVotzAtnaOSAT3OMfnTvOtp7+KK43pbsxVipIJAILe/btzXe29WnufNJvTQg8ZpFdzwSWpWR418uVIsHYR06dMg5rlNS8MSXnh4X/AJpieO5EW1lJGCM9BznOPat/xFYabpEMUmj3FyBNI/mrJJkhs56EZB571iLEy3dg15eQ+XcAyKkzkD5SRg9uTXiU6f8AtXmfX1K9RZSlLZ6GHYaTDYWfmarGgluiWgQt8xVeM+wyfxqheaVquofZNUms2ksG2xRGIg4jU7QDjkdDyfavWIY9NvbWAmCOZBFtWRow20ccDjoCc8dxUUxtYrUaZaxxhXQqYwMKAe2B07dq9mmnGTZ8lKpdWPO/D/iG00O7v3Sac28sRRUaFS3mDIXJzxjJORzTvG/iaDW7Ozs7SVZ0hzJJKsLRbmwqjKknJAUZIwPSujj+H9nrGiWapM9pcNIyoQQykdWJ9ceuabqfwqstE0ee6n1SWeZVyuxQq59+pIroh7NNdzOUnLc5LTtHjTTRd3cyMzuuyGP5iAM53MOBnpjrXpngSTTpbaOCbToYhLKRDM0YHmEHO0t1yOwPauJsWjSxEG0MIiVZuz984/Gpv7X8svao7RIwWRFQ8CRTwSe3BNeXSrxniHQktWfQVstSwaxEH0O/+Lt9awadZI7xeckhKqRyRjkD26V45aTLLezgo4WSIvuXkKw6ZGDwTjpit7x/cve6raSGbzEazjdR1xnOc++a5y0sJXjF1FOQ0QxsTOSDnPI/WvepUlTpRhfU+bjKTbudUbhVsJbaKVBHGgwzIFYk9sZ9ah0CylvdQktL25SMSBfLCgHI3e/oMmsuO92RrIYkfaPutUcWqT2skd7b7BJGeQ67lx3GD2rd4SNNucHqyvrHPpJbG5rupw2OtRW0caXFpbqEWK4UxgZGSSAfX0ODRaaxYQrevNZxRXkkfkxJGp2ICOWGScN7/lWXevcX8zahdWx8zAKhYCEAAxwAMAAYpmkaXHqsMszExxidULIMBRjOfTJ9M9q5JVeWooM1SvTdlqW1hw6rbxxrn+H1PqT3P1qdJbaIOGtoprgIUAlJ2g+vHU/XiqEsjIrbW5rLjFy+owxx/M8zbQO2PX8K9SrCjTXO1Y44VakvcZahs4lvPt9yxmhWcIluoKFvy6c8cV02qJbyDzYNNk0yIALHFISxkPc5PTFYuu24i8NyzBP3kc0YWYKRnJIIBzg9PTIrX8HaSl9pt5JPrDx3RwqxxOHJGMndnn8Aa8XEeyn7qV0z0cNVlQlzN2ML7I6gF7i3jz0DSjP5DNSJDaJ/rLtnx2ijJz+JxVF442GTbIM/3WIH5UG1gZcq8sTj1IYf0NfOuCWxyqNN9S/59mhylvJJj+++M/gBUq6k6k+VFDFnuEBP5nNZyWMpVjFdwsR/C7bSfYZ/xqKZbyzkC3MTKSMjcuAfoehqXGVrlLDt/C7mk17PISHlc/jj+VMDjJJ7nrVBLpc4cMCO45FTxyJIMo2RU3bM50pw+JFnJz1/Ojn1qMdPrQM54PFIglA5zRmmjKng5FG5ifageg85z0FOFMEnGMfpSiUd6BEgAzU0UzQngIwznDIGH61X3inbue2KLgacepQdJdLs5PUqGQn8jVoX+htHk6M4k9FnIFYOeTThnvVqbFfU7C18NafqQSaK8jhRgCY423lfbJq3c+H9M0rGdO1C9O3IZRlT+VcOrEfdJB9QcVct5dTc/uJbw+hR2/nW0akbbDRuS3L8La+GQgB48yIsf5UkKeIZ2HlaVGMHGGtVAH51RabV0wJ9UeIAfde55/IEmopLwEfvdRupv9lCcfmT/SjmQM6WGz1KEbr9NGiQ8sJUUn9KZfS+GdpWSGFnxgm3U5z6jFcv9stl4FoXP96aQtj8BinpqEwYAssCHqYYgCP6/rT9rHYWvQJ7VZLpzY284tz93zBz+fSmfYduRNPBGfTduP5DNasK6BL897qN9K+OQUIz/OtO01Twtp7B4LWUuPuu0ZJH50lCLd2xnOx2BZwI4bqYHuse0H8TWoPDeo7A8WmRL/12k3H8sgVpzeLbORiEuLmP/ct0/mTUQ8U2JURyyX0ynruROavlprqBk3Gna9aQsTC0MeefLKgfpWHIZGJ3uzN/tHNdZP4g0NoyBpbyHvu2jP5VkXd7pUwbyNMMbHoTKcflWU1H7LHuZAJz7e1AJ4IFBxngcUm7HBBxWAhQxHajcAc460A+/U0u0YPrQIaH5HFKDz/Ok7YB96XIx0zQLqO4zml6nAqM884p3PrQA8cHNBPFJzkc0hJHcflQFgGckYpfmzgigMcDjrTgGZtuOT6U9wsIAxOMVJjH1qePTryTnyJFUdWf5QPzqb7Fbof39/GPaJTIfz4H61SixFLIHJH0pc7h2H1q/v0yHhbWW4I/imk2j/vlf8aBqcqqVgihgB/55xAH/vo5P61XKu4FeKyuphmOCRl6524H5nipP7POcTXEEQHX595/Jc1HLPLIMyO7n/aYmot56dvSjQGWvKsIQDvnnb2ARf6n+VILtE5itYExzlgXP68fpVYkZGKTtz0zS5gLD3c8hJMz4I6A4H5Diq/XJpT0pDnAIFJtiYg6gU73GM0A4OCDmgkigBAKcRjpSbvTn1FKTk9KATADkH2px6daCcDBo4NFxsfDPLbtuhdkb+8vBpHkd8lySfUnJNMwSPpRkjqKd2Gw8cLwalt544nzJAsvoGYgA/h1qsWPU0qnjBouwTNRtYuAhSHy7eMj7sKhT+fX9abFrupw8RahcKPeQn+dZuM80m5CwRWBb+6OT+VWpT6FXOms/FGqN/r9WWNV/wCekW9j9MD+Zq8fG1zGhET+e/dpIwin8Bz+tcmLK7wC8Hkp/fuHEQ/8eOT+AqU29pHt82/8wnqlrESB/wADbA/IGtYzkt2NJs6eDx7dD/XWcTeu1iKu2vjlLiTYlhPK/fyTvx+mBXGebaRENDYozDpJdOZTn/dGF/Q1HcXtzcjEs7FOmxcIo/AYFV7a3UqyW7PQ28XWMQzcxywn+4Crv+IUnFTxeLNDkYH7QUz2dCK8uyAOAAPQcUm/34pfWWJyXQ9fj1XSpeY7yA/RwMVcjaKUBklRvo4NePW96tup/wBGglY9GlUtj8MgfnRLqVzKNpk2Ln7sahQPyrRYknnPYpEUgAjJ9xUZtI2IJC/iK8ij1a+i/wBXezrjsJDWrZeIr/DNPrM0Sj+EReYW+nb9apYhBznorWCtnnH0NV2sZFHy5Y569eK45/Gt1GqrAWlI6tOq8/gv+NTR+PLrbiS0hIxj5WINV9Yj3HzKx1Jt3A/1ZGPUVFLBMCD5GQOuD2rNsvGT3bFItMmcqOTG2QPrkcVak8XWsH/HyDGw6oHV2H5GrVVdw5h06iCF55LcLGgyzZJwPXoc1jabrUGqzyRNocqMjMbe78nLMnQjJGVyecZ5FbMfjHRpSAZyN3B3xkfrVmPVdGuDlb+Fj6NLilKpfY6qDpaubM+6NnZWk13crKsUKl3ynJAHIHvTNOTSL2wjm01Zo7dslUn3Fwe4O4k/rWzLb6TqcPkymCePIJXzAwz9Ksx2FtAgWFFRfRQAOmO1XGT6kVJU7+4ZBseDtIx2+aozpzt1IIP44rde3Vl4Iz2JFQmxXBJ5P+yMVfMjO5i/YXToDj6YzSBbqNXWKaaLeu0lTyB6AnOPwxWsbRsna7j2pPIuADj5h/tU211C7OcSweHIHmHJyS7ZJJ7kmpNQhm1KRGuz5uxQFUqNqge1bbmYHBjB+i1EHUn5ovrii6bDmMKOzWH5UjUDOcBcCtC3vJk1S3upl3xWykQ28QCIrEYznkmtA/ZQuXwPcnpUDSW7CR4ZCiQgGVkQu65PBAAJpTS5btGtJc8rXM60UR3Ut1dwPI24usMRGCxOQCTjAH0qldSSXck1xexIkkkpZQDnHHQHFb6yRXby3IlDwTOTEdjKSBwcgjI5/CsDxFtUL5JB8v5jgdD71Ds43LtyzsmQwsVDxx42KAzZ9+lTtdmS2a2lcCNQXUCEszNjgbs4ApoR7d0aQAB1XeAcjn/CtFrDIBQcfpTgrqxNRtO6MCyhlubOS3unihIUne7YUDtk9q5nxvpV1d6DbRRX1tvL7vsoVTIwA4JYc/8AAfpXfSabkfcz655FUZNFhDlhAik9SFAJqnTGqqtqccngSe4k0yxk/s+3lubVAJoYzlXJH3+cscdxio2+G73EkumWc8bXlsS08j5CHHbucmu1ggubG4+02YiW427fMkQsVHtzRBJqlveLctdbypJKFQEYnqSB1P1NTyPqXzxcrpmNotktrpN1aSkCNpjtEZI2gjGOeah02zNmHs5IJIkU5jEgPK5yDk9frWu1tcpDI06ASSsXwAQNvtmjU71dQ1OWaKGY20aqiuYyOBxwD0FSodhynd6nO3GhzXvi22uUif7Iqq4lx8uUBJUH1zimXulnStJjiLlzKCzseMnPJx2robjUI49Oit4o5/NjbIXOEYE5OWByOe1VL+HUbmyivbyGHy3bEMUXOQPQZJ//AFVfLoS5K5Z8OYWWy0eeKOa2KNKquv3OCcehA5/M1s3Hhvw2NUea10a0jZEXBEYxnHJx0HNQWWl40+LXZkmiuLcFEhBGJFPXrz3NZ0fi63e4u7mO0uDEiBSvG49y2M9P8ay2epTlJpcpk+LIWgWa6WHdbxQ7mSMcZ3cdPSr/AIIudW0XSDK1w4MuCkEq7lRQODg9+evpinw3tvqKJMN6sy5ERJJJ64wOtPm+0GBA7HzDHyCclT2FVJK1xRb2Zry6/q0kTyz3+5fvBY4wg45xxk4ry/VPFOqeLtQYCzWN4fmEasTkg4yT+Nd3MDEqw4ClF2kDsRSf2Hp+kRm8itY4priQB3bJL5PP09qcE7ClZO5Vkt4L3R9KgVmt3trRY3eRQCzZJOPpnAzVWzsGkmktre5YRTACeYrjhc5wPYg/lXX+HLCPUL2c3CJLbRIRsZeCxPH5AGtyXRLe41NbiXLRrF5SQYwijueOtY+xi58/U61jpxh7KT0MIaHe28Vkr2cxjlOyLapYRLgEFz/DnpzVi18O3cnmzXtq9vFAwERWQHzOOSuOQB79cmuzubqC1WOMsVXiNQATjsKNRkA09xnJA4rWNWd0ec5a3PLPF+mR2NvbNFK7h2bJfBPQHPFYmpxI0llbyQhp2tAsYOCCN2cexOc1YvNUk1ezldlZYo794YQwIJXaOefU1i6tBfJ42jS5nla18stb7BgKBjIyPQjvXOoWxE5H01euv7NpQfdneyRXmkxQ291pssahEH+jRtLHnn5QR3HHXHSs3xHobW9ok04cZYKfmII4APTBx2r0e2vcx27nIWRVyc9Miud+J1us2iWh3yLi5XlDyeDx784rpc5LQ+dVuYwPB+q+foElsYv+PdmjB4xjPGPw/lU/jK+Wfw/BG8jojMpAUYzj39K4W51i68Iwi1s7JALlTzNKWbPdjx+lM1LVbjU5NLs71DIgIiZQSvpzj1rZSXLZ7kyj71ya1S7bTzeXVu8UckrqhIyDjA/HGRz70tppT3l9DiNmQt1wQMd8muh0UP8AYbeE5aKPdFCg4wu4nv8AnWtcK4XYkmw7SAx5wcda8xYRKt7RPU96OcTjhvYuOhhDR9La4R5bZXcpkE898Adayr6Eafq8ywWzW4lQqo2FR2zjP61cuJXtJirATYiYZXKg4HHuKoeHdSnAu7aa5gllnhxCNQYsikZzjJ4POQfWu6VWV0mzyKdNyUppaIst4G1DzFEc8EobnJJX9Ks2Hh8aZfi1nWCV4wZmC8gg/UVrS3zQf2aWdckqGPYjHarGniTUTqWt27f6JboQfOHzbxg8Bc5A7DvXTLFzaUWzJUkrux6NpGnWp0mOKaIPlMMjjsw5H5Gq0mm6TaWxsLayt0s/uSWwjCq2e49/fNc9pHjhINMaa6d75ySxmSIR8DttGelYOrfEyyuGjkstKvbhjIFAZcIxBzj1J9q4lGTk22S0zC8TeD59O1yWKAD7Gx3RszchT2I746VVttJhRGSFm8xwRJKRhgDxhfQV1et+JrfXzbTRxPC8cf72J8bkYnpx1rn5Zc3A8t/3rHag7fU12PFVKqUJvQIwUVdLUzrLwPpt3oct/c37Ku9kjaeYIituIBJ/DNYVk0+gXVykIt5pyGiEyykqoIxlccH613knh6eXwSYzIkcdoXMjMM7h1OB2J6Z7VwtrbWX22JPmjRnAJEnCjPXrU1Wk9GVB62miN4Z3bI8wtgfKIyB+QFRyQ3G3JDqOhJwD+pFPNvgg+bJ7/NTTaREgnr7gV4/tIIxcYS1cghiKpuMic85eVR+lXoby3tdHvre5lSd5R+5gXLqp9fY/Q1UFpEvIHJ9acLZOTt+lNV0r2Q1GlHqzMtg/Rvu/rUrRljuiz5nYrWisKD+AflUirgAY49q527z5zreNXsvZJX9SOJXESh/vAc05Qc4qXbTliZ8BFZj6KM/ypPV3PPIjnHWlHI+tXhp1wIg7RiNCPvSMFH60ot7SNQZr5Ce6wIXP58CjlHsUVAwOKXywTnvV3z7CIHZazTHsZZcD8gP60z7e6k+VBDF/upk/mc0WSEMitJZeI4nk/wB0ZxUv9myJgzvDAP8AppIM/kMmoZLm4lzvmkYE9CxqMKMe/tS5kOxZ8uyj+/cySH0ijwPzP+FNE9spOy0LehlkP8hgVXYHPHSk2nApc/YViw2ozqcwiGHjH7uMZ/M5NI95cyriSd2B9WNQlTSgbeKXMx2AOVPNOLYOc0mAee1GM0XYh3mVdtLC+1HcLS2lmx12D9PeoYLTz3UNII19QpY/kK6nQGtn0ubyr1Ht4WKgFArq/cHLDB9MmuyGEqcvPJaHThaUak2pOyOUdXjYq6srA4KkYII7GkDk10XjOCNNTiukEyPcxB3WbAbcOM4BOM4z+dc2o5yK55rlk0YVIqMmkxck8elLgjnNMwafzUXIHKMjNLt9KaOp4p4IA6UykJ04xShccnr6UBhnFLvB4xQITrQy45/lQGznoKligmnH7qGR/wDdUkU0hEWOCQaQKcYI/SryWBA/fTww57M2T+QzTiLKMgF5pvXACD9cnFPl7gUPLb261LHazTcRxu/soJx+VXDeRpjybWFPc5c/r/hSS6jczJsedyn90HA/IVXKhaEY0u4zmVooR1zJIAfy604WtogPmXDOcfdjj4/M4/lUW/nt+VNL0aICyktnECFsFkb1lkJ/QYFAvp1XbG3kj0iUL+o5qr1OetOx1IouFxWkZzlyzH1Y5P60m48GkA5JJpwGeaTuDYzG4UvIIGMU5c+tDDJ96VhJpDSxbihT8uacRwPWkHJwKYXG7jnGB9RSjLE8cVfg0jUboZispip/iKED8zWtD4O1ApvuJLe3TqSz5/8ArfrWipyfQLHOZGMUobHat2XRtJtmxNrAdumIos/1qA2ehqoH9pXh/wC3YY/nQ4MLGScEZobrxzW5baLpl7IsVvqxEh+6ssBGT+FWpvA2pJkwywTY7AlSfzo9nLcLHMgADGDmmkYNPeJ4pXjkHzKxDDPQg01mVBlzgD1NZ2YWEAOMjrSgEckfhViGyu5kDx20gQ9Hf5F+uWwKaIEORJdxKM9I1aU/pgfrVqD6j5W9SPk8U0lQQCefTPNXF+xRDiCe5I7zybFP/AU5/WpBqd1FkW/lWikYxbxBM/j979adorcrk7kSafeSYItmVT/HO4iX82x+lK9rbxg+dfRlh/DaoZP/AB44X+dQOxd98jNI395zkj86YSc9Pxpc6WwPlRaD2MRJjs2m9DdSkj/vlMD8yaedUutnlxOlvF/ctoxEPxIGT+JqlnIxzTSecmhzbFz22HEgtkgsx7nkn8TSEnJzR8uMjOaOO/51L1J5m+ojOCuSSPWkBDLlWyPUU7aTzRtJHX8BSFcaHJNGD6flTwvHNSRQPcSrFEjPI3CqBkk01qCTbsiLGcYpAmDzmr99pd7pnl/a4GjEi7kO4EMPqOPwqkTkdKGrFSi4uzQFRk0vAHXFNNG049qRNwyM0hYjtilCH8KXHGcUXAQO4yAWCnrg0nJ6ce1Lg46U5Ed2CIpZj0AGSfwqtRDefWpra6Fu5Y2sM5xgCUEgfhnn8alOnXEYzOEt1PeVtp/Lr+lO/wCJZbqPNmkuG64iTYPpk8/pVLTUaCXU7ydNjSBIh/yzjUKo/ACn20upNzbyXOB0KsQB+PSoTqaRvm0tIYcfxN+8b65PH6VBc391dtunneT03HgfQdBT9pbW4zfi1jULQZn19lx/yzjYysf6D86lfxzeoAkUjuR/FMFOfwArkyWOR+lIemMc0e3l0Fex16ePtQUfPFAx9cEGrVr44urmQRrYGVupWJjmuGxnmhA65wT74NOOIl3DmZ6XJ4rghQtdRCJj/wAsxKrN+QpsXjHSGQf6xOeQyE/yrzbBA6mprYJJcxJIcRs4DH2zzWixEmylK7Or8W+KdPk0xYra42ux3B9pAGOx9ia4yX4h6n9rS5sxCrBRG45KzHsWIPUc4PvXY33gOHxWNQilvRa3EYAsxHGFUDGMOQORkEevGa52X4f3OiWAnaGB0smxcRCUSPn/AJ6OBkAc8AdByeTXqUsRGMHGaOqdPktZnceD3vdUT7fqd/shaMRxQIDhSOp5OT6A1ZuNHuJ9T8+SVJLZHyE34Bx0O3HJrkde1a0u7PTPssrCeKEpNGARt5yMHoe/SsqPVLpMBLqZQPRzxXFUxEeYydWx6fd6VdXlsZLdDuT+Lpx3FVtOjd4WSWMbkO0kHk/jnmuVj8VPZQhU1O8uieqlRGo9snJNRReNNQj4RLcL1AKdKFiIp3bF7RNWO9W2xnaGx6ZqMwHrh+vSuSj8eXgwJbaFv90kVs2niueeMSvprLH/AM9DIFT8zitI4iL6k3NJrR26Mo/3kqCWxkBGBCx9eRUDeNtMjfY6sxH/ADzwwH41Ini/RZRgyshI6NGRV+1j3C5Ynn1GeFoy2AV2koRnHpkistNPnt4WiiEiIw+YHBzitOPWtHlGVvLcZ9Tg1ZilsZ1zFcwtnptcZP601KPQpzbOZfR/PmaWWRy7YByOAB6DoPwqe2sksZRIEimx0WZCVz64HeuhFqH6MQPQHNBsM5XPX1FVdMOZmBqV3qupxiGQQKoI8sQqyle2BzzmsWwsLrTtO1Cxlstk05KHepDYwMAe2ea7uKz+zTpKmwspzhxmoBZym8S4YiR0YsAxPJznr16+lZuKvobRrtKx51a6Sy2588MrFjlMFSOcYNXJLZLTTAkQ25JIHpzXa6lpcl7dvdOdpfGQjYxx2zXP61pL2k8Ef72XzcEKuGCrnknFO3upAqjcmzLfcQpdizY5J70XctzezRNOV8qMAJGg2gAf561fk0yaeRxbo8mxdxCqRge/HFOgsZHjGVUnA9qcN2gnJNJmlomv6TpkTQT77WS4lMgyCyjPAG7HYD0ro7XUrG8Ae2vIJR/suM/lXJHwq2pWkkkjeSEG6Ns5yR6+1Zdpp7WZiVIDNKhB+RN2WznAz15pWfNboNqLjzPc63xXqTafHG/kvKTKAFDAHjnPParWtahGnhiTUn3eT5aOcdQCQP5muNvbq91R/NvkmjKkhY5oPKYeuRT/APhKhpeiz6ZiN5tpWJJ9xMhIyFUdDzx7VfK9LGWhlX9/HJPFb2xW4MMqMwVxhj0xn1q3Y3Yu9SS3m2qZNycnBBPauW/tJI9Yg0+2iKMXBedU3BWweAMepGT7VurphLB8tvByG6HPrURi1NyZ11cQp0IQXS53F1cmw8PpI+95LdFyAME7SBmrXiOVLnw59pXBUKJAewHr+tchNHrMmnbnu0ksAxV1kZjIWP6Y6damt7zVrjRpNLt7UTW6IfMdnVdide/J+gFW1qmctzntQsoL/SZLm8aeURuv2ffIdqEkZwPwqlNZJKI70s3mQNtTj5TnOfp/9etC6t7m7CxTzyvGn3QcAKOwAAqq8FxFA0QdTDncxKnPSrsieZkrarBDDZhSyyRuGIAPY9q0dU1GKeFXtLlgQ4DFeDj8a5uclnUNJI5VOA3QL+WKsBo1lUlUih2gnYCQMDk8nOfWuKfMpaHdTUXFNmysEUs8cUqkuYjI36dfzrG/4RKC+1ea5diFMQRUAwB6mtCxuS+oK8jbIpFI3vz9B9aqrb3d9rzJDE1wudqrnjGeT6V0qPc5ufojWvtGae1tYhMdsajae5wMc1kavfa14W0F0tJlEU86pIQvqDit3V5mguYULD5TtYLnGB3FXdXu7aweL7V5bll3CBjwfQ9DzUOmnK5tDETjFwWxlK8ltaxRG5mj2oBujPJ796yNW01r2S2uvtc5aAkkyMTkH0HQc1a1O6njSN3Ro3JDbGGCM84wfarUpMkYIXAIzj8Kzu72G9dWYFnMTqN3zwQuPwqe4jnaP7RBbiaSD5wS2NuOc++cYpNKgia5nj3hm2/M/YMT0HrV5opBcRpDMNgYeYoJ+ZfQ/WriupNzHT4jX1x4avdMm09c3UhVZUfCrkDIwRyfxrnzoOqrg/Z93fg16VF4H0a78mJVltxExumCH7zYHBJzj8BV4CNjkAY9MVUoX3MppHmAIPU0ZOMjNXFhs4x880khxyI0wPpk/wCFIbiFD+5s1I9ZWLH+grxGu7OYrRqzHaMljxgdfyq2tjdtnMJQDvJhR+tA1G9i+5KYh6RqF/lVWR3ly0jMzHuxJP60XSCzLxgij2B72DJ6hAXx+QxQ01lHjYJpTnknCj8OpqivK46GnAcdM0nO2w7GgNSiVVWKwgTH8T5cn8+P0pp1W8bgXDovpH8g/SqQWjB7Uc7ZROW3fMW3E9ycmkBHuahAwOlLgjmp1C5OOtHH51EWJAHal3EjqAR2oC5Jg5zSk7expnmYpQ/I45ouAuf1pT19qQtntQCMZoAXJwMUp6DilyMdaVRnmiwaDcAj/wCtSSZjhaTGSMd8VIMA+1a+rW0EngWFUiBlMyuzgHIyWHbr90D8feujD01KWppSp+0konL3ni1rC6iuLCbyZ0j8pk25Dj1Gcj0/HpWLZX922tSzrctCbg7ZE4YS57MDwRnnmuo8OfCjUNc1WY380cMCorKwbLMxG4DHpjGfrUlz4dWbVoLSWWCylgm8tpJeFjAPOfyr1a2KnGmoNG0oxjPQfLcXF0Ve4l8xwAucADA9AOBTACamlt/KupYI5Un2OVV4+Q4B4Ix2PWp002627mQRqehkIX+dePK8m2zke5SDHpR1HIq8LWBeZLpT7RKW/U4FO32UYBS2eRh1Mr4H5D/Gly9wsUBj3z7VZSwu5UDLbybSPvMNo/M1Y/tGRABBFDD2/dxgH8zk1XkmeY7pXZz6sxNFkhXJlsI0OLi8hjxwQuXP6cfrRjT4xws87Z6swRfyGT+tVM84HAoAPY0cyWwXRcF/5bfuLeCEDgbU3H8zmo5b64mOZZ5G9AWPFVzn8aUxkjOePWhyZIqvnjPFN3nrSYxkHmjGeMUrsTHh8jOeaRTnOcUm0ntSBMHtQmwJN23g9KGf0piqR1PQd6XHT2ouwHgknr+lO3epphI6ZppwAMCncRMMfn60uewqJWPPFG49M07gS7u2PxoyPWosng4H40qtzzxQBIzZ7fSnKdhDKSGHIIqIscgY4oaTAyxA+pppPoG519r46vokVbmCK5x3OVP6Ul7r+j6i/m3mkzb+5juCM/0/SuZgtp5lLRwSkDqxXaBn3OBUv2ZFyZry2Q/3UYyN/wCO8frW6nO1mWlI1Wm8NEDbaajn0My4/lTotR0C0ORpckjYyDPOCD+GKyA1lEOEnuT2MrCJR+C5J/E1J/aUkYH2ZLe1A7wRgN/30ct+tHOkNR7s6BNcvhHusdJitoSOHkAVR+LYFZlxfXdwSbnWAAf4LcM/4cYX9ayJZ5Jn8yV2lf8AvOxY/maQueOuaTrNibiacemb0EsVlqFwP7z/ACqfwUZ/WnW5aK4VJlGnxFvmkit8MB7k8/rVeLWdRtwBFf3CKowAJDgVej8Y6wq4a5WUdxJGrf0oU49RqdtjorfSfDVynmS3qXb+styc/keRVeSxXc32bw1aXCKfkP2ndkeuAc1k/wDCWTPgTWGnyL3BtwCasQeLbW2BaHQ7SOb++pI5+lbe0gw5x0qvE2ZfCSrjrtEn+JpyN4alXN/YXVlL6KWwfp/+qqlz411ifISdYFPQRKAfzOaw7m8ubt99xPJK/q7E4/OspVI9CXI2NWtNDiiWTTNRllJPMTpyPfOBWGTzgDNJuBGPSgAdc1lJqTuS2KB3pjDP0p5I6ZpPlxgVItQAwKXB9KDkdKbuPv8AlQK48DjFB/WmBjnmlJPFAxcFiAO/HFdBpmkXmm61YrcvHbSXAbyiWB3cEkZ6ZI7E1y8+q6dpcsf9pPIsUikZjGWAPAYA9QD+fNY914jkvb63s7XV5blYebaVAwCEDjAIyCOnQ16eBwsKqvJ6nTSUqdqlj1y6ih1bTLizkt7yxFkpZbi42CGRicDG0k4OfbrXCbSCQQRg4qpa+Jdb1CwWzvQWa7uFgQiHYSFOT9enQdxW0dLnSPdMYrZf+m8gU/l1/SssVSjDTqPEVHUldmftGMe/anbdq1aZtLgVleae5cDgxAIv5nn9KjGqGE4tLeCEgfeK72+uWzj8q4tFuYWQ63sLu5P7m3kcddwGF/M8VK1nFAQLq8iU5+ZYR5jD8sD9ao3GpXdyQJ7mSX2ZiR+XQVWZi3AxRzJEuxrG6sIFIis2nfs1w/H/AHyuB+tMm1e8lXYkiwJ2W3QRj9OT+dZhJ4HPTtTs9DS52A7czHcxJJ6k8mlamg7qUA5ySODSuA4YK00KCOlJ60ZzQIXA5pNopPc0ZHFIAyM8UgLZzmkLD8/WkB5xQLYeSc0nK4z9aQnn2pCSaL2Hc77w1rRuI49zFpoAFZWIAcdOfrwM9iB6mqpisNN8bNPa3gihlIlnVmDJcI46Nk4BHIPpXJopitnmMjRAnYrFGKMT2JA69OKdb+GbrVNGuHTynSEgSNJIycnJJBAPAx0x0rup1pO10d3NzU1cl1oWkerXUGnXSz2CyEwshyMY5Ge+DkZ9qziMdKZFCkEaxIMIowMHNS7ciuObvI45at2EIBHNGOpp2B0Jqza6Zd3oJt7aR0HVsYUfUnipSbEU24waXexG3JxnuelaY0m3iP8ApeoQIR1jhBlb9OP1pwm0+AYt7DzWx/rLpycH1CjA/nWig+rEZsEM9y+2CJ5G6YRSa0E0wwjN5dw2/wDsA73P4Dp+JpJ9QvLiPynnYRDpFGNifkMVVAHTGPpT0QXL3n2NvgwWz3DDq1ycLn2Vf6k0yfVLqdDEWSOL/nnEgRfyFVCeOKTnrT9o+g7kq3U0ZyksikejEVci13U42CrfzoucZ3EgfhWcegoxzTVRrqJNnVDxWbVBt1C7vXxkgosag+mSCTUS+OtTDn93bleoBTkfjmuYIAbpQy5rT28h8zOsf4hSRQSy3FpAoVc7gxAHpVnw34rv9Y2Rx20t3cSNnbEm1Qmccnt68muEnthPA0Z7jof0ruNB8baf4U0M2VvZvJL5YKA8ea4xuZ27ck4HYAdzW8K0mjpoWkmmdrcpcWVt500TqwG9oYmDSADvgdQPbNYaeItDYEJcovsyEVvaPrlv4n0m1uprVVaQCTyHOWTn1684zTNe8I2OpaPMtpYxxXaqXik6MW64JHUHpzVe0lHcJwVtDKj1bS5MiO9t8t1AfGay9T1x7eY22lRCS7C71k8svGCOwx1J6dQB1NcJE62VyTNbJKVJBjkJGCOxxUtxq11NGY18uCPOfLgQIP05P50vrPcx5nsz0jT5rnU7SK6vrBrS4kyXgJ3bDn171DqGsRaRcW1kbP7Qb0smQyr5YAySQevGfyrzaG/u4Hyl1Mh/2ZCKl/tW9aVJZZzI68K0gDlfpkGmsTEOY9NGmWhyoWM7sZG3r6VXm0eBQzRwJvxxgkDPvXOweKJoIFkn1UzORnyo7cZHsWIA/LNM/wCE+vlkOLaBkzwGzk/lWnt4hcu2vh7WnvTcXN/5URYZtoHLRlQOAQR1zyT7YqTWW1bRbAz6ZB5kzsI2BjL/ACHrwP51Wj8eybgJLBMZ52uc/rWja+NLa8fYljdljxhMP/KqVaLHzDItOkliRxAwLAMd6kdvSlbSZRyRHx9c1dl8VabaFVuRLE7c7ThiPqATinReK9Efj7WB/vKRin7SPcaaGPomliy8p1WRmIZpORtxzgAVFD4W0ltNuL+8h2gN8hDfwA9wP5da0Y9Z0mdflvrcn0LAfzp4uLSRfluIWXPQOMUnZ7M1jVaVjkDYxKmY1YJnjKHp2pUsFDbo2w45yOMV2f7ojj8CDxR5ETDjBJ6571akZ31OOOmM2C3P15p89g8+1pt8jKu0M5ycema6prOI8EL9Dikj0mCXOHRMDkliP0703JDTucHd2u+5SHbubIHOSR+dWDC0bDI+UDoR3rYfTpkv2dctbjOJV457Ag85px0u6ux+4SSTy+WCgZArJpLc2UtbGDZaebXUEu/JilCtkxuvyt9cf1qa9svtl00qxrCrHO2PgA1tC2mIBVlz6FKd9nlPVEI/GtFaxkptPQx7KG5013ltpyjuCGLZcnPXrU8Uk1s5eJIHfHWWPcF9wM1omFwwzFx7ULDGQSykGiyG6jZ5KGFJu5PPSkjRGkAZ9gPcjOKvqmnRnJe4nPoAEX9cmvAUbmZTyDzRjjkcVPNLFIoSO3ji+jEn8zURU7fWk1YdmNCjOeM0/rxirENjdSHKQSY7kjA/M1LJZCFS0k8O4H7itk/pRYaRS8s9e1JtyPepCo9eKRQC3P5UrDcRoU9BS7D/AJFSBdp4707aQadhcpHtIzx0pNo981ME/Wl2gUWHYg2jH40pUDGBipdgB6UFN4ODRYCIAdT2pwxnkdKnisLqXhIJCPXGP1NSGxCD97PEmeoU7j+lPlbEipwO1AJ6jitDybCNQSZ5j36IP6mk+0pGpEFrAnuRvb8zT5bbiKkMM87Yjjdz/sKTXR6Re3+i28krRRM0StLDFKwO44yQQOccA/hWI97dOgVpX2jjAOB+QqFZGjYSA4ZTnPofWtac1B3RcG4tM9V8O61/a2kWusmGCKRmAuGh5QlgCD/TB5BrnfiBbxQ61MWto2F5EHEpyeowcDpkEVyn/CRy2NpcwafNHDbuAZ0SPDbs5B6leDnB644NUYNWvdVhE17fT3RBKoZRjYPQDJ4rorV4yjob1adldGhFeyxW0UETeVHGoULGAOnfPWo3kLMSzFj6k5NQg8UgDZrjcm9WclycMcYNLn3qIdeoNAbn2qREm3jrRjBBNMyc8KSKXnHNMB+0YzRtwelICw7UbnJwR+tAtxSMjikXHrzSgmg4OBxmmIAoPXpShQBwKBxxTvWi4rMNgPak2A5wKBwc5FKDigdg2DGO9NKgc5/OpDyc0EALzjHvTSuIj8s96AgAyBU8MUlyQIIpJOcZjQkfn0qyNPkQZuJra3x2eTe3/fKZNVyMai3sZ+0gEnkdsU05Xk4x3ycVohLKPBd7m4weiKIlP4nJ/QU83cS5NvYWsH+0VMjD8XJ/QU+WK3ZTp9yjDby3Ofs8MkoHUopIH1PQVZXTSjf6Vd2tsOpBfzG/BUz+pFNlnluCPOkeTjGGY4/LpUIxjAGB6UXiugWiif8A4l0YPyXVw38OSsS/jjJP6Un2sqNsEFvAD3jiyw/4E2TUWAO1Jt49/Wk5voHN2Fnd528yZ3lb+87Fj+tVpri3t1Z55I4gBn5jjI6dPyq2kLSFUQMzHoFGSfwFV9Z0K0iuI4tZikgnlhJhy2MrnBH1HBwecEGqjFvV7F0oSqy5bjEbzE3oQR2NKAd2aS305dNt44k84ptDAy9WB6Ee2KkAzUSVnoZTi4ScbjeetL05z0pfL55ox3FSQG4nik4zTgvGf6UnTIoAUMMe9OBUjgimfjR65xTvoBJlQM45FIGGSetRck9cUozu46Urie5LuBHAozxio1znPahtw5zTuG5Jx+NICc4NNDkY4pyCSWQJHG0jnoqLk/kKNx6i9aADj8eKvLpsqgm4kgtcdfOkAP8A3yMk/lSF9LgGTcXFyR1CII1/M8/pVWHYqbPWrMFjcXHMULsv94qQo/E8frTjrQjXbaWltbg9ynmP/wB9NnH4VVub24uRie4lk9nYkflR7qYKxnXWiXd94lfTrmD7dA1sTbOgMi20jEYG4cLyDkEkDJOM1gWdpJoPiS5025sr1tTEwihW1kAWQnjafYnByDXp8Wq6h4Y8HvdWeA87o5XYHLBmI4HrtQn8a0dN1RNVltbmLyfOvJIpbnyR93bnGc8g4AyB1NexhptU7Ha3yxVzj7vwg1jJHrN1qTi+glMTWm4MQ5yWfIPHc9O4qEggZJJJ655rZ8VxPH4nvHxmKZjKrEYIJxkD1ANZG7rmvNxLfOc9R3ZHtPIpCjZHWpd3JNBcEnJ/CuUjQhKkdKOd3Spd+DwKRWA56UBZDNxBOR2oyoGehNPwCDnFN+XPFAhvmNnAOBS/X86XjPSlCbsDpk4o3YtRAVxyf0oyB9PWuw07wIZ41lub1djDIWAZ/U8VcurPQvDuQbCe4lxwWQsD+J4FbxoStdlJHAmTrnGKN3ow/OukuPFEikrZ6daWyYwCYwx/lio18QapM+EEEjHgKLZT/Sl7OPcVrnPFgeMrz70YIOQP1rvrC31i8kT7ZpNgID18yEI2PYCpdV0/wxEu26SC2fH/ACzcg/kP8KtYfS9waPPNwzyaN4LYzx/KpL2KBLp1tXkkgBwjOME/hUsGk3cy+aUEUX/PSY7F/DPWsOR3sFkd+mnzWPwrlZIi01w3msoBJCEgZA+gz+NV9E1HQU8Ivpc1/FFcXSs0jEkBSeAPwAFZcHiC9063WH+27i4AAURW4G0AcY3MOmPQVUtIL7ULh30zToY23ZaUqCwPuW4H4CupX6HQpwSKMmjXYuGWIRyxjpOrYjI9dzYpfsdlbOv2q/ikHJYQcgexY8D6jNaF54b8RzsHngluT6iUPj9azLzRtRtIS1zZTwp03spAH41nycrvYxbTldIgt/F2mQ27utuZJXJWKIRIBExBwRkEkg/XNaUttrV9po1CeK7ltBwXZSEX8Ow/DFbnhg6F4UsrO9uYYWnn+aa9lTc2SfuIOdoGOp5NdLdeM7LVIIXilY6ZerJbkHCMrKfmOT045A7/AI10yg5JWR2ypxqLQ8qGQMdKO/NbmueG7zSiblYXfT3IaKcdNp6Z9D25rCyD/SuSV07HBKDg7MXI/CjNN/pSg5FTcmwuQRjvTeemOKXBBpcZ5z+FACYpT9KTp0pfp1xTACB1oyKafSmnHY8+9FhDt3OKzdTuhBt3EKAD1HU+x/pV7knr9cU9b+x063uJ57U3V35ey1RsFFYnBY+/THpWlL4jow/xl/w1qN14S0uXWtTvUUSIRZ2QIJdj0Zx2Ht+Jqg/xv8TLNhJ7Pb0wLcc/rWHLokl7P9o1G7eZv7iDao9h3xWLqWkR2MwkCBVdm2qDkAA8foa2lUjJ2R6NKpTnLlWrO91G9uNSuhfXaxLPcxpM4iTavzLnpVMgVLLNDcRWrwPvQWsKZIxyEAP65pgGcDqT0Fc899Dy6qtNjeM0mM/0rQh0e7kQSuiQRYz5k7CMY/Hk/gKRv7MtsgvLeOOnljYn5nk/pS5X1M72KSxMzbUUsx6ADJq6NJmVN93JHaJ/02OGP0Ucn8qifVrgRmO2VLaM9VhXBP1bqfzqgSWYuWYk9SeTRzJbDTNKSXTbYYiSS8f+9J+7T8AOT+JqKbWL2aPyUkEEOMeVAuxce+OT+Jqljg0YNL2j6DEIwM459hRuJ6ZpfuijjtU8zAVcDGefxrS/tYwRqtpaW8JHWQrvc/ien5VmA07Iq1Ua2KJxf3akkXMgycnDEfpU8eualCcpfTA+7Z/