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text
| 301
|
math-targeted-vqa
|
line plot
|
['scientific reasoning', 'statistical reasoning']
|
PaperQA
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figure question answering
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ไว้ตอนท้าย
คำถาม: แบบจำลองใดมีประสิทธิภาพโดยรวมดีที่สุดในทั้งสามขั้นตอนด้านประสิทธิภาพการฝึกอบรม Messenger?
ตัวเลือก:
(A) Dynalang
(B) EMMA
(C) R2D2
(D) IMPALA
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['Dynalang', 'EMMA', 'R2D2', 'IMPALA']
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Dynalang
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A
|
multi_choice
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/wCFH+m/9MP++j/hQBZoqt/pv/TD/vo/4Uf6b/0w/wC+j/hQBZoqt/pv/TD/AL6P+FH+m/8ATD/vo/4UAE3/AB+231b+RqzVMRXb3cMknlbEznaTnoR6VcoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==
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text
| 302
|
math-targeted-vqa
|
function plot
|
['algebraic reasoning']
|
FunctionQA
|
textbook question answering
|
คำถาม: เส้นโค้งสีเขียวคืออะไร?
ตัวเลือก:
(A) พหุนาม
(B) ฟังก์ชันตรีโกณมิติ
(C) ฟังก์ชันเอกซ์โพเนนเชียล
(D) ฟังก์ชันลอการิทึม
|
['พหุนาม', 'ฟังก์ชันตรีโกณมิติ', 'ฟังก์ชันเอกซ์โพเนนเชียล', 'ฟังก์ชันลอการิทึม']
|
ฟังก์ชันลอการิทึม
|
D
|
multi_choice
|
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|
text
| 303
|
general-vqa
|
scatter plot
|
['statistical reasoning']
|
FigureQA
|
figure question answering
|
คำถาม: สีเขียวมะนาวอ่อนกว่าสีเทาหม่นหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
|
ไม่
|
B
|
multi_choice
|
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
|
integer
| 304
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
GEOS
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย
คำถาม: ในรูปภาพด้านบน เส้นตรงสองส่วนมาบรรจบกันที่จุดบนเส้น l หากค่า y เท่ากับกำลังสองของค่า x ค่าของ y คือเท่าไร
| null |
100
| null |
free_form
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
|
integer
| 305
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
DVQA
|
figure question answering
|
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย
คำถาม: มีคนกี่คนที่ชอบวัตถุที่ได้รับความนิยมมากที่สุด?
| null |
9
| null |
free_form
|
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text
| 306
|
general-vqa
|
abstract scene
|
['numeric commonsense', 'arithmetic reasoning']
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VQA-AS
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visual question answering
|
คำถาม: เตียงมีขนาดใหญ่กว่าลูกแมวมากไหม?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
|
ใช่
|
A
|
multi_choice
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|
float
| 307
|
math-targeted-vqa
|
scientific figure
|
['geometry reasoning', 'algebraic reasoning', 'arithmetic reasoning', 'scientific reasoning']
|
SciBench
|
textbook question answering
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการตัวเลขทศนิยมสองตำแหน่ง และให้ค่าสุดท้าย เช่น 1.23, 1.34, 1.45 ที่ท้ายคำตอบ
คำถาม: รูปภาพเป็นมุมมองจากด้านบนของเส้นทางที่นักแข่งรถใช้ขณะที่รถของเขากระแทกกับกำแพงสนามแข่ง ก่อนที่จะเกิดการชน เขาเดินทางด้วยความเร็ว $v_i=70 \mathrm{~m} / \mathrm{s}$ ตามแนวเส้นตรงที่ทำมุม $30^{\circ}$ กับกำแพง หลังจากเกิดการชน เขาเดินทางด้วยความเร็ว $v_f=50 \mathrm{~m} / \mathrm{s}$ ตามแนวเส้นตรงที่ทำมุม $10^{\circ}$ กับกำแพง มวล $m$ ของเขาคือ $80 \mathrm{~kg}$ การชนกินเวลานาน $14 \mathrm{~ms}$ ขนาดของแรงเฉลี่ยที่กระทำต่อคนขับระหว่างการชนคือเท่าใด
| null |
2.58
| null |
free_form
|
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
|
text
| 308
|
math-targeted-vqa
|
function plot
|
['algebraic reasoning', 'statistical reasoning']
|
FunctionQA
|
textbook question answering
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ต่อท้าย
คำถาม: ฟังก์ชันนี้มีแนวโน้มที่จะเป็นอะไร?
ตัวเลือก:
(A) พหุนาม
(B) ฟังก์ชันตรีโกณมิติ
(C) ฟังก์ชันเอกซ์โพเนนเชียล
(D) ฟังก์ชันลอการิทึม
|
['พหุนาม', 'ฟังก์ชันตรีโกณมิติ', 'ฟังก์ชันเอกซ์โพเนนเชียล', 'ฟังก์ชันลอการิทึม']
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ฟังก์ชันตรีโกณมิติ
|
B
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multi_choice
|
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
|
integer
| 309
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย
คำถาม: นักวิจารณ์ภาพยนตร์ชอบนับจำนวนนักแสดงในภาพยนตร์แต่ละเรื่องที่เขาดู มีภาพยนตร์กี่เรื่องที่มีนักแสดงอย่างน้อย 30 คน แต่ไม่ถึง 47 คน? (หน่วย: เรื่อง)
| null |
5
| null |
free_form
|
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text
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math-targeted-vqa
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geometry diagram
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['geometry reasoning', 'algebraic reasoning']
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Geometry3K
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geometry problem solving
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คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ตอนท้าย
คำถาม: หาค่า z
ตัวเลือก:
(A) 10
(B) \frac { 32 } { 3 }
(C) \frac { 40 } { 3 }
(D) \frac { 50 } { 3 }
|
['10', '\\frac { 32 } { 3 }', '\\frac { 40 } { 3 }', '\\frac { 50 } { 3 }']
|
\frac { 40 } { 3 }
|
C
|
multi_choice
|
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
|
integer
| 311
|
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 |
2
| null |
free_form
|
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text
| 312
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
|
คำแนะนำ: กรุณาตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ต่อท้าย
คำถาม: ชาวนาในรัฐไอดาโฮได้ติดตามราคาสินค้าเกษตรเมื่อเวลาผ่านไป ในปี 2003 สินค้าเกษตรชนิดใดมีราคาสูงสุดต่อตัน (cwt)?'
ตัวเลือก:
(A) มันฝรั่ง (potatoes)
(B) ถั่วลันเตา (peas)
(C) แอปเปิล (apples)
(D) ดอกคาโนลา (canola)
|
['มันฝรั่ง (potatoes)', 'ถั่วลันเตา (peas)', 'แอปเปิล (apples)', 'ดอกคาโนลา (canola)']
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แอปเปิล (apples)
|
C
|
multi_choice
|
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
|
integer
| 313
|
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 |
10
| null |
free_form
|
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text
| 314
|
general-vqa
|
bar chart
|
['statistical reasoning']
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FigureQA
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figure question answering
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ต่อท้าย
คำถาม: Crimson เป็นค่าต่ำสุดหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
|
ไม่
|
B
|
multi_choice
|
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text
| 315
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math-targeted-vqa
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geometry diagram
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['geometry reasoning', 'algebraic reasoning']
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GEOS
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geometry problem solving
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คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ท้ายคำตอบ
คำถาม: จากรูปภาพ มุม A เท่ากันกับมุม BED และมุม