nVDIppHPWj2sl1A6Oz8RarMx36rDCqjOZgOfoAOatzeM5YlVYXFww+8zQ7FP05zXIZx3ozz1q1iJWGjsI/HThfnsUJ74c1ctfH0ERybeWLPXY3B+vrXA9/ekBxVfWZdQuz0+08UWFzxBDMT04iJA/wqb/AISTTVkKPPGr+jDFeaS6hdzQiJ52MSjAQcD8hVPJxxV/WmK7PXRrFhJ9y4hb2EgqYXNtKuQV+u4V46rMDkVPbSIJgZ3lEffy8Z/WqWK7juZILg4p+5+/SkHHGKdkfjXmDSFDN1xTwxxz9etNB5xTiwABoHcm+0u/+tldwOxJNNDAnjgGmbQRxUsVpczEeTE7j/ZXI/OnqUpdBc/LwAT7mr1vJZxxEy2pll7Zkwo/AdfzqAabMnM7xQ47PIM/kMmnhbOIYM8krHsibQPxP+FUk0O5MdSm2skSQwr6RxgH8T1qCGJp5cb0DH++cA0q3MUZPl2yHPeRi2Pw6U438xBCuIwe0YC/yp3T3FzFk6Ne8YjBz3WQY/nTm0o23N1Lt45CIXx+PSs5pGbksSeuSc04TuRje3PUZ4o5ohzFrzrOFvlgaYesrED8hQNRlUYhWOEekSgfr1qnkd8c09JRE4bajY7MMg/WjmJJQbm8kxmSVvQZYkU6e2ntxmaJ4wem4Yp76tdyKVWXyl9IwEH6VTeRmyWYknqScmhsBdwHQ0gJHakFXxFp6RhnuZZZCPuxR4A9sn/Cko3CxTz696WKD7RKsG7HmEJkjpnjP61PPNaNGUt7Mqf78khY/wBBUNvKYbmKUruCMGxnGcc1SVmrjW5tWPw3e116PRdSulkW6jaRnt8ghQDjGe+RWdqmhQ6DqVxptuZGigfCtJ95uOpxXev4r0rW7eFZbLUBewrmOeONXIPocEZH5VjarqlzrFkw1Sy02O5UbUuWlKyADtgE5/H1ronGPLodE5cy3OOMZx1pdgHU5NSmMA9e/wCdM24PPSuU5WJsJ6Yx7mjZ71JtGT60oXJ46e1FhXIwOec/WnlsqABzQVI4A4oCnOcYNBVwwTg5owRyfyqQDPajaD3z70WERkkd88UgGe9PwGk2KdzdlUZJ/AVY/s+7UAyReQD3uGEf6Hn9Kag2Fr7FUZ5+tHK98Z55q2ba3Tl7syf7MER/9CbA/Q0nnWkf+qsVY4+/cuZCPwGB/Or5Ut2PkZWj3SvshRpXz92Mbj+lWzZTw/Nc+VbA8ASv8x/4CMn9KR766ZAvnusf9yLEa/kuKgAC5OwZNK8VsHLFbllRZD701zK+OAkYjUn6kk/pSi7iiGIbO3Un+OQGVh/31x+lVM5FJnnGPxo9o+gXS2Rcl1G5uV2z3MsiDgKWwv4AYH6VAHUAAAfQcVFuzz39MVd0nT21O98hWEahSzMRnAHoO5pK8nZFR55tRRAGwcdqTHH3vpW7qnh6O20/7ba3LyCNgkscsYVlJ6EY6jg+9c9hvShxa0YVqU6T5ZIkGOcdKM800ZBpdo6jP4mkY7jhzxRnt39qaODzS5PJCk/SnoK1zpvDdpHHazX8y/MG2xt3THUjnrzge5HrVqe30nxQi2+oI8xt7jcGYYDsuBlWByQdwBPBIyfSseK4vl0+BLS5UIuSRJGMxAZYkEdeQDg5zgelWbRGhij/AHjFgMNtGOcc8fVK9ShZw0OtQcEjX1/S7F9LsoreVIHtv3Sq5JwpGQpPJwO1caIojfmzN1bpKqhyzPhQCSBzjrx0rX8SXKyvboCD8pZh3znAP5VgAAgjA565Ga48Q05mUpQvqieeL7NKUZkY4zlTkEeoqIMpzkfjTW9c5pAh9fyNc+hhK19Nhcc0m3GQB+VLg59qXBzx0pBbQZtOKAp/CpkjeVtsSM7Z6KpJ/SrJ0+WMZuZ4bf8A2ZW+Y/8AARk07CSKBQkZ549DRjjkdKuh9OhX5nmuWx0UeWo/E5J/SnjWTCCLK1gthjBYDe5/4E2f0xRZLcLIrpZXUqeYkLCLON7AKv5mpPs1vCubjUIg2PuQqZD+fA/Wqdxcz3DFpZHlJP8AGxIqHA9/xo5kth2NP7VpsKfJaSXEn96d8L/3yv8AjUbaxdmPy45Ft4/7kChB+nJ/E1RIUgAdx+FKIjwe1JyYJMQ884565700E9x+dSlMAf40FVOARzU6hZke1hyKd15IPFDA4xz+FSWdhd6rcpZWMfmXEuQiBgM8ZPJ46U4q7sOMbux1+l6vo76OqyzxzG0tWzE3Db9u1Rj3Zzg+gJrmtM1CPS7xbiUiOBTmQqMBR3OB6dayk0250u5uob23aG5Em1kfqABx/PP41LHbpfSJaSPsjmYRs390E4J/DNdMqz5kl0N6s7tR7HS+KfEWk63JZtptxFOYEZJXj5HJBHPfvXOmX0AqabwQ/hCzj2XP22G5Jf7TGuEHOAOCe3P41U4z16djWddvnuzOompWJN5z7HrTwVHJJqDdxkdc07Jwc9KxuZomDLmkMiZJJFQMCenWlHPX/wDXRcdyUN1pC4Hrn0qPPYZ4p2ecY/HNFxaj93egNk5NND7c9KA2W68DrxTWo0a+kLrEtwE0v7WZB/DBnj644/OtPUNS8UaXE0l7OURWCN5jxnBPYgHIP1rWutXfwr4GiGmjyriSNZp5lXLknk47AKCMk+oArhPD2u6dPq89z4hilvIShZdig/OT95hkZHXvzXs4XATq03O+3TqbOCjZPqbY8VamQARbke8IpF8T6xuxFKkbHgLHCP5Yrpbe98K6ykr2+hO7qhIWNArEDudvAx9DT5rXTrfT0u4rWS0SYcJHLswPXcRk/wAq56mGq0782hpSw8q0uWBzs0uv3C7r69kt4zzmZxHkeyjk/lVJo9MgOZJZryQ9Qn7tPzOSf0pmqRC31SeETNMI2wJG6ngHn35xVGSRY43cqW2AsQOpA7Cue+tjCUWpcrNJNSeJitpBDbdtyJlv++mya17Dwy2psJr3VIUzyfn8x/54qvoFvZ+IFEWnqtxJKvCrHgQj+8zE5P8ALj6Vcv8AwPq1kXELW90yAF44JPnXPqpx+laOHJvqXKhJanRaZouh6OzN5wlkb+OZl4+npUl3fxREi2n02P1Msx6fQf415q8TRyFJFZXU4KtwR9RUWQfRj7U/bcuyMm2tLHorajb3EJS8vtKdRzhHdf1BqncL4XuI8SXuGHTbNIyj8DmuGDc8Ubjk5NL27fQXMZmsyltYnjFz9oG8JFDEDtGehXPr9K9V8C3Ecekw6Zf6YbCSAZEM8OAefvAkYPJ5PXmvO44FN9BchcXETAxOOqtnjH49K2fF3id/DOktbXd5LdazcwlAGbKwA9cDtz1PUkY6Ct6dTmTudtJuaSR33iDx/wCFLWxuNOvdQju3kQxtDarvIyMcn7o/OvI0kjmBeJsp2z1xXnEv2xIkuTE6ws21XYYyfb/Gu18MXIOlyRTQpJJv4diQwGO2DiuaolbQ2xFCPsuaOtjVwKTgU4jk00j0rnPLuBYgdutNLGlKknk0zDDOCOaBNhuP96jefXFJhsnI4oIPcfpTEtxdxpNx9KT0wPrQadmVYC2MnFZFyon1iFH3CMDeQQcHHbP1IretdPuLuZCtvI8W75iDsGO/zHgGqP8AZdrp+tXVw9wskchIVIpDI4GeFLEBfqR+VWoaXZdNuN2TbwTSXegT6vApUeUqHKyyYVB9Seo+lTnVI4eLSyijYf8ALR/nf9eP0qlcXc1y+6aR3P8AtNkD6CpukEJShLmW4sNxZ6Q32bUZUeGLpLCxCsMdjj19s1dGuMUBsEjt42HDRDLEf7x5/KsebypIXV03KRgqR1qnpkctu8kAbfAMMp2kEE/w8+lPmuiqk/aavc23mklYtLK8jerMSaaWOQR+VRByOvan4OMistXuZDs55pR0pOcUucCkVYXPPSkx1pN/GMUm4mhBoOwO/NHA5puQTiloGgwaTHNB557UE+lCBsQ0pHGc03Oec8UDtzTAVhxTSKdwaOMYoAZg5GKTGRTyMcGm5IPtQAmDtoHv/OlyaTBxjFADTnNLgjqeKuW2l3d2odIwsf8Az0kO1fzNTm2060BE07Xco/gg4Qf8C7/hVqFxGIsRc8ZYj0FWU0u6cbjEUTGcuQo/WnPqdyy4WTy1/uxAKP0qAu7jLEsc/wARzWWiLRYNhBEQZbyIZ6rGC5H9KXFjG2VjlmHqzbR+Qqt3/wAKcMChNLYCwL8R/wCpghjI9EBI/E5qOW8uJs75pGU9i3H5VDgZzjinKFo5mIEb0pe5NJnFPGAvTFSMZuxkYpV5zx+lOUZPHeneXhfeiwDdw9acueuetM2n0wacFx1Iz7UWDqO4J4NG3nntTdpz1+tAJ3YNMBwBPHrSBOvPNGccU4cUXGAz3/Wn8nHSkZwPrTckdKEwJFBzk9KXPpTQeOTzTlIzgGnqImS5nRDEssgjPVQxA/KmZH5/nSFWABxgHp70iggZ/nT1GPHTGKlgeBJB56OyY6IwB/MioUDTPtgjeVh2jUsf0qU21wCRII4cDP76QKfy5P6Vag9wUWy5/aVvE2LbTLdRj78uZT+vH6VDNcy3UxklILHjhQoH5cVGIYI3y9w8q+lvHgfTLf4Um+FXzHbAgE/69i/6DApu3UfI+pbGmXMnEKJN3xDIrn8gc0Jo+pOSRZSRqOMy/IM/Tr+lRG9nK480xqeNsWEX8lx+tIk7oSUmkVvUMQT+NHNAfKkK1vFGcS3Ls392CE4H1Z8foKeslumdlkjH1uJDIfyGBUDzPK5aSRnb1JyaQMB1PXrSc+w1JLoW2vrhl2CTy0/uxKIx+gH86hihlmbMUTue+1SxqSC7Ftk/ZoJSeAZVLY/DOKfNqt5PHsa4ZYx0SP5B+QxRzdxOTKj7kYqwOQcEHgg1Hn5iM/nTuCOpJ7k0+GISyBS6R56s3AFZme5GBkZ5pNpz/StQW+mwpmW8kmYfwW8eB/303+FVbjyWb9xE0a+hfcTTaFYrhVI96DF34p5A9ORTkR5HCRKXY/wqMk/gKVhkSxBmy7bYx95sZwPWtE3unaJf2nkagkyTsoMhXYEB4If+6CCec8EDNUj4lj0GO4VUt52yVurO5GN6joUbsw5yOv1rktQ1az17UIrTSrS6VLgfNFt8x1bnIUDGRj6V7WCw9GUPf3OqnGVK01uezwXqpcXNkraaLcI3nq6vI8iYyGUnIwRzwetcGwAPyD8zWN4elvNLtpNJmee3LuWEUpPAU4IA/Hn6GttcnmuPGRjBpLcnEVHUd2IPwyaCMZ5oJxxikAzyf0riOYAcCnLgmkwc4OcU4HGB3oS1EehWnhy0n8I6bfB0UCM/aWAyGBJz0/iHTP8AhVIeE5ppIza6xObeR9wWdN7hR1AYcEkgcnpk+tdP4LhF54Ijhl5jcypjvjceKzzjS9VTT7WRngiyXMhySx7cdMDFelQ7I7FO8Enuee6xam21a6tyZMRSFB5jAtgdM44/Ks8KBkc4966vxTY58Q3c0s8EMUjBwXfk5UdFGTXPmTTYG+VZ7pwe58tD+Aya4qkXzO5yS3KZzuHv096tpp946l/JZEzjfLhVH4mhtXlUn7LFFa8cGJfm/wC+jk1RkmeeQvM7ux7scmo0RBeaO0hBE96rt2WBC36nApov7SEER2XmMP4p3LD8hgVngZPXJpSpqXN9BK5cm1m8kh8lZ/KjznZEAg/Sqe85yTnPUnvSquc+3HWgqvc8VN2wGD72c04deT1pdoxj9aQKOuCPY0DSHbcjk5H8qMjOf6U31wfzo+Zep/Si40Pwfejt1pgf1PBpc85oHew4njIGaFY4OaQfWk3r2oDfUeNpHP8AKup8A4j8QpdF4EEQ2jzTgZbgYx36/pXJ7jjAPFABB3dP6VcWou7LhJRd2jrfH2hX9nrF1qUlu7Wc8m8Tg7lBPGD3H0NcasrpIrxHa6nKkjIB+lWpLm4mjEclxI6ZBCs5I49qhC4NOTV7oJS966OntPGcsmjNpWs6fb6hb4GwqPKZcdDkd/fiuVZM5Iz7DNTAH1/OtHSNLbVNRS2WQRphnkkIyEQDLMfwo1m7A25PUyNhA6U4RkitTX73RrKcx6fblrePC+bLy8jd2PYD0AFdp4V0DSr3RLe6ubWO6e4i8/KsfkGcbPlYHd36V6FXLJ0qSqTe/QUIKTsjzowyKiuVYKfukg4P0NRchuelen+K7/TdI0DUjFYWtwtqEhW2FwQCTjLeuFHYeh5rKXRtINuHuLdCMBZpElKGNyM8DJAx6HPSud4VpXZ1U8FKs3yPY4Xcc4qWG3mufligdz6IpNbVythptxJDDafamXBWWZ8qwIBBCjH61UuL+ecbWfZGOiRjYo/AVhyJbnHKLg3F7jH01Lb/AI+7lI2Iz5aDe49iB0/E00NYQjKW8sz9jM+F/If411mi+DrK/wBGGoXuoGBHyQYwDtIJyDnvjmvNLvXRbyPGLCYYJGZFJBwfbitFA1VGSPUNS1OCOD7Ofs4a4swo8x9qqp2BiB36jiuGtfCaapJLDo0Dx3cJCiGOYSJKvY8nI6E5zW14a0zTPGzxXWoFrW006NElBLK7MScLzwAcE8Z/OvYY9Ps9G02aHQrK1hmRRtVFA3d8E9ckdM16EMTKlbk3O5qDjZ6s8k1Ke+0KWwsxp72uqWsYjkt8gR3MTE/Mr5x1yCCam1jxPZRXVvLdXNvLDNGCbVwWl81RhWTHC44BzgcZrsdQh0bx1aLFOjx30bsLZ5T92UDlSoPGehB6445FeR+LNGudI8qbUrAs8bb1VnIUjpnI5I9uKiriJT0kRLmpy93QmZyWYh25JOSckknJye5ppy6spycjH51Db3JuLdJiiIXG7aucD2GamUnrkZrzm7SPPlfmuz03wzrHh7wZ4WghRgbiSETSbRy8p6IPyOB2HJrrdK1a21uyW4ig+WdMEOo3AdCDj3r521e7aFYcNhhu25PTI5x9a7r4ea74jk0dYNO0xJIFYj7ddSGOFcnnHGXI9BXZC00ehGLlBSR6fL4Ws9Q05bfVcXk46XAQRuB25HoPXNec+L/BzeH0W6guVltXbYA2BIpPQY7j3FUfib8SBb250bTNQYznAuZImwFHdeOck9R2H1rzPTNXvdT1GCNpZriVjtUFi557ColTNHhvaQvJ6nWbiP8A69NyQeSMfWrsemSS8NLHb84Bum8oE+gJqC+s5tPnaC6MaSJgkGQdCMgg9CCOcisXTkjy3Bobba5FoVyt60CXDxAlI3OAG7N9R296zXsl1C7bU9TIuLuY78N9yMHooHsPXvWWyvq3iB4UDNBbKPNAIILZ4AI7ev0NbjxyAcxOMcfdNVJyUbGrm4Rsitq1uLzT5ogu5tpZfqORWX4Yn3mZAeSAce/etva57N9KpnTESVp7aLyZ2bcWAIBPuP8ACoV9ma0MTywlTlszTGaCeeaxodamXUGtdQhW3kP+rPUOPr71qiUZ96HFpnLJWJQc89qOf8inW8U1y5jgieR/RBnH19KurYQW/OoX0MP/AEzj/eyfkOB+JpKLI3KIx6Z9MVZt7C6uwTBbySL6qvA+p6VJ9v0+24tbPz2B+WW6P/sg4/Mmq11ql5ekLNcuUHSNTtQfQDiqaiitC/8A2dZWo3ahfxqf+eNuPMf6E9B+dQNqVrbuf7PsY1weJLj96/4A8D8qzeOnagHnpS9p2Alubu6vGDXE7yezNwPoOlVWiGPepjnOKQY7k1Dk2FiLye5OOOlIYD3qbIzS8c80hlcw9c4pBER04/Cp8+9GcdelLUdiAAg//Wpx+YVJ7Unr6Y9aBEZ6HApCcD60849KMdc/pQFxgIxzQKcVBxgYrY0LQY9Xdg17FAF/hIyxHqBTjFydkCRi4znOPenBXYfKpIHUgZr0i38PaPpULTPA07RjO45cn6CsO+8VrGWSxsfJbPDS8cfSuj6vyq8mPY5TyJT0STr2U0za/Uhh+FbQ8T6qTnz0A7kRrn+VT2uv63cyCKIrMSeAYFP9KlQi9h6HOEMB1zzQSehHX0r0ays5b2I/2rp9krHphRuP19KyNa0rQbcsouVtp1UnYjFs+mRzTdBpXTCxyBPHHam7yD/OndOccVZg027uI/NEeyMf8tJSFX8z1/CsOV3EVCcmnxxvLIERGZz0VRk/lV1oLC0PLNeSY52fKgP16kVLHe3jQmO2iWFOh+zRn5vq3J/WtFABqaSYcNfTx2q/3Sd0h+ijp+NOa8tLNs2dqHIP+tuMOfqF6D9ahGnXjgutrcMD3EZ5prWF2B89rOo94zVWaWiB3GXN5PdtunmeQ5/iPA+lQEgfWnvDIg+dGX6gioiPmz2qJX6iKW44zinKT1yKbgDHp6CnFR9KxLHZ29P0p465P5VECOmfqeKlhSSdglvFJO57RKWqoxb6BZjh6ClC8ZFWv7JvY18y5NvZRnvcPhv++RzTXk0i3ADz3V469VQCND+PJxVOCivedjanhqtT4YlcelKQSM/pUo1ey27Ro1qq55+dyfzzT01DSGH7zT54ye8Nxn9GzU81PozreWYhK9iJWORwfxpWJB/+vU5OjykGO8u4Sf8AnrEHA/EHNNa3tyR5Wp2r/wC+rp/Q07LoznlhK0d4kJ7DGfekyA3+NW1065J/dtbTcdY51P6HFObTNRQZaxnI/vIu4fpT9m3sYunKO6KoJxx+NKCc0rq8PEsciN3DKRTVdGHB/OlySXQhihVPanEADknFEdpdXLbYNznPREJrd0+CysU8y806383t51zvY/8AAMHn8K1p0OcFcwkVpm2xI0rdgikn9KvDRNQHzTxLbp13XEgQD8M5/SujNrJdw+aLm90+3I/5aQxwp+hB/SuY1SKG0kIiv7e7cnnaCxHvk8GlVjGl0uenhcAq9ryJRaWEGRPfPcNn7tpHx/30f50yW606Nh5OmouO885dj+AxisppZG6scemeKjYnGe9cUsVLoj26WTUoatXNpb3TCjeZayqewilIA/76zU8VzowXKtJE47zQLN/M/wBK54UoPPbpQsXNGkspoS2VjoZLhZ4iqa3HsP8AyxKvCv5AYqFbOQn91LaSE8/JMuT+eKw9xPfApQo60/rV90c9TKIPaTRtG0uw2fskp46qu4fpURUqTvR0PoykVlKXVvkZl+hIq7Fql/AAI7uYAdt2R+tV7eL3RxyyWX2ZE4ZT0ZT+NOI396P7evXH7z7PLznMlshP8qBqEbPvk0+0PPVFMf8AI1XtKbMJZRWiG3jCgZpSigdSTj8KnhltLptqafdbv+neUt+hBrRGhkQNPNM1mo5/0sICfwByfyrWNNy+E4auHnS+IxiRjG786THIIJqS5EURBt7lLok4IjjZfxyRiogWPVSvtmpdNx3ObmHZ7k80Kfm4PFNzkdKApxwfzqSbkhdlGCKXzB+PpUbA8gGkx06ZoHclLD1zn2qz/bl9Z2bLBOYlUf8ALNQpP1IGTVFsdQeat6LHaSaxaRamA9k0oEwZiBtPqRzjpVwbuVFq6ucB4iujquovcSRpHuGWWNcKx9cds9SOmelWPC7aVbW88k17Kl/KGgWAQk7kbAyrgjBznPsK9o1LwN4X1bStRGmW1vugd1jkjYkg4BGTnnr3qjovww0K50uDU7GJorie3zH5spcJLkdPY4IP1r3VUhGj7q1OibfMcHaaSlvqy3LyPJFHbNFFlslWPc+o5J+tdQJ9MtlXyrI3MhUEmaQ7VOOgUYz+JrPFldGd4kgkZ0JUgL0IOMVILURMPtN3BDzyN29vyXNePKrKSsznlK+4kztd3OVhijLcBYl2gfhT3029hba9rOCT/cJz+VRmexiOQJ5jnvhAfyyasLr08GRaBLUN18pfmP4nJrNcvUkYNOu8bniMSk/el+QfmcVIlvYxDNxe7z3SBc/+PHj8qiGtXw63czD/AG23D9c1Xe4M82+QglvQAfoKacegWPaPDcUOleEoJSrxxFTOQzbiAeeTx2rz9fFuntdXc+q3Ztnml3QlkOwKP4dwBwfTNZNzOllBJBZ2usaWZeJbe4EkcUqnqwUkqee49aj0vTp9V8+C3vxZvGvmvI8YkQoOuQcYIznOe1dcZctRJGvVIXX9StdV1I3VnIHhaNFVyCN2BgnkA9ayihxnFaD6m8W6O1NvjoZ0iBaUf3iTnr14qmW3Eljknk1y1X7zZlJakflHnI4FCxjjmpQ2SAuST2FXhpM+Va4kt7VCM5mkAOPoMms0m9g5TLMXzZBx7YpCnarlzFbQkCC5aY9z5W1fwyc1VYkc5oaFYYw2jA/lUWdpB/pU4PIp6qXYKFLHPRRk0rNhYg3H8Pemn0zUrjkgggjtTdoPRe1JoREOM9T6d6fknGelG0dqGwFHJ54570CGjrwSOaCDkc4pccYUce9KF5wSPxpBYaMev1pGwehqXydwOT9BTNpQ/dJpj6CqpBz29aXG7qaTc+zjgelN5zgnmgLjtp6ZzRnjoKsxaXeTRmURNHEOskvyKPxNWDa6dBGGmu2uJf7tuuAP+BH+gquVjM0b+CcfhXe/DaJk1W7klgfymtiN7Jx1BIGeuRXLx6ituA1naQQsOAzL5jH3yf6Cuo+H+oyz+KAl1K8jyQOo3NnGMH+QrWmkmOD95HnnjLSxYTNdpuFtKwDKTlVdl34U+gBA55yDXHx3yxD5ZmDLnoetezeIGhm0VomCP+9jKg8k/Jg/oK5zRPAi6zqKfY9J3LnEky4CR59c8fgOa+gWZuEVCSuazpp1LRMrwsjyWzX+pwSSaOsgSZgefmUnGM5wfWuvsbGzn0WG3hnmmtmZnmuHl8tw3QsScg5A6EevPSu+034d2dlDFC91I8WwRzwADy5F7DHt+fpir58G+GdOsiiaWjqikqjOxJx25NcmLxixCStqddNyo/w5bni1yyNOxhDCEHEYY5O0cDJqBpCOg5+ta194s0a5NzBD4dsrdvmTcZXLoegIPTI+mKxUZZFDA5HevKlHleplicHWpr2k+p0WheJ4NO0+607UbeeW1nUgNCw3LkYPB4/GuVd3PAckDoCcVZZCwOMgfrUflHAGCTmhyurHJKbe4kFzPH8qysBkEYPQjofqM16l4RuootQEcTSM8sH7ySR8s+0jBPqR+gry14Qils4x3rX0u18Y3l7b3Wj2Jihg4W6uAFRs+zEZFa0nK/kd+DSlCUWe6Wmi6WL46nHaRfa3GTNjk/0z70a94e07xJYNZ6hCHXBCOOGQnuD/AJFeeTeNH8DaY02t6imo6lOci0iIRE9lxyR6scjtXIal8c9WvCI7CKKxB4+UCRu/OT+Hb1q5wae5tCjObsRaz4dm8M3jafJMJ/KGDIq7eDyOPpiq9navcbjkKifeJqtFqv8AaU3n6pc3BlmwxuJDuB+v9OwrStXltHJh23ED90Oc/wCFS6fvKTPNxEOSo4kWk2mha5rDHUEU2NhE0vlyybTcPkAD6dTgdav3cnjnxlYxNoVrDpeiMu233yrEzIOOAMkDjoB+JrntTgg04tdRPsjkYqYpONpPPBPauz8H+MNMsdEtLC/WW2ZFJWVwSjgkkHjp1rqik3aJvGpyUlI8Z8V+GtR8Nat9i1F0aVkEivGSVdTxkE4PUEdK6zwgbbwnbpqU8a3Go3CZhA6QKevJ43H8cD616X4h8PaP4tjW6DQ3LRLhXV87Qe4I/keK8212xufDcX2LUoJPLJ3QTKhKt2PPQcdazaanZ7Fur7Sm7PU0bDxDr+u6reW2n6Ut607FuYixhG0Dgngev412Y8CeK7/R7KOWWOJ4o3jZZQhbaW+UYBwMDOOaydD8XwaNoMoS3li1B5ULiE7DKoGAS2DgD+vvXomg+M/7W0O6uYbYxyW/yokrg78AHJPbvxVz5tkKLU6aVjw5NDttLu5rKZZ5Z43KOkMRU7h13ZPJ/Sti10pScm3uoUx/Hc8/kP610XjG41G01Tz7OBLhb5BcpMkeMK3QEDvgVx0x1a+fbdSyKD/AQVH5Dms1TnU0TscNWShKxduZtHtSVkaaRv7qykn+dY93qCTEx2FvKmeAxmdmx9M8V0GnQS2kW11gKDn97GoH1OOT+JFWbjU9LRApjhlb+7bxgZP4f41KcKMv5ifiWhxF7o+oakIMFt8bZ+dtxz7ADj8a6+0tY44FNw83nKvLTyghj3OAMD86r3F5qflZs9LMMR6bgC35ZrBgvg+ohtTV7hBwVLYx+A/lVS5qt5R0GpW0ZuXd/LKrQWmpyTnoIY4Rt/EjFQQ2Op7Nz2MRPcCXa2PpXRW32SS2V7VEERHy7Riub1W41ewuRK8rNb7uAgwD7GuanVlUfIvxG4pajJpEt2Au7a4t+erDcPzFOgRbgFoHWTHUKeR+FEni3zkKNpqMhHRnz/SsvTdLu9V1AJZWzfO2RtJwg9zXVDDOS99WZDeuhqPFIow8bKfUgim5IGB1r0SPwZYG3jBM0coUbjFIQCe/Gazb7wtaWwJGpygjorxq5rCWH5epfKcbuOOeuKCcDjmreqxR6dAXaWKRs4CeXgn8j/SqWmym/kx9mMcYHzSB8gfTPWoVJyjzInrYXOfalJxzUlwsSSFYizAdyKiwcZrF6aDFLDAP8qNx3YphJ70mSTmle4D80m70pnGO/wCNICRwKQK4/PPtS47dqZzzyPpQG9TjHvTDqOyRxmnRs8bZVipHQjioi3Oc80F/c0X1GbMPiDV4V2peue3zYb+dSp4ku1jYTrDcOTkGWMEAe1c+XAzmkDbgBgn6VoqkrDOgHidw4b+z7Dd0z5VO/wCEsv4yRAtui+ix9ay4dPnlTeQkUeM5mbZke2eTViM6bbpuKPdSY4BOxP8AE1alMY+TVdW1OQxiV3J/gjXAH5Un9kpbgPfXccfpFH87/pwPxpkup3LwiNCkMX9yFQo/HufxqkJASR6daHLuJuxoG7t7Zf8AQ7VVbr5svzPn1A6CqheW8nBlkLMxHLHgGo2OT3pMnnmk5E3O70LwlHbOtzcz21wrLwmwkD3Brcvb2z0tVEoKAjgpESPxwK8vh1K8tMGC5lTHQK5GK0IvFmsplTd7xgcSIG/pXRCtBK1ilLoat5qTzSM1t4jZRyVRoHTHtwD/ACrHOu6zbybvtsp9Cw4P0BFWP+Ew1UEk/Z2J4BMI4pknirVHXBeHB7eSD/OplOL2Yh9v4uvlYfaY4bmPPIZACR9RU76rol6WMuhsh7tD1B9eMVg3F9LdSK83lkr2VAM/XA5rUtfFeoW0YjhitFQfwiAD+VKM+jBHOQaXfXQ3R2knlj/lpINij8TUr2NtA2LvVbcAHDR26mRvz6U+61WC+cfara7IPB2XWcfQEYqo1ro8gyLu7gPpJAGA/FTWM9PgR6GHhhn/ABZE39o6PZtmzsHuGH8d2+R+Cjj86jm8SajNC0cdx5ETdUgUIPpxSHSLVxmHV7InsJN0Z/UUg8O35H7oQT5GR5U6Nn8M5rnqPEM9igsDH4bfMzWndjudixPqaM+3J96sy6RqEIzJZTqOx2Eg/iKjisLqZwsVtM56YVCa5nCb3R6EatO3utWIs7lODinKBxzWqvhjVtuWtQpPRWkUN+ROaiOg6oAc2FxgdwhI/MUOjU3sONek9OZFHBByTxRzgmrL6fLCMTgxnuGBz+VM3RxjADP/AL3A/Sps1uaJxew1c54znrxWxpl49ocvaiUZyDI7Lj8jWOLl87VAQf7PX86YZXY5JJqo1JQd0yJUlUVpI7SfxdFdR+TO88CgYJtWBJPpkiqNrc6FETIrP5rHJeeDzD+hx+dcyTzmhWB6iuhY2p1OT+yaEnsdZP4g03aVWC6uT3WR/Ljz/upiqT+JbpUZbRILND2gjAP5nmsPsKTqDjNRLFVJdTanltCnsi3NdTXHzTzySE/3mJ/nUakuOO1QgEDAp67uhrBycnqdqjGG2hJ069KXgjGPxpscUsrhEVmY9AASa1YfDuokkzRpbIo5a4kCY/AnNONKUtkTPFwp/EzNHFABJwPzrY+x6VaAi5vnuJP7lquR/wB9GnrqVpDj7DpESN3kumMh+oHSt44SX2nY4K2d0Y6R1M+30+6vBi3tpZT/ALCEj860k8L3cSK99Lb2SHnM8oBx9Bk02XWNRuFKveSeX08uLEa4+gqp8pO7HPq3J/M1qqNJb6nmVc7qy0irF1rHRVYIupXMrc7nit8qPpk5qM6bYMf3eqoM/wDPaB1x9Tgiow+D1o3jqapqm/snIszxKe5bGm6RAgNzqqyt/wA87SMsfzOBUiXVhAMWmlLIe0l2+4/98jiqBYdhmnhueKqLpxXuozqY6vU3kXpNX1GRNi3XkR947dRGP05qiwVn3v8AO/8Aec5P60Ee/FKEGM88npQ6knocjbbuwIPGDShRzg/Wl56DtQSc4FZ3bFYQrikMf1p6xnsDmrENlcXPEMMkg7kDgfU9KLMVinjH9DSqh3E9vrWgbKCHi6u4oyP4Y/3jfpwPzprXFhGm2G1aRu7TOf5CnyjsiisJeTaiszE8ALkmrI0q5Vd8+23j45lYKfwHWg6pdBPLilESf3Y1C/r1qsXMrEyOMnq7Hp7k04NJoEtdDuvBEN9bS6oJIMxSKskaAbTtUsp4z7etb/h66i/seysLZGLRMeW4BySc5/GuF0nxxc6dc3FpLYgsbUxpOr8ctkNz1znjHpVK28cXOgJCkFh9tKnOVmwVz2YY4+teiq0dmddRXkkh3iO7uZNev0kkYKJ3HlqxwMHtWHwT6Cr+qX7arqFxfOixvO5dkU5Ck9s1RKZHHWvMm7tnJPcQ4I+U0iAA85I9AaUI38WM+1GwjoCTmkkJoTGfWpbeGWa4SOGKSaUnKxxDczY5IA7nAqPa3oeKVovMHKnn0NOOjuCOi8eaxqU95az6hbQW1p5eYNs4dkDfwydt+QScZHbtXOo9tJGy3MEsvIK+XcGMEd1YAfMp4yOKpHSLRZQ5t0DDkE8mrIjVduK1lU1vEty1ug2xxXTmxhjhtXAPlEk+W2Pm2+xPY1KSQeQSfrTOFPFN3E9T0rOc3LVkN3JhLt5wcUNJwcfqKj4I570wEYPPFSmS2TbsAAnPrSeaxfkcZ4IqJcZwSfqaCPfihsE2aFrdwxFjNarcH+EM5AB9eOtTza7ePH5Uci28X9yBAg/Ejk/nWQNwzgAilPzdRg+9PndrD1Y5mL5JYgk9fWgOCeuRj1pudvQH8qAWyGH5GhO7BNGraaSZwHluoYoyM9S7Af7q/wBcUXcFgkWLb7XIw4aSRQi/lyf1rubvRvM0eLRNPKxSOQokAxucR73ZiOpJIUZ6DpXmFlqV/o2tpcvHHObZjuguMlcjOcjvj+de7g8shiaUrP3l0NK0HTs3syXAycMOT2NKQRjjiuv0zxwNWtpXutFsOX+TEWfqRkcntmri6ho1wpnGl2EPaSGdcn8x0P61x18tqUFeZtQwzxEuWmcPHFJK2xFZmPRVGT+lXV0e4Vc3MkFspGcyyYP5DJrf1fUbO2dE0+MLaSoJFMEmwjnBUkdcEGuYnkVpWaNXAP8AfbcfzxzXE4xiYVabpycJbltY9LgT969zdOOyYjT8zk0h1Ex4+x2tvbEDgouWHvlsnNUskDg1YsreK4Yme9gtlHd8kn6ADmhNvRGQyWWe4ctPI0jHuxJq5bQWx0xNReF7i027nkjuAjLzggKQSSPU8UyaXS4I5PIS5u5QDsdj5S57cDJNO8C+A7PWFj1LWruSGzmZlgto2IZipO9mJzhQSB7mt6UY682p04eEZN8x0w8PeHIfDz6mNVF28kTSWyFwin0BAOT0x6Zrk9C8XzWOsJdQaeY02shdohiMEY3AZGSPTNeq3/gXQL622xC4D26+WDE/KjOehGDjPQfSvMNc8M3WjXSLxcQTcwzxqSH56Y7H2pSWt4o2fNTT5URX2oRXZjKRMmOW3EEnAAGcccAfmTXet4ktYryz0IxNa6cqsHaFyhZhjaCQcjOd2Qea82udLvbaASzxiJD0WRgG+u3OcVzepeLvEUNy1nbxsITjIWPeHAA6HqAMdM1pTkm25kUZ3neR9F3Piuy0W0Q3d0WiWPPnyck49cdT/OuRvPEt1baPfeJ9WlaFZ49tlaE42xZ4JH95iB+GfevPPCtlf+I7pX1u5b+zbBFurtX43ckog9Acc+wNc7478YXXia+M0cbLpsTmOAgEKx9fy4HoPqa2vGMeY7F7NP1Ofm1SeS6eV2JeRixC+pOf512+mJLDYIs/EhG5gT0J7ViaB4amiittWvEIWTLQIR1wcZP+H410uCT1rhqzuzDG4mUl7McHAHUUglIHJB+lMaHgtkZPegAnqKzPM1NLSJohqlo1xEksazK7I3OQDnH54pfE2pa7qGt3EcmtTw22AUjtgFKqe24/0xWY0v2NDc7SfKBcqOCcc9fwqrbasmtCS/jSREJ2BXIJ4HPT61rGpJLQ7KclGi31Kc3hqzuJDJcX2oSuersysf5Vl6J4edvEqwXSt9kikDMxH31zwPx710+CTwe3cUg3K24MQR0PpTVRhSxUoy97VHa3fiAWcq295o+nPHtzGIG2gr2wCOPTHaoF1Pw1cMon0SaHPG6ORNvPqc1wOpa5qK6raw38ge0YFYwqYCnjnPUn17VpBCMqy/N3BFbe2dtUY1rc947MteOrOyg0zTbjTLe6i8+UvC1wMo20dApJBJznPTArSsrLTRpdug8RQK6QqGjYhgpwMjBHY8VgSxCWMRSgNEDkIegPrir2nWN5Kv8Ao0eI1GNxwFA+p4qlVXQlzTVjSgstBhkEh8QmGUHO60wP0A61B4tmXUtEbTLS8vr5Xwwa4VjtYcgqAvfpye9IINNgYG9eKeQc4tk5z/vcD+dOOrSxuRZNcWydB/pDFvzPH6Vr7aNrNkJ2ehFoOoXCeEb2w1XSZYSkLLHdSJnAPPUjoMCur+FTJdm9V9jj5QN3TJBrj9V1HVb3Rmsk1OWYTOY5opiDsjxnOcZOTxiuj+H1/ZaLc2ejwRSPc3DlnkY4UKBkv15JwAB0oU4t2R30eZxasdBr3hnxFBoUEgcSm2HlCOyY7xGSSD8w5xwMelcgNB8URgm3iuOTkm4dTnP61t+IfjLd6fcXGmW1lb+dE203EhLKRgH7nrz3OKZb+K7WRU+06Zcq7qCTHKGBJHOACMVEd3zE4mi4pTfUxZfCXia82faZbdEHVfNwD9QBWnZ+F9Ss4wsUulQeoVXYn6mppbvw3cENNPqdseh3K5A/LNRSaL4au+YvEzK5GQrzEfoatxUlaxxpW1LFx4cvJI8XGpaeRnO3yief++qjXw0iDL61p8Rxzttxn+dVm8HwbS1trcNxtxhWO7P5GkfwnfxsoW2sZFI4ckrn69alU4x6Dd2PlsLSLKv4oVQOnkxIP61Vmg8NOBHe+IL64A5Kbl2n8hTJ9CuoFJe0s4z6GQZ479OlZM95HZhgZbR2A4WN2Yk/gKiLipWitQem5uxTeDbLBh01rll7yKzZ/DpWkPGaQw+XZaKyr/soFA/AkVyEElzdgM9q0Sddzy4H61LNHAi4SdmbuAMjP1qqlScd2Ct0Nm58W6rcDCxQQqP78oB/JaxbjULu4UmfUDGhOMQRkE/ieagbA4yM+1N+grlda4aiC3tBKZGied+pad85/CppJ3dQuVVR/CgwP0qEHOaTiolVlLQVhG3HgdKTkdc078aUYrO4+UjJPfrQTgjpTj6jH+FISW5yKAsM3c8jmg0/AK8qM9jimYDHv/SgVhrssZBJxk46UBtxyM49xipPLY8c59BV+DRLlkWa4ZLaInhpTgn6DqapQbGZm0n8euKntrKa6YiKNpMdSOAPqa0CdPtcrHAbuQdHlJVfwA5/Oopr65uU2MwSIf8ALOMbVH4U1FLcnqQNbQ28yieUOpHzCBgzL7Z6VYGorbE/YbVYcjG98M/1yehqgQ5IKsNuOm2jDYzxg0722KHyTPK26Vmkb1Y5NM3dwMe1JzRtJXn9Km7uINzYJ7elKSNvNNPGaTPYjNFwuP3D1phc9jyaMACgr6Gi4Clsds0BuOn5U1hxQM5xSuFx5bjvTSefpQcUmRjOadw3HAnFIwOMgnH1pNw9aaWPQCgLm9ew6HPDnTraxmkPrcmE/lXOPomqCUv9lcoeQsDLIAPwJNZyQyN/AWGOuOKmQmL5hPsPohOan66no0fSTyNP4WWXt54VxLbTRgDkyRkD86jjSJjwEZu2OtWI9duolCR3VxIB2kc4/KpV8S6gHUuLd1X+FoV/njNCr0mzCWS1lsy1HY6jaxCR7h7ND0Lz7Cc+gzn9K1LaPUZ4G232rXSKMkRnyk/F3xmskeJ3BMkFhYQzn/lqIst+Gc1mXeq318+bi6lk9AW4H4DitPrdKC01Kp5NXfxOyOgaLT7aUtc3NnbuBnaubmQ/VjxmmP4hsLNw9lb3Usv964mIX8FXgVzDBhjJUg84BzTTknnNYzx83ojvpZPSi7y1Nu/8T6lqOUllCRNwUVeD/WsdmAPFRgEUuPWuKc5Td2epToRpq0UPDdwKByetAUDoKkVSzYA5JxgdTUpN6Gmi3GACgYz71rW/h3VLsBktHVM/fkGxfzNWBpWmWpIvdVVnHWO0Qu2fr0reGGqS6HJVx1Cl8UjEKkjjp61bs9MvL5gtrbSynH8K8fn0rYh1CwtD/oOjozDgS3j7iffaOKZcapqN4/727eNMY8qD92gHpgVvHCxjrNnl1s6WqpoaugRWmH1XUIbUf88lO+T8hUgm0O23C1025vHB4e5fYn5Dms8RRK5dQNx6k8k/jT8jnBrVezjpFHlVcxxFXd2Lx1i+w0cBgs19LaMKSPQk81QZPMcvKTI56s5LE/iaPel4/Ch1JHHKUpO7Yox3A4o3LngfpQFB6HirWnWa3d6kTkqh5Y5wcemT61OsnYdODnJRRWB44FKTjp1rsH0PSmjaB4JbK4IBilM5cMT0BB7H1FcrNbyW8zxSqySISrKwwQe4pyg47m+Iws6FuYh6kkZpTngU4AY5/nSYO7Gaho5hwYAUbznp+lTQWstzIEhieT/cGanbT1hJF1dRQkdVU72H4D/GnysLlUHcPenL87BFyT2A5JqfzrCBgYoWnI6mY4U/gP8AGo5NTuTkRMkI/wCmSBMflyaNFuK5ZjsZSAzvFCvrLIF/TrShbCA/vJ3mPZYhtH/fR/wrKJZm3OxLdyeaD04YZ7Zo50th2NgaokB/0eygQj+KT94f14/Sq9zqNzdcSysw/u5wB+A4qgMj8qUMe9S5sNhxI5GaXODTMkHpTt44yDSEBAx71NPomrX2jTX1hayTQwttkKYJBxngdTUasp+9z9K9Wa0bQ/hfLE4WOSRNzsvOS5HX0OOPataUU9WaU42dzyGxtGgtFikJZ/vNk5wT1FQX/hfVzqVvqbWkn9nELL5+RtI7Dr1JHStEOGfAIGTgHoBXpdvHHr2gPoYu7OO7hVBDFyDhRwT6555HHNXTSlds1p8zcpI817ZNIAd2a0dW0m60S8FtfRqkpG4AMGBHrkVQDjtWL0djmad9RrDJGOO9O2cUAqc5peMYpiG7T1Ipp9qkyQcdqRlOeKBDGAPPp0puzIP9alKZ703ac5HWkBF5WRkU0oQOasY9qQgYoAr5OOQaZk5yBwauYBUcCm4XHTn3osKxVdR0GD3HejeVGCBirJA6AYFTw6Rd3K+ZHA2wdXbCqPxPFPlbAz97DGAMetNJOC3I9q2G0yygH+k36swODHbrvP5nApftNvAg+xWiq4/5aTkSN+AwAKfJ3AoWthd3oBt7aVx3YL8o/HpVpNPtInP2y+jBHWOFfMP0J6D86ZLdX9xxJdSyL02FsKB9BxUCI7PjaD6Ad/wqo2T0QK72PS11NGt4tQtiSnlpcD1DxYDj8UJz9K8z+LELQ+Po5LNcW13GryEDjOTk/iMVpaJ4u0zSGmtNQufLQsWUFcqTscFeO7ZA9K1/EeiS+LNLU2FxbSahBaR/6OXw7oAMkD3r2MPWdN+0joelKPtKUU1qjkB4uht7DQzaTrFPYM0VwirkgbiQ+O4IP5g0miazpeo3WpRXM11C9xdGZcgKNmCAwJHA55GDWXo2i3mmfaZbqB4XlcqquOcKSD78HI/CszxfaO1xaXaKC33Gx7cj+tYV8a6nuyRFOtKlUfJoegag2nR29naac0jxwoxeWQ5Z3Y5POBwMDt3NZ5kKn7pP0HFVYJxNbxvj7yg/pUvBAGSB29a82TuzjqzlOblLclB3E84puSBgmgcAYJz70gUBiTjJ70rmY8HuT9ea00vnl0U2UU0UM0UiuhlkKq67wdmR0OTxnjmsnaMk7iM0qWz3EUhVC8a4DEDIGegP1ranUcWaU3KMk0eu6Pr01q32e/by5QQu0tnr6dq6MaVaXpldpZjFMDmEPhQT1YY5B+hrxG/tb2+FvdahfMkUcyLM6vsCqSMByvAA/MZrt7D4k2VxqEWm6PDNqFy8gjBjQrGozyxc9gOeBz611KPMro9SalKKkkUvFHw3urRZr+wuftUCKZHWdv3igcnnoePoa4fTDoR1BIdQ1JlTBLpbIWYccAk8DP0Nb3xF8f3UWvSaZBqEkdsIRujiIAYknqRzyO2a82F2za8sioRDLHuZgOM4rGT5NxywMY0fbX+R6foYsJNO1LbaKkMzLHIrHIkVQcZH4mucurXRbaOWENI5X5YookwkfOQCT1APpWZD4xm0ycaXbWP2kzkHlyCD04A9uaabhZblUeUxCVwDMULKgPViAcn6UNt2OWpVThG25aOpwXdosCSozRNnarZIB4qJnYHAxXLaPbS2OuXkUm943JCyoh2vg5Bz2BH+FdMASp71jKxhXk5yuPDs3Xt1q9aaZfX+77PAzKoyWJ2qB9TgVXtWktphLFtDL3YBsfgakurq7vG3Tzu4/u5wo+gHFCUephYqanaJJpV+n2kwXUUeEtgBKLg/xYkU4A68EZrI8PxyW2meTJBJG4cn5x1z6VtLb7mUE4ycZroIPDthJexafc3N7a3UvEcksI8l29M53AHoCeK2UXOPurQ2hGUo2SOdDEjgHFLuwM44rck0KC3mjiuNQjj3E8bTuGPUZ4qeWOGwjb7FbW87AczzTq5H0Tp/Os/ZW1Zjaxyt3olxrMTm3sblposGK4SUIiHnOcjp079q1LbTorSBBfX6tLj5liHmMT9eg/Oi5v7u7YGeV2HQKDhQPYDioVXmh1NLIbd1Yv8A2u2hU/ZLRS2MebcfOwPsBwKp3Vxc3RzPKZPQdFH4DipIkeTEaRF2PZRk1bm0i7tYPOuBFCOyPKA5+i5zUXk0S4mUsLZx2p/lheg5qVeTgUu09SajUEitFbCJ5HGcu27J5x/9at/wRCIm1XWrkjMC/Z42PRSep/AVlbTjjGKt3MwtPhKs0EyLNeTSbiSASxO3A9SAT+VdeG+JtnoYaTUZM4qzt31vWbnUnjb7P5xfPbJOVUn6AflXSnOOev0qWwf7Nodvp0ccYhRvMyF+ZmI5JPf0+gFNK56jmsakryMsTV9pK3RDVkZVwGYD0Bp3msBg4YejKG/nSBCT06UuO2APeo52tmc9hhCO294Yi394KAf0qwl3LGMJPcx4GMJcOB+AOahaPKgk/lTMFcA+neqVaa6k2JZ5jeAJc3N20efmG8En6nApii3t+LS3RMfxMMsfxNRHODj9KQM2PX2xzT9tIFYc7yOSZGLd+TTckcZye3FJln5K4pVJB6Vk2wF6YJzn6UhkJ52cd6XdnqPelZj1xSKVhoznoQKToe/vQCWJJIx6UoTfnBYN2AHWmFgJUU1Wck7lA9COaUqysQwORwaEUswAUsTwAB1osybiYB4HGaUJz97rV1NMmUA3OLZDnBlOCfoOpqbdptsuFje6k45kJRfyHJ/GqUH1KKsFrLcEpDEXbqdo6CraWFpBk31ypYdIoPmb8T0H61HNqdzLH5YYRRZ/1cQCr+Q61UMnByAfYVa5UJsvvfJGuLK2S3X+8Ruc/iaqySvKd0js7erEmoNxPtn1pQST6+tDmSDsAB6/WmA+ho5LkBR9aXjpjNTcBcZ4H6UhUjilyc8A0pOD1pNiGY4HFG3jgcU84pBg/SgdiMgdBSEVPtA71GRk4/pTCxCUPmZJP0zS7SKkxjtSFSRjjFKwcpEQecDp2pAQ3HOB7VMQQOAM+9MAJAzS0AjIwSabgHJqVl4xSADvQFtSI7euRkUHkcEipNq46D8abjk9P6UDsK/h7UZuY5oLgf8ATO4U/pmq8+garbAmWwnAA6hcj9KhEaj+EA56gY/lU0ctzEcw3lxEMfwyEVm6NFnuQzqsviRQdJI2w8bqfQqRTdxPIBP0rci1nVYwFXUGcYx+9RX/AJipBrcpb/SdO065J6lodpP4g1P1aD2kdMM8/mic/u46UgycHPFdB9t0yUt5+hxp6G3nYH9aQr4dlGDBqdufUFXFL6m+jOqGd0XuYasMf40of1/OtldN0SbPkayYzn7txAy/qKU+HJX2/Zr6xnDfd2zgE/gaiWEqLodMM1w8vtGMCGz/ACzUibcY71sR+EtTwXlEEUY5MkkyhR+tL9l0Oz5n1GW8kH/LK0Tj/vo0RwtR9AqZph4LV3MgBehxXR6HNq1vt/s+wicDnzHgBx/wM1XGsJbkHTdKtLfAwJJQZX/XgVVu7+9vTi8u5ZVP8Odqj2AGAK6I0I03ds8rEZzGacYx+86y4vLa558QTae2OscMjsxHphTgVz9/LpGHXSrO7Q/wvJMAPywSazUCIMIgX6DFKMbskYH866HidLJHh1J88rix+cpHmOG9cDFS5J561Hn1P0pVJrnlK7IH8cA/iKdsHGMU0cnJb6U4HmpuCHKpJPHFKMDtk+lCttJ4/Go57jyYWk25x0A6sfStKdOVSXLFDdi7bQmUsxVvLQZcr1AHWtmeazsfDT6lawR3ESjbcqhPnImQCcnjI6joK4lfEV9bXAuHcFUhMLoFG1lP8OB2/XvVODxJcRWt9bWhBt7hcSeYoJTqOCe+CQSO1e/DDUqUOR/Eb07xtUR6P4ev4b/S7a8ivLO4lik8uEywvK6oGGAyA8Ec8kHAI5o12zuNQ1u4ktvNuc7TLKwAG/A3c9AAeK4XwlLBYxGaCGN5YwYxI4yMnkkdj6Z+tb019Pc8Sysw7DOAPoBxXkV3Be6XicRKs/eLj2Ntbn/S72If7MH7xv8AAfnUcl3YpG8dvZlmIwJZXyR7gDj+dUC3JFMzgj+Rrl5+xyF2XUbuWPY077P7qnaPyGKp55pfYmgKM4NTdsTQhHOcnFJyTxwKkIXtmkwvQ0rhYb+PNLnNLgfhSYA6A/jSYxNxAPp7UpcAc5NNKjrwKFGRyAKYmLuHpih84OAM0mD3HSlCnvmgBhLDletb6+N9aOgvolxFbTWrR+UGcHeq9sHPJGO9YOTkU/gDJIzVKbRSbWxH5Zbqe9SqDFgoSpHQ5wRSZ9B37UZJyP0pXtsTcduc8lyT3z1oDnGBQvA9aTPI2r+tD1AkVuenFSBgO3X1qD5s9MD3NORsNwM470IViYyL0A/A08Y4I61CSHP9cV6b4T8NaRaeHBrWppHI7oZB565SJeg+XuT/APqq4RcmaQjzOyPOenXjNJj0qx4p1hoNXuUS2ihIxhBAEBBHB29sjB9a0NK8SeFJII4LzR5ImRV33DfPvbvwCCB9K9aeUVVTU4a3Ja96zMY9MZGc0ijc+0DcT0GK7SKz8IXhknR54bdPmADkl89gD7++amGkQHEdnqdtas3KbISCfQFyTz2ODXFUwlSnpNWNKdCVW/Jqckuk3ZjEkkawRn+Kdgg/Xk/gKckGlQ8zXU1y3923Tav4s39BTNUgu7bUJILtmaeM7WLHP61UzgnArDRGM04vlZdbUkhwLSyghx/Gw3ufxP8AQVVuLu4uW3XEzyf7zZA+g7VCwJHJH5Uxl54NDkyR2FC5JOfSmtkjjgUjNgjjn3qJ3+Xj8qliY8NtHXiuw8HrfT6ZqwsWW3ljgd47tgNoYrgKxx2xkY981wzNk89q9L+H2s6ImhTadd3P2a53Fn89gFfPdT3x3B5rWive1NqEuWVzx/8A4Qm/tryKTWTJHcSlZYkjYMGUng5759q9v8F+Cbizvl1LU74Lex4cWcAGIARjaW5J46jpXnXiTU9WTWVtrvUI79LRt0EsbqVwTkHIHB4GR2IrTtPEdzqF1LB9quVt5lUMochyT1YuDknP8q6Iy3SZ1UqkpSaTPQNe8O+GX1Zft0c1u1whYSrLtQkHnGc/N3PrXmvjzwPNZWbPZkzWsj5t3ByQQRgMeAM5P/1q9Qsng8T+HYbTUZQ0m0B5F+8JAMbgex7/AI1s2Hh23i0+a0vZ5tRSYgv9pwc4GBwAB6c9aJwS33KcYSWu58+y6Xd+HVh0/U4hHcJErlVYNw3I5HX8KcvIzzXqfif4arcLPfaZNNJcH5vJmkLk47KzHgYxgdBXlrqyOyMCrKSCDwQR2rmmktTjq07O4gG4k5wPendAT/SogwPfPPJzSkdyx454FZmVhCSB0x9DSSS7baWJyPKbDOG6DHOfY9aXcOv50x1DhkJJVlIIxwc009Sotxlc39OtrX/hFrW+8R3xtNABMkFijbWuuc7nPp6DrWDrnxZkkjbTvCunR2dqBtDpFhiPYDn8T+Vdfp1ppniDw3Y6dfwpO9jGIYy4yVx0I9etczO+maLcXFpdTRW8kitEihcbiDwRgeuK63UsvdPV524p30OCttG1LUrtrq/kdC7bnMhy7V08cSQx+UqLt2beeoHqD2PvV7aO4OfrSCJQCTtzWDm27nn1K05adDL1TTIbnVIb3TIFtFRVBhdjKGYcbtx5yf51YS3ZQAe1XkUc9MelO8gu6hULM3QDkmhycjFybKWAo68CpIwAc4J961hoMiLvu3S0j65lOCR9BzTd+l2rHyIpbtx0aUhU+uByank7hexTiiaeQLHGzt6KCTV9LC3hn2X17DDjkop3v9MDofrUNxq9/PGIg6wxAY2QLsBH4VQC55PU8knqaV0tguWNSngSykjsoZ/NYgLK8gzg9cACtjwl8OfFeseVeawWht+saXUzB+DkNtHPvg4zWVptyNP1G2uiiSCKQPtccHBzzXZn4pTacL23hT7ZqIdXMk3EbDqcAHgY4A/Htz00W3HQ68LUaukaur+A7OeHUL2LVTNdqzOY0jDAMTkKccj0z2rzRkaJ2jeJkdTgq3VT6Y7V6rd3s2nyaZq2m2kg0u6YXF0I/nkWR+Qpz0U5wccZqHxJ4Fm1aCXWbVJIrxwZJbV/mLn2PrjtU1YO1yqtBOPNE8uLkn1PvTkHJPfvTpIDG5R4yrqfmDcEEe1MAPbiuXVHE00aFtqd3aQNFBMY0bqUABP49arMxkfcx3Me5OTUBYryx/GlDDsafMwJxjHAo4xk9ag8zbzn9Kc0oQ/eyPX+lFwTNG0gsGXzLq6lXB/1McZ3H8elcp4osrKXU7WS2gltrQZDRiQsAxP3iTwpOe2OlbccqNKibo1ZjhQzAbj6DNct4ouYbzxDa2UUUpggISUNxvbd834DoD7ZropJ7o1puz8jpreWP7MgiIZQNoIbPT3qUOSPeuW0RpNH1W60edWXEh2cd/8A64wa6beCaznHlepNT4tCzBDLNIEiRpHb+FRk1YvNNubBA1yI42PSMyAuPfHWmLq17HAIYrgxpjoigE/UgZqozMfmbBJ79z+NHukdA3YP+NNPzdcUbeAeMUADOMnNRYVhNhz14+lKVI5Oa07O1sDCZLu9YDP+qijJf8zwKbe3NkU2W1ksaD+NmJc/0FVyaXHYzMUYJPFSEgg+vpTFIz1wfyqLAMddp5HI9qCrHtUx3Suobc7YwO5P+NXU0qRDm4lW2U8/OPmx/u9apQb2GZBQjjnrVuz065uziGKRvU4wo+p6VpJNYWePIhNw4/5aTHAB9lH9ajutUurhAjSnyweEQYX8qtQS3YiE2draTbLu63EDlIFyc+melSS6j5bn7FELdduNwUFj757H6VT2g5Pv0ppzyMcdqOa2whJHkdy7szsepZsmoWIclSKmI6cdaaQQeD39altiIjGoAGOn6UDrx3qUAnrRz1xSCww84GDx+tABz1xSqeeetDZ3cUgBgcjaMn3pRkAggZ74pu7nrzTgDglqLAIT6Um7qT+tAA9efSgj/JphYdww55FJwBx0pMlunGKbhhwT+nWgqwpIAzzz6UuRnnrTMHk5P0NIeOen0ouIkLeh4oJyMZ/Gozx9aaCcHOPrRcaHNkd6Bg9ab260xlPrg0gsSY7flTSCB1pMngfrSdOcCgY73NIFBIwOKRmxSqxJ6DFAiirknkEe1OB7HNIcjoKFB6E/Ss9xi9DxTiyAZJGfSkxgc0gVScgEUhihgTTgM5A60mADj+tKOSOadxsTB5zSMiEZZV+tOwTk460Y4AIqlOSENESnHBYDoCSQKkAA6AYHbFHIBwvNLgkdKHUb3BIXnBOPekIXqePxpee1KF9ahjEx3BpMtwKeFyeOlSohZwqgknsBzRYSIsfWjaSMGr66XcYzKEgT1lbb+Q6mnlNOt8BpJblgf+WY2r+Z5P5VXKFigEx1q/b6Vdzx+YsW2P8AvykIv5mhdUMDH7JBHB/tAbn/ADNVpbqa4bdNM8hPdjnFHuoaRb8mwt2ImuGnYfwwDC5/3j/QVrXei2erafYwWe23uJmjjQliVG5WYlj3JIwPpXMlc8hvyrd0G8RX+yzgtHggbfvYPJA9xjcPce9deDxHs56aG+Hcee01oc9q/gLWdLuxFqMMxtGRnee1QydBwoH94nHX1zVCLTtSGm720G5a3TCNNJCVAPYZI717xDqMmt6JNH5YlvrbG/b/ABkDIdfZhyPrS6atvrenXNi8hVLiMoxznaexx7EV3Vb1E5t6m048vuni+hi2toEE1s28Es6sxAORjkeucHA9KsDOBgdqtalYTabqNxaTr+8hcq2B6d/xqryMba8mrUcnqjllq9RcnilOeoHNNBPsT2ozjkVkSBJ6EU4A4zjmhSOuD7nFKGwSexpBoKD+dNPJIo4Pt60E7TzjFIA6H2oPqKQn1pwxkfSgQmTjnpSBm6KM47ClPQjIpuGI+U9aAsOOF5JBz2HakViecUmzHr9acBgEAcGnoAmRkHmnFQRjr9aAvI9KcOGxjmkAwKeo/Kl298/nTuM4Ao25GaYAM4OO/UUgyD0pRg8frVu3067u8+TbuygcueFH4nimk2BSzn6fWnqSBgd61k0+xtVzeXnmP3ithkg+7HinpqaWpX7DZxQEf8tH/eOfxPA/CtOS24kVbfSLyVRIYPLj/vy/Ko/E13VndC78LjSYZori4twjKqHh9rbgvPr0rhbi6nu233EzOfV2zUltLNZXEUwDRnggnIBGffrmuig1GVrGtKTjNSRu6l4csfENvcAymC/kklubSVjnzgeSjZ6Mp4I7dRxXnEVvP9sS3vIzb5k2Fn6A5wTmvVNRUhFnL4gnAd5E52sOkq+4PXHUZrgPFiTxo0twQJTM0cwUceYADkexHI9jXtU8bUoxtFndWoxq2qIv6xJZ+H49X0yV3NzBEWtpgdvzDkHHvxiotN1HU9egc6fDIIjIqxqW2hs9RycZB65Oec1mab5l9Y2lxfzNcyxIVjMgB2qDwPfHbNU7BLvSfEs728rQWsx3PIZCiAH1PrkdK4MVi/rDtLcWGxLw8mqZ2WqwzwizhvZhLeLAPOIbcBkkque+Bjms7aFOQR+eaiaYu+5iSx7nkn60m8njd+OK82TuzgrVHUm5PcewPH9KZtI6Gl3dgfxFGAq/eOam5lcjZSeRn61E0ZxxzxU+WJwBkY6nNKWPoD79DVElMxkcHHTjNG1QeRn69KnIZjkjHpTGID5ILChSsKzK7Qq2QBx7U6CU2tzEyuVGQuRUm0YIFV7wF1W0twNzAGWd1z74X+pq1LqdGGupp9jvtA8Y6bpusQaVcv5DTf6pyRtLE9CexPvxXY3nj+0tNZttEsozeahK4VkQ4WEdy59cc7Rz64r57vtGur7WNP2x75rhRGig8swOMfqK7TVr7SvhvpZgtnW68QToQ8pORHnrj0GeM9Sf07Iy54pyPYeHpqPO3vsi946+I+rWPima20/VZYoo1AKoFwCfbB+ua5hbqS8U3M0jNLKS7s3VieSfxrl7LS7vUrptR1N3Pmtv2nhn9z6D2ro+AmOwwMGuWpJN6HHi69N01SitV1H7gOh59R0pwlzwcDjrTCBsyF4z196Z8rNgrmsrHnJk5cYxgf40zzOfujr1BzUTI2chiAOxHFMK8g5Ge2Tmmo3Gmrkk1zdC2lWyleOVhgbWI3DOSDjnB6HHNc3pK2usutjqVq0f2adpfMgl27EYjKchuARweTzXoWmpeJ9kng0myEtody3Fy7RoxyeW5APBxx7VPPqNnFaXMMqWjyXZBn+w26ovDbhhsAk9skkY7Z5rpglFbm0Z2jYwbiSGS+kNlG6WhciEOSW29BnuTirv9mXYh3uiwx4+9O4TI9geTTxqrRRlLK3gtgeC4QM5HpuNVJJWuJN0zvK/q7ZP61zytcyLa/2ZagZ827kxyP8AVpn+ZFOOs3Bj8q3SG2j9IUwfxY81S2jqcYFJ3JUADPHXNLn7CsI5aUlnLMx6knNIMkcgjFSYzinKSmSO/WovfcLEK7QOev0oKEnHb1qRsHqDmlAOPQ0CIxGMdT9MVl60y2sMVwSRhtvAJJz06Vsdz2NVdShFxZSKBlgNw+oqoSs7mtJ2kekfDfxQn9kJBd7FdcGMM2MqemAe/tXqiXCFFYnaCM4NfM/hm1m1W/sNLhcoJHLSSDrHEvLEenpXReK/jBe6TrM2n6da2cttbqIwZQxYED1B7DFd3xq7O2NGcnodf8UdKtmtodXgCifzBDNg/fBB2n6g8fQ15cM9BzTrfxhrfim0mk1F4Vt/MHlxRR7QCO+TknrSAEnrj1965ayinaJxVk1KzGklsgj8jSqwHUdKeUzkjOaQx89etYmNxpc9hz60xnLemQO9S+V8vHB+tJsAJz/KgOpXZA3JHfjimiP7PdQ3MVpDMyOHIdtoOD7CrPl54OcflRtIxxWkZuL0GtGZ1xaC91WXUHgMLyHOxZCwH4nk5q8oYdTUpQ4B60m1sjg47k0pzc3djYbXVeG79+KQFh1P5nNP6DGePWkJUcelTcaDfwAScemOKaHIGePxp64JHfHPSlWJpXCoGYnptHJ/CjUQiOy4wTz6U7JPJDcetXF0eZCj3si2kbHGZDg/kOateZYWGBBC13KOPMl4X8F/xq1B9R6JFK1tbm4cPDGzEH72PlB9z0ra+0m1AN5erM3/ADzjRX/Akjj8Ky5dQupkCtMfLAwIxwo/AVSckLgEZPXjNWmo7Cub3/CQIjEwWFvGDxwuG/MVRuby2uEybWQTH+MzFh+RH9az93HFKD2x270Oo2JXH5GeO9NfAOeaTjIxjihm/wAms7gaGm2FvdAvc6hb20Q6hmy5+gFT3kuhxxCGztJZ5AOZ5nK8+wHb61jgjHIH1oL+oq1JWsgsNYsCABkevpS43Lzjk8igkY6c+tITjr3qAsKcDHpV2DSr+8iMlvau6D+LoPzNMsLz7HKXFvBM3YzKWx9OaW91O8v2PmSHb/zzX5V+mK0io2uxMotGVkKkFWBwR6GkKsc81L8wIH4AUw7gclTx6VLsKxH5eGOSfrmnZ4xmpY1MzhARuJwNxA/nWuNL02wXdqN7ucjIgtsMc+56URjcZhkgEetIT2/GpblrZ3byIXWLsJGyfzGKgJbG0L+ZpMLDmwc4FMzgZzT8GgAEjsKVg1ITuzkkgelGSVGf51bmsrqGMSS28saHozRkA/iaqknccjk+lGq3GN5NHOMdqdtJGM0gBHAPNAEe70Gf5CnZz1xUhAbtjn8qURszBVBJJwMc5osBFvUCjORgDp7Vp/2K6KJb+aOzjxkCTJc/RRzR9tsLPiyt/OcD/W3A6H2XpVKFtwGW+k3EyeY4SCLr5kx2j/E0rT6fYDbGv22QHJZhtQfQdTVC7u7m7ffNK7+xPA/Cqpz1GMZ7ihyUdg12L0Og38sW+SIQR93nOwfl1p7W+k2qN5l9JcSDtAmFz9TWY9xPNIGlleRsYyxyaaR3PSsnJLZFDsgkkA7ewpVGSBTQvcYqa2Nu0o+0vKqjvGAT+tQtWUkRlcnng+tSx20rKWVHYDqQuRWqNQ06zX/QbEySf89bvDfko4qvda1fXYKvNtQ8bIvlX8hWnKkh2RQHJIpduP8AGkA6HH61LHE0pAVGc+ijNRa4hg69eKdz/wDWrcjsrCFAb+3W2GOCbk7j/wABwTUKyaCkjFHuHz93zU+X8QOTWns/MDOSEzEBFZieyjNXv7KkjQPcvHbKRwJW+Y/8BHNF1fGKDNnfwqh6xwRGM/jx/Wskyl3LMSzHqScmpdoganmaZbnOJbpv+/a5/mabLqk+NtusdunpEuCfqetZnzHv36U8h1UZUrnuRik5PoKxI0ryMWdixPUk5JpN+c5pm4jHp7ClGWOBUasLC55607I/+vSAZI7+tKFA5GR7UrFJDQfXrU0bFHV1O1lOQR61GeozinKMsFXqTgCnHfQLanWaH4rtdOu4ZZ7pIJo3RWBON8bNhgPoSGHphvWs7W/HcfhrxZezQxG5tpZnZRC4UYz1HUc81xtxpt7/AG8YL+1mhWNizCVCucHgc8HtXSx+BP8AhKNNN957xG3dlOyPduUKCfxr0I1J3SW52TlzWixL3WW1y5bU2iMZuAH2E7ivAHXv0qtxn5aasQhVY1BAUAAfSn8AZOAa4Zu7bOV7idMZ6H0pykbvpTCykcdfWlHqDUokeTzTTj8qQAkUcjr0+lG47AMnml28Ank0dO1O5b6UibEZyT3pwzSquWPNO2Ad6BWGKTzxShWzmn7R1yD+FKOe4oHYblcHJ60g5Bx/jS+WTzkfnUsFvNO5ihjeRj0VFyadmIiUnaRj6cUcj+EfWtaLQ2i+a/uY7RR/CSGf/vkVL9o0+z/49bRp5B0kuTkfUKP61oqb6j6Gba2Nzeti3heT1IGAPqelXv7Ltrdc3eoIrf8APKD52+hPQVHcandXS4lkbZ12Lwo+gFVC2eNnX0NNJIRfF5Z2ygWll865/e3BDE/h0qKS9ubsoLi6fbuAG44VQTjOBxVPgjoR9abOvm20ke7BZCoJ7cU1Jt2COr1OpvfCssEc7wztceVCJg6RYjlQ8fKc9R6GueKFWIYEEHv2r0DwH4Z1RPDdtDquovCXxNboGzLEOc4zxgg9CD1rq4/B/h2GFgunpMyAn5mJJ/WuidOOljplSi/hPOvDet2lhNBBHptpLLICHec/MzdsEggew/rUfjzwrq+r6nc6rJ5q20VsH8y3b5Cq9gOu4eg9M0vjLw/a2L2uq6d5q6fOwyi/ehYdV6+mce9df4bvdP8AEWn3ccOo3BJ/dlGcqFGOCAeR7+9OO1jRba6WPDrfXNWmuFhtmmkt0RogzPgKpOSQexzk8DH4VevfOvrVY76+RUUo8krRHACLtB2jJJxx7+1aviDS5NG1iaydCuMMvIOQehyOtZhAdSGAx0OaylVlezMnXley2GWs9qIRHZtI0SfKGlAVm9TgE4/Oq2r2TXtujxH99FyoHQ+o+tbukaBpkfhm+u21ZEvklHlWrYG5PQdyee3AxVA/IAeuPaplvdES0lzItXOkajptraC/ha2eeBZFGQSVPH4H2qCNGAA3A47mmT67ql80cF88k8EH7u3yoBjXjjoM5x1PPFSdscVMt9CKi1uOA5Pakzxx1pcY4GaCAetSZpBubpSE80YAPX6UmCDjNNMVmBfIzzx0FRsVHGDT885zx6U0jjgce4oFyjCwxgAU1mAwMZ/pTig4OaTbwc/rSBXRteFbyyB1O+UoL/T8R28MrYBdlPzg9fbj0zXHrpVzPrVxf61iW7Z9wTkouemCeoA6en1qx5AuL7fp7W5vkiaQhpdpZVGSuD1PoKjm8Y6ZPYW5lZ/tDMFAA+4M87q6pNuCSPTVT2lJ2eqLzZzjqaRRg5IP51ImJSoU7iem0Zz/AI1fGj3EcYlvGS0iboZzgn6L1Nc9meY07meqk9elTwWNxcSBYIWfPcDA/E9KnFxp9qD5drLdPnh5jtT8FHJ/E1Bdanc3iiOSTEa/diRQqj8BT0W4noWPsNpCN17eKGzzFbjeR+PQfnS/b7e2Y/YbURuf+W0pDv8AUdhWXkAYVelL8xOSAMevWl7S2wajpmkuZN0sjOc5yTnP4Um3APv+FIAWxg/j0pdrFsHp61LbZWoo+VeDjmgN6n8acFCj1P8AOjA5xj6Uri1F3HIznmnbh68VEFyetPBA7jB6UXKuShiD7Uu7BwDyag3qMYGCe9OG4rwfWgZIHGSSefal3A9PxquWZe4NJ5rd+BnoaBFgjJzuGD2oVcuqsQMnB4qHdznnPoDxSGQY68nt3prfUaN3RRBomja/rqALGgNnbtj5m/ibH1OB9a8p1PTtRWTz7yMh7hyzEHJDHkg+hrsHvnFtFp/2iVoDISIS3yg5yePwqnr6FtMd1f7jBufrj+tddSqpJKJ6Cquk0n1L2lWyWunQRQn5Nuc56k9TV1V4PHIrO0MMdHt2DhtwJ/U8VpcgcY5rllucVXWbYblb7rBvoaUITyelCqi5IG0Djp1obnkA/h0pEDtnPfNId3GQCOxzQgB7d+9PKBhjA+hoFa4wA9x+VLjnBFGMErgjHUipNuR1pjIyvy49BSrFuXt/9apIY5JJNkYLORwoGSfwrQGkNCN99PFbL3Vzl/wA/rVKDYWMowFTtHTPWrVpot7eEmK3bb3kbhR+J4rRF9Y2gAsrTe4P+un5J+i9BVK4v57v/j4mZ+fuk4H4AcVXLFbhoTHTNOs0xdXRmmHWKA8A+7GkOqNb/LYQpa9ty/M5/wCBH+lU93fFNPPIB4pOVtiRryeYxaRyzdSSTk/U0wyE9BnFPVSW+YUjYUH09BU3fUdiMsSeuD6UoP1zSg5I+UUFewP40xCAjk9s+lBcbuRzS7Tgc0m0A4xxmgExpfaeaQkY6/geKeVz3/SmmMN0OaQrjAT1JGKcGyQemO1G09OlGzFO4XAjNISBRg57+5NIe+KBDl+Ucd+tIWYHIIFHtSEj0ovYocTz3pfMOeox39ajxjjJx9aCuBgE/WlcQ8sp5I+uaR3yOB+lNXABHekPJ6/rRcaQEBl6U5eMZpvAx/Ol4UA96AQ5lJOQxH8q1bHV4tLjD2tjCbj/AJ6yneQfYdqxgx3dc0534+UAepxTUrbDLl7qN3qchku7h3zztLcD6DpVLyl/+tTlbIyKngtZrp8QxsxHUjoB7ntTu5ME0hsOnXE67oYy/spBP5daT+zb7dg2syk9MoeaufZtPtATeXIkkB/1UJyfxbpSy6/OkPkWKi2i/wBk5Y/UmrtFbhoIulJar5mp3Ih7iJMFz/QUx9Xjt0KadbJB2MrcuffPb8Kh/tW+K4e5ZwP74DfzFVZ53uJyz7M4xhECj9KHNL4QEmme4cvI7O5/iLZNQk+/J7U4ABuBTSoJ5NZt3AQHNHGDWvaS6Ra2u+aKW6uc8RsNqD/GoNQ1Ge/2hxGka/cRFAA/xp8qte4Mwd3vSbyRgZpcDpmpobSW4bbBC0reiDJrBRbGNUnHJpwPrj8KujR3iwbueC2U9Q75bH+6KcZtMtcGKCS8f+9N8qg+oUcn8TVcncLlSJZJm2xoztnGFGTVprAwIWu5I4D12k7m/If1qtLql1IpRZBDGf8AlnENo/T+tRWtreXspjtLaWdupWNCxHufShW6IaTb0LqXemwDiGW5k7CQ7VH4Dn9aR9ZvHUxxOIIv7kS7R+nNVLvT72xlCXdtLC55AkUjNVyTnqfwNDlLYJRlF6kzOzsTnk9SablgcY49c1Fht33jmnliBz6VDYiRWPQ1o2cem+V5l3eS7uvlxRc/meKyg3TipQcL1604uwzWbVbS2k/0DT4wOm+c+Yx98dBVO61C4vDmeUvjkDAAH0xVItz1GMUpIUZzim5tgiYEEZPT2p6kySbI1ZmI4CjJP5VXByvB4960bfXbu1h8m3aKLtvSMBsfWlG3UZZj0i88sS3CrbRH+Oc7T9QOpqpdiCJ9sVysy92VCAPbmqslxLcNvkkaRyfvMST+tM605NdB+pOGz61ueEtNbVfEdpFgeXG4lkOeiqcn684H41zv8XOMDpitzTLRLdVvW1dLQ9AImy5HpgVdL4kxppM634lWl75sFzHDI1kqkGTHCuSeD+lYGheN7rRrWO1+wRyRKSSQ+CcnuOh9OakvfGlzLA1uk9zcRnAJnZVzjpwormZpWuJTIyIpPZBgflWlSryzcom0pxVnHc1tZvtOv7hriwtpbcu2WjdgQD3xWYQcYqMHA4PBpwfjr0rneruZ1J87uSKvv2p3IHX6VcttKvrqPzI7dgn998Ko/E1BdW72snlSPEzD/nm4YD8RQ0yCJsgA0mCec/rxTt49KM557e9JDv2FGVPJpR1xjikycZAyPXNCo8pATJJ7AZNFriuPBVX7ke1KcN6/hWhb6Dduokn8u0i/v3L7AfoOpqcRaPa/ekmvpAeijy4/z6mrVN9QuZMUEk8myJGdvQDJq8ukSJ/x9zR2mOol5f8A75HNWH1adU2WscNqnTECYJ+p6ms9yWOS7FjyxznNVaKC6sX86TarmKCW9kH8U3yIPfaOT+Jpsmr3kieWji3i/wCecC7Bj045NUASOlP6jH9aOawmLkk8nJPc9aU8rjbj1pEB5A5PtQOuf5GpbAMALj1/ChV4pznLdAOg44FJjtnHNFwSGFD1AzTdhPY1KTx61NZ232m7iheZYQ5wXc8KPU1Seug7HT6ZrN2AZbVxGhi2zSuSzhgMYUnjAA4/Cuy8K6pe32kWUt2MzquJCSNzcnBOOMkYzjvXl63qWtxHaSW8s1qWLGSJgqunueoPtXQ+FvEkFncyW9wDBBvzE8jAhQT0J/xrup1FPSW53VIRjGKW53N74Ytr6zmtfNkME8m9omYDac53Lx1B9eo4rx7W9DuNB1SW0lzlDw68B17EV7zFfWq2X2qSeFYQMmTeNoHrmuE8YeJPDOuaVJDaahBPewuDFtU5bsQDjB4rKaZm4ynG9jzBlL8lsn1PNNMRq4UByR/9eoyjA7gQMdc1zNnIlqUJYHkKkOUIPBAqeOJgF3HJxVgRZGTT9uBwMY9KLlN30IeSRjHuKQ9eBUmxjz79cUCI9f6VJL1GDI/wpSSc04ghgCtIVz65oAY2N3rTT19qf3x604jaCSvGaYiHr2/MUpOB1Bp5XPT9O1IImcgKrN7KM1SQiAndz27VGwGTwc9hWymkSABrl47SPGSZWw2PZetK0mlWnNvbNeSDPzXB2qPcKP6mrUO4jHj097p8RW/mf7WOB75qrqfhF9SilgsYLae6t08+cRsFCIOMGQkDJ7DvitO7vp7v93JJsjzkRxgKo/AVnG1jZmwnyMMEFj8w9D61UZRiyoysR+H9Zu7HTfssVuIPLLKJmIMpGemeeB6jFTmaSaRpHLO3Ukkk/maEhjjUKi4A6CnA4P3GA6c1FSbk7idmwyx6jHFJsVWHGc+lPAz1PX8KcEwuAT+dZisM6nAGKXgdTQwxgAUqqQc44pWFYXHTGPwoCnnNGetKpx1IOOtAxCozn0pSR26e1BcMD8uPxpqkYOM49xikO2gvOMdT64qPaATnJPuTxUm8LQTuQnGCe1MBqnBOUwB0yQaMggnkAGkGeRge1Iw/XrQArgFcAenOaYSCuM4+lHl/KeT06Um1geRRYWw7pyDmkMiqpdmAAGefSkIOPekFvp95Z3ialDdrKyYthbSjy1bB5fIyRnHA7GrhBN6sI7mNpdwLy7e43xSKkYKmLOAWJypyByAOccc8VNrS/atDvBBIVdNmYpEO9xkZI7cenpTNC0x7K3eKUJy24FWJzx9K2ViUjkc1o5KMjaUryuUdBcLpNsh3Dau0gqRg81plhtGAR3pNqjaB0/LFOwAOScVlJ3ZD1EEnHTn3NSKxcgD7xGemafbwmeYIoGT03EKPzNXo9KZJgXe1Bz0knXB9uDTUWxJGbkryMkdzQGdjwSB/Ou2/4RmwvbOPDJZ3B/hEgZW+neqVxpNlpc3llrdpAM5ncgZz/dAPHvWnsZbhYwrTT7q6YsiEqBneeFA9znFXFt7K1J+0zfaW/uQHAB9C3+FWrsyTxsH1S0dQMCKJWA47AbQKxzxkY5FDSiJl59RkSPZbpHbRg9Ixz+fWqDySM33t2TyWySaU7iuD/KmbApqXJiHZJXPr6VGPUgU/AKjjnvSMB0PT61IDEBByMmnAkNzwKM4pwk3AjH50DEVz+NNIyTzTsjk470Lt6Aj6CgVxrHC9cn2oJ28Z5pc/SmtwQSuT2oC6FAzjJoyRQuSOmKdtGOSfyp3EMDZPPfpQVznBxTWi+fIfGO1KQAOpz6CkJBnaBls/WlyOcGmls8EUvAFMY09+aaMDPX8akPI68UhBOTnp60hWGAhmPGPwo2nNIC+TuIJ7YGKcQTznk+tA7DPmOeSBTsfKTnpSjuMc07nPPA+tCAgPPX9KXHXA59akwOf60mRz1oFqMAAPzduaVm9D+dOA6c8fSr8OkSsglnK2sR/5aTcA/QdTTSb2GZqr7c+g5q3babd3YJjjwg5LudqgeuTVzz9KsR+5Q3lwv3ZJPlQe+O/41Uu9Ru74BZpSIx0jXhR+FVyxjuBYK6Tp5/ezG+kx92P5UB+vU1Uu9XnuIvKQLBDnIjiG0fj61TZDjgcU0qeMdKTn0QCYOBg0hBIz7UpDdu1ABxzUDGhW7np6mggtyT+FOxzwaAASetCCwmRjrz2o34Y8j2pCuFP9KTaMdOaQMcJdoJ7mkDFsnt9abxgc/nTT6g/kaAuTC4sIGxBaGZuz3DZ/QcUT6tdyqIw4iQdFiUIP0qhmjOaTmykKSSc9/WhgeBSqCe1aWm6Ndao5aJVjt0OHuJTtjT6k/wAhk04U5Tdoq47FSy0271O5FvZW8k8rfwp1FdJBv0XT5bK6WWLy1Es4Q7TycAk/xDsMcCpNO1FYb9NM8Ox27XMY3vPMwDSt04z168KKx9U1K7vru8W7mVLwQPHtkUbHHdCO2ccEdDXtRyuUKbd/e7HZga8aNTnktDoP9I1rT4dOtIJLiOfEqSsMhByDk9ByO9cW6YcggZBINdNoup6Tp+moghbMSkNFNKw8zI5AA4IJ9ccVzcjB3ZgAoJzgdvavIrJaPqaY/ERrS90i29cUuzn2pwAFBGe/Fc55wwoAeOR9KMHGB0qQDIpGTHTP0FA7EYXsRRtGc+nvUqg9NpxRs5JAwM0IVrDexpBwKk2ZFAjG3vzQCGK2O3WlLc89DTig6Dr9KChx0oDUUbemO/rSjqaaoIO3tUgQk0XAT5egHOKUK3POBSFOe59aevTr9eKB6Coox81bFpq0VlDti061aXH+tkBZvrg8VjZx1P4UoyxznH8qqLa2Gi/eard37EXM7uueFJ+UfQVTwO386t2emXd4CYLd3UdWHCj8TxVv+zrO2kH2u8DHvFbjcc+m7pVcsnuKxlhQemc1fsdOvZHSdLfKA5DTABPxJ61Mt9bWqbbSyjVv+eko3sfz4qtcXtzdShp5mkIGBuPT6U1FRGbbPpkEZF8lpczf887VCgH1bP8AIUQa1YQLtgsHtGGcyQOC/wCbCsDOT0p27AxjHvnrV+07C3Ld5JbvIJYLi5lc5JMyjK/jk5qqWJ6nk1HuAPOcdq09MfSYR5l8LmRxyI4wAp9ic5qfiYFQIWKLGGd2PKhfyx61LPaz2zYlhlTrjepXNWH1m6S5eS2KWyY2qsSAbR9e/wBaoTzzTsWlleRz/EzEn9ab5VsAuBwTT8Ifu8evNVxuPBY09VaRxGnzMTgKBkn8KhXY0PJ5C5p5zg8c+uK1dA1a3tL6XQ9Rgigkl+ZJzDmSI9iSR09QeK0tZ0PzdRC6couJ3A823t4z+7YdSQOACeR+Nbug1HmNfZO1zlc44Zvzpcnbj9a2NT8NanpVrHPfWjRRyHapLA89cEA8VkMhHB6flWDi0ZuLW4oHoc0uNwwcYpvCcAAUZBB5H50xBGqRElAQT1Nczr2rObhrSTEccbZIbq2PX2rpuSOtRXdpaSywSzQo8qdCygken1oi7O524SUVJykrm/4Kuru68B6t51w00MQEVvHL0jAQkge3Ncb4fjYvJO7kDGwD1z1Ndf4GydB8RWTkkRSBww4zlT/QVzenx+RYxgjDsNx/GuutK0Eb1qyUZW6miuMsM+5yaCNwwentUeVPX8xSgngcY9K4zy73HKMdP50/IGc9fWo8jscmnZyMcfUUAJwDkdKUbScDI/GmswwQO3XimKxJIFML2JNo70oHNLFG8hCICzHooGSfwrRTR5YwHvZY7OP1kb5z9FHNNRbEZRiHJBxVm10y8uyBbwyOPULgD3JPFXvt2mWeBb2hunByJbjgZ9lHH51SvNTu70/vJ5NnQIrYUfQDiqtFbhsWv7PsrGTN/diV1GfIthk592PAqGfVyismn20dmh4JU7nP/Aj/AEqgCOeaDgrg/pS5+wis7TSOXkd2Y92Yk/rQASCD+HFTZGeh/EUoGT2xUtsmxWMeDwR/jRtIGNucVY8oMc9ce9OKADpihMLFFlz8xNAU45NWdg3cUBNwOBg0XEyv5felfO/kjH0xUpRhx3pApI4GfXFAiED5jzkdsDFKTyQGHToDT9pzyf1pNu05A4oHcYVYjgj2OKVVYZOAx9qVs9c/TI6Ug4GD696AHf7I+U9qYckgY5789aUoOnX9acQ2TzjFANjCCTyOKMYPPp0qT6/40bMscn86EMiz3wcU7A/GpBHkYz+Pak2YBzjd6dadgI9pzz09qDGFxjr3qTAJIHFKFxyc4pDIdvTnmjaoGT0qc9cDJ7Ux1wSPUY4p3CwCMBOOhpNpB5z07U8I/l4AJA96uWemT3xHkLnHLE8KB9adm9hrczjlRnBx6gdKnhjkuZFjiiZmJ+UKuSa1jZWNmcXE5mlU8xQj5T/wI01tXuFQxWirax9MRDDEe5q1BLdg3YUaRDbc6lcrEcf6pBuc+xHal/tSK2Xbp9qkIxxKw3Sfh2FZ7OzMSx3E9SeSabjj0o5rbCvcmN1M84maRjIDkMxyRV291y8v4FinMbhej7Bu/Os04A56/WkH3cfr6UudiHF25J55oLHI4oB57/WjkVIxc8DNN3/5AobpjIpOvahhsIM7yR+VP3ALycZ9aYMr1NDFie2KQrikZPQ4pDgn0puSc4//AF0HOOBimIXaxPDAcdD0p4jVUDA/Pnkf1pqB05IyPrT8jPPf0pghmSTjHHc0hXoe9KSFJxSFs8YPI64oExxYccc0m4dz+tJkDmgAE9KBi5FACg8AY9qRvamE4HGefQ0hjmA7dKBjODUYZtwyaQsd2SPpQS2P25OM/jS9CAScAVGHP+FJuJbJpgPLKD3zSdT1x9abv5yQMUGRR170hj2XijkryBj0p8MUk7COJWdj2Vc1ppplvaAPql0sA6+UhDOfy6VSi2MykR3OxULMegAyTWnHo3kASajcJaR4yFJy5+g/xpk3iAWxZNLhFvGRgvjLt9T2/CsmW6a4cu7MzkcsSST+dU+WPmFzXk1S3tgUsLaMMP8AlvMNzn6DoKy57q5unDTzPIfc1ErAjcaM88dqhzbEDAt65/Wk4wM8entSsQCCeKBgnr+tTcaEz8xpSy9O9JjByBx3o7UhpikjHGeKTI60E5GBxTBkdSKBDtwYcgn8aAM896QYGfWhsNQMMccke2KaVJ4ozx29qcOB60WAiwelN2kcAVIc5+lKG25PQnvQxWuzNBJJ5qRFd2CoNxPAAFR9uataZOltqNvNIAVSVWIPoCDUQV5JMq5vat4VuPDuk219qMkRlm+f7Ip+ZV6/Ma5LUPFU7J5MC+XCOQuf6dq9Q8VPaazqO64I8m4tGjt5t2EWXqpY+n14rzbXfBr2Nt5qXEi3CoWe2ljwWwP4COGHuK+rwc6WHpNRXvG7wk5WktjmW1OS3nEqsRK/OB1Fbxu73Wri3vrsGKVUCyMRgyEcA49x1+lZnhqwkngudRaFn8pxG0hGQm4cfTOD+Vbu4HHzV5GJzGrJhL3FyEpAIxQB6GkVwCTwaTzTngfj2rym7syH8d6Bg5qPcT1pd47Yz60mBKMKvTml3c4xUQJxkjr2p2eef0pBcfkjvxR1pvbI60oXg8UXAUMO9OAHuKZgEdKeDkDk00ONuovU5NIQTRggnk4p2GJ4IosDdxApPB4pV7DFSRQyTPsiRpHPRVGT+laa6JLbqG1GeKzQ87XO5z9FHP51Sg2SZfBH0qS3tJ7lisMLyHvsXNaX2nTLXH2Wya5kH/LS6PA+ij+tMk1a7lUoZRHH/wA84gEH5Cq5EtxsINHSMbr+6SBeyAb3PtgcD8TUyz6dZjNtZec46SXRz+O0cVnbvc/hTt56ADA9eapNLYRYutRu7s7ZJmMfaMcKPoBVU5HfpSmTCcAZ9KVHB5Ix70m29xW1G4PB7GnHGOTzSgksBT8KMnikMiVgOOcCnk5707jrtHPXNMYEjHfvQ0AE5GetBXPOetHl8d6fjaMZosMaw2gfWhcDvmkDnJ44FGe9FhDxnqKtW2o3llkW0vlg9cKM/mRmqYfbnjmjzRntmmtBs1tH8P2er6rLq+r306wx7Y5IEf57pmOQg744yf6V7JYajpcFtBawSWttcTISsCuA/HBwOpxXhMd28O8xna7IQGz0JHWuc06xnn1q0u9S1GdGhcMGQksMHIAPYf4120nGUUm9TohKUo2XQ98n1aaC4bSNWthexyKSkhBIlB6YOPlYVm3Xw2a4j+0WF4VR/mEU6EMB6ZHer2leJzdxB4gHhVtrSK2QCOv06119jfi8hWQfdI645rStRsrlOcZLVHjLroumggh7+6U4wwKRr7Y6mqN7q0t/gMkUSL0SOMAAfXrW98QdL0/SdXjFnIQ8ymSSInO0k8Y788muO83nAH41xTbWhhODi9R7MQOTgeuKw7PWZL7xDNa5ie2hQ7GVcE4x378k81tR3EkdxHIY7edYyT5c0YZT9R3x2rLtNJis9be/QL5bkkwYIXB5K5649KUVFK7HF8qOq8I3Z02bUkb96l6QGj8onaBnuPYmr8+hQXFs1xprligLNETk7QMkj6DtWc2u3CrsskjtE9IwMnHqTzWVdXF7Lp11ZwXLQG4Xa7qeoJyR7A9yO1NyTsmbKqpK0kTbCxwACDyMc5pU+UYGc/nWNpt7rEtxu1OIvBJIyfagmFLZxgYGDyMcVuxxiR9i7i/TaBnJpSpuJzuNmR7QT1+bvmnCIkgDvzn1robW3ntof9OhsooTjDXCDd+AHNMk1DRYJ1eCwL46tkqufUKc0+RLVsSMy00y8usmGJjGODI2FUfiasJb6bZ7jdT/AGmTp5dv0B92P9KsTahY3yYnnvkHULhWQc9MDGKyJMM5EYYqOmRjj3FKTUdhehpNrc0QCWMcVpHjB2AFj9WPNZkjs8hd3ZmJ5LHJNN6cH8KljhkmbbFGznGcKCTU8zYWIgB1pGIHAqSRXiJDoVYdQRg0xlzjn9KlgNwCuSvP0puM8kfhUhyvf9KFwTyKQrEZ9hk56ZxQCR2xTiMZwD070g3Z7fXNMQD3BoYBRSjnPX2pCCRQIaDlcgfhSqxKgY59qUDBoGc8Dn0xQNK4mD3/AFowMHoM0MxoDYAOc4p3CwhRe3Wo2jBHrjuam27wecU0rjGKLktEWwEU0p6CptrZ4GRSeWBz+PWgViIxkHOeKAhHTBPvUoUEHjj1poQIcc4PYmgLDNhB+6PpRyTkjJ6cVKR3H5UdOe/pQVyjFHHPaggkn/GpACygAc9qUZBAYKfU9hTsFiE5ApNhY5BwKn8l2O1BuY8YA61pQ6HKsQlvZUtU/uuvzH6ChRb2GZBUZxn8KvWmj3Nwnm7PKgzzLIdqgevPWrkk+n2ylLOBpHHHnTfzAFU57q5uzmeVmH909B+HSr5UtwLf/EpsScbr2UcDqiD+pqC61W7uk8pn2Qj/AJZRjao/Af1qmwG3pTcgLj8MUOb6AKeASBxTlAAGc01QR0H0FKMjjrUCExg8fdpu4jPGB3qQsR3GDRw3GPegYwDd14oAAzk/gaU43/KceuBQ23tn8aAsMHLDbTjnuadxgDFNIJJGDgUAIQF789qC3Ax1PpQVIOMdaUg544HvTsS2G3ucZqNgRzx781KQQeSD7imOuRznApWFcUY2Akijjvg8dqbhc5xn+lN2qxGePpxTAlxgAAH86aeDxS8jrRyRkdaAYwjI6YoywGSeBS7scEd6Q4YdOPagVwB/OkbgdKaAN2B/OngdaYDQSQetIQTk0pBPHbPWkJJ4I/OgBgHOce/FBwfX61IFGMCmv1IOPwoAaoHQkcetJwvbP0qWG1muZFjiiZ264UZNaJ02Cxw2pTbWPIhj5Y/U9BVKN9QMyKCW4kCRJvY9AvJq9FZ2MBY39yRtGfLi5JPpmm3GsERmGxiW2i6fJ94/U1jl2LMW5JPXvQ3GI9zam1gxxGDT4vs8RPJH32+prIZ95LOSSTyT3pMnjvjtSbRnI6+9Q5tisNJB6dBRkjAI4pWQjoO/am84/nUgPGBSFgp6nP0yKM9D60v4UFAGzyT+FOHHX+dReYobHGaUgEZJoHsSs3GAKASBzxxUL71AKnj3oWZ8AMQW7Y4FMCfdhulBOfrUSux5PSl8zJHHXpSYDsEdRTee/WkL545o3DOBQguOwDx+WaQsqgZPf0ppfnr0pnmHoegpk3Jiw5PfFR59aYz+opNwON3H40h3ZR6nqKOc5NM3be4ppfIrIZ0ei+In079zOontG4ZGGcD2z29q3Rf28iGOzVLyxb71lI+Ch65Q9UP04rgQxJwOOK19D0yPUpLtp7iSCG3tZJWkjOGBA+XH4134fEyfuM6KFedN2R0OoR6ZY6PqFzo4jtJbqNYbm3lAVnG4H5kJ4YEZDrwecgVxZfJ4/WsiSafUNSWS5upJ5xgl3bJCgYA9h7Vp5CkGssVJOWhWJlzMkVzyB2pwc+vFRhqcOlchzWJAwNKCQcH8M0wcDJ6UZGeTn3oY7EyuMDJp+5QeT+NQZGBxRyw70eQibzAaeHHOargDI/xrRtdLubgbvLKR/wDPST5V/M1UYNhexXDZO0dTT0QuwVASx6Bec1e8rS7RiJZHumA+7F8q5+p5/KphrjQx+XYwRWaHqYxlj+J5q1BdQuEGhXTJvuSlpGOd05wfwHU1Ko0m1Bwk15KOhY+Wn5Dk1mGcyOXkYsx7tyaTdzVpxWyHc1W1m7MZihKW8f8AcgUL+vX9az3YufmY89Sec0wuScEY9KXP1pOTYhdgXoKd8vUg8U08Hnv6UpGTnt6VIDhgrgADNAUj5SR+FLkj8qQc80wYe9GOcg0EH86UKWGRmjlYhVJzz+dLuJbB6fSjYcHKnilAUKATg+5p8rKEII5pcdyT+NGVA+8PzoLIVwG5+tPlYWbFyfXPtS5wRkD3pqYUH592T3OaVuOoGPakOzAMm7pzSdelJgE9OPrSjA5xQxaj9vp1qPGDkn8KUkEcnApu3LcVIWYMucYJ61k2d1A2rSRk5I37RuwSR+FbHI9zWPdabFb30mpgYAGWX1Pt9TWtNpPU1pSs7LqOtdZ1fRLszx3giMuDJbxAFWGf4s8Z9+tem6T8UdBjWEu7xSSyCMQNklCTjJ7AD1/SvEw13fXrqiGWdzu2joo/oBV46CY9PmmkZnuQcgL90Y6gD6V0QrtaPY9GrTpQgoy+I7vxraXMPipruSdpkuvm3E5wRjj2GMEexrIJ5FdPYzL4s8A28yANeWICOB13L0/NSR+NcyQCRg8e9TiIa3WxzYmTcF5aCBsHnmngkt7DpT4raSaRUjRnc9FUZNai6HNCoa9ljtU9JGy35CuZRbOIyhn9OlW7fSrm7+eK2Zl/v52qPxNWZbnT7MgWMP2iQctLOMD8FH9aq3eqXl4MTSfIOAqDaPyFUlGO47ltneO0trK/1BZbe0yIre0TAX3Zj1PJ596T+1JYUMVki2yHuvLn/gXWswF+B2oG7rxiidVyG22WmkklcvI7O3qTk0EZPNQB9o7UeYT+FYt3BMmHqBtHp3p6zeWwIAJ9CKrK4B681LuBBbjNCHc2bd9BhjWWf7RcS94gmxQfrnkUXPiSXyhBYQx2MB4IiHzH8axOCQcilIDDBP5Vqpu1kK4sjSSyGR5Hdj1LEkmg7j169qAu0E5OKazjjB4qAHbTg5c/Q1pWeh3lxH5zr5EBHMkp2j/69Rafq7aerGK3t5JD0kkXcV+lQ3mpXV8++5md8dB0A/CrXKtxBeQxW8pjjuEn29WQEAfnVbjtzTdy55JpdwznkfhUNiAYJP8AjSjCqcfWlhglnl2Qq0jN0VRya1V0L7KjSapdR26do1IeQ/gKcYuQGVkEc0gYnGK0nuNN8gwwWYX/AKbSsd3pkAVmHaCRwcdDTcbBcdg9SM+uKbn1FGQcjnPvScgDuCOlIfQdkjGCMDtikZgU5GDnp1qWK0nuGxFAznuFXNMaMo5EilWHUEYNDTQEIBLDk/TOBTyD9acACSQO9OyAcc5+tAESqc8gf1o3bDzj8aUsBnJ57ZpQnXkE0WFZjBsdztYE9xml5YgAcVatNNlumAhhDsOp7D6mr8dtp9k7G6LSyrj91GuFP1arjBsdjLhglnlEcUTMSeMCtH+y4LUbtRudpIyIoxlj/hUsutP5PkWsMdrF0IjHzH6ms1nLsWLAtjkk5q/diK6LzaoIl2WEK24/vkbnP4npVJ5JJHMkkrux7sc0mVIBGM0hIzgnH4UnJk3G5HXoMetNPJUg8e3SnOyoegOfWk37h07VJSF4POfpTWAwCcEDinHAXj/61RllY8fUE0gYoAPJ60qoO5/ClCnBJAFNCuXJGAPcUyRCuDyKQkA81Jg4AJ5oKjg9KlgRlyBwKTd8oOKkwpHv6U0JimAwP2xRvx0Iz70/ygPTmkZBnrn29KQWEJJ5J5oyCuCaQKx4HT1NH2fnPPWgbFzs4xxSMxUfKGJpfLOcnGKTpng0EiLn+IAegoTdt+bBOewpPmB+6frQWwBkgH0ouMdkc560YzyM0wHnpye9OBwOetAWExuz+nFB4GMcfypdwGKQ464pisNA6ccU7bkE9DQOeg+lKVOMk59BTQWsNHGcAUnJHT9alhglnkEcUTSE9Aoya1Y9LtbJDLqU4Vh/y7x8sfYntVKDYWMeC3luZhHDE0jk8BRk1rHSbOwj8zVLoiTGVghwSfqe1Q3WtMYzBYRraQ9/LHzN9TWNJI5JO4k+pp3jHzD0NSfWnSMw2EYtoT128s31P+FZRcyMXJJPck005PWl4xms3Nsm3cY5A5OSfSg4I6c0HBPPSgDsBSuPYb1xntQBxySPoKU4z1FKF4yTxSDW4zk9xn+dNG7v19KkwM5zSFc9Dn6UDG5yCMc4oycYp4XbgEU1lGeh+tADGUdeh9RilJyAPy5oYHAxj1pCpIznmgBckqRiggAcgGhkbA6UmMt15FIAB64B69qNzbunIFJgg9+vWkY4PXP4UBcXec9APfrTOM8+lAb2pRnGQKBAORTO/BpWIB/+vSZJ6dfemAM3INL5gDAYxmjHegtyMAD14oGZfUYoz0yKD7Uuw8EkdKyGkAJzk8V6D4BsrLUrK602Z/mvlZHMbDeqAc8dutee47eteofCmygtxfanPw7AQxADk9zj9BXThdJmtPfY5zWPA+i6Df3EUWu/vgB+7njBIB5Aytcu6gMwBDAHAIruPGmg6nda5dajbWFzJFK+Tj5ipA9ug9K4dxIrFWRlYHBBGCDUYj42a1fhWgoYL35NO3gZwaYFyc+tTW9rPdSBIIXlb+6ozWKTexzIYCSAKMN26Vqro6WjAajdR24/55r87/kOB+NTPf6da/LYWnmMD/rrjk8ei9KtUurYNlOz029uwTDbOyjqzDao/E8VdFjY2mBeXm9u8UAz/wCPdKrXOpXV7gTzswHReij8BVU8/Sq92OwjSOrLbkLY2kUIHR2G9z75NVZr+5vCDPI8mOm45AquM5xgYpQpAByAPShzYDsndyM8U8HIAxzTQAOc545pwAJ4FRdjQ5Sq9fzp3mYI6/XFTx6ddyxeYkREX98nC/maUWiIVWW8s0J9Zgf5Zq405vVIRDvJ6D8cUoyx6jirGdIhUm41LzD0220LMfzOBWhbx6ZJArW8lnvJ/wCXu7xj6qo/rW0cNNhcy0VncIql3PACjJNXn0y4t0D3RjtUI6zuFJ+i9T+VaCWWr3EKpZajaJGeP9At2bP1YDP61VuvB2pBDI1ysknrL8v/AI8xrZ4VwV92a0Yxm7SdiHzdJgU77ya6YfwwR7R/303+FVzq1tEpEGmRk/3p5Wc/kMCmnw/cKvz3dipHUefuI/IGqk+has0oS3tpbpD0eCN9v0yQKmFCrJ7WR6EvqdKN/iZcj1fUbm6WG2SxQt0UQooH4nitV/7XVREupWrzDkQWkoLt9Nq/1xWGPBfiIqWOmyBevLqP61SnsNQ0R1maSOJzxiK4Utz67TkCvTjRioqLPJrVFKXNFWR0VzJr9hEs12b2IMeAZQWP4A5NKNS1jy/MkN3sOOZbYEfqtY1h4kv9NXfCIGlY7jLIm9/pk1dbx1rr5BviM9AqqMfpUVKKjsKFpOzdiRtUMhIkt9Pn68NbhT+a4pqyaZKxM2lyx572s+QPwYf1pqajbarCrazqdy7KcrDBCoI+rHFWluvC0UQUafqLMP8AloJwCa55qC+JnXSo196epSntdMDBre+ni45We3JI/FTUBt4SMLqMLH/ajcCn3dzZbSbQ3qsOiz7HU/iMEUqWF3Lai4l0qcRH/lqIztPvUKNNq6VzSdTE0/i/IYbAFeLuBj3GGAH4kVINMujGWjEEoHaO5Uk/hkGoFggJ/dSMp/2W/pSm3lJB8zzBj/looOKhRo7PQxeLrLdJ/ISaC7tsedaXUYJ6lSQfpSh7klVEUy98tG2T+lTQ3F7bBkikcK3VUmIB98U4Xk6L8xu0I6FZmP8AWn7Gk9mJ5i4/FTRVM8iscyAN6EYqC+ui1jKjBTuGCa0/7SnY/NeO4zyJ0DjP4isjxReRPpDp9ms1mkYYkh3Kc5yTgHH/AOuk8NZXTLp46hOWtOzKmgEQPcSohYNhSSfxNbaXCD72epOStRaNp9iuj2pke5jd0DMQyMCTySB1x9a0B9jiBERnUjo8iK/6ZFKWHla9y54jCzfvN3GeHtRPhfXFuWB/sq9Pl3C4OEJ6MPp/jXUa1p2k2N75qMbnzl85IY2G3afXHOOtclcWwvVIa9hdTjKyoyH+orPXR9TtT52nOs4jP3I51duPQZzVXly8skaSdCcfdmdPPq0rAx2u22j67Yhg/iepqjJI7nLuWPqeprm7bW3ur2VCGgkB+63Q+vB6c9q0BezLjlH/AErlqXvZmawVSUeaOppDGacpCmqC3+cbkI+nNTLexMeXwewYYqOVsxlRqQ3Rb+XNAAHWmK6nBHOadkd/5UmrGadwKYOf1xS7B1xTkI7inE/lSshkYTHAHXpSbT0JqQHtg/WnKe2P1oUQRGKQnPrUwUHt+dNcDK7Ttwecc5osOwwkhfb0pARgcY/pUrpuXPB9BUexhj+eaBMTOOaM5PHelKEnOfwpCAvQ/hRYmw0lvc8UqAsCPejHTIwaFyTjdhs9DQMerFG4ZlPYg4ocvIxZ33kdD/nrSFSeM8ikKsmeCP1poEg2DbghT3waONvKDmkDYGCAPxpQpbluAeM0XYbCnOAMD6mtKzGkRxiS5eWWUDPlBdqk/X0rNwOobcB3pMjPJ6+tOMrMDUOtXcHmRWwht4HP3Yl5A9yayy4kly2cZxuOenrSlQTgnjucU1N7cRj8BTbchigEthTuPcd6sQmESr5qsUH3lDAE/Sp4NKnKiSd0tl67pOC30HWrCPYWIBhQ3Nx1DyDCL+HeqjBrVhcsJplleIDFDcwA/wDLRiCp/lUsFppdqR51wlxKuRsdiqA/Wsm41G6uflkmLLnovyqKYZCIwoP1FXzxWyFc2rmO/e3MsclrFbL1jgnUY/XJrDaQbu5/GoG4OR+fFPU5I4qXK4rjtwLep9qaTz0PoOa07Hw/d3RWVgIIGPMsvyj8PWrT/wBgaaksRV7+4HRgcJ+lPkbV2FjCwV4HajcB94Zz70jzqZDtXaCeAM4HtzTBknmoEh7KGPA47e1OCYHTp703OCcHpUqk9zmixQzjb1P0pNoDZHXvUkkBVd+JMHoSp6VHt3euT+BoaaEK5wKTdkZxTWG3ABJPfJpoXdnLdvXGKaAkDA8Z5peM4DdexpBgAAf45pNp68Z78UgsGeTgcD3pRk9TQFweO1G4Dt+tAWEP16e9ITjBA5pWYHt/9el3ZGaAsNDHrj60hY+meeop2Q3X/wDVQAp4zzSGkN4J6/nSH6inMB0ppXGMdKBWEBGMY59aCB39OlBwOB1FIMkjII96LAJg+3tShT1NLj8fpSYPI3D+ZppAGFByRxikZQKeiu7hERmY9ABkn8BWqNJito1l1ScQKRxEpy5/DtVKLYrmOscsrrHEjOx7KMmtX+zILSES6jciMnpCgy5+vpSya5FArQ6Vbi1VuGkbl2/HtWNK7SEszFiepJyar3YrzFc1J9bKIbfTkFvD03L95vqaxZHZjuLksT1PJNKdoBJ600YI4P41EptgBDgZz+NDNntTDGd2SSaQZXvj2zUMB+CB0pCMHkCgseuaAT1I6UCArkZB5pu1ieKQvtHPTPpTQzMTQBJ8q8Y+uabuPI7UnLc9MU0kg9ePpQO44cHnoaD6gYHpTdx5z/OgPz7UAnYfnnPNJjPHWkJB7c+9LxnHWgBn4Up5xmg5BGDTW5xikA4cnA6etNOQaTJHU8UZUYyMmgYgbJyetJnBJIHPalPHJFG4ZAoFYbw2AKAMd6dt5BBGaUqDxigYzb05/Km7DjJOakCgHBNL8vHPWgLDCCcewprKevFPIOeDSZAOM/rQBl42j1oxnjmnhRinqm5sAZJ6DGc1O7GRKpbirsF5e20flwXckaf3VPHPWrcWg3k0YkkQQREZ8ydggx+PNSrbaTZqDNPLdt3WIbUH4nk1cYyWpSlYrtrOsXB8s6jeOCoXYJCMgdBgU9NFuW/e3jR2y9cztgn329TU0mrNsC2cMVon/TNfmP1Y81nu7yMXYlmPVic5pu17sp1JNWZeC6VahdqS3j/7XyJ/iaJdZu/LMMBS2hxjZCu3P1PU1Q2kYPaggbgSaOe2iMtSPJZiTySep6mnBWC/d/KpAoPApTkHr0qL33AZg4FA54B5p4weuKds+YEdKTGMAOMCnfMRz2709QF5owGwc+9KwDVJ9DxUgGSDTlXBJOD70DbjIOcmq2B2N5Iv+Eg0N7Q7/OtF3Jg/KeO9chp7qspiZMMehIrdsdRn05y8DgbuGUjII9xSP/ZUshkfTnRzyTBOVB+gOcV3U60XT5ZENPcqlto4Tdx0Heq0UttPIUeLDehFX/Ksd2VN7Gh4/wBYrfzFMTRbOV98WreS2ePtER/mM0qcY6+8DbFjmlskH2Wa5jHpHIRj8KQX89xdLNJdSTyp0Fx84H/ATxU/9l3SplLrT5+eNs+0n8CBTf7CvJ3+WzVnPdJ0z+eauM6i0bBq5r2vizUrXA8qyZc5wIdn8qfeeN9bljC2kNtCSOWAJx+BrHHh3VVBJs3Vc97hP8aP7D1eBTtsi/HRJlY/kDmr56iGoyZUvNT16+J+1XszqRggSYB/AVFppS1kLXOkLek/dV3KgfgOtNnnuLVtk9s8beknFImoA4Pk9B/eFX7SulsS1Z6m+viS1tkKReFrNTjAJ+b+lZs2v3t4xg8i0sIHG1mS1HA+oBP5VAtwrnGxgKnB44PIqHi5R+KIWvsyW28LR3Hzxa/puO/zEEfgcVBfabFpsbE6zZ3bg8RwhiT+PQUvkJK3zIrfUVGbC3wR5QHqRmolWpVfjR00a9Wl8DKtteNFPHMhCvGdwDKGGfoetbx8Xa2QM3nljtiMD+YqKwu73TU8uyuTHHnO1lDD9RS6rqGo6zbJBdzRFUO4bIwuT74qFybQlY7Fj+bWpBNla0WLVtdDaje/ZvN+9OFAyewwMAVrajpEensQmsWc6gfdY4f9MisXT9LklmC/Z3ugBzGhI/kK6yOKysIcXOmaZCw52yM0j5x3HNbJJxSkctWdKcuZKxyaXJ3EbH9wKvWEM9/MY4IXLD1wKZeXG65M0EEQYcL8gVR9AKS2lRmV7u5vFIPS3C4HuM81lyQUh2oyhe9maOo6dLp1t5jRGSTaSQ6fKvH1GTXParf/ANtaRHZXVvAJo2ytxHHtYdeABxjB6VZvZrK7mMdvbXrSk4Wa5nBGfXBGP1qeHwvq08QkjgRl/vecn+NOcpxVoI6MPQoSXNOVjJ0+CNFS1iM7v90BQcn8BV6W1+z8yx3UPuysP1xUq3F/4dYwI8MUznJdNkjj2yM4p/8Abup3T7JtRnCSHaSW+UD6elJ1Emo9SJZc5JzjsUhHC4ytzJk/7fNSCDJ/4+G/3iQMfjVq5t/DtvbsEN5dTlciQEIu78e1JY6Jq1xZm4a1U27fdZ5FUsPXBPNXKMt4yOJ4dx3RBL4Y0u9tZb9fEdnBexIS0LcknPA45z7gHtSWBZ7KOO90+3mYceYjGN8e5HBP1FPkNvazmOSNY3XttB5+op/2qDgh0/Cs5Tk9ka80oqy0HfYLB04nurd+wdBIv5jB/So/7FuniMlt5V5GoyTbtkj6qeaU38CjJf8ASnRXKSShomdJF5DqcEfiKjlT1lGxpDG1oaXuUVQo5GWRx25BH4VMtxPGOH3juD1Nb8OowapPHZa6kThhtiuwNsit0GSOtYGq2U+jalJaTMHC8qw/iHY1TozS5oao6YV8NW0qRs/InjvUY7XBVunPIq0vPFZClJBkcgipIp5LYDGWjHUE9PpXOuWTtswr5fKEeem7xNQMgyS3TsRSpICcgcVDDcLcJvDZGencVNnnAH51Mk07M89DtxB9j6UEDOc/lSHggEcd8UzzNuRtH4UgHqMd6cRj3pm7nv8AgaeGAA2k9OcmkC8wUn0+ppudzcCnA4JPr60gPX37Ux2BgCOBzSBTj0z7U7txjrQWxSJ2YhX0NN2gemTSk5Of5UoAPrn3oAiJRXIG7NPJBHyjjHTPSl43cdamgsZ7qUiKNnPsKpJvYCqVHHynI6c8UqRmRlCISx6ADk1uLpdpaDzL+7UMP+WMXLH8e1LPqUUbkadAtuh/i6ufqe1WqfcCuNFeODz7yZbWMn7p5c/QUgv4rLcLG1wSuPNl5Y/QdBVed5HO5yZD3LHJpuGK8r+FPmS2FqNlnmum8yZ2du5JqMsTxjFJucNhlXHt1pwGcYwc989KhtvcbQbwOME0ZByTn+dMYDeCSfwp/Pb+VIQ0nau5hwex5pcng5GBQwIXAFR+YqkAkcds00DJDNNIuwyuV9C3FMIbAAORnqTmnb1I4py4z1NVdivqNCNnJfJ+lLgr0xmncA9aCCD29qTK0JLaOOWZVkkWIHq7A4H5VuxvoWlJlR/aE5GQSfkU1z4POSR9RTcq/QnIqoztsgNS/wBav9QUo02yHP8Aq04UD0rJCOGyT+tO5wMnOKQnvScm9WAu4HPIJB5PekwGxn8qaeOR0Per+nXlhauXnsmuXzxl8KPwxQtXqF9R1no97fMPIgcrn754Ue+TUd9ZPYT+RLJGzA9Y3z+eKuah4gvr4bPM8iEdI4vlH51jjG/g9+5qpcq0QXFA/wBo/Qmg9CMim8EUw9cA4H1rPUNx/b/IoyfT9asWlhc3jBLeJ5CT/COB9TWs2iWWmw51W7ZZmHyxxEEg1ag2BgBgSAVNLjI5H0p0pQysIgQmeN3X8cU3cR2zU2AYQc9z2p27PHNG3LcDBp32aRGBdHXjglCM/jQlcNxDjjmhG2jGMnPc5pyxF32KNzdAFGSa0o9Elij86/kFrD1wxyzfQVSg2C0MxQ8rgIhOeAB3rTj0YRosuoTpaoeisMu30FEurW1ovk6ZbqjYwZn+Zm9x6VjSyvK2+R2ZvUnJqvdjuS2bTatBZRvHpcPln/nu/Ln/AArGnmkuJGllcvI3VmPJpnAHfPakC5zk4qJTb9AG4AGSaXcRnj34pcZ4z9aNhK5PapBEe0uc4/CjbznFPBIH8hRnNILDcjAphUNyKfg0m4ntQA0qDxwPXig/Kp784px6ZxTeo96BEeM9QD7UuPSl2NTj0560AQdW4oKHqP1qX8Pyph56dKLAM2YB5yaYc475Pep/4eT2phXjp9aQWGgHAzj60hyOelOHGBj8aQkD/apsBvUZJBpOck5PNDDktggfpScHkGkFh3UjPahjnPPNIwYcYpGDA5NAahyOOGPvS5J7Dr0poOOnekOeDk80AOJ+akyc/Skzggc+1Azx7daAFyd2cc/ypd3PTkUwsQDSBhndg80APdyRk9fQVGH4y2AB36UW3nX1wLa0haWX9B9a1Rp1hp4Z9Uk+0XIHFrGeAfc1tGj1kVFOTtFEC2Ok2ybrm8a5kx/q7YYAPux7fSk/ttrfKafaw2q/3gNz/wDfRrMBJyDnFOZcYI6VDmuiFqPnuZ7qTzLiV5W9XbJpM5yM00DJ607A6cVDlcnUa3AA600gk5zjHYd6eFBP4Um38qV7lITLY9qeMkA4NNCnd14pc4zzn2oYx+TnORz7U7I45qMZPNP255/KmK48Y6Dr70vTio+R1PNO69aAHkc4ApVBHUA+/pTRnOc8U/cenB9qQIcAWGDScAGmZwcE04nimMd/KnAKgzjJpgOMZpwPr0oELxnmkAPY5oGCRyPwpT1xQAcH6j1pdoByOPpRuyMUo6dM980+ZjIJLeNwTkhuxBqt9nuomzE+73zg1fUjsKdnHHer9o9mXTqzpu8WRJquowqFkdnj6bJVDr+tKLvTLxgLrS40B/jtXMf445BqX2IFNaFD/Ap7cinGrKPws6nioTX7yCYp0zSHx9m1WeA9dtxAcD2ypOfyoXTLsMq2l7ZXBP8ACJQCPzxUYtY2ODnn0ODUtvo811Jst0kkPtyAPc1sq0pbq5FsNLa6HPaavak+bp8hHqi7sfiM1B9rG/Y8bxkdQ6kGtGa0k0pAZb/5wfmigY5A9z0qFfEl2AVhfcp4zOokP69KJ8iV5IdLDQqy5aciW0tftALPNFAg6tK2P06mrvmaNZr8jtqEoOMZ2IP6mqlrc2WqtLBqYhjldf3cyptwfQ4rPn0G8gPyQS5XOHi+dW9+KuKoyjeLM62Gq0pcrRp3GuXkibEZYIsY8uAbRj39azzN/EzcevWoo7bU0yps5JCOcqDnHvxVVo72yl8y4tpY43/vKcfnWfspO+pg1JdC211Cp5lXPoD0pwdJFygkI7bUJ/pULCGaM8AjHBplvqGo2boq3Fx5CEHYkpAx+HSnSpQl8T1E5WJzcwI20569GX/GgNCwKo20sOQrEfyq9qXiBtXtFtRp8cSDA82QF5PzqrFGIowud2O5p1FGn8LBO5AtgodSGOwHJU9x6ZrctdRsrT7mhWzMB95pWJz+NZL3KK4RQXY9kGT+VMa5kQ4FtLn1dSo/Woh7S97GvtJpWvoSakHvtRkuUtI7dHx+7RsjPr0qAW9zt2EqE7DeSPypsSTtIZPNUMew+b9KseVqMsixwRGQt32EAfieKuVOUpe6aRxdRR5URCyZ/wDWSHHdVGBQscyfLFbhRngs1WmsdQQgS3VkjYyQJ0BFRSRheJL+3P0n4H5CqVGotzCc5Td5EL2ksjZuJVA9B2qSOa2t8RRDc3+yM8/WpYDolsDLfTS3r4wsEAKjPqWPP5Cqw1SCM5ttMiVcYwzuxP61rKnde8xKD6IWeWYSRzlAgjYEBjznIxW94uh+26fZao58ieRArwyAAkDoQOtYq6xcKoNvYWkcoORLsLsPpuJxVO5N1ez+deTNLKf4icnHpVQrU6cbNm0cFWm9IleJmSQBTkd/Q1eB6moI4xDyc8HvUocyHEUbMfUDAFebiZ+3neCsfQYO2DpNVZBEZIJx5R3b+oPQCtZCcckHPpVW0txCdzfNIe/pVg9eDRUndJHgVpxnUco6IlOccH8aTr2P1pofnGaTLFuDWZmSFe/WnLjA7GogSeDk/hxTwB7ZouA8E5xjNL0OMHNMyFxgg+3pSgHsM49KBClgBj+VAKjOB9aEBbjI/KtO10OaeMTz5t4O7yHGR7CqUWwMzIPRevpV2z0u7vVzFCyL13SfKAPxq+txpWmkm2gNxLjHmS9B9BVO61O5vCBK52DjYOFrTlitwuW0s9NstpnkN5L2ji4XPpmifWriSLyoFS2jHRIhj8zWUXGCfb1o3gAcnmjn6IVxfvtuZsn1NOwN2M9+aYzA+/tQD/kmouMVhg9aaMg5zScZwTkfWl2LjOTmlcLCHPtRwOhpQoz2JpvlkngfjQAgHXntSYxjJwO2e9KI9rE45Pf1p2Dg8UEsj2c5HelZAwww49qVunSjIVf6UBcYkaKu1FAA6AU4Jgk/1pofn09jTxk8ZP1qhDSuBnPNL1XNKVBGMjB96RVA+UGkVZDSSOO2KAAOx/OgmPdywzjvT1AYDbzxnijUCMtyMA49zTs8etO2r+dMdcdOnemDF+8MH8qQxqvQ896GB6jH5UhJJ5PHp2oAXIIwTTCuTwG49qUnoAOM+lBY4wBx7UguCpnjOKXAB7Hmo1yeAf8AGpAATjmmFy/BrGow2xtorllixgAKBge3FUGJZizMS3U55Jozt4BprOQ3U496fM3oIcHB9896ecBSe59aYgDHGAWPYd60o9HkSMTXsi2sB6GU8n6ChRZV7FBU3FQh5/OuitV1K3hR73UXtbZRwJOSR7Kf61nSajaac23TEEjj/l4lAJz7DtWTc3lxdymS4laRj3J/pWiahqS2dLceJ4YHH2K0jdl4aeRQCw/DFUH1fTrpma709i5P34pyP0Oawd5yQDkY9MULjn5cE0nWYrl28e0kl3WccqIByJHBJP4VUL47UE8YB706NVeVVd1RScFj29+KzvdgN3h+o4qyLO5MIkS2lMZ/iCHGK3YZPD2kRrIXGoXDdPlwFP0NZ2o+IL2/Bj8wRQDgRxZAx7+tXyxirtiuZZBFGTimDOOnHqaOgxmsxiryDnjFISAMUnIqSCGW4lEcMbOx6BRk0bjGBgB3pDjvV++0a7sI1e4aBcjJTzPm/lWeTwCPypuLW4mKQP8A61N6HrQWODSHHrUiuxwyT04ppPtg/WlB4owp64zSHYaQR0NHOOmQaMgYJpM5+7QxgRzUbZxmn4Pt1pARn6UCI9vam4IyOKlOCfam7Rzk/nQFiMqf/r0Ac9BUhOAOc03Oec0BYMZOSfwzSdefXtS+me1IxI4xz60xhkr1xTD+tBcjIP6imNnHFIQ8oDyT0FNC89OtNMuz77DnseKs2emXWpgupFvbD700hwP/AK9aQpuQLXRFV5AHCIC7k4Cgck1qf2B5Yjm1i6W2iZdwhAO8+1Tx3unaPCItNhFxdHO66kGcfSsyZ5byZprmQyux6k1reENFqzeNBR1qMuza00aNbaVClpB03KuGb3JrN2DO5ySx5J681KVA4K4AoYYbaCPwPFZSlKW4p19OWCsUVyFIzSEnPHpSgYPXmlOepNYNGCAE8HFOzmmnkDHak7E/yoRVyQFSn8qByMZqJWX3OPal3AHIOPwoVxEoXnJNLt9DUYOeQc0pkwADj3pgSYA7UucH2qHzSMYNORiy5PrRcLkmO4xyOKXGVHSm7x0pAaYyXpRknH9KYPWnBj2OPWlcBQCec80oY5xzj370m4YPTn1pFOOKrQQ4HOQD9c9qPYj8qTcPx9qcvQnn8qQC8j2x6ClDEH1oBBGcH8aXAwTTsIYTnnFSqx9PwpFAPBJFP2478GiwwDY6DmlAyQDTooJJ3CRKXc9FUEmtNdFNsA+pzrar/cBDOfoBVKDYWMvYxOFBJ9AK1rfQruWATyhbaE/xzttyPYdad/alnY5/s2yQSY4nm+Zv8KzLm9ub6XzZ5Wkbvk1dox3GagfStOPC/b5iON3EYP06mq91rt/OCqSCCLGPLhAUYrOBzTQCTnOPwqXUb0QDiSeTyaia3jk5ZOfbipchRyacGB7flUXY1pqiv9kA+67emCM0scMqn5Jipx1AqbjpmlUHOR096LnQsVWStzFRoLtCSJ8jvgnJqW21DULIEI8gjPVG+ZT+FTg8kjqKbu7dKObsaQxtRfFqQG5tpX3S2MSknJaFzHn8OR+lSedZEZUXSY4wJVOPzFSEDgkCmlEAGEBH0qvaS7h7elLeA0zWRPD3Rx6snPt0pBc2IIJtZZef45yBj6ACpAq7PuD8AKeMKD6fSjnZPtqSekAGs3cRYWMK2qnoLeIAgf7x5/Wo/wC0NQOR59wc9cuTUwyRg03auTxQ5t9S/rbW0UQ/a7/kebMAxycNjNRSTXMuVl81iePmY/1NWsE8jtQQOelLnkupLxbf2V9xm/Z8PnyOnTJFSrETj9wPzGKuqqkjK8emaQ+yjjpR7SXcaxclsl9xVELFgBEo/wCBdaQW02edgq1zxwPXmnZyMDn6UnK4PG1OhFHCVjYMck46DpThAgXc2cj0NSA4xS+YnCgc+tJSM5YurLeQ2OKMDITn3yf51P8AdAAAx6VGZBnH8qUyDqTx9OaLmMpuWrY8nHam7m5wPpTSTjI5+vanhjjI7dhSEgHzZOcd8d6XGOhqJydw+Yj6d6kjO4cBh9aYDyccgDPqaTcVycHOOMVYgtLi4k2QRM59AK0v7LtrBEfUZvnP/LGHDN+J7Vag2g6mOmXAAR8n+EDJ/KtSHStxQ3N1HArDIVvvEemPWpV1kWsbR2NokCnje+Wc+5PrVCaV52LSsXYjknmrSjHcpM0VvLXTSUs4t8o4Mkw7j2qncX9zeybp5HYDoCeB9BVYAjp+tCgoTmpc29CSQ544AGaXjjB/CogRnj0o3Yx/SpuK484xtIpOB07U04z3+tKGobuIeDzyufr2pPlPTI+tMPXJPHvShlxnNIYjIGHX3PFOKkgAde1JgnvTh8o460xpguQeSTTyOQTwaZv56DP1pfmxlsUxXHH3pCfl5pu4A5LEU7tww/KgQzIyAQc/pS7AR6UjZP3SFNA3dzg96AECLnAoxjgE0biG4P5ikXcCQx4/lQAoGeopu07uM4NPB2rwOTSZOeSPwoAi2jdycH2pw+UYDY+nFPPQdKYVBPI49OtFxiB+ev50GTpzS7VXgUmOeaYrigg+vHXinYGAQPxpCp4AFISRwOTSC4o6kHmkA44FRgSdyRz0qVRuA5OR1JqhiMCTnJ/OkKuBx1qXAxWhaaHPNCZ5SLe26+ZKTz9B3pxi3sJmQEdmHcnjGOa0rfQ53j866YW0Hd5Tgn6CpzqGnaWWOnwmefoZZ/uj6Csi5vrm/Ym4lLEcDtiqajHcXobA1TTdNi26db+dPj/Xyr0PsKxbu9uLyYyzuXc9cdB9PSq/zdOuenYUKCQc/KazlUbDcTfz0pGcY4FLkdOOvUGk2gkgDBHrUBYUSFjjOPpSMMtwaNoDd6NoBJ4596YWHcDkCkBwOQR6UhzgZpNoxQK47gnNOBwP8Kj3bRnH0o8zjk8ntQO47cDwDQ5Oc47cmmBuxOaMk8daAbJ4JIQ4MqmSPuqtg/nW6PEEFrbCPTLMWzY+ZmYMT+Nc3kgACnBuOTWkZtbAmTXN1JdSmWaRpHY8ljk1CPQsPxqMnjFKM4qXJvcLingj+dB3MckD3NNOT2P4mnbwpUjBwRwaljsXrDR7zUnH2eI7c8uR8o/Gr+qaZpumRbHvXe7xwkYBGff0qvN4m1CWyFpGUgiHB8pQuR6f/qrGZiTk8k9/WtbwS0E30E3rkZ4p2Ryc8UnXgdaQrheCPeshIC+ehFJk54GfxpCpOTgVoabot1qDDyoysfTzGGB/9eiMXJ2Q0ihzjrj1pvBGdwxXT3Vjoem2/kztJc3Q5/dyY59+wFc1I0e4lVKrnIGecU5xcRjBgt1/CnHGcnGD2phJJHp9KOSeAdx6CpuIRh3AoA496tPp12nzPazKMdTGcVQZ3EwhjiZ5jwFAOc1ahKWyC9h+4dzjFEEU95MILSIs5GSewHrWpBoMcEH2rXJxEDysEZ+Y49ajl1N3U2+nwi1tgMDb95h7mtvZxh8RtToynq9EJbWul2Ll71/tdypI8sA7QR25qO8vbi/fL4hhX7kS9AKhWIb8ncWPcnrTyhxgVE6jloti/aQpq0NxiqB8oUY9RQwAI4oPyg8UHnk9MetZ7HPKTk7sQ/jTSB0Dc+1ScfpTMAMeaL6CaIriMXGoSixDGNmPlqAScVFLZ3Nu2LiN0PYMCDXd2HiDw5YAJa/uf9ox8/nWjJrehXybLi7hlB7SLj+ldP1eLV+YlSPMMc8DikIzjA6d67i60Pw9eFjaXsNux5OJQQPwJrCuvDF4hzayw3SdvLcbj+FYSoyiVcxDuI9vQUAYIyeMVLcW81q2yeGSNvR1INQE89eKy2AeSMj9aQntQc9c/pQGHbBJ7UrgJs54GafyDzShgB70m7ng0tAFBA7H8qcDnkCmnmnrhRj+VMLAD6n86CWxj86Uquc/jQW4wKAsIGwKUtnOB+lKuDgE+9PI9KA1GLnpmpB35poUZqZI3kIVVZieyjJqkrhYYWHQGlBb8frWnHoTou68mS1HXDHLEfSnfatGsMfZ7Z7ucc75yQoPrir5O4WZDZabdX5xCnyjqzfKo+pNaAs9L075r26+1Sj/AJY2x4/Fv8KzbvVru+O15dsY6IAAoFVQ2DgAD3FPnjHYo2JddfY0djBHZxHtEvzH6msou0jEu5Y55J5NRkknrz70/cVyTjJ9qh1GwFbcRgYA/nTUDA9vbijIPGaM49qi4D8AcN1pGGfSmnOc07OPTNK4AAO4pcDbhSBTdwPf8qXpk07hYXPr1pSfXA5pOcdB+FGfb60BfoLvx2/+vThnIOPrTRgjPP0zRuIPWgQ84OcEYBoGAcU05HOAfpSE7sUDHgjtzSttxx1qM5HOc+1GCDkAY+tAXHoxA5Ofwo5PPam9CcfjScnkGgLkgJ9OPTFBwDnBz6U0v0BIpwPrQIDnGDSBT70oYZ7E+tKAAT1OecCmNDec4I59TShSvWnBSM/N19RS4I6ZxSsNiKNzhByx6DvQqJn1xQWC5+UZ9TS/QU0LQAoHTFMZSOcfhUoVQAAMHJye1Ls5xnqaGg3IMndwKeu9cnBHvitmx0C4uQZZFMUOD+8cY/Q1bxpWm4UZvJAOQDhQff1rSNJ7sLGVZ6Xeag+IoGcDq2PlH1NaH2PTdNTN1IbmbtFEcKPqaiu9WurlPL3CKL+5F8ox7+tUdgwCfyqvdWw02aVxrs8kQitUFrCo4WPqfqazlYktuwS3QknjnrTGUj7uPrikywAyahybJ9SXcQecfWkJ5yaiL47fN7g4o54yP1qR3JBjrg5oZwAAB+JNMwOxpWGR0FIV2OD57H6gUhYgk7abkgY7UvQc07gIGYnJGB3FPG0Acmk59KTBIGAKAFZdxwR+RpACo9frQd2QAfrSgHrn86AY5S/fH4UHPb86P4d2ab5voMj1oBAQQxOGJPbNODEcE00P/wDqpcA5/OmgBX/2ifqKcGx1pv8APPeg84GRQA7d6g4pc5BHSmjBoLDNAC5GRRznNMXJzxxTuemeO/tTGG7npSMdx6mkAI70owDyA1IQo5Iyc0bweDSFiTgYGPekCj1NCHewMVHTFAUHJyaUR7s8gH60MMDqKYgOPWkBJPGKUEZ961bDQru6XzZALe3xkyycDFVGLewjLLH0/StCz0a5uUErmOCDvLKcD8qtXF5pmkPs0+IXU4+9NLyoPsKyL7U7m/cG4k3Dso4UfQVdox33C9jZa/0vSCBYILu5HWaT7gPsKxb7U7vUJd9xKzZ6KDgD6Cq2BjP8qaCBnJ+gqJVG9EG4N2/Skzg4obDdP0pPu/THpWY7CZJIPQCjryOlKev604HaORx7UIaGgDGMc4pu3vz+dOOD9aQgds0AHUdKGK9Se9CntmjdjigBmeoJ+lJj0PWg4XjPJ/WkGSclcehz1oJHMNo55pmB1A/A0898mm4xgEE59qZInHNIW456d8U4kDjHHtSDB5xwfagLMaDx7UEjHvTtuKNo9fwxTCw0A9QM0AnPP/6qG4yMc0pWgYjAnkHigYxk9qcVx34pjKOtIbFyCeCPzpMDrmkICnOaTjgUhXF2gc55+tJnrilB9hgUDjOQKAQnNXxql6tuIUuHCYwAPT61QZhwMY/Gmgk5GeapNrYocztk5xyeajC7gc/XNDMpByMkHtQzDGThaW4tA4Ix0wPpUL3EcBG5jntgc1JDDdX0gjs4Wc9CxB2j6ntWpDDpmhkNcYv7/uo+4h/rW0aVtZFQhKekRLCHXbqMSLdS2VmOTJLIQCPbNXZPEP2cLDZbrmVT81zOAT+HFZd/f3mqSB7pztB4jXhV/CoVQKoVRiqlW6QOhRp0lrqzUbVUu+b3TbaV/wC+NyN+hqC9msGRRZ2ksL/xF5dw/AYqmMqCM0wgnv8AhWbm3uYSm3p0AuzHoOKN56Z6ULweRVmytYrmcLLcpAvdnqVvYhECq7sFRSxPQLyTSSQzRD95G6Z4+ZSK6dtT0jQoStjGLq6xjeTkfn/hXPX+o3OovuuJC3XC9Av0FaSgktxXKmcjAP50m49TSA4PPSmSsFAJyMnHesrAUw2e1LglhxTFUKvXJp6vxjHNTcmwuP8A69KrshBDMPoaaSQORmjcCemKOZlIkaaSQAO7NjpuJOKacZoyoPUfhTgQR0qWMaGbuBj60oB64oCA5PcetPXgcigrRjSeeRTk2HjNISCMAU9QAM98dKLAkHyr1P505QcZ4phOTwNp9DT1HYnmgLCqMsc8D2qTaOM8/jRFHJIdqgsx4wBk1fj0eaPDXs0Vqh5O8/Nj6CrUWwKKgKeQDkd6s2tjc3jARR5U8b24UfieKna90+xdfskC3Ug6yTrxn2H+NVLrVLm8OZpSF7Ig2qPwFO0VuI0/sOm2PN3e+ZIOqW/IB+uMU0a3siMdnEtsp/iQZY/jWISMDJGD196AeOOlN1LfCO5NIzSOWdyW6kkkmkCrnPU9KaMMrMWGQcbSOTSg4OCMZ6Vk3fcB4ABGfy9aU4wTnFMyOP50uQc4pAKGBHHWlJOOetICMgEj8aUZ69qAt1BT8ue/0oJJ7n8aO2B0pQOBk9e1A/MVcnk5I7U4MCcYIpoJBIpSOQTQIXA7Uhxgc8GgkUYA6D8BTHcdupRjOcGkAGefSkOQeOaRJJuB4xxRuBGAP0pnI7jFLuA5HPrRcBc89KXafakzjsPxpDJjkkZHYUr3GPwOp6D0pTjbxmmrzg596dt4IBqgsIAeTkUdB/Wl6Uh27sY560BYTA6AE/jT8D/HFIAAeP0p5CgZPegdhuM9BTwD0z+FG3HFAGM5oCwD5R7/AFpDu9QKdgdsU9Y2dlVVLNnoOT+VNJsNiLBGSKdGjsucc54Fa6aOsa+bfTrbJjO3q5/CpxqNjpxH9n2oZwOZpxls+wrVU7biK9loFzKPNvXW1gPO6Tgkew9avte6Tp0ZSwtzcTnrNLyB9BWLdX1zdS755XmY92PQewqIcDFPnUdEhFy91C9vfmlmJA6IOF/IVSjeXALqo+gp4b5cZ57c0vJ61Dk3uMMnAo3c88Ck4BzRuyOmKQWYvJOMgUgBLYB+tAAP1oIGM5pAhSg7ZppwM89PxNKp56n6YpST3FLcdhE6cAj60uMDg0KcHrzSsw680wGcjv8ASjcQcYz7mncMtLs6YoJGA5yMflSj5Tx0pxXgfPgfSkC4HFAWY3k8A/jSlmwMEdetKUBB603ZznBoAPmJ5/nS44Hr60bG6jp70FG65/AUwSHKAc0FAwxz+dNAIpQx/vc+lIoApAADdBjFCqBx1pBu5JoUnGQeKAHEYHvTQDignHSjhlwePbNAOIYxyKUZ9eaaFPrx6U4DA4oEHJFGcZGP1o5PBpSAOaYEbMS2VHFPXIGSOfel4PA61o2OiXmoYaNAsfeSThR/jVKLewrGd0NX7HRby+UyRx7YhyZX4UD+tXmbStGbARb66XglvuA+wrJv9Zvb/wCWSTEQ4EaDao9OBV8sY/EFzTaXSdKUBVF9djneeEU/TvWZf6vfagf385Kdoxwo/Cs/jvilHc9Kl1eiEKC3XAxSE5FJuNAJOeMiovcQo4BwPrSNhsHOKb1zk0pAAwDQNAF5607AHIpBn15pQpPf86BpAATk8cdxSEjHr9KdtwMHnFNyOnagoMU0cHtmlLY4HWkwc57UhC4PBxSDqSaCT2PejJoJe41upoXDYyMUu7j3pN2euOnagLiZH/16Q9+eKdgcAjn1oIX05x6UCIzjjPf9aAeMZpSQTx1FGzI4FAXGsTSgcDFOC5HvSjAGfQetO4LzGEnOM0FsdcUEjPXn6U75aQxucjkD8KQgE+gp+0dhTgnPHpQBDgEYyKUIG5wMVI2Onp1puPQ0wGFCG46e1NOe2fzqToDk5FMx9PpQBGy5PU0mH7cmiWRIgSx59B1q9Z6FqGoR/aHC2dpjcZJjjI9q1hSchLV2Rls5MqxRxtJITjC8n9K0odGSCL7ZrEjIg5W2Xhn9ua0BqVho8Rt9IhWWYj553Gc+4rIcPdSGW6cyOf7xJxVtwhotzohQUVzVCzc61cSwm2sFFnaDjYnBI9z3qgse1gcc+tS7Qrdh70ZB5PrWTbluE632Y6ITdx0pGkOOBilb2pvK+9TaxhcN5PtSZJHPWg8gkUhLY5/OhAOxgdKjbcTgc0pJ/wAaaW6YoFcCBjJ601pAPlIzxQW+bBFNAz0H0pXYhd2O3NNkw4w6gjHen9etDMp49KA2M8dOcUMQenakIBIJ6UDHY1ACgnZycUqyEjGM+9JyTx0pyqTyP1FA0OBz1XH407joM+uaQfXmngcYoKuIp9wRTgCRznB9KQgoxUjkdqcgd2CIjEnsozTSuCBTt96dwPmZsCtGDRpzGJbpltYjzulOCR7DvSSvpltgwo104/ik+Vfy71ooW3GiGzsZ7oMYYyUUZaRuFA9zV8W2m2UYe7n+1SEZEUDcEe7VQuNXu7obDJsj6bE4GPoKpgY6HI9+1F4rYLmtPrLGEpZRRWcfQKi5bHqTWUzPN88sxdh3JzSEE8jp9KDkYx07gVEpNgKNqoRsJY4wQelNAJbnn0p4OTgfrTtvOcVFgsxoHP3af0GBSjB707j/APXSGNycUgXnPenAbTjHPehgSQBQAuRgcc0o5+tIBg807qenWnYARQOpNO29eSfTtUZzmlDYBAzxQK444Hf8KcBnvUYJI7Uoc5yRk4oQrj8jOO+OtPGex/OoMnOTml8w9ulJ7jTsS8kkED8KPXFR7+ck0Z446/XmgL3JfmI6AD60hDc/NxTUJ6E1oW2jancgNDZyujdG24H5mqUXLYNymBgfXvSqB0raXwnqx2l4448n+Jxn9KuQ+Db5wSZ7ZccgbiSf0q1Rn2Gc1t7nn+lNABY5FdNJ4J1JRuVrds8gB/8A61Z8/hzVYMlrOQj1XB/Kh0prdFGWCRwOn0owwyMn8KV0KNggqRwQRgikLcYzWexIDftJAJx60kTFuowO5JoPHFBAOVOOaEFx4fk4xQXAIDKx9wM4pDgHGMVNa2k95KIoYmYnuBx+dUk3sUhjOCwAPf1qWKF7iQIiGRm4CgZzV86faWTBb+YM+MmOE5I+ppz60sSlNPgFtHjG7gufxq1C27EyxFoiW0Yk1KdbdR0jU5c/4Uj6rDar5em26wADmRuXNZRmeVt0jlie5OaD061Tkl8JO4+RjcsZJnMjnqxOSabhQMdKYNyjg/hSeYScEYNZttgwIGckj1p4b5cj7tMZFPO0Z9aQdam4EpKk5A5pdx6frTRkDgE5oJGPQ0DaY7eN3UGjk5GKZ8uST/Kl5xx3pgSYG05zTQhIwDSKHHYnn0qQSbQeMe1BSSGohWhiegFODBhyM0wnHpmgVgjGG+anFucY470mS3Wgg9FPfqeaaYnqG0biQxx6UoYDgE0hwDg9O5pQQeV6UXFYXp2pwyRnHHcUz+H39xSBuRn9KBkhB6ClAyeh4poODSM5/h/OgdiTbTcMO4pu/sSOe4pjNgE+/agRKcfU96Q+4qMNgnDcE96d0Bx/OgY9gMUgUHpSA8dDmlDFf4aAvcTY2ccUFRnpT2YnGKTacdc0A2N/l3o4xyfwp4BH/wBerFpYT3syxwxlieM4wPz6U0r6ElTdx6+9XLDTLnUmxbqNo+9IeFX6mtFtN03TBm/m+0Tj/lhEeB9TVG71m4mjMEIS3t+0cS4GPf1rXlUdZBcuqNK0ZyZnF/cjoqcIh9/WqF9rt9qJw8uyIdI04UfhWawOcjp6CmncOAOKl1Hshbj9uSRnFGMkCo8nPTn2pPnOcECovcB5Hbv7U3bjB5pNxUZPbvQr5PSkA4j5eBx2pOmeOSOlBfHY/gKUsR1yRTAAoI5/MUgUDgdvajcfwoDHHegdgznsfyoIIzilDdSc5o4K8k59aQxMkr0z600jIGDTsHuePejHB4oER4KnAyadk449Kfk+nSm9KQDOvU4pOck5NPYDJxSHPFAmhvIFJgd+R6U44z0pu31pokTIHTrRk9s8daDgYFAbrgfnTDcUClz8uKYDyefyoz/k0hpDuvHSk6KBz9aBjoaR2x0pjSHYwuRnPpmmgY5JxSryM8ZPvTSxJIxQGo/A7c0m5h16U0DHI4P86NzEc9faiw7C7zwfX1pM5HI4PXFB2jliM1Gjy3M/2eziaaRuMIOlVGDk7IlsVmRVwTgD9KksrK/1aYRWUJKk8ytwAPrWqmiWOlhLjXLjfNjK2qNn6ZqG91q4uk+z2ka2lmBgRxjBI9zW6hCn8W5rGjKSvLRFprXSvD4BJS/1Adicqn4VmX9/f6s4a5k+QfdjHCj8KrLEqDOOfU0/eVIBB59uKznUlL0NPaQgrQWvcRE2KRtUfQU4ckAE5PbpSbx0PSmn1FZpmEpt6se2QMbRkHvUeT1YfgKcCeckUjHPB6U2SMODg5pM+v8AKl4PSg57CkA1flzmkpc5596axJHpQJjGJPSkyCM1J8uMY600oOwoFsNwMg4GaQ5A+XFOxnAPGPSnBOw/XmlYNyHDEc/pSqnGCc/WpGAxgA0mNvbpTAyxjHSnDYeCfyph+Uc07P0wKzKSHqoAz/OnA/8A6qYpyOBnPtWhFoly6iWd1t4s8tI2CB9OtUotjSsVPLIK8Dnnj+tXbSyu7zckEbOuQWIGAKlW702wP7iBruUdJJjhfqBVa51q+uQVeVlQn/Vx/KPyFXaMdwSNA2VhYrm+uhJIP+WUPP4E1G+vNBGUsbeK2GfvD5mP4mshcsee/vml+QHBIFJ1OiG0SSXE1zJvmdnc92NREkMCT+VO6Y6U4cjnB9azbb3GlYacnp/KpFBbrQMZPWlANJhuKvGcnJz1NKApFMIOck9ad0xSHZDgoAzn8KTefak2k0u3oTnrQCFIz2pcYwAeT60nQ5H60vOOnSmFx4B65pCSDjg+tAPAwM0HpimgY4E8Hv8AWnBgQeKjA7nrTifl460EC9TSque5pvmdsYx3NGe4NDBDtm08dfekA6j0pwIPejk/h+tIY3b7nmjYSOR+dW7C0a/vIbdCA0rBcntXaN4Hs2jXF5KpxyWUYJ/pWkKMp6oDgAR09aMd8musufBc8SO8dxDIq5OMHNc5LEyMVYYI7YxSnSlHdCaIbeaS3mEsTfOOmRmugtPGWrxEKxhdBxtKf1FYGCOf61Ytp5be5E8R2yD7pAGAfp0ohOUdgsdTceItduoQYLExIwxu8snJ9QTWemo6+G4kus+gTj+VaOj+IdUvL1Le4QXEbEAnbgqPXiuyQygbFhAXGea7owc1e4/UxPD02tTTZ1KFjb4+V5FwxPtiugkcEjA6Vn6ley6fYzXDFE2r8pbJBPYVwF54k1O+JDXTRg/wxjaP0q5VI0lZ6h6G34xW0eJWUJ9p3Y4HJHvXGYK5GOtTFZJiWdmkbOckkk1aTSJzB5ruttF2Moz+Q61wz/eO6RVu5QOd3bFXbLTbq9kxDESB1ZuAPxq2G0yxRfLU3c+eWb5VH4VDdaldXYwzmNMYCLwoFCgo7gWHtrGzjxK4uZwMlVYhQfrTbjV7ma1W3QJBEM/LCNoP17moLLTrq/kC28TSN3wOPzNbtv4M1CUEuYYgeoLZP6VaUn8KC5yxjD/ezz70oQLgeldwvggEANe8YxgR55/Oj/hBUBJ+1Stj+ERjn9afsJsDjCS4wM/lzTD8rA813o8BwsMLeSBu+UFQTfD+cRloLtJH7Bl2/rR9XmScWWHJwB/Wmqd2STjnvxW5c+FtWs1Lvab1HUxfPWS0ZRirLhu4PGKxlCUd0FiNiQAMce1IRtOQOcelOHU5/lS4IwQQB396mw7CBieP/r0cDvTs8E4wKQPnOMUg6jwAORinEgLyOfaowx5yR+NAJJGDkfWmh7jxuOMkgZ6A0/gHlT+JpoJ5qJp1BAPU9uuKB3JM5chRwPehl3dvwNAYlM45pA3OO464pE3QKcHacClOd2OtNYL1Jp6heBvyaYAy7xgoMfqKEjEY+XpT8gcnH0oBANMBMqTyfzpRs74z60YDNkHmlEXUYoGN3ZPA/GggdsZpTEVzkdaUqVHGD9aQ0yIoc8jj1zTtmOlO346468cUu7JPGD6U0GhEIyDnPHpT8D2PpQ0iqfm5+gpNwZcqDg9MigkU5IwMr70cdCef50qlj22+9S29tPdzeVBE8jH+6P500rgRBjntVq0srm9fy7aFpG74HA+prQTTLLTctqtyGfqLeM/N9CRUN34imkhNvZRraQAYxHwT9TWnKlrIRZjsNL0o7tTnaWYZIt4eRn0JqtfeILq4j+z2+La2HAjjGM/U1ilpSS785PPNOXIodTpFA0PyxOSc/Wm4PU4wPSjcPSlA+nNZagRgYzg/rQQScZp/3eopSM8jFJBYYFA69aUKKOnakyOAaaHcTapbJxim+X6GnYBz6j3o2896BDSDjFNYZ61IcAdDTAWJxjt1pg0HHUUpIAx1pcdMjFIdvv8A40rghDxzignA60uOMAc0m1zkgD3oGG7jBFJnPWkKkEE0vpjPSkIM8Yx+NI2QOaTdg4JGfrQXJ4I/WlqwYhI6Ak/Wm7snqeKX1JpuaEJjsgdT1pM5/AUDpzxzQD3xxVCsLjnpQcZ5xSZ4yDzTSxPf9aLlCk4OSB+Hemj5uh4pcEHOcigHjjFACvgjB7dhTcYHOc05mGMc8Gmbs8gUCuKcZwD2poycEnnvil/i5/GmNIkYJc4A700mxMdknPHT9aY9wkQ56+meTT7SzvdVlMdlESgHzSNwo/GtaCPRtEAeQm+vl52kEKp/GuiNGyvMqMJTdolWx0C71IGe6P2OxAyZJOMj2FX5NYtNJhay0SEbjw1wwyT7is3UdRvdYkDXEhWMfciXhR+FV1URjAFKVbpA35adLfVjSGkk82eQySE5LMc5NOye3ag4FMPB7Vh5mE6spvUeGJzkEeme9NcuD8n489KM8dfzpxI//VTuLcQEkcjmglScCml8fLjim7xuxyKQh2MZ9KXd+FNOWzk8UmCOcgmmMUEjmkL4+lJkjk/lTCx/DNIQ4knoOvpQcnjmjcAKaTz0pi1FI5xTuB0pvHY0Dg8mgOou3rzSgHtimsx4HT6U0H3pAOYnFN3c8/zpu8EkZ5pScDrx6UAULa2lupNkQLnGeAcD8elXW06CEKLq62uT/q4xk/iegqGfUbl12RFYYv7sQwKp7GLAuxI6YJqvdRTRorq8NnEUsraOI4wZX+Zv1rOe8e5kMkkjOT3Yk0skSqwAOV9RTGB28DI7cdKhzbKQ/Ibp0HrTt4z060xFXbj0H50cn6VArajifmwOgqRTxkjNNAHcnNC9CM80XDYkzmlLeh4ppIIpcgckUgHK3OaerHmotpxkU7BFOwIeCc9OKdkDvUOcduKcHBxjPNIZNu9PSj3pgYDhadnGc9KLBcftA6/WjI6E800vjqM80gZWbkfhTC47G7qadwDj9BTN2OQKkhzIykjHNO4ChGPAxijaR1/OrgjGQKa8SspwKQinj19aUAD1p+0An+tNKjqT09aA5QU84pRye+frRgUo4IGOtFwehJFI0UiyJIUZDlSByDXVWHjN0VY76NnUcb0PJ+ork89qMZzxzitIVZQ2FY9Kg8T6VckL9pMZ9HXFSvFot+m93t5MjqcZ+teYsecA54H5+lAbr1/Kuj61de8h2Z6H/YWglQTtJ9BNUaWHh2A/NFFkd3l3f1rgNxByDz9afGxPIx74FJ149IgegDXNKs322vlqAOka9ahvPGkqW2YLP7/CPI4/PHWuMt4XuJNkau7ngBeTWzb6MkMZN/KIAei9WpqvJrRWLUb7lK/1PUtYeNZ5Hk/uxqMDPsBVm38PGOMT6hcpbKeQGb5iPpV9L+C1i8uyttjD/lq3LE+tYd558speWRnyc5Y5zWd43vLVg422NUXtlp+U02He/TzZBn8hWXcG4vZhJM5YtxioEGG6/rXV+FtOgvHkmmILRMNq/wBacbzfKgT7mHYeH7+9mKW8DHHG48KPxNdbYeCraAK98/nSAcxrwv8Aia6iNcKFGV9MVi+Jr++06yV7RRtYkNL1Ken/AOuuqNGMFdib7FyW407S7cCRo4I1HyhcD8hXNan4yRSF09C2Ry0gxkfTNcpPcyXMpeaRpHPUscmqzNgkBD0zk1jPEPaKINObXtSnb/j6kQHqEOAapNe3ZkyZ5i3qXJqBQS2RyT6da3tK8L6jqYWQRCGI/wDLSTgY9h1NZRdSb0HYy4tT1FHDJdzqw6ESGu88Katql+jJdBpIlHEuMEn096s6b4PsbBN0uLibuzrwPoP61qTXdppcP7ySOBQOMnH4AV10oTjrJjZoJkgEjGeTu4Nch4zsrM2n2shBcbgFwQCw/rVXUvHTAbLCLJ6CWXkfUD/GqdtFaapKtzq+sJJKRnyw+Me3TA/CipUjNcqFc5vBPG0+9MI4O7t716fbvpMVsILb7OYmHIDAg1UuPDulXuSIhGx7xP8A06Vg8M7aMdzzgtuGMcelKikDhf8A61dbeeCZ0bNpcxyL2Vxtb9OKw7vR76w/4+bWSNe7HlfzrGVKS3BlIICvJII96cyhSOR9abkjuMUZ4LE1A7iAnsCRmmsCCeKMlz0IFSjIGMcfnSExq7iMHgUvlgnk0ZBwCD1pTgf/AF6YtBNmO/T0pQufxoJGM8VJBF5h9qLDirkQV87f1p4Q4xj65rSjtM4IHAqZrFjggfjikaKBnxDA6KPpU/anSWskZ5Xj3pm1weoH9KYmmhGAPUdqrPwSBVmQhF6kt6VSdu/JoExSQOvX2oySAePyqPPOetSRrLI+yOMyP2VRk00mTuLhOcZ/CpYYZLiTZFGzOegUZNaUOii3VZ9UnW1i4OzO529sDpT7jxBDaw/Z9JhMQxhpSPmatFBbyC4kelRWTh9TuY416iJGyxpLjxCyK0GnRJbQ9MqPmb6msOWVpHMkjFmbkknJpodcBsjJ7Gk520iIcxLtlsljyc880qqSaQNk9Pxp3fjGKzbKtYMHjJ7c03njjr7049qRjxQmAuQM8ZNNJ9Kb1HrTimAP1oCw3k96d1PGKMgdabjI+hoAXnFNz3pdpzx+lIBxQJ2F759qATjrTCM+/wCNKOvSmA4jPekyMUEDFAXikIdzjrxTdvU9PejnrQQMd6AsAUYyTQTjJHSk3ALjJo3E8AcUA3oG75cetNy3Qjjtig/KCTTC54xn8qQXFIBbkdDxSMqr6UuTnkCm9SSR34oQBzwPQ03DegJ9qeAuM9KTGDntQIj5GRRnjgZ9aeBnPGB7jrRt46DimAwAA/cOKUcdP/1UrHGAKjJYtgigB5JNNznPWg7evOaTG3saABs4GOR9aRvlTk4+lRyXUca4PX0xyavafoVzqUX2m6f7JZDnc3Vh6AVtCi3q9iVq7Iz03zzCC1R5pm6IvIrbt/DttZILrxBd7OMrbKclvY4qQ6xY6VA1rokILkYa6cfMaxmSSVzJPK0jk5yxya1c4U9I6nTGgormquxp3mvXFzD9ksI1s7IDAVBgke5rNjQKdxGW9TzS4CkD8qXccVzyk5O8hTracsdEO55NMJxjNBc9+lNJJOeM9qVjBsXrTsAn096YcjoKdkjtSEhrL2DYHrS7VAzzmjqDwQPWjA6HtQVYaTx0ppXnjFPOO1Jjj/GmIYAQef0peAe9G3IPH60eWAOvNFwbEOc5z1o25OT0oKkY457Cjk9Tx6UBYayqRgHn0oAGBzn604ZHNMIBPNADuCM0m4dMH8KZtweppe1AhWYZphJHTkU45x+NNJGMGkPYarc8rz604sOgppAz1o/WgRmZxGuKjRiSck9KKKU9zRlg9RR/hRRUCQdx9KcnWiikMD1P0NO/wooqeoCjofpSjoPrRRVITHilPaiimERG60p/qaKKAEPb6U8dKKKEDD/GnIOtFFDAUdDU8P30+tFFIotf8tTTk7fWiimhEEgG7pUMnaiikN7Df4aePvUUUMlir0b6UL1oooBjMndTvSiimUCfcJ+tSx/4UUVSEdlYqsegrIgCuUGWUYJ/GsR2Yu2WJ57miiuh/AVHcnh71Xvf9V+NFFc3U1exQXqfrWv4dlkTVodsjLlsHBxkUUV0UPjMGeqRf6s0+RQzKCAR6Ee1FFejL4QRha5YWe1j9kgznr5YrhYIITNCpiQjJ42iiiuGe4HcaDZ2ogLC2hBz1CCt+HotFFdNABl6zKG2kjjsa8n1qR5dUlMjs5DYG45xRRTr/CJmf3H0pe340UV5sRDh/rfwqVJZFYbZHHA6MaKK6IgXrS7uRNFi4lHT+M11mn3M8srrJNI646M5I6miitugzK8XwRRujJEik9SqgZrkewoorhnuNbki9DUrfdooqUBESaePuH60UUEiHr+FW7P75+lFFM0hub1oBg8VqbRsHAoooR0dCleD+VY1x3+tFFMhmfIeajfpRRQzFjYOZTn1r0Dw/FGmhGVY1WQ5y4GCfxooraluQcJfO730m5mbk9TmoVP7o/hRRUVfiBCHo30qP+P8BRRWRXQk/jH0qR/un60UUgEHQfSmk8UUUISH9AccUw0UVTKAjik7D6UUUgEH36U9RRRVCYo60q/fFFFADW+7+NIP60UUDQ5f4vrS/wABoooBjD0pF6GiikyRG6ikPR6KKTAjyf0oJoooEO7U1vuGiigQwE4/GpB938KKKaGB6Coz0oooGA+8Pxon4Q49KKKqO4mTeFY0l1uISIrjd0YZrX8buyTQxqxVMD5QcD8qKK9Cf8M1w3xIwbcDZ07mpSPlNFFedE2xXxkX+FIf8KKKbORg3WmH+tFFMlknenetFFSUNP8ASmHr+NFFMa2GE9frS9vwoooJHp92jsaKKChjE/pTKKKAHDpTF+9+NFFCIEfvS/w0UUFDTTR2oooEI33h9aD3oopCP//Z
integer
965
general-vqa
natural image
['numeric commonsense', 'arithmetic reasoning']
TextVQA
visual question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายสุด คำถาม: คุณสามารถมองเห็นเส้นยาร์ดที่ต่ำที่สุดหมายเลขอะไร?
null
30
null
free_form
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
integer
966
math-targeted-vqa
abstract scene
['numeric commonsense']
IconQA
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ตอนท้าย คำถาม: เลื่อนไม้บรรทัดเพื่อวัดความยาวดินสอให้ใกล้เคียงที่สุดเป็นนิ้ว ดินสอมีความยาวประมาณ (_) นิ้ว
null
3
null
free_form
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integer
967
general-vqa
scatter plot
['statistical reasoning']
PlotQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย คำถาม: ในอีกกี่ปี จำนวนรายได้จากนักท่องเที่ยวภายในประเทศจะมากกว่าจำนวนรายได้เฉลี่ยจากนักท่องเที่ยวภายในประเทศในช่วงเวลาทั้งหมด?
null
2
null
free_form
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integer
968
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย คำถาม: ลบลูกบอลสีฟ้าทั้งหมดออก ลบลูกบอลยางสีเหลืองขนาดใหญ่ออก จะเหลือวัตถุทั้งหมดกี่ชิ้น?
null
6
null
free_form
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
text
969
general-vqa
scatter plot
['statistical reasoning']
FigureQA
figure question answering
คำแนะนำ: กรุณาตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ตอนท้าย คำถาม: สีเหลืองเขียวมีพื้นที่ใต้กราฟสูงสุดหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice
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
text
970
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ในตอนท้าย คำถาม: ดังรูป เส้นตรง a และ b ถูกตัดโดยเส้นตรง c โดยที่ a ขนานกับ b และ ∠1 = 62° ดังนั้นขนาดของ ∠2 คือ ( ) ตัวเลือก: (A) 62° (B) 108° (C) 118° (D) 128°
['62°', '108°', '118°', '128°']
118°
C
multi_choice
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
text
971
general-vqa
abstract scene
['numeric commonsense']
VQA-AS
visual question answering
คำถาม: เด็กชายเอื้อมถึงหนังสือเล่มที่สูงที่สุดได้ไหม? ตัวเลือก: (A) ได้ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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text
972
general-vqa
synthetic scene
['arithmetic reasoning']
Super-CLEVR
visual question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ในตอนท้าย คำถาม: จำนวนจักรยานยูทิลิตี้สีเหลืองมันเงามากกว่าจำนวนจักรยานครุยเซอร์สีน้ำตาลเมทัลลิกหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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integer
973
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ที่ท้ายคำตอบ คำถาม: ฟังก์ชันนี้มีศูนย์เท่าไร
null
1
null
free_form
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
text
974
general-vqa
synthetic scene
['arithmetic reasoning']
Super-CLEVR
visual question answering
คำถาม: มีรถบรรทุกสีน้ำเงินขนาดใหญ่และรถเมล์สองชั้นโลหะสีม่วงขนาดใหญ่จำนวนเท่ากันหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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
integer
975
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: ลบวัตถุสีน้ำตาลด้านทั้งหมดออก ลบวัตถุสีน้ำเงินเมทัลลิกทั้งหมดออก เหลือวัตถุทั้งหมดกี่ชิ้น?
null
6
null
free_form
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
text
976
general-vqa
synthetic scene
['arithmetic reasoning']
Super-CLEVR
visual question answering
คำถาม: จำนวนเครื่องบินสองชั้นโลหะที่อยู่หลังวัตถุสีม่วงมันวาวน้อยกว่าจำนวนรถโรงเรียนสีม่วงที่อยู่หลังวัตถุสีแดงขนาดใหญ่หรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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
text
977
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ต่อท้าย คำถาม: ดังรูป กำหนดให้ AB ขนานกับ CD, AF ตัด CD ที่จุด E, BE ตั้งฉากกับ AF, ∠B = 65° แล้วขนาดของ ∠DEF คือ ( ) ตัวเลือก: (A) 65° (B) 5° (C) 15° (D) 25°
['65°', '5°', '15°', '25°']
25°
D
multi_choice
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
integer
978
math-targeted-vqa
table
['arithmetic reasoning', 'statistical reasoning']
TabMWP
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: แอลลี่จดบันทึกจำนวนไมล์ที่เธอปั่นจักรยานในช่วง 7 วันที่ผ่านมา ช่วงของตัวเลขคืออะไร?
null
7
null
free_form
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AEDdc/78Q/8Ax2j/AIaO8H/9A3XP+/EP/wAdoooAP+GjvB//AEDdc/78Q/8Ax2j/AIaO8H/9A3XP+/EP/wAdoooAP+GjvB//AEDdc/78Q/8Ax2j/AIaO8H/9A3XP+/EP/wAdoooAP+GjvB//AEDdc/78Q/8Ax2j/AIaO8H/9A3XP+/EP/wAdoooAP+GjvB//AEDdc/78Q/8Ax2j/AIaO8H/9A3XP+/EP/wAdoooA/9k=
integer
979
math-targeted-vqa
abstract scene
['arithmetic reasoning']
IconQA
math word problem
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: มีเลขอะไรปรากฏอยู่?
null
9079
null
free_form
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
integer
980
general-vqa
natural image
['numeric commonsense', 'arithmetic reasoning']
VQA2.0
visual question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: เลขที่แสดงค่าสูงสุดคือเลขอะไร
null
12
null
free_form
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2VxPwPMlt0duOnJGamGnWIW4UWVuFuf9eBEuJe3zcfN+NAHCaxc6xD4f8P6rbag5K20ZaAzuHnf5WJwAd/yq2d3ABJrR8M+I7M6JdXuoXtwJ43D3TXTcAuu5RGoYgLg4AHPHIzVvxH4h0XwykYNtBLfRxGOCCNFBRDjjOPlXgcd8dK4zR/DGo+K5EubyKLTtKDF0ht4ViDZ67VA9h8xz2612UcJzR9pVfLD8/Q5quIs+Smry/rch13Ub/wAfalHbaTYOYLUMVJIBOccsScDpwPrXX+BPDl5oFlctfMFmuGU+UGyEC57jjJz+gro9O0200q0W1soFhiXsOpPqT3NWquvjean7CmrQ/EmlhuWftZu8vwDvUhqOnmuA6xppU+5SGnR/cFAC4opsz+XC7/3VJrl7XUbkX6yNKTvYBgehFNK4m7HVUx+oqSo5PvL+NIYlVf4n/wB4/wA6tVV/jf8A3jTQiWT7pq1VWT7pq1QMKKKKQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEXeijvRQAUd6KO9AEtFFFABQelFB6UARUUUUAFKv3hSUq/eFAElFFFABSN900tI33TQBHRRRQAU5fvU2nL96gB9FFFABTX+7Tqa/wB2gBlFFFABTk6mm05OpoAfRRRQAU1+gp1NfoKAGUUUUAFOTqabTk6mgB9FFFABTH6in0x+ooAbRRRQAU9OhplPToaAHUUUUAFMb71PpjfeoAbRRRQAU9Pu0ynp92gB1FFFABUbfeNSVG33jQAlFFFABUi/dFR1Iv3RQAtFFFABUXepa4rxH4hu7PxC1lE1/Ha29ibuZrGKF3PzY5MvAAA6AZOaAOworktb1G7e00w6LrV0LvUti2yGOEoVxlpXBjzwOTgjnHStTX9ZXQdJjMlxF9rmIhhechEL4+8x6ADkn8h1oA2alHSvLrfxX4gbw1p2sC7juYo5GS8MYhBZvMGFYcEZTONvOcE8V0+heKLWTQrjVNS1RGIfMkXl7BBuGVjUFQzcY55zzjimk5OyE2krs19c16x8P2a3N87AM21EQZZj7CuL1f4iy6gI7Hw3bTG5m48x0yyn0VRnn3rJ1S71P4javHBp9oI7S2zteTgKDjlz6nA4H612vg7wkvhq3led45ryYjc6DhVHYE8/X8PSvV9jQw1NSqq8+3+Zwe0q15tU9I9zL8N+AFgk/tHXm+1XjHf5THcqn1Y/xH9PrXb9BgVKelRV59avOtLmmzspUo0laKCiiisTQKeaZTzQA1ulOj+4KaelEbDG3uKBEd5bvdWzQrL5e7qducj0rFXw/MZ2UyhYwOHx1/DNdDmjNNNoGkxsSMkSo772AwWxjNJJ1X8afmo3YMwA7UhhVT+Nv94/zq3VUffb/eP86aESyfdNWqqyfdNWqBhRRRSAKKKKACkZQyFSSARg4OD+dLRQBy7BorB7xLm6js57iNCWuZGKQhsF9zNlc+o6DFVpLrUEjS4tLh5kiaUwq0rEtEp++f7644yT6Y5NdjRQBR0if7RpkMnJJyCxkMgbBPIbjIPUcDir1FFADCZecInt8x9/b6fmfTkJl5wie3zH39vp+Z9OX0UAMJl5wie3zH39vp+Z9OQmXnCJ7fMff2+n5n05fRQBXJkycInt8319vp+Z9OQmTnCJ7fN9fb6fmfTl/eigBhMnOET2+b6+30/M+nJmTsie3zfX2+n5n05fR3oAcTLzhE9vmPv7fT8z6chMvOET2+Y+/t9PzPpy+igBhMvOET2+Y+/t9PzPpyEy4OETvj5j7+30/M+nL6D0oArkyc4RPb5vr7fT8z6chMnOET2+b6+30/M+nL6KAGEyc4RPb5vr7fT8z6cqDJnhE9vmPv7fT8z6cupV+8KAFJl5wie3zH39vp+Z9OQmXnCJ7fMff2+n5n05fRQAwmXnCJ7fMff2+n5n05RjLg4RPb5j7+30/M+nMlI33TQBATJzhE9vm+vt9PzPpyEyc4RPb5vr7fT8z6cvooAYTJzhE9vm+vt9PzPpy5TJu4RO+PmPv7fT8z6crTl+9QAEy84RPb5j7+30/M+nITLzhE9vmPv7fT8z6cvooAYTLzhE9vmPv7fT8z6ctcyYOET2+Y+/t9PzPpzLTX+7QBCTJzhE9vm+vt9PzPpyEyc4RPb5vr7fT8z6cvooAYTJzhE9vm+vt9PzPpy5TJk4RPb5j7+30/M+nK05OpoACZecInt8x9/b6fmfTkJl5wie3zH39vp+Z9OX0UAMJl5wie3zH39vp+Z9OWuZOyJ7fMff2+n5n05lpr9BQBCTJzhE9vm+vt9PzPpyEyc4RPb5vr7fT8z6cvooAYTJzhE9vm+vt9PzPpy5TJk4RPb5j7+30/M+nK05OpoACZecInt8x9/b6fmfTkJl5wie3zH39vp+Z9OX0UAMJl5wie3zH39vp+Z9OWOZM8Int8x9/b6fmfTmamP1FAERMnOET2+b6+30/M+nITJzhE9vm+vt9PzPpy+igBhMnOET2+b6+30/M+nL1MmDhE9vmPv7fT8z6clPToaAEJl5wie3zH39vp+Z9OQmXnCJ7fMff2+n5n05fRQAwmXnCJ7fMff2+n5n05Y5k3HCJ7fMff2+n5n05mpjfeoAiJk5wie3zfX2+n5n05CZOcInt8319vp+Z9OX0UAMJk5wie3zfX2+n5n05eplwcInt8x9/b6fmfTkp6fdoAQmXnCJ7fMff2+n5n05CZecInt8x9/b6fmfTl9FADCZecInt8x9/b6fmfTmNjJk4RPb5vr7fT8z6cz1zXiXxC+j32nWcLRpJeM5MslvJOEVRk4SPDMTn1GOaAN0mTnCJ7fN9fb6fmfTkJk5wie3zfX2+n5n055LWfGTWPhmO902S11K7ki87esbJGsYOC7KW3DnC4Jzn6Guimuro6Ibq3SI3JgEih1dlBIB+6oLH6Dk0AWyZOcInt8319vp+Z9OZAZdvCJ7fMff2+n5n054N/F+uDSrq6hs7a4NvdvEzpbyAhFQkF4txaMkjGWPA5IroPDOvt4h+1XEclqtqjBYoUbdMB/efn5cnOAQDgZoA3SZecInt8x9/b6fmfTkJl5wie3zH39vp+Z9OX0UAMJl5wie3zH39vp+Z9OcjVNBsNYkEl7ZiR1RogyzvGWQ9VYrjIOBwcjk/jtVF3oAoLpVpHew3kdnEs8EJt4WDkBI/wC6B0HQdvX8Z44DDJM6B2MrbmD3DsO/QHIUdOBgc+3Lru7t7G1e5upVihjGWdjwK43XviLZQWwi0VvtV1JwHKEKn4EAk+3/AOqtqOHqVnaCv+RlUrQpq8mWdYm8PeE7CCN7NHaISfZrXznf7+dxwcgZ6bj0BIHoeT0LwveeKdsxtk0/Slbd8rOTKQMAAuWJwABnoOw7Vr+HvBFxqFz/AGv4lZ5JJDvFu55b0L+g/wBn/wDVXo6KqIqIoVVAAAGABXXKpSwq5aWs/wCbt6f5nOoTr61NI9u/qVNP0+HSrNbSxtoooU6KGPJ55JxyenP+HNomXnCJ7fMff2+n5n05fRXnttu7OxJJWQwmXBwid8fMff2+n5n05iJk5wie3zfX2+n5n05sHpUVIYwmTnCJ7fN9fb6fmfTkJk5wie3zfX2+n5n05fRQAzMnZE9vm+vt9PzPpzOaj71IaAGGo2UHrUhpUHy59aYisUX0o2L7VbxRii4yqEX0qRQAOKmxTGGGHvQIQVVH32/3j/OrQqsPvt/vH+dAEkn3TVqqsn3TVqgYUUUUgCiiigAooooAKKKKACiiigAooooAKKKKAIu9FHeigAo70Ud6AJaKKKACg9KKD0oAiooooAKVfvCkpV+8KAJKKKKACkb7ppaRvumgCOiiigApy/eptOX71AD6KKKACmv92nU1/u0AMooooAKcnU02nJ1NAD6KKKACmv0FOpr9BQAyiiigApydTTacnU0APooooAKY/UU+mP1FADaKKKACnp0NMp6dDQA6iiigApjfep9UtR1C10y3NzeS+XFuCA7SxZicAAAEkn0AoAsUVmTeINNtrWO4uJJ4klk8qNJLWVZHbrgRldx+oFWrTUbO/wBPS/trhHtHUuJegwOuc9Md89KALNPT7tYg8UaQbQ3fnXAtvl2ytZzBXycDYSnz5J/hzVyz1rT7yeO3trjzpJIROAiMQEPQk4wuewODQBLd6vpthMkN5qNpbSuMqk0yozD2BPNB1XThffYTf2ovP+ffzl8zpn7uc9Oa4bV08Q6d4n1e705bwzXLW32VYrRZYpVHDK8hU7AOe69c1av4ItZ8TLbXmm3VnY2k4m3xWEh+2T4xuMiqQFHTJOTQB1y6xpj2wuU1G0aAyeUJROpUv/dznGfaq2raLBqk9tcGe4trm2LGKe3ZQwDDDD5gQQfp2rz+20vVtE1yzurHTbq6s2YG2iuomZk+7HubaFEbbASCw4A55Jr1JvvGgDm5PA+gyaGultaKVWPy1uSqtOvOSQ5U4OSfbmtIaOiWbWcF5dW9t5SxRxwFE8rH8SkLnP1JHtWiSACScAVUXVdOaN3W/tSkfDsJlwv154pqLeyE2luZ0HhWziW4El1eXBupxPdGV1/fkDhWAUDaPQYz0ORxUui+FrDQ7ye7tXnZ5V2ASMCI03Ftq4A4yx65PvVG/wDHvh+xyBdm5cfw267v14H61gyfEjUb9zDomivI/YuGkP8A3yvT866qeBrzV+Wy89PzMJ4qlHS/3anoV3d29hayXN1KsUMYyzseBWbB4r0G4t2nj1W2EanBLtsOfo2DXCXui+OvE1uRf7IoAd6wuyoCe3A5/wC+qd4f+GU0rPJrpeBRwkULqS3uTyAK6FhMPCDdWpr5amLxFaUrQhp5nRX3xI0C0yIXmu2H/PKPA/NsfpmsJvH2u6qxTRdEJHTcVaUj8sAfjXYWPg/QNPwYdMhZh/HKPMP/AI9nH4VrBQoCqAAOgA6Vn7bCw+CDfq/0Rp7OvP4pW9DzC88P+N/EFsf7RmRYx8ywPIqgntwoxn61peCPBl1pV9Jf6rDEsirthjyHKnPLZHAPb8TXfUUp5hVlTdNJJPsgjg4Kam2213CpR0qKpR0rhOoKKKKAA9KiqU9KioAKKKKACnmmU80ANNOj+4Ka3SnR/cFADZ5RDA8pXdtGcDvWUuttv3NbP5LYCHGMnvz0rRvrcXVo8e0McZUE457Vjm11GaFbJ408uLBzyNw9M1SsJ3OgHSo5PvL+NLFGsUSxoMKowBnNJJ95fxqRhVYfff8A3j/OrNVh99v94/zpiHyfdNWqqyfdNWqBhRRRSAKKKKACiiigAooooAKKKKACiiigAooooAi70Ud6KACjvRR3oAlooooAKD0ooPSgCKiiigApV+8KSlX7woAkooooAKRvumlpG+6aAI6KKKACnL96m05fvUAPooooAKa/3adTX+7QAyiiigApydTTacnU0APooooAKa/QU6mv0FADKKKKACnJ1NNpydTQA+iiigApj9RT6Y/UUANooooAKenQ0ynp0NADqKKKACua8Y6Td6paWRsxK72t3HO8cM3lSOoyCFbIwcH1H1rpaY33qAOAg0XxFFLpupXEM101lfTvHaS3KvMsDjC5dm2kj/ePB61f0vRdQh8I3GjzWzRXN8k8jSK6GOBnJIQ/NknnqARXXUUAee2Gga35LQXdheS2i2cUf2a61EPm5VuJEYPlFHU4wcdFq74S0HXfD+ty2zbW0tgxeU7PnIChNuPnBHzDDcAdK7WnF0jjLyOqKOrMcAUAPornNX8baJpdtKyXsNzcKp2Qwtu3N6EjIFcbF8TtZud0EGmW8lw5xEIw7H/vnPJrspYGvVXMo6eehz1MVSg7NnqhIVSzEAAZJPauW1fx3oemFkW4+1zD+C3+Yfi3T9a5pfDPi/xQwfWb02tsTny3P8o14/PBrotL8A6HphDSQm8mH8dxyPwXp+ea09jhqP8AFnzPtH/Mj2tap8EbLu/8jlbvxJ4m8WwS2ulaa0Vo4KuyckjuC5wPwFZvh/wLqGpagU1G3uLO1QEu7LtZj2C5/nXsaqqKFRQqgYAAwBS1SzF04uFGCivxJeCU5KVSTbOcsPAvh+wwfsQuHH8Vw2/P4dP0rpIIYoIVjhjSNB0VFAA/AUlSL90Vw1KtSo7zbZ1Qpwh8KsLRRRWZYVF3qWou9ABRRRQAVKOlRVKOlABRRRQAHpUVSnpUVABRRRQAU80zvUhoAYaWM/JSGozkHKnFMRYoqtuk/v8A6Ck3Sf3z+QosMtVHJyyiog0n9/8AQU5R3JyaBD6rD77f7x/nVgVWH32/3j/OhASSfdNWqqyfdNWqBhRRRSAKKKKACkJCqWYgADJJ7UtQ3dv9rsp7fcV82Nk3DtkYoArLrFk9q1yHlEI24ZoJF3Z6bcr82fbNKmr2MjQqs/zS5CgowwQcYbj5TnjBxzWXFouoJAN0qb4nieOJ7h5UZkJySzDK5B6AEDFJN4cluoX81okmkaSVmR2xubovQZUdckZ9hmgDoIZkniWWMko3IJBGfzp9VdOgmtrGOKd90gz/ABl8DPA3Hk4HGTVqgAophRjn964/Ae/t7/oPfIUY5/euPwHv7e/6D3yAPophRjn964/Ae/t7/oPfIUY5/euPwHv7e/6D3yAN70UwoxJ/eOPwHv7e/wCg96CjHP7xx+A9/b3/AEHvQA+jvTCjHP7xx+A9/b3/AEHvRsY/8tXH4D39vf8AQe9AFiimFGOf3rj8B7+3v+g98hRjn964/Ae/t7/oPfIA+g9KYUY5/euPwHv7e/6D3yFGIP71x17D39vf9B75AG0Uwoxz+8cfgPf29/0HvQUY5/eOPwHv7e/6D3oAfSr94VGUY5/eOPwHv7e/6D3pQjE/61x+A46+3v8AoPegCeimFGOf3rj8B7+3v+g98hRjn964/Ae/t7/oPfIA+kb7pppRjn964/Ae/t7/AKD3yjI2D+9cfgPf29/0HvkASimFGOf3jj8B7+3v+g96CjHP7xx+A9/b3/Qe9AD6cv3qiKMc/vHH4D39vf8AQe9OVGLf61x17D39vf8AQe9AE1FMKMc/vXH4D39vf9B75CjHP71x+A9/b3/Qe+QB9Nf7tIUY5/euPwHv7e/6D3y10bB/euPwHv7e/wCg98gBRTCjHP7xx+A9/b3/AEHvQUY5/eOPwHv7e/6D3oAfTk6moijHP7xx+A9/b3/Qe9OVGJP71x+A9/b3/Qe+QCaimFGOf3rj8B7+3v8AoPfIUY5/euPwHv7e/wCg98gD6a/QUhRjn964/Ae/t7/oPfLXRv8Anq/5Djr7e/6D3yAFFMKMc/vHH4D39vf9B70FGOf3jj8B7+3v+g96AH05OpqIoxz+8cfgPf29/wBB705UYk/vXH4D39vf9B75AJqKYUY5/euPwHv7e/6D3yFGOf3rj8B7+3v+g98gD6Y/UUFGOf3rj8B7+3v+g98sdGz/AK1x+A9/b3/Qe+QBaKYUY5/eOPwHv7e/6D3oKMc/vHH4D39vf9B70APp6dDUJRjn944/Ae/t7/oPesTxZp9rqGhGG91K3sofOjfzboKYyVOdpBK5z060AdHRXm7LY6x4Lsbq6OlaRHb3byxxyQAW1yV3fdQleG+pPHeuk8O39nfeHrGKeK2sHubdnFgoRQU5yVQj7p69PT3yAdJTGHOa8yTQ9K1XTNS1/wAu3021lkWKyjjthteNHHBjXG8uwxjOelQ+HtZGjajPFrkMpu7S3MSzBw7wRoq4XYR8u4v97PzEegppOTshNpK7O+8Q6m+j6Dd38aB3iQbQemSQBn8TXnGm/EXXhK8ckMd87/6tBHgqfoo5qQtrfxE1Dau620qJ+p+6v1/vNj8v1Pe6P4Y03QlP2GNllZdrysQzN+fTt044FeqlQwtNwrRUpvp2+f8AkcF6tefNTdor8TkftXxB1n/VQfYYm/2BHj/vrLflT4vhxqeosJNZ1xnPou6Q/mxGPyr0Eoxz+8cfgPf29/0HvT1RiD+9cfgPf29/0Hvnn+vzj/Cio+iNvqkX8bcvVnLWnw38PW6YlinuWIxullIx+C4q9ofg3SdAu3urRZXmYFQ0rBtgPpwK3SjHP71x+A9/b3/Qe+Qoxz+9cfgPf29/0HvnGWKrTTUpOzNY0KUWmorQfUbfeNKUY5/euPwHv7e/6D3zGyMSf3rj8B7+3v8AoPeuc1HUUwoxz+8cfgPf29/0HvQUY5/eOPwHv7e/6D3oAfUi/dFQFGOf3jj8B7+3v+g96kCMV/1rj8B7+3v+g98gElFMKMc/vXH4D39vf9B75CjHP71x+A9/b3/Qe+QB9Rd6cUY5/euPwHv7e/6D3zEUYk/vHH4D39vf9B70APophRjn944/Ae/t7/oPegoxz+8cfgPf29/0HvQA+pR0quUY5/eOPwHv7e/6D3qXYxH+tcfgPf29/wBB75AH0Uwoxz+9cfgPf29/0HvkKMc/vXH4D39vf9B75AHnpUVOKMQf3rjr2Hv7e/6D3zEUY5/eOPwHv7e/6D3oAfRTCjHP7xx+A9/b3/Qe9BRjn944/Ae/t7/oPegB/epDUGxj/wAtXH4D39vf9B71MaAGmhVBGTQadH9wUAN8tfT9aPLX0/WpMVWvL2GyjV5dx3HACjmgCby19KaRtPtTo3WWNZEOVYZBpJPvL+NACCq38Tf7x/nVmqo++3+8f500Ilk+6atVVk+6atUDCiiikAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBF3oo70UAFHeijvQBLRRRQAUHpRQelAEVFFFABSr94UlKv3hQBJRRRQAUjfdNLSN900AR0UUUAFOX71Npy/eoAfRRRQAU1/u06mv92gBlFFFABTk6mm05OpoAfRRRQAU1+gp1NfoKAGUUUUAFOTqabTk6mgB9FFFABTH6in0x+ooAbRRRQAU9OhplPToaAHUVHPNHbW8k8rbY41Lu3oAMk15ze/FQyRSxafprLK3yxSSPn8SoHX2zXRQw1Wv/DWxlVr06Xxs63xL4qsfDdtmY+bdOMxW6nlvc+g964vS9H1rxrc/wBoa3czRaYzbkgViof0Cr2H+11P61d8N+CJ725/tnxKWmnkO9beTkn0L/8AxP5+legEAcAAADgCumVWnhVyUdZdZf5f5mEac675qmkei/zILW1gsraO2tolihjGFRRgCpqKK89tt3Z2JW0QU9Pu0ynp92kA6iiigAqNvvGpKjb7xoASiiigAqRfuio6kX7ooAWiiigAqLvUtRd6ACiiigAqUdKiqUdKACiiigAPSoqlPSoqACiiigAp5plPNADT0p0f3BTT0p0f3BQBBfwzT2jRwSbHOOc4rHmj+xRD7fbfaGbhZPNP5e1dDTXjSVdsiK6+jDIpp2E0Nt3R7aNo12oVBC+gok6r+NSDAGBUcnVfxpDEqp/G3+8f51bqp/G3+8f500Imk+6atVVk+6atUDCiiikAVDdz/ZbOafYX8tC+0d8CpqragIm025EzOsRiYOUGWAxzj3oAg07U/wC0JZVEQWNQHjcPnepJAPTj7px14xWhWTot0J/MT7TeSsqjKXIjynzMuMoBzlT69q1qACiiigAooooAKKKKACiiigCLvRR3ooAKO9FHegCWiiigAoPSig9KAIqKKKAClX7wpKVfvCgCSiiigApG+6aWkb7poAjooooAKcv3qbTl+9QA+iiigApr/dp1Nf7tADKKKKACnJ1NNpydTQA+iiigApr9BTqa/QUAMooooAKcnU02nJ1NAD6KKKACs7Xbq7stGu7mwt/tF3FEWii2F97emByfwrRqG5jaWFo0mkgZhgSRhSy+43Aj8waAOQl8WXMWiRzxT2d1fzXcdmI/sskAgkbqJEZyxxz6ZrW8P6tdag+o2t8kIurG5MLvCpCOMZUgEkjg8jNQnwfp72d1BLNdyzXNwt090zqJRIv3WGFCjHpjFW9O0KPSwxt727LyztPcSP5bNcMeznZwB227aAMbUNa8RW2rXFlYrYag1tbNcTKlrIjITnYg/eHcx64x0HvRoHi+51fU4tPk+x200W/7SJVKPIQSFWONm3A4G45zjpWvFpdno9rqc4vJoDdyNPPdO67kJGOCRgAdsg15xItnruufZfDmnXDFQAJXmxHkBl81xt3Z+Y87uT1BPFb0cPOrdx2W76IyqVo09Hu+hv8Airxm+oSPoPh9Dcyz5iklQbgQeCq/1bp/Op/DPw5XTbu21DULkSzxYcQIvyo/b5s84+g5re8M+FLLw3bfuwJbtxiW4Ycn2HoK366amLVOPssPpHq+rMYYdzl7Stq+3RBTG+9T6Y33q886xtFFFABT0+7TKen3aAHUUUUAFRt941JUbfeNACUUUUAFSL90VHUi/dFAC0UUUAFRd6lqLvQAUUUUAFSjpUVSjpQAUUUUAB6VFUp6VFQAUUUUAHenmmd6kNADDTNzJnAyKeaQKWpiG+e39z9aTz2/ufrTvK9/0o8r/a/SgBBO39z9aMljuP5U4Re/6UEYOKACqo++/wDvH+dWqq/xN/vH+dCAlk+6atVVk+6atUDCiiikAVDeCZrKcW+POKHZnGM4461NUdwnmW8ieVHLuUjy5D8rex4PH4GgDN0a0uLRpg9vFbwyYkWKNEUIxJBHy9eAuSc85wcVrVlaVprWVzcTfY7O0WVUAjtW3AkZ5Pyr6itOQssTsoywBIHqaAHUVz8OsXb6ehd4ftkkscXltbvF5Jb+8rNlu+CMZqOXxFdWpVp4EaOKR4pmjjYh2U/wnOF45wc55HbNAHSUVWsLj7XZRzFlZmznahXBz0w3Ix05/SrNABRTDNEM5kQY6/MPf/A/kaDNEM5kQY6/MPf/AAP5GgB9FMM0QzmRBjr8w9/8D+RoM0QzmRBjr8w9/wDA/kaAG96KYZYwTmRBjrz9f8D+RoMsYzmRBjrz9f8AA/kaAH0d6YZYxnMiDHXn6/4H8jR5sY6yIMdefr/gfyNAFiimGaIZzIgx1+Ye/wDgfyNBmiGcyIMdfmHv/gfyNAD6D0phmiGcyIMdfmHv/gfyNBmiAOZEGM5+Ye/+B/I0ANophljGcyIMdefr/gfyNBljGcyIMdefr/gfyNAD6VfvCozLGM5kQY68/X/A/kaUSxg8yIMdfmHv/gfyNAE9FMM0QzmRBjr8w9/8D+RoM0QzmRBjr8w9/wDA/kaAH0jfdNNM0QzmRBjr8w9/8D+RpGmiAOZE46/MPf8AwP5GgBKKYZYxnMiDHXn6/wCB/I0GWMZzIgx15+v+B/I0APpy/eqIyxjOZEGOvP1/wP5GnLLGG5kQYzn5h7/4H8jQBNRTDNEM5kQY6/MPf/A/kaDNEM5kQY6/MPf/AAP5GgB9Nf7tIZohnMiDHX5h7/4H8jTXmjAOZE46/MPf/A/kaACimGWMZzIgx15+v+B/I0GWMZzIgx15+v8AgfyNAD6cnU1EZYxnMiDHXn6/4H8jTlmjBOZEGOvzD3/wP5GgCaimGaIZzIgx1+Ye/wDgfyNBmiGcyIMdfmHv/gfyNAD6a/QUhmiGcyIMdfmHv/gfyNNeaMdZE46/MPf/AAP5GgAophljGcyIMdefr/gfyNBljGcyIMdefr/gfyNAD6cnU1EZYxnMiDHXn6/4H8jTlmjBOZEGOvzD3/wP5GgCaimGaIZzIgx1+Ye/+B/I0GaIZzIgx1+Ye/8AgfyNAD6Y/UUGaIZzIgx1+Ye/+B/I0x5YweZE46/MPf8AwP5GgBazL7xDpOnwTST39v8AuvvIkgZ8+m0c5pddvYrXQr+U3awMIHCyZ5ViCBj3z/KvHfDfh6413UYgyMtkH/fzE4AA5IB9cA134TCwqwlUqSskcmIxEqclCCu2dDLPrPxE1HyYA1rpMTck/dHuf7ze3b9a9F0TRbLQrEWtlFtHV3PLOfUmpLSCy060S1tVihhjGAinp1z/ACP5GrSzRgHMiDHX5h7/AOB/I1niMV7RezgrQXT/ADLo0OR88neT6ktFMM0QzmRBjr8w9/8AA/kaDNEM5kQY6/MPf/A/ka5DoH0xvvUGaIZzIgx1+Ye/+B/I0x5YwxzInHX5h7/4H8jQAtFMMsYzmRBjrz9f8D+RoMsYzmRBjrz9f8D+RoAfT0+7UJljGcyIMdefr/gfyNPWaIA5kQY6/MPf/A/kaAJaKYZohnMiDHX5h7/4H8jQZohnMiDHX5h7/wCB/I0APqNvvGlM0QzmRBjr8w9/8D+RqNpYwTmRBjrz9f8AA/kaAHUUwyxjOZEGOvP1/wAD+RoMsYzmRBjrz9f8D+RoAfUi/dFQGWMZzIgx15+v+B/I1IJogvMiDHX5h7/4H8jQBJRTDNEM5kQY6/MPf/A/kaDNEM5kQY6/MPf/AAP5GgB9Rd6cZohnMiDHX5h7/wCB/I1EZYwTmRBjrz9f8D+RoAfRTDLGM5kQY68/X/A/kaDLGM5kQY68/X/A/kaAH1KOlVzLGM5kQY68/X/A/kal86IDmRBjr8w9/wDA/kaAH0UwzRDOZEGOvzD3/wAD+RoM0QzmRBjr8w9/8D+RoAeelRU4zRAHMiDGc/MPf/A/kaiMsYzmRBjrz9f8D+RoAfRTDLGM5kQY68/X/A/kaDLGM5kQY68/X/A/kaAH96kNQebGOsiDHXn6/wCB/I1MaAGmnR/cFNNOj+4KAEkkSJd0jqi+rHAphurcIHM8QQ8Bt4war6pZPe2yxxsqsGz83SshNNluLAbZIx5TvksTg9OQfwqkkJs6NWV1DKwZT0IOQabJ1X8ar6UMaZB9P61Yk6r+NIYlVR95/wDeP86tVV/jf/eNCESyfdNWqqyfdNWqBhRRRSAKqaopbS7nbcy2xEZPmxAFlx6VbqrqUrQaXdSqwVkiYglc4OPTvQBS0a4Wd5c3N7LKFG5bnyxswzDACDGcg+vbmtYjcpBzgjHBxWToMNvBDItsbkKcMUmsxAAfbEagn8+la9AFEaPZCGWIxyMJWDOzzOzkjod5O4Y7YPFOXSrJYhH5OUCsuGYn733jyeSfXr71cooAit7eK1hWGFSEHqxJOepJPJPualoooAKKKKACiiigCLvRR3ooAKO9FHegCWiiigAoPSig9KAIqKKKAClX7wpKVfvCgCSiiigApG+6aWkb7poAjooooAKcv3qbTl+9QA+iiigApr/dp1Nf7tADKKKKACnJ1NNpydTQA+iiigApr9BTqa/QUAMooooAKcnU02nJ1NAD6KKKACmSELySAAMkmn157478RTXNyvhvScyXMxCTlOvP8A/r7fjW2HoSrT5F8/JGVWqqUeZmbrF9c+O/EUekac5XTYG3PL2OOC5/kB7+/Ho1hYW+mWMNnapshiXao/qfc1neGPD0Ph3Slt1w1w+GnlH8Ten0Hb/69bVa4qvGVqVP4I7efmRQpON5z+J/1YKenQ0ynp0Nch0DqKKKACmN96n0xvvUANooooAKen3aZT0+7QA6iiigAqNvvGpKjb7xoASiiigAqRfuio6kX7ooAWiiigAqLvUtRd6ACiiigAqUdKiqUdKACiiigAPSoqlPSoqACiiigAp5plPNADW6U6P7gpppqyBOG6etAh00MdxEY5V3IeozimPZW0kKQtEPLQ5VRwBTvPj/AL36Gjz4/X9DQMkVQqhVAAHAA7UyTqv40nnx/wB4/kaQvvbOOBQAtVP42/3j/OrdVR99/wDeP86aESyfdNWqqyfdNWqBhRRRSAKgvfJ+w3H2gMYfLbzApOSuOenNT1U1RpU0y5aCaOGRYyRJIhZR65H/AOv6GgCpo01o/mJbLdoyqN6XE7SbfmZccswHKnp7VrVj6EixrMqBETg+XFpz2qg85PzfeJ4/KtigAooooAKKKKACiiigAooooAi70Ud6KACjvRR3oAlooooAKD0ooPSgCKiiigApV+8KSlX7woAkooooAKRvumlpG+6aAI6KKKACnL96m05fvUAPooooAKa/3adSN0oAjorEh8T2j6i1lPaXtowge4D3EYVWjU4LYDFh7bgKTSfFNnq9zFAltd27TwfaLc3CKBNHnBK7WP5HB5FAG5Tk6muf1XxbYaRqD2c0F3I0SRvK8SqVjDttXOWBPP8AdBqOLxvpcjTokV20qSCKKIIu64YsyjYN3qrfexgDNAHT0UiksoJUqSMlT1HtxS0AFMkIC5JAA5JPan1WvrSC/spbS5QvBMpSRQxXIPUZBBoAwtF8VDXr7VLa0siq2aqYZJZCBOGBIONvyg44PPBzVzw5rR1/R0vzbC3LO6GMSb8bWI64Hp6VW0jwtBo2t32oQ3M7pcoiLC8jt5YUY5LMd3tnp0FSaLolxoWiJp9rexO6zNIZZbckEMxYjaHHPPXP4UAV7bxO91ruoabHa2o+xOVYNefvpAFzuSLZz1x96qui+ODrbxW9ppwa8d/njFxlI4toJdn28EZ24x94EZ71o32hXOpa3Y31zfRCGxkaWCKO2KtkjA3OXOR7ADNZd54DF/qMF/Jqbfawweebyfmchgw8v5v3eAu0dePfJIB2lFFZ2uazbaFpct9cnheEQHl27KKqMXJqMd2KUlFXZk+NPFKeHtO8uBgb+cERL12Du5/p6n8azvA/hd9OhOraipbULkFgH5Man1/2j3/L1rL8JaNc+J9Zk8S6yN0QfMMZHDMOmB/dX9T+Nekv1Fd1eSw9P6vDd/E/0OSlF1p+2lt0X6jaKKK887Ap6dDTKenQ0AOooooAKY33qfTG+9QA2iiigAp6fdplPT7tADqKKKACo2+8akqNvvGgBKKKKACpF+6KjqRfuigBaKKKACou9S1F3oAKKKKACpR0qKpR0oAKKKKAA9KiqU9KioAKKKKADvUhqPvUhoAYabjPQU40qfcpiIjG392k8tv7tWMUUXGQBG9KdjHFS0x+ooEIKq/xN/vH+dWqq/xP/vH+dCAlk+6atVVk+6atUDCiiikAVWvopZ7SSGJVPmKyEl9uAQenyt3x2/wqzWfqsV35TXFpex2zRxuD5yFk7HPUYIx156nigBNKg1CBXW+mMgwAmZVfH5Rp+ua0aztKvJLvzPNuY5WXHyi0kgYZ7kOSSD2PtWjQAUUUUAFFFFABRRRQAUUUUARd6KO9FABR3oo70AS0UUUAFB6UUHpQBFRRRQAUq/eFJSr94UASUUUUAFI33TS0jfdNAEdFFFABTl+9Tacv3qAH0UUUAFI3Slpr/doA5Oy8PX6eI21GaHTLeBoZI54rPcBeFicNIpUAcH/aPJ5qvpnhS40/WxqkdraQ/Z7Yw2tmt9NKmWOSS7r8gx0CrjmuxooA4rXvCeq6vqz3qS2iyHyTbztNIHsip+cIAuHB567c9+lR6v4K1K9vW1KwmtLO/LuB5DtCApUgOWRcs5J3HIwenbJ7mnJ1NACQJJHbxpLJ5kioA74xuOOTjtUlFV5b+zgnWCa7gjmf7sbyAM30BppN7CbS3LFNfoKoXev6RYZ+06laxsP4TKC35DmsC9+JHh+DiKSe5I/55RED/wAexWsMPWn8MW/kZyrU4fFJHV0V51J8S7q6cx6XoryP2LMXP/fKj+tcgD4iuvEWQLyPU5XzjDIVz9eg/Su2nllSV/aNROeeOgrciue4TTw28ZknlSJB1Z2CgfiawL3x74f08sPthuHH8Nuu/wDXp+tc7D8N769kE2tay8j9wmXP/fTf4V0WneA/D9iQTZ/aXH8Vw2/9On6Vn7PCU/im5PyVvzK58RP4Ypepz83xKv76Qw6JorSP2L5kP/fK/wCNcVc2et6trxgu4bh7+Z+VkUjGf5D9K95hghtoxHBEkUY6KihQPwFSVrSzCnRv7Knb56kTwk6v8Sd/kRwQRW1vHBBGscUahURRwAOgpX6in0x+ory27ncNooooAKenQ0ynp0NADqKKKACmN96n0xvvUANooooAKen3aZT0+7QA6iiigAqNvvGpKjb7xoASiiigAqRfuio6kX7ooAWiiigAqLvUtRd6ACiiigAqUdKiqUdKACiiigAPSoqlPSoqACiiigAp5plPNADTTo/uCmt0p0f3BQBBfTpBaOWfYWG1T71Vmkt40ElvfAOhztMxfd7YJqzf2a3sGwkgqdy84GfeqTaOjIVW0hQkcMLhzj8MVSsJ3NWORZEDqcg+2KbJ95fxpLeBbaBIUJKqOCetLJ1X8akYlVf43/3jVqqn8bf7x/nTQiaT7pq1VWT7pq1QMKKKKQBUc8KXNvJBIMpIpVgDjg1JVXUdx0y6Cq7N5TYVM7jx0GM80AJZ2AtHkka4muJXAUvNtyFGcD5QB3P51PO8kcEjxR+bIqkrHkDcewyelY/h22S3jlw8pbAAU2b26ouWbADdeWPQ+lblAHIpd3whvVvGuoVF3F58jSKPKRgNwUqx2j3B6HrnNMkutQSNLi0uHmSJpTCrSsS0Sn75/vrjjJPpjk12NFAFHSJ/tGmQycknILGQyBsE8huMg9RwOKvUUUAMJl5wie3zH39vp+Z9OQmXnCJ7fMff2+n5n05fRQAwmXnCJ7fMff2+n5n05CZecInt8x9/b6fmfTl9FAFcmTJwie3zfX2+n5n05CZOcInt8319vp+Z9OX96KAGEyc4RPb5vr7fT8z6cmZOyJ7fN9fb6fmfTl9HegBxMvOET2+Y+/t9PzPpyEy84RPb5j7+30/M+nL6KAGEy84RPb5j7+30/M+nITLg4RO+PmPv7fT8z6cvoPSgCuTJzhE9vm+vt9PzPpyEyc4RPb5vr7fT8z6cvooAYTJzhE9vm+vt9PzPpyoMmeET2+Y+/t9PzPpy6lX7woAUmXnCJ7fMff2+n5n05CZecInt8x9/b6fmfTl9FADCZecInt8x9/b6fmfTlGMuDhE9vmPv7fT8z6cyUjfdNAEBMnOET2+b6+30/M+nITJzhE9vm+vt9PzPpy+igBhMnOET2+b6+30/M+nLlMm7hE74+Y+/t9PzPpytOX71AATLzhE9vmPv7fT8z6chMvOET2+Y+/t9PzPpy+igBhMvOET2+Y+/t9PzPpy1zJg4RPb5j7+30/M+nMtNf7tAEJMnOET2+b6+30/M+nPkfifxPr1v4quoo7ua3WCXbHChIUqOhI75HPPrXrF7dxWFlPdzttihQux9hXnngexfX9fvvEV/GHCuRGGGRvPp/urgfiK9LActOM61RXSX4nFi+abjTg7Ni/8ACQ+PLr/VaR5Wf+nVl/8AQjSj/hZN0eMxKf8Ariv/ANevSKcnU1H12K+GlH7rlfVW95v7zzf/AIR3x/df63WPKz/09Mv/AKCK5zVPBviVdV8qa3mvZJMf6ShZ1b6semPevbqKunmdSDuor7rEzwMJKzb+88/sfhdYxRq17cSzyY+ZUkCLnn/ZJ9PzPpzv23g/Q7HHk6RbMR0MzGQ9/wC8D7fmfTnoaa/QVzVMXXqfFJm8MPShtFFeOPyU2QwxIg6KpwO/oPp/kcuJk5wie3zfX2+n5n05fRXMbDCZOcInt8319vp+Z9OXKZMnCJ7fMff2+n5n05WnJ1NAATLzhE9vmPv7fT8z6chMvOET2+Y+/t9PzPpy+igBhMvOET2+Y+/t9PzPpyxzJnhE9vmPv7fT8z6czUx+ooAiJk5wie3zfX2+n5n05CZOcInt8319vp+Z9OX0UAMJk5wie3zfX2+n5n05epkwcInt8x9/b6fmfTkp6dDQAhMvOET2+Y+/t9PzPpyEy84RPb5j7+30/M+nL6KAGEy84RPb5j7+30/M+nLHMm44RPb5j7+30/M+nM1Mb71AERMnOET2+b6+30/M+nITJzhE9vm+vt9PzPpy+igBhMnOET2+b6+30/M+nL1MuDhE9vmPv7fT8z6clPT7tACEy84RPb5j7+30/M+nITLzhE9vmPv7fT8z6cvooAYTLzhE9vmPv7fT8z6cxsZMnCJ7fN9fb6fmfTmeo2+8aAIyZOcInt8319vp+Z9OQmTnCJ7fN9fb6fmfTl9FADCZOcInt8319vp+Z9OZAZdvCJ7fMff2+n5n05SpF+6KAGky84RPb5j7+30/M+nITLzhE9vmPv7fT8z6cvooAYTLzhE9vmPv7fT8z6cxEyZOET2+b6+30/M+nNiou9ADCZOcInt8319vp+Z9OQmTnCJ7fN9fb6fmfTl9FADCZOcInt8319vp+Z9OZcy44RPb5j7+30/M+nLalHSgBhMvOET2+Y+/t9PzPpyEy84RPb5j7+30/M+nL6KAGEy4OETvj5j7+30/M+nMRMnOET2+b6+30/M+nNg9KioAYTJzhE9vm+vt9PzPpyEyc4RPb5vr7fT8z6cvooAZmTsie3zfX2+n5n05mNM71IaAGGljIxt7ig0xlB6imImoqt5a+lHlr6Uhlmo3IZgB2qMRr6U8LgUwCqv8b/7xq3VT+J/94/zoQiWT7pq1VWT7pq1QMKKKKQBVXUSy6ZdFZfKYRNiTn5eOvHP5VarN1cI6RQyXlxbpMWjbyhHgjaSdxdTgYB6UAVdBiKXN2+bhlIUK04m3EZY/8tQOmcYGeme9blZWi3HnK6m4vZRtVk+1LGCUOcMNgBwcfxc1q0AFFFFABRRRQAUUUUAFFFFAEXeijvRQAUd6KO9AEtFFFABQelFB6UARUUUUAFKv3hSUq/eFAElFFFABSN900tI33TQBHRRRQAU5fvU2nL96gB9FFFABTX+7Tqhup47a1knmYLFGpd2PYAZNCV9AOB+JGqu0droVrlprlg8ir1IzhV/E8/gK67QdKTRdFtrFMExr87D+JzyT+dcJ4Qgk8TeMLzxBdKfKhbMYPZjwo/Bf1xXplehi37KEcOumr9X/AJHJh/3kpVn10XoFOTqabTk6mvPOsfRRRQAU1+gp1NfoKAGUUUUAFOTqabTk6mgB9FFFABTH6in0x+ooAbRRRQAU9OhplPToaAHUUUUAFMb71PpjfeoAbRRRQAU9Pu0ynp92gB1FFFABUbfeNSVG33jQAlFFFABUi/dFR1Iv3RQAtFFFABUXepai70AFFFFABUo6VFUo6UAFFFFAAelRVKelRUAFFFFAB3qWou9S0ANIpMU+kxQA3FJinYoxQAmKKdijFADcVU/ib/eP86uGqf8AG/8AvH+dNCJJPumrVVZPumrVAwooopAFRT28F1EYriGOaMnOyRQwz9DUtFADVijV2dUUOwALAckDoKdRRQAUUUUAFFFFABRRRQAUUUUARd6KO9FABR3oo70AS0UUUAFB6UUHpQBFRRRQAUq/eFJSr94UASUViS+Jre31eGwuLK+hE8xghuJIwI5HAzgc7se+3HvQ/iQQ6za6ZPpV/FNdMwiYmJlIXqx2yEhfcigDbpG+6axNc8UWmgzxwTW9zPI8LzlYAnyon3idzL+Qyaqf8J3oxknRhcokUe8SNGAJDhTtUZ3bvnUYIHJoA6Kio4JWnt45WhkhZxkxy43L7HBIz+NSUAFOX71Npy/eoAfRRRQAVwnxL1k2+mw6RASZ7s5cL12A9PxP8jXcu6xRtI7BUUFmY9AB3ry/QEbxf48uNYmUm0tGDRg+3EY/Qt9RXdgYJSdae0Nfn0OXFSfKqcd5afLqdt4Y0caHoNvZkDzcb5iO7nr+XT8K16KK45zc5OUt2dEYqMVFdApydTTacnU1JQ+iiigApr9BTqa/QUAMooooAKcnU02nJ1NAD6KKKACmP1FPpj9RQA2iiigAp6dDTKenQ0AOooooAKY33qfTG+9QA2iiigAp6fdplPT7tADqKKKACo2+8akqNvvGgBKKKKACpF+6KjqRfuigBaKKKACou9S1F3oAKKKKACpR0qKpR0oAKKKKAA9KiqU9KioAKKKKADvUtRd6loAKKKKACiiigAooooAaap/xv/vH+dXDVP8Ajf8A3j/OmhEkn3TVqqsn3TVqgYUUUUgCiiigApCQqlicADJJpaRtxRgpAbHBPTNAFJdYsWglm81wsTBWDROGyegCkZOc8YHNCavYyNCqz/NLkKCjDBBxhuPlOeMHHNZqaPeiOV/3Cy/aI544zM0gJXrukZd3P0OMDFMm8OS3UL+a0STSNJKzI7Y3N0XoMqOuSM+wzQB0EMyTxLLGSUbkEgjP50+qunQTW1jHFO+6QZ/jL4GeBuPJwOMmrVABRTDEpzy/P+2ff39/5egoMSnPL8/7Z9/f3/l6CgB9FMMSnPL8/wC2ff39/wCXoKDEpzy/P+2ff39/5egoAb3ophjUk8vz/tn3/wAf5egoManPL8/7Z9/8f5egoAfR3phjU55fn/bPv/j/AC9BR5anu/P+2ff/AB/l6CgCxRTDEpzy/P8Atn39/f8Al6CgxKc8vz/tn39/f+XoKAH0HpTDEpzy/P8Atn39/f8Al6CgxKQeX5z/ABn39/f+XoKAG0Uwxqc8vz/tn3/x/l6Cgxqc8vz/ALZ9/wDH+XoKAH0q/eFRmNTnl+f9s+/+P8vQUoiUnq/P+2ff39/5egoA5+HSNWfxU+p6jDY3UKMVtD9pcG2j7kJ5eC57nd7DirdhpF3DrmqavdvDNcTARWiqxAjhHIUnHBJ5OM1smJTnl+f9s+/v7/y9BQYlOeX5/wBs+/v7/wAvQUAcf4m8M6r4gkjleOxfFq0YgkuZFW3mJyJUZUyx4HUDp7mq+p+CtQvxBctPafbrURBJkLRPcFQNzySKu4NxgYzjHXnjuDEpzy/P+2ff39/5egpGiUg5L8/7Z9/f3/l6CgCjpFtd2ekWlvf3P2m6jjCyzf3z+PJ+p61drnIdfn/t5dKvtMNvJLBJcRlLzzCFUkfOAAFznjBPYduHeGdePiS0N0IbaKPHKRX7Syocnh12jb3PX0/AA6GnL96sO91ZrTxLp+kta7o75ZCs4uGBUqCSCmPfjn+QrIt/GyXV/cWEOnSNfCbyoIBcnL/M6kvx+7wAWPXAK+1AHbUVGI8qN+4MRyFkYgHnofxP6egoaNMElmA5z85Hr7+/8vQUAch8R9b/ALO0IWMTYnvSVOOojH3vz4H4mtLwhon9h+G4IXXFxL+9m9Qx7fgMD864ywT/AITX4hS3Tbm0+zOVyTyoPyj8WyfpmvT3iUg8vz/tn39/f+XoK9DE/uaMaC33f6I46H72pKr02QUUwxqc8vz/ALZ9/wDH+XoKDGpzy/P+2ff/AB/l6CvPOwfTk6mojGpzy/P+2ff/AB/l6CnLEpJ5fn/bPv7+/wDL0FAE1FMMSnPL8/7Z9/f3/l6CgxKc8vz/ALZ9/f3/AJegoAfTX6CkMSnPL8/7Z9/f3/l6CmvEp7vz/tn39/f+XoKACimGNTnl+f8AbPv/AI/y9BQY1OeX5/2z7/4/y9BQA+nJ1NRGNTnl+f8AbPv/AI/y9BTliUk8vz/tn39/f+XoKAJqKYYlOeX5/wBs+/v7/wAvQUGJTnl+f9s+/v7/AMvQUAPpj9RQYlOeX5/2z7+/v/L0FMeJSer8/wC2ff39/wCXoKAFophjU55fn/bPv/j/AC9BQY1OeX5/2z7/AOP8vQUAPp6dDUJjU55fn/bPv/j/AC9BT1iUg8vz/tn39/f+XoKAJaKYYlOeX5/2z7+/v/L0FBiU55fn/bPv7+/8vQUAPpjfeoMSnPL8/wC2ff39/wCXoKY8Sljy/P8Atn39/f8Al6CgBaKYY1OeX5/2z7/4/wAvQUGNTnl+f9s+/wDj/L0FAD6en3ahManPL8/7Z9/8f5egp6xKQeX5/wBs+/v7/wAvQUAS0UwxKc8vz/tn39/f+XoKDEpzy/P+2ff39/5egoAfUbfeNKYlOeX5/wBs+/v7/wAvQVG0aknl+f8AbPv/AI/y9BQA6imGNTnl+f8AbPv/AI/y9BQY1OeX5/2z7/4/y9BQA+pF+6KgManPL8/7Z9/8f5egqQRKV6vz/tn39/f+XoKAJKKYYlOeX5/2z7+/v/L0FBiU55fn/bPv7+/8vQUAPqLvTjEpzy/P+2ff39/5egqIxqSeX5/2z7/4/wAvQUAPophjU55fn/bPv/j/AC9BQY1OeX5/2z7/AOP8vQUAPqUdKrmNTnl+f9s+/wDj/L0FS+UpHV+f9s+/v7/y9BQA+imGJTnl+f8AbPv7+/8AL0FBiU55fn/bPv7+/wDL0FADz0qKnGJSDy/Of4z7+/v/AC9BURjU55fn/bPv/j/L0FAD6KYY1OeX5/2z7/4/y9BQY1OeX5/2z7/4/wAvQUAP71LVfy1Pd+f9s+/+P8vQVYoAKKKKACiiigAooooAaap/xv8A7x/nVw1T/jf/AHj/ADpoRJJ901aqrJ901aoGFFFFIAooooAKKKKACiiigAooooAKKKKACiiigCLvRR3ooAKO9FHegCWiiigAoPSig9KAMceItKOpjTvteLkyGFQYnCM4GSocjaTz0BzRb+IdKu9RFhBdFrht+0GJ1V9hw21iNrYPoTWT9l1LUPFi3OqaZc/Y7OTFh5csRjXsZX+cMT6DHA7ZqOOx1RvGMOpDTZoIY45lnaW7WcSAn5BCGYlM4B/gHY0Abepa/pmkSBL64aNinmHbC7hUzjcxUHaMnGTim/8ACS6MLi4iOoRhreMyyHDbQoAJIbGDwy8Ak8isnxCmrav9lsRpN4NJlTfeLFNAJm54i5kAA4ySCeOPWsfxL4akeY6nZ2S2Mds0ZdXnjzN93Jw7GNQoVRz94jnoMiVwPQre4jureOeLf5ci7l3oyHHuGAI/EV5T428W6h/wkUltpuovHbW4VQbd8Bmxk5I64PGPapLjxL4i8Rw22hWG17kxAXc9ueHPf5hwF9SOp6ccV1nhzwLpujW4a6iivbxh8zyIGVfZQen16/yr1KEKeEXtK+re0f1fY4Ksp4h8lLRLdlDw58RbC6tobbVpDb3YG1pWH7tz65HQ/Xiu3SWOaESRSK6MMq6nIP0rD1nwboutAtNaiGc/8toPkb8ex/EVx0vhbxT4Udp9DvGurbOWiXqfrGeD+HNQ6eGru9N8j7Pb5MtTrUtJrmXdb/cdZoeg3uk3d1cT6jbXcly5eWZrRllY/wAI3eYRtHYAUtvoN7FrN1rEuoW738tutvHstCsSAHOSvmEsf+BCsHSviTA0n2bW7V7SZThpEUlQfdeo/Wu2tby2voFntZ45om6PGwIrlrYarRfvr/I3p1oVPhZn3eitea5pWqPchXsVkDRrFxIXXGQc/L+tZOu+CP7fkM9xqI+1lmAdoNyJGQQFVd3BGc7s9ecdAOg1DVtP0qPffXcUAxkB25P0HU/hXHah8TbdZPJ0ixkupTwryAqCfZRyf0oo4WrW+CP+QVK9On8TO+gi8i3ji3s+xAu9zlmwMZPvXC+OvGkNnBcaNY/vLiWPbJMrcRg9R7nH5ZrO/s3xx4q5vZmsLRv4GPljHpsHzH/gVW/+FT23lRj+1ZRIPvnyhg/QZ4/M120aOHoTUq8032Wv3s5alWtVi1SjbzZsfDvTYbLwtFcIQ0t2TJIw9iQF/DH5k11T/dqtpmnwaVpsFjbAiKFdoz1Pck/U5NWX+7XBXqe0qyn3Z10ockFHsMooorI0CnJ1NNpydTQA+iiigApr9BTqa/QUAMooooAKcnU02nJ1NAD6KKKACmP1FPpj9RQA2iiigAp6dDTKenQ0AOooooAKY33qfTG+9QA2iiigAp6fdplPT7tADqKKKACo2+8akqNvvGgBKKKKACpF+6KjqRfuigBaKKKACou9S1F3oAKKKKACpR0qKpR0oAKKKKAA9KiqU9KioAKKKKADvUtRd6loAKKKKACiiigAooooAaap/wAb/wC8f51cNU/43/3j/OmhEkn3TVqqsn3TVqgYUUUUgCiiigAooooAKKKKACiiigAooooAKKKKAIu9FHeigAo70Ud6AJaK5rVNQvrXxvolnFduLS8SXzYCiFcquQQcbh19e1YeseItf0rWZpJjdJCL+KG3thaBoJoWGCfN253Z7buvGD2APQaD0rlvGviU6HpxgtLmGHUZ43eJ5mACKoyTzwT0AHcn0BrnLjxdrtjZaXq7TR3VjNbIGC+Xh5drb92PmBDbfu8AA96APR6Ky/D159u0eKZtQ+3SZKyy+V5eHB+ZduAQAeMEZ9a5Lxp43uNPvUsdHuItyrmaVQHw2fu88ZGOfrW+Hw868+SBlVrRpR5pHX6zrljoNmbi9l25+5GvLOfQCvPlTXPiLfBmJtNJjbj+6Pp/fb9B7UvhnQJ/GNzJrWt3TzQrJ5Yj6FyADjjgLz29+leoW8MVvEkMMaxxIMKijAA9hXZKUMH7sNanfovQ5kp4nWWkO3f1KujaJY6FZC1sYQi9Xc8s59Se9aNFFedKTk+aTuztjFRVkFI33TS0jfdNSMydV0DTNaj231okjYwJBw6/RhzXkfifw9P4e1kw2wuGtnw0Eh5J9sjuDmvbqK7cLjqmHfddjmxGFhWXZ9zzjQ/h2L23ivtbuZzLKN5gHDD03Mcnp24rutL0XTdIXbY2cUPGCwGWP1Y8mrtOX71Z18XVrP3np26F0sPTp/Cte4+iiiuY2Cmv92nU1/u0AMooooAKcnU02nJ1NAD6KKKACmv0FOpr9BQAyiiigApydTTacnU0APooooAKY/UU+mP1FADaKKKACnp0NMp6dDQA6iiigApjfep9Mb71ADaKKKACnp92mU9Pu0AOooooAKjb7xqSo2+8aAEooooAKkX7oqOpF+6KAFooooAKi71LUXegAooooAKlHSoqlHSgAooooAD0qKpT0qKgAooooAO9S1F3qWgAooooAKKKKACiiigBpqn/ABv/ALx/nVw1T/jf/eP86aESSfdNWqqyfdNWqBhRRRSAKKKKACiikbdtO0AtjjPTNAC0VhDVb4QuM28pa4jgguFjKxsW+98u4k7eeQeTx2qCXxFdWpVp4EaOKR4pmjjYh2U/wnOF45wc55HbNAHSUVWsLj7XZRzFlZmznahXBz0w3Ix05/SrNABRTDNEM5kQY6/MPf8AwP5GgzRDOZEGOvzD3/wP5GgB9FMM0QzmRBjr8w9/8D+RoM0QzmRBjr8w9/8AA/kaAG96KYZYwTmRBjrz9f8AA/kaDLGM5kQY68/X/A/kaAH0d6YZYxnMiDHXn6/4H8jR5sY6yIMdefr/AIH8jQAyfTLO51C1v5od1zahhC+4jbuGDwDg/jUE2hafc6hHfXEUs00T+ZGJbiRo0bGMrGW2g/QVfM0QzmRBjr8w9/8AA/kao6lrul6Qivf3kcIckKDkk468DJpxi5O0VdibUVdk39m2xsJrJxLJBOGEiyzu5IbqNzEkD2B47Vj6tZ+GtH0wnUURLcW/2VEeR2Plj+FBnIPTJHPAyeBWRr3xHtbcC20Rftl0/Ak2nYufbqx9v/1VnaX4NvNbuv7U8U3rEnkW+8bsc8Hso4PA9D0xXbDCKMfaYh8q7dX8jmliOZ8lFXf4IzYb3VPECtpHhizex0zexkcuSzFjkmSQknJ9Mk/Wup0r4daNZ2my+jN7O33nZioHsoBrpraKzsbdbe2WGGGMYCJgAdf8D+RqYyxjOZEGOvP1/wAD+RpVMZK3JRXLHy3+bCGGV+ar7z/D7hlpZ29hapbWsKRQoMKijAFTr94VGZYxnMiDHXn6/wCB/I0oljB5kQY6/MPf/A/ka4223dnUlbRE9FMM0QzmRBjr8w9/8D+RoM0QzmRBjr8w9/8AA/kaQD6RvummmaIZzIgx1+Ye/wDgfyNI00QBzInHX5h7/wCB/I0AJRTDLGM5kQY68/X/AAP5GgyxjOZEGOvP1/wP5GgB9OX71RGWMZzIgx15+v8AgfyNOWWMNzIgxnPzD3/wP5GgCaimGaIZzIgx1+Ye/wDgfyNBmiGcyIMdfmHv/gfyNAD6a/3aQzRDOZEGOvzD3/wP5GmvNGAcyJx1+Ye/+B/I0AFFMMsYzmRBjrz9f8D+RoMsYzmRBjrz9f8AA/kaAH05OpqIyxjOZEGOvP1/wP5GnLNGCcyIMdfmHv8A4H8jQBNRTDNEM5kQY6/MPf8AwP5GgzRDOZEGOvzD3/wP5GgB9NfoKQzRDOZEGOvzD3/wP5GmvNGOsicdfmHv/gfyNABRTDLGM5kQY68/X/A/kaDLGM5kQY68/X/A/kaAH05OpqIyxjOZEGOvP1/wP5GnLNGCcyIMdfmHv/gfyNAE1FMM0QzmRBjr8w9/8D+RoM0QzmRBjr8w9/8AA/kaAH0x+ooM0QzmRBjr8w9/8D+Rpjyxg8yJx1+Ye/8AgfyNAC0UwyxjOZEGOvP1/wAD+RoMsYzmRBjrz9f8D+RoAfT06GoTLGM5kQY68/X/AAP5GnrNGAcyIMdfmHv/AIH8jQBLRTDNEM5kQY6/MPf/AAP5GgzRDOZEGOvzD3/wP5GgB9Mb71BmiGcyIMdfmHv/AIH8jTHljDHMicdfmHv/AIH8jQAtFMMsYzmRBjrz9f8AA/kaDLGM5kQY68/X/A/kaAH09Pu1CZYxnMiDHXn6/wCB/I09ZogDmRBjr8w9/wDA/kaAJaKYZohnMiDHX5h7/wCB/I0GaIZzIgx1+Ye/+B/I0APqNvvGlM0QzmRBjr8w9/8AA/kajaWME5kQY68/X/A/kaAHUUwyxjOZEGOvP1/wP5GgyxjOZEGOvP1/wP5GgB9SL90VAZYxnMiDHXn6/wCB/I1IJogvMiDHX5h7/wCB/I0ASUUwzRDOZEGOvzD3/wAD+RoM0QzmRBjr8w9/8D+RoAfUXenGaIZzIgx1+Ye/+B/I1EZYwTmRBjrz9f8AA/kaAH0UwyxjOZEGOvP1/wAD+RoMsYzmRBjrz9f8D+RoAfUo6VXMsYzmRBjrz9f8D+RqXzogOZEGOvzD3/wP5GgB9FMM0QzmRBjr8w9/8D+RoM0QzmRBjr8w9/8AA/kaAHnpUVOM0QBzIgxnPzD3/wAD+RqIyxjOZEGOvP1/wP5GgB9FMMsYzmRBjrz9f8D+RoMsYzmRBjrz9f8AA/kaAH96lqv5sY6yIMdefr/gfyNWKACiiigAooooAKKKKAGmqf8AG/8AvH+dXDVP+N/94/zpoRJJ901aqrJ901aoGFFFFIAooooAKbJGssTxuCVcFSAccH3FOooAopo9mlo1qFmaE7cK9xI23b02ktlce2KculWSxCPycoFZcMxP3vvHk8k+vX3q5RQBFb28VrCsMKkIPViSc9SSeSfc1LRRQAUVRv8AWLHTLi1gu5Xje6kEcJ8p2VmPQbgCAfqRUF/4k0nTLv7NeXRjkGwsfKdlTccLuYAquT6kUAatFV7u8isoBNKs7ITj9xA8p/JAT+NZMPjPQZ5UiS9YSNKYdr28ikOCAQcqNvLAZOBk4oA2e9FVrPULXUPNNpKZVikMbOEYLuHUAkYbHTIzVmgAo70VHPPFawPPPIscUY3M7HAAoSvogJ5JEhiaSV1SNAWZmOAAO5NeP+Jbmbxx4nWPRLeSdYItgYkAMASS3PAHOOfb6Vf1TV9S8fap/ZOkK0WmocySNkBh/eb29F/yO/0HQbPw/p4tbRcseZJSPmkb1P8Ah2r1KdsCueWs3su3qcM74p8sfgXXv6GT4N8JR6BYiW6iifUnJLSDkxj+6D/PHrXVHpRQelefVqyqzc5vVnXTpxpxUY7EVFFFZlhSr94UlKv3hQBJRRRQAUjfdNLSN900AR0UUUAFOX71Npy/eoAfRRRQAU1/u06mv92gBlFFFABTk6mm05OpoAfRRRQAU1+gp1NfoKAGUUUUAFOTqabTk6mgB9FFFABTH6in0x+ooAbRRRQAU9OhplPToaAHUUUUAFMb71PpjfeoAbRRRQAU9Pu0ynp92gB1FFFABUbfeNSVG33jQAlFFFABUi/dFR1Iv3RQAtFFFABUXepai70AFFFFABUo6VFUo6UAFFFFAAelRVKelRUAFFFFAB3qWou9S0AFFFFABRRRQAUUUUANNU/43/3j/Orhqn/G/wDvH+dNCJJPumrVVZPumrVAwooopAFFFFABRRRQAUUUUAFFFFAHO+KtMvNSk0U2kPmC21COaX5gNqDOTyefwqr4itdT1XV4rObS7mfQ4wsj/ZpYg08gOQG3upCD26musooAyNWuNVbSb5NL0+RbxQI4DK8YVs8bxhugHPODx0rA1TwWsukWGmWVt++hjO6/MpXachjkA5ZmcA8ggcnqBntqKAOW8GWms2OlPa6rEsSRFVt0/d7gu0bs+X8uN2cd/Wukpks0UCF5pEjQfxOwA/Wuc1vxzpGkwZhnjvpycCKCQHHuWGQK0p0Z1HaCuROpCCvJ2Ogu7uCxtZLm6lWKGMZZ2PArzK8vtU+IWrfYbENb6XE2WZugH95vU+i//XNRtcat8R9WECD7Lp0GGdQdwTPc9NzHnH/6zXpelaVaaPYx2dnGEiXqe7HuSe5rvtHBK71qf+k/8E5LvEuy0h+f/AF0bRbPQtPSzso9qjlnP3nb1J9a0KKK86UnJ80nqdsYqKsgoPSig9KkZFRRRQAUq/eFJSr94UASUUUUAFI33TS0jfdNAEdFFFABTl+9Tacv3qAH0UUUAFNf7tOpr/doAZRRRQAU5OpptOTqaAH0UUUAFNfoKdTX6CgBlFFFABTk6mm05OpoAfRRRQAUx+op9MfqKAG0UUUAFPToaZT06GgB1FFFABTG+9T6Y33qAG0UUUAFPT7tMp6fdoAdRRRQAVG33jUlRt940AJRRRQAVIv3RUdSL90UALRRRQAVF3qWou9ABRRRQAVKOlRVKOlABRRRQAHpUVSnpUVABRRRQAd6lqLvUtABRRRQAUUUUAFFFFADTVP+N/8AeP8AOrhqn/G/+8f500Ikk+6atVVk+6atUDCiiikAUUUUAFFFFABRRRQAUUUUAFcj498SXvh+wthYhVmuHYeay7ggAHY8ZOf0NddVTUdMs9WtTbX1us8JOdrdj6gjkVrQnCFRSqK67GdWMpQag7M8003xp4x1S3MNjZx3LocPOsByM9M87R+VXP7I+IWq/wDHzqH2RT284Jx/2zFd/p2mWek2otrG3WCEHO1e59STyat12Tx0FJ+yppLzWpzxwsmv3k2/meax/DGe4fzNR1lpH77ULH/vpj/Srsvwv0k2pSG6ukm7SuQwH/AQBXcd6KzeYYlv4vyLWDor7JieGvDVv4as5IYpWmllYNJKwxnHQY7Ac/nW33oo71y1KkqknObu2bwhGEeWOxLRRRUFBQelFB6UARUUUUAFKv3hSUq/eFAElFFFABSN900tI33TQBHRRRQAU5fvU2nL96gB9FFFABTX+7Tqa/3aAGUUUUAFOTqabTk6mgB9FFFABTX6CnU1+goAZRRRQAU5OpptOTqaAH0UUUAFMfqKfTH6igBtFFFABT06GmU9OhoAdRRRQAUxvvU+mN96gBtFFFABT0+7TKen3aAHUUUUAFRt941JUbfeNACUUUUAFSL90VHUi/dFAC0UUUAFRd6lqLvQAUUUUAFSjpUVSjpQAUUUUAB6VFUp6VFQAUUUUAHepai71LQAUUUUAFFFFABRRRQA01T/AI3/AN4/zq4ap/xv/vH+dNCJJPumrVVZPumrVAwooopAFFFFABQeRRRQBzbTSRaKwa4mWFb8xyymViyReYQfnJyB0Gc8CqUl1qCRpcWlw8yRNKYVaViWiU/fP99ccZJ9McmuxooAo6RP9o0yGTkk5BYyGQNgnkNxkHqOBxV6iigBhMvOET2+Y+/t9PzPpyEy84RPb5j7+30/M+nL6KAGEy84RPb5j7+30/M+nITLzhE9vmPv7fT8z6cvooAiKy84VPb5j7+30/M+nKFZecKnt8x9/b6fmfTmaigCErLzhU9vmPv7fT8z6cqVl5wqe3zH39vp+Z9OZaKAGEy84RPb5j7+30/M+nITLzhE9vmPv7fT8z6cvooAYTLzhE9vmPv7fT8z6chMvOET2+Y+/t9PzPpy+igCErLzhU9vmPv7fT8z6chWXnCp7fMff2+n5n05mooAhKy84VPb5j7+30/M+nK4lB4VD6fMff2+n5n05looAYTLzhE9vmPv7fT8z6chMvOET2+Y+/t9PzPpy+igBhMvOET2+Y+/t9PzPpyjGUggInt8x9/b6fmfTmSigCErLzhU9vmPv7fT8z6chWXnCp7fMff2+n5n05mooAhKy84VPb5j7+30/M+nK4lBJCofT5j7+30/M+nMtFADCZecInt8x9/b6fmfTkJl5wie3zH39vp+Z9OX0UAMJl5wie3zH39vp+Z9OUbzSDhE9vmPv7fT8z6cyUUAQlZecKnt8x9/b6fmfTkKy84VPb5j7+30/M+nM1FAEJWXnCp7fMff2+n5n05UCVc4VD6fMff2+n5n05looAYTLzhE9vmPv7fT8z6chMvOET2+Y+/t9PzPpy+igBhMvOET2+Y+/t9PzPpyjeaeip7fMff2+n5n05kooAhKy84VPb5j7+30/M+nIVl5wqe3zH39vp+Z9OZqKAISsvOFT2+Y+/t9PzPpyoEq5wqH0+Y+/t9PzPpzLRQAwmXnCJ7fMff2+n5n05CZecInt8x9/b6fmfTl9FADCZecInt8x9/b6fmfTlrCU9FT2+Y+/t9PzPpzLRQBCVl5wqe3zH39vp+Z9OQrLzhU9vmPv7fT8z6czUUAQlZecKnt8x9/b6fmfTlw81c4VD6fMff2+n5n05kooAYTLzhE9vmPv7fT8z6chMvOET2+Y+/t9PzPpy+igBhMvOET2+Y+/t9PzPpy1hKSSFT2+Y+/t9PzPpzLRQBCVl5wqe3zH39vp+Z9OQrLzhU9vmPv7fT8z6czUUAQlZecKnt8x9/b6fmfTlw80A4RD6fMff2+n5n05kooAYTLzhE9vmPv7fT8z6chMvOET2+Y+/t9PzPpy+igBhMvOET2+Y+/t9PzPpy1hKScKnt8x9/b6fmfTmWigCErLzhU9vmPv7fT8z6chWXnCp7fMff2+n5n05mooAhKy84VPb5j7+30/M+nLsygYCIfT5j7+30/M+nMlFADCZecInt8x9/b6fmfTkJl5wie3zH39vp+Z9OX0UAMJl5wie3zH39vp+Z9OWlZecKnt8x9/b6fmfTmWigCErLzhU9vmPv7fT8z6chWXnCp7fMff2+n5n05mooAhKy84VPb5j7+30/M+nL8yjoie3zH39vp+Z9OX0UAMJl5wie3zH39vp+Z9OQmXnCJ7fMff2+n5n05fRQAwmXnCJ7fMff2+n5n05YVl5wqe3zH39vp+Z9OZqKAISsvOFT2+Y+/t9PzPpyFZecKnt8x9/b6fmfTmaigCIrLzhU9vmPv7fT8z6cy0UUAFFFFABRRRQAUUUUANNU/43/3j/Orhqn/ABv/ALx/nTQiST7pq1VWT7pq1QMKKKKQBRRRQAUUUUAFFFFABRRRQAVmXWqTw3U0VvZG4W3VWm2yYkwc/cXHzdPUe2ap6rq8E8H2e1knaTzASkavGZkU/Osb4AY4z9054qnYwwXmrH7BqksgSHdHOrh5IRnmKTdnIzyA3zDB5oA6a2uIru2juIHDxSKGVvUGpags7VLK1SBGZgpJLNjLEkknjjqTU9ABVL+0ol1L7FLHJE7D907jCynuFPqPT8s1l6rq9tOsUUElyyiXdIkQkjaWMZDeWwA3YOCQp5ANJYfZtUW60/7YL+zUJJDOJNzxEk/KW67lIyD155oA6KimouxFUsWwMbm6n3NOJAGTwKACs0anMNQjheydLeWRokmLcllBPK44U4ODn8Kz9T1e2u1hSCS5aNX8yWOISRPJFgjch4LAEgnaen6xWyPqha1tNX82G2kSWG7QiRwrBlMZP94DoTzyM57gHT0UyGJYIUiTdtQBRuYk/iTyac7rGjO7BVUZJPQCgBayDrscN6sN7GlnDKrGGSaUKXwQMFT0zkEdfwqlqWrWt28AWW7+zoS1wkYlgkCEYWQdGZAeuOOc9qdZJ/atpeWa3sV1CCIvtiqHaSIjOwsDjcMnnnqDjJoA6KikVQqhR0AwKbLLHBC8srBI0UszHsBQA+st9big1SWzuozCilVjnJyrswzt9j6euKztR1O1u7mLdPdpaRqROEMtvJETjbIw4YpwRnpz+S6bp9nq5uJbyRdQEZ8hJgwKSKBkOMcbxuI3D04xQB0lFIBtAAzgccnNMnnitoHmmbbGgyTjP6d6AJDwKybLX7O5YLLPBBJJIViheUeYQDj5l/hJIPH9eKzr/UrW7vVaS6u4bNE2O6NJA1tITkNIpwdpHQsNvHvVmxh/tbTNrywOv2j97PFGMXIQjDAjgE4GTz0IHagDeooqK4uIrSBppm2ovXAJPPAAA5J9hQBITgE+lZVnr1tOsPnMI3uCDGFVmUBvuhnxtDH0z9M1mXmo2t3qDPJfXVtbBAiTK7w/Z5QSf3iHGMgjG8YOMd+ZNG0lLiz88XLrDLMZJYoQvlSurffXIJAbaDgHFAHS0UVDdXUNnD5szELkABVLEk9AAAST9KAHTSiCB5SrsEUnailmPsAOpqlpl7dXMlxFeQJBLGVZY1bcQjDjJ9eCDjjisa61C2ur6SV9RuLWAqFguBI0aQSjqkiHABPB+ccjitTS0a8+z6q77ZXgMUip9yTDcMPbqR7NQBrUUVBdXkNlEJJi2GbaqojOzH0CqCT36CgBbu4W0s5rllZliQuQvU4GazNL8RWmoStbvcWYuQ+1UguBKr8A8HAyevGOxrMnv7e4u5521SW0VsG0uTKywqQMNG6HC7sg5DDJB46caOm2Buo7e+llkEbsLkW20bUkI5IOM45JA96ANuiiq93fQWKo0xfLnCrHG0jHvwqgmgAvrtbGyluWUsIxnGcZ7DntVSy1Vpr+TT7uAW92iCQBJN6OvqrYHI7ggVhXN7bztdTSakYTIS9rLLKfs0yYwYmQnbnIIIxu71tafpkCm0uooUto1j3rbom0q7DBLHvgcAdvywAa1FFVbzULex2eeZMvkhY4mkbA6nCgnA9aAFv7sWNo0+zedyqoLbQSxAGT2GT1qGz1F5rp7O6tzb3aLv2Bt6uv95WwMj1yAR6VQeYlGkml/tLR73gsFBMOeO3VO3qD+l200n7LcRyveXFwIUZIVl2nYDjPIGT0HUmgDRooqreajbWG0TtJlgSFjiaQ4HU4UEgcjmgB17dGztjMIJp8HlIVy2O5x7D/ADmn29xDd26TwSLJE4yrL0IrKtrye2ljd7g32n3bAxXKAExseinb/Cex7dD61o21jDaTzyw7kE53PGD8u7uwHYnv64oAs0UVTvdUtLBgtw7gldx2RO+1fVtoOB7mgB15cTwKi21sZ5nJCqW2qMDOWbBx+Rp1jdi+sorkI0e8co3VT0I/Os+3ubmzuI1mma9srogw3SgEox6K23jaex/A+tT6ZpbWDSNJdSTsSwjBG1Y0LE4A9eeT1NAGjRRVG91azsXMc8rI23czCJmWMHgFiAQo+uOlAC6jezWcW6C1M7BWdsvsVVXrlsHn0H8utSWOoWupW4mtJ45V43bHDbTjODjoaoW8k9vMtlfMb21uP9RclAc99rgDH0PQ/XrdtLL7PcXNw7h5p2G4qu0BV4UYye3fv+lAFuiis+91aztXeCW4aJ8AGQRMyRk9NzY2r+JoAk1O9fT7Pz47drg+YieWrAE7mA4z9aks763v4POtpA6g7W4wVbuCOxHcVliOdw2kai8sscozb3kfBbHOGIGFcYznoa0rPTrTTw4tIViD43BScEjvj19T1PegC1RRWbearZo72jXUkEhIj84RNtRj0G8jaG5GAT3FADr/AFWKwu4IZCiLIGd5ZX2Iqjryerc9PrVq1u7e9gE1tMk0RJAZGyMjqKoWkkwuF0/UoxNLH+8gudmVkA7n+64zz+Y9BbsrP7IJmZw8s8plkYLtBOAOB24AoAtUUVmXmp2ju9j9sltpXbyhMsR2qx/hDkbN3tmgB95qa2l5HAwAXyzI7HJOM4AVQCWJJHH+NWbS7gvoBNbvuQkjlSpBHUEHkH2NY5tX1GaO01DzItRtD5lveQrgOOm4ZBHoGU/4GtaysxZxODK8skjmSSRwAWY4HQAAcAUAWaKKy7rUrW5drCK+ltp3YxpMsRA3Dqqsy7Sfbk9aAC+1K5t7uNIrXNsjoLiaTIADEABPUjIJPQfXpqVkRmXUbW60rUkKXHl7WkjHyyKeA6nsfbsfzrVjVkiRWcuyqAWPVj60AOoorJuNRt79vsVrfyWtwzHy5PJIDleoUsNrdOcHpmgCK/8AEUGn6mtrM1vHGCodpJ9r/N0Kpj5gO5yP0rXguIbqBJ7eVJYnGVdDkGspRcamqxTF7LUbNwxdF3I2QRlc9VIJ46itKztEsrZYIyzAEsWbqzE5JOPUk0AT0UVjzahFqZFtYag9tc/6yMtCQsoHpuGHX12n8aAC91x7OW4f7J5lpbOsc7rJ+8UsAchMcj5h3B64BrWjkSaJJY2DI4DKw6EHvWRDDFqRknlsorbVYcRs8kW/aexU8bh3B7fmK07W2SztIbaPOyJAi564AoAmooooAKKKKACiiigAooooAaap/wAb/wC8f51cNU/43/3j/OmhEkn3TVqqsn3TVqgYUUUUgCiiigAooooAKKKKACs7VJ9RhjeSyW3CRRGRmmUtvx/AACMdOpz24NaNMljWaF4n5V1Kn6GgDnm027mtmtLZraS1kZZ4/NkKyWjE7vlwDuAOSOnp0rpMYqpp2nQaZbCCDe3d5JG3O56ZY96t0AFZeq3Wo2qSz2yQCCCPzH80EmX1VcEbcAdSD16VqVFdW6XdpNbSFgkqFGKnBwRjigDDk0q7MbWVu9tLaLKskTyORLaHO7AAB3Y7ZI4OORXQ4xVeysobC2EMIbGcszHLO3dmPcmrFABWVqVzqFuzSxpb/ZI2RXWQEtKGIB2kHC4z3Bz7Vq1XvbRL6zltZGdFkGNyHDL7g+tAGOul3g8m0jktprW2nV4Z2kIlgAOdmACG4+XORweR69BUNraw2VusECbUX3ySe5J7k9zU1ABWRqE18sh3x2/2B5VgeNgS8ivhSwYHA5PQg5x1Fa9Vr+yj1C0a2keRFYq2+JtrKQQQQe3IoAyodOvjLaRtLbzw2cuY7vefNCjIKFcYJ7E598Zrexiore3itLdIIIwkSDCqKloAKxtRa9kfyp44Bp88n2Zo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float
981
general-vqa
line plot
['statistical reasoning']
ChartQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการตัวเลขทศนิยมหนึ่งตำแหน่ง และให้ค่าสุดท้าย เช่น 1.2, 1.3, 1.4 ในตอนท้าย คำถาม: ผลรวมของ 2002, 2003 และ 2004 คืออะไร? 6009.0
null
70.4
null
free_form
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text
982
general-vqa
map chart
['scientific reasoning', 'statistical reasoning']
MapQA
figure question answering
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ในตอนท้าย คำถาม: ในบรรดา state ที่มีพรมแดนติดกับไวโอมิง เซาท์ดาโคตามีค่าสูงสุดหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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
integer
983
general-vqa
bar chart
['statistical reasoning']
DVQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ความแม่นยำสูงสุดที่รายงานในแผนภูมิทั้งหมดคือเท่าไร
null
8
null
free_form
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
text
984
general-vqa
synthetic scene
['arithmetic reasoning']
Super-CLEVR
visual question answering
คำถาม: จำนวนรถสีเทามีน้อยกว่าจำนวนรถตู้ขนาดเล็กสีเมทัลลิกหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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integer
985
general-vqa
bar chart
['statistical reasoning']
ChartQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ค่าเปอร์เซ็นต์ที่น้อยที่สุดที่บันทึกไว้ในแผนภูมิคือเท่าใด
null
5
null
free_form
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text
986
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ที่ท้ายคำตอบ คำถาม: ดังรูป ใน△ABC, AD เป็นเส้นแบ่งครึ่งมุม และ AE เป็นความสูง ถ้า ∠B = 40° และ ∠C = 70° แล้วขนาดของ ∠EAD คือ ( ) ตัวเลือก: (A) 10° (B) 15° (C) 17.5° (D) 20°
['10°', '15°', '17.5°', '20°']
15°
B
multi_choice
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
integer
987
math-targeted-vqa
scientific figure
['arithmetic reasoning', 'scientific reasoning']
SciBench
textbook question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย คำถาม: แสดงภาพตัดขวางของปีกเครื่องบิน การวัดความหนาของปีกเป็นเซนติเมตร โดยเว้นระยะ 20 เซนติเมตร คือ 5.8, 20.3, 26.7, 29.0, 27.6, 27.3, 23.8, 20.5, 15.1, 8.7 และ 2.8 ใช้กฎกึ่งกลาง (Midpoint Rule) เพื่อประมาณพื้นที่หน้าตัดของปีก
null
4232
null
free_form
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
integer
988
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
1
null
free_form
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
integer
989
general-vqa
bar chart
['statistical reasoning']
DVQA
figure question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: มีคนกี่คนที่ชอบวัตถุที่ได้รับความนิยมมากที่สุดในแผนภูมิทั้งหมด?
null
9
null
free_form
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text
990
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
Geometry3K
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้องเป็นตัวอักษร เช่น A, B, C, D ตอนท้าย คำถาม: ในวงกลม $\odot S$, $m \widehat {PQR}=98$, จงหา $m \widehat {PQ}$ ตัวเลือก: (A) 45 (B) 49 (C) 90 (D) 98
['45', '49', '90', '98']
49
B
multi_choice
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text
991
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำใบ้: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ไว้ตอนท้าย คำถาม: ฟังก์ชันใดที่ไม่มีจุดศูนย์ ตัวเลือก: (A) เขียวและแดง (B) น้ำเงินและส้ม (C) ม่วงและเทา
['green and red', 'blue and orange', 'purple and grey']
purple and grey
C
multi_choice
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
text
992
general-vqa
synthetic scene
['arithmetic reasoning']
Super-CLEVR
visual question answering
คำถาม: จำนวนสิ่งของสีม่วงที่เป็นโลหะที่อยู่ด้านหลังมอเตอร์ไซค์สีเขียวขนาดเล็กน้อยกว่าจำนวนรถบัสข้อต่อที่เป็นโลหะสีน้ำเงินหรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADwAUADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDIpaSloAKKKO9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUlAC0UUlABRRRQAUUUUAFFJRQAUZo70UAFGaKSgBaSiigAoopKAFopKKAFpKKKAH0UUUAFFFFABRRRQAtFJS0AFFFFABRRRQAUUUUAFFFFABRRRQAUlLRQAlFLijFACUUUUAFJS0UAJRRRigBKKWkoAKKKKACkpaSgAooooAKSlpKACiikoAkooooAWiiigAopcUYoAKKXFGKAEop1GKAExRTsUYoAbilxS4pcUAMxS4p2KMUANxRinYoxQA3FGKdijFADMUYp+KMUAMxRinYqvLfWkJ2yXEYPpmgaTexLijFRxXltOcRTxsfQHmpsUA01uNxSYp+KTFAhtJin4pMUANoxTsUmKAG0Yp1JigBKSnYpMUAJSU6koASilpKAH0uKXFLigBKXFKBSgUAJijFPxQBQA3FLinYpcUAMxS4qG4vYLXh2y390daonXEJ+WHI92pqLZnKrCOjZqYpcVnw6xA5xIrJ79RWkhWRQyMGU9xQ00VGcZbMbil21Jto20iiPbS7aftpdtAEe2jbUhGKyrjUZUuJI0CjaccjmplJRV2OMXJ2Ro7aNtY5vbpv+Wh/AVcsLtmbypiST91j/KojWi3Yt02lcubaa5CqSTgDkn0qcrgVja/OYNP2g4Mjba0bsiYx5mkYWsa48xZInKQj06tTfDOhX/ia8eGyi8xkQuRkDgd+axrqCeSB5xG/kI2wvt+Xd1xn1rR8OajLZXKNE7Kc4O1iMj04rKV7XPQpRipKPQoamtxp10w/umtzw94k+0SLa3LZJ4Vj1B96Tx1qFtqmpNPbWEdku0KYUJxkDk1xluXjuUZOCCOlOL0uZ14rm5eh7Bik21Fp8pudPglP3mUZ+tWdtanE1Z2IsUmKlK0m2gRFikxUu2kIoAjxSYqTFIRQBHijFPxSYoAZiinUlADaKWjFAEoWnBakCU4JQBFtp22pQlLsoAiC0u2pdlBTimBBiqWoXRt4wif6xuntWltrPtGs28SQNqKs9mkg8xVOCVHaqhG7MMRUcIXRyGqTSw8ZIZu5qbTNLnvLZ5VDNtGSeuKPF11a3WvXD2UZjtfMPlITyFzxXUeBfE8uiWt1bwwwS/ak8thKu7HXp+da2XNY4pNqndEem+Go9T8P3t8l/bw3FmM+RI2GkHtWTpeptbzmNjxnDLUmtw3mi6hJBcQyQSHkpIpU4Psa50Ss14sgyO5qXYdJSve56UuHUMpyCMg07bVHQ5TNp4z1ViK09tZM9GEuaKZHto21Jtp22kUQlMiuYvjt1KUqR1/pXWPHuQiuV1C1a3uycfIxyPrWVX4TSn8RAZHP8RqW0JN5Dkn74/nUJIFS2+5ZUkX+E5Ga5YRbkrHRJpLU6krwa53xTEzWULgcJJz+IqyZ5ZTl5GPt0FNZVdcMAR713NXVjmhLlkpHI3aSm1aBGYRM4coOhYDGf1qHTmewvI5YiRNE4ZT1wQciumuLCJgSo2n2rK+yrFNkr8w71k01ud9OcZu8dyrq73mr3k17cENLM5d2AAySeTgVWt9NWJg7ctWuxHc1JZRLc3ap/COW+lJN7IucYr3pHTaTCYtLgUjnbn8+auEUROrqAoxjtTytbI8yTu7kRFNxU22mkUEkRFIRUpFNxQBFikxUuKaRQBHikxUhFJigCMikxTyKTFADMUmKfikxQBoiOnCOrPl0uyrEVtlLsqxspNtAEGygpkVPtppwOtAFbbWPe2m+aTnBPIrbdh/CKzL+QKVY8N0q4OzOfEwcoadDj7/AEafeXBz9aTT0ltXDuMAHjnvXRSMHBBOM1XWzjI+b5vrWqSTucHtW1ZkWpC71uf7TcSvKzAAyO248DHf6VlQgx6iIHA28q2fSukjVI49owBVYWcAnMoX5z3zUyj1KhPpY3NHQLbMRwC3FaGVHes/TSTGVxwKtuewrBu7PSpx5YJFe+1FLNFIXe7dFziqa6//AHrf8mrHurzz7l2fOQcAegqISp61g5u+h6tPDQ5VzbnRLr0J6xOPpirgMF5brIUV0YZG4VyDyrt4PJrp9L50uD6H+dVBt7mWIpQppcol40Nnas6Qxqx4XCjrWGjZOT1NXvEDlTbp2OT/ACrLRq0SscbZdVqduqsr04PSGSs1Z9/C0sR8v/WDp71aZ6gd+c0NXHGTi7ozI9Nv5TyjAfTH863NN0w2vzucuew7V0kdrE0att6gHrUiwxp0UCko2NJ1JS3KlrCw+YjFWiKkxSYpmRERSEVLim4oAiK0m2pSKaRQBEVpCtSkU0igRFtpCKkIpCKAI8U0ipCKQigCMikxTyKTFAG/tpMU80laCGYpCKcaaTjrSAjc4qA8mm6hex2dq0rcnoo9TXIvq18zFvPYZ5wOgqkrmU6sYOzOuxWbqr24jAdv3nZR1rEj1S+Zv+PhsfQUxnaRyzklj1JralR5tXsR7VSWg7zG7HApNxPc02lrtUUtjOy3FpRSUtUMsQXk9uf3chx6HkVsWt+lyDuARx1HY1gVLb8zoucbjtrCtSi4t9S4SadijcgfapsHI3nH51FirU9jcxTMvkuwzwwUkGoDHIv3o2H1BrxWtT6CEk4rUZjJFdjpKH+yYSR6/wA65a0t2ubqOFerN+Vd1HGsMKxIPlUYFXA5sU1ojnvEMeYoZB1QkH6GsVDWxrUqQs3mZKkdKwUlV13IcitTiaLYanbqrCSneZQBKTSRRme4jiXqzAVEZK2/D0EbTNM5BcDCj0pAdCFCqAOg4oxTiKQigBpFIRS0mKAENNpxFJigBpFNIp+KTFAhhFVrifYdq4zVpuBzWJdSH7XlT0GKuCuzDETcYaE5nl/vGnLcuPvYNQK+RyPyoJAGa15Uecq1RPcvo6yLkUpFQWWWiZ/U8VYIrB6PQ9WnJygmxhFJinkU3FIs3CaTNM3UZqxCk1CzZNPPIxULZBoA5PXpr2fUGSK33RR8LuYDJ7msgx3/AHtPycV1GoptuyR/EAaqVsloeXUm1NpmLEt0Hy9syjHXIqxHIrjg8+laRGVI9RWCwKSkdMGt6Ttoa0ZcyZfparRyNjrUyua6EzUkpwBpgY0pJPencQpYL7n0pLVy1/AW6bx/OmNTYjtnRvRhUT1RUdzuDbJ2JpPsqn+I1MOmaWvKOu4yOCOM5VBn1xzT3OFJpaRhlcUBcxL+zW7JJ4btWBPpLwsWRSh9VGQa6yWMoSe1V2lUDmgLnImGZWwVB+lWI7Tu7fgKtST/AGiUy4AB4UD0pK5KlZ3tE3hTW7GrBEvRc/WpY2aH/VsU/wB04qMk0qNzg8VhzS7mtl2LK6jeR9J2P15qxFrs6HE0auPUcGqDFB3FQO61Uak11JcIvodXa6jb3nEb4f8AuNwae93bo2GnjB+tcWzjPB59qlt5d+Ub7w5+orvwrjVlyydmc1aLgro7NXSRdyMGHqDmlrk4bmWzlEkTfVexrqIJluIElT7rjIratRdN+RlCfMPxSYp1FYlmbfiQHjO32rJUc8107Isi7WGRWRPpskLkxgunbHUVpC1zkxSk46FZRxSSHC0/GOvWmFGlYKoznrWrPPim3Y07aPZbRj2zUhFQgsnAPApyy84audntR0VhxFNIp/WkIpDNHNJmmZoLYFWIVnwKiYlxyaazZNJuoEZupIRsb6is4yAdTXQyKkqlXUMPQ1nyabDn5Yl/KtIzsrHJVw/NLmTMz7QKyboYuW9+a6X+zYx96NR9KxNWhWK4GwYXFa053lYKdF07srJU61Xjqda60WyUUtNFOpkjTUY++PrUhph60mUjvIW3wo3qoNPqvYsGsYT/ALAqzXltanUJSE4FOqGYkCpAilcNxVOW3VlY+xqbNNc/I30NMDlrU/KsbMu7GQAwJxn9KvpAW7VzzRMbt2Vih6hh2NdRo2t6ekQt9ZjmhccLdwJvQj/bTqPqM/SvMqJrVHbB33BbQ+lNmi2RkAV1VtYWGogHTdTsbsntHMA34q2GH5VT1fQ7mzgLyW8iKP4ipx+dYKor2Zpy6XOKlBUnFQFzVu4GGNZ000cfLOB+NdC1MmPMlLaS7r3A/hU7qp7p7k4gQqp/5aOMD8BV23iS1TAOSeSx6k11YZfvomNX4GXnORXTaMhXS4t3fJH0zXN2ULXk6rg7M/MR6V2ERQRqqDAUYA9K9LEzTXKjkpxa1HYpMUtJXGaiUZNGaQ0BYR1V/vKD74qBocfdP4VPSGncXKim0bjtSeWxPSrdIaQyJVwMUEVJim4oAnzRnNNzS5qhC4HpRgelJmlzQAbR6UpAIxikzTTIB0pgRSLsPPSue15VOx17cGuhc+YMHpWNrEBFqTjIByK0pv3kTJaHPJVharrwanWu9GDJRTqaKcKskDTCOafToYHuJlijGWY0nsNHWaWc6bAf9mrdMghFvbxxL0QYp9eVLVnUthcmo5RlafRjIqRmeTgmq884SNue1WbxSg3DpXP3spweaAM4CngU0dKeK85nYhjW8Mhy8ak+uKs27PbMjROw2HIBO4Z+hyKYKUVLGXL/AFG61NVW6aNgn3dkKR/+gqKzvs0QORGufU81NmkNC00Q3qREVq6NaxTLK0qBsEAZrMIro/D8KmwdiOS5/kK3ofGZVfhLSxJGMIoUewp8WQ4xU/kLnrTljC9K7LnMFJT8UmKQxlJTyKbigBtJTsUmKAGmmmnkUlADKSnUlADqKSkJxTEPziml8VGWpuc0wHlyaSkooAWkkjWWNkcZVhgilpaaYHMXmiz27l4VMkXt1H4VSAKnDAg+hFdqDTXijk+8it9RXRDENbmbp32OQBqRFZzhVJPoBmun+ywA58iP/vkVKiqOFUD6DFW8UuiJ9l5mFb6Tczkbl8tfVuv5V0FlYw2SYQZc9WPU1Ki4Ge9PrCdaU9zSMEh2aKSisihaKKWkMiuIvNiIrk9QjMbEHtXY1h6/afuDOo4HWkBzqjgU4Ui/dFOFeczsCnCm0opDFopKBQAhrrNETbpUfuSf1rlDXZaamzTbcf7ANb0N2ZVdizRilpK6jnEpMU6kpgNpKdSUANIpKdikoAbikxTqTFADCKQin4ppoAjJphNKTTDTEFLSUtABS0lLQAtLSUUALS0lOAzTAAM1MsYFIq1IKAExiinUYpAJS0UUhi0tFLQAVHcxLNbvG4yrDBqWmSdKQHDzQtazNDIOV4z6j1pma6u/06O+jGflkH3Wrm7mwuLRiJUO3sw5BrjqU3F3R0wmmQCnCminVkaBSZpaVI3lcIilmPQAZoAFBkdUUZZjgCu3tl2QJH/dUCsjStINsRPPjzP4V/u1sLw1dVKLirswqSvsSYpKf1pK2MhtJTsUlMBtJTqSgQ2kp2KSgBtJTjSYoAbSYpxpKAKxppFPxSYqhDKWlxRigBKWjFKFoAKXFKFp4WgBoWpVWgCnCgBRS0lLSGLS0UUALijFFLQAYpRRS4pAJTHp56VG1AxKCARgjI9DRS0gKkulWUxyYQp9V4qudAtCeGkH4itSlqHCL6FqTM5NDskPKu31arsVvDAuIo1QewqSimopbCcm9xKKWkpiJFPFOqNTUlMQlJTqSgBtJTqSmIbRilpKAG4pDTqSgBuKSnUlAFajFFLTATFLilpaAGgU4ClooAUClFFLQAtLSUtAC0tJS0ALS0lLQAtLSUtAC0tJS0gENRmpDTDQMbS0YpaQCUtFFABRS0UAJRS0UAIKkFMpwoAdRRRQAlJTqSgBtJTqSmISkNLRQAzFIadSGgCpS0lLTAWlpKWgBaWkpaAFpaSloAWlpKWgBaWkpaAFpaKWkAUoopaAFoopaAENMNSU0igBlLijFFIYUUtFACUUtFABRRRQAUooxTgKAFFFKKKAG0UtFADaSnUlMQ2kp1JQA2kNONJQB//Z
integer
993
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ คำถาม: ลบกระบอกสูบสีเหลืองด้านขนาดเล็กทั้งหมดออก ลบลูกบอลยางสีน้ำเงินขนาดเล็กทั้งหมดออก เหลือวัตถุทั้งหมดกี่ชิ้น?
null
9
null
free_form
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text
994
general-vqa
line plot
['statistical reasoning']
FigureQA
figure question answering
คำถาม: สีม่วงแดง (Magenta) มีค่ามากกว่าสีแดงเข้มแบบเว็บ (Web Maroon) หรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ใช่
A
multi_choice
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float
995
general-vqa
bar chart
['statistical reasoning']
ChartQA
figure question answering
คำถาม: ผลรวมของเส้นสองเส้นใน 18 ถึง 21 คืออะไร? 4.00
null
18.27
null
free_form
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integer
996
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย คำถาม: ลบลูกบอลใหญ่ๆ ที่เป็นมันวาวทั้งหมดออก ลบล็อกยางสีน้ำเงินทั้งหมดออก จะเหลือวัตถุทั้งหมดกี่ชิ้น?
null
2
null
free_form
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
text
997
math-targeted-vqa
function plot
['algebraic reasoning']
FunctionQA
textbook question answering
คำถาม: kx^2/2 มีค่ามากกว่า E ที่ x=0 หรือไม่? ตัวเลือก: (A) ใช่ (B) ไม่
['ใช่', 'ไม่']
ไม่
B
multi_choice
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text
998
math-targeted-vqa
geometry diagram
['geometry reasoning', 'algebraic reasoning']
GeoQA+
geometry problem solving
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ท้ายคำตอบ คำถาม: จากรูป: ∠AOB : ∠BOC : ∠COD = 2 : 3 : 4, ลำแสง OM, ON แบ่งครึ่ง ∠AOB และ ∠COD ตามลำดับ และ ∠MON = 84° แล้ว ∠AOB มีค่าเท่ากับ ( ) ตัวเลือก: (A) 28° (B) 30° (C) 32° (D) 38°
['28°', '30°', '32°', '38°']
28°
A
multi_choice
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float
999
math-targeted-vqa
scientific figure
['scientific reasoning']
SciBench
textbook question answering
คำแนะนำ: โปรดตอบคำถามที่ต้องการตัวเลขทศนิยมหนึ่งตำแหน่ง และระบุค่าสุดท้าย เช่น 1.2, 1.3, 1.4 ในตอนท้าย คำถาม: ขนาดของเวกเตอร์ความเร่ง $\mathbf{a}$ คือ $10 \mathrm{~cm} / \mathrm{s}^2$ ใช้รูปภาพประมาณค่าองค์ประกอบสัมผัสของ $\mathbf{a}$
null
4.5
null
free_form
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
integer
1,000
math-targeted-vqa
synthetic scene
['arithmetic reasoning']
CLEVR-Math
math word problem
คำถาม: ลบกระบอกสูบสีน้ำตาลด้านทั้งหมด ลบสิ่งของสีม่วงด้านขนาดใหญ่ทั้งหมด เหลือวัตถุทั้งหมดกี่ชิ้น?
null
9
null
free_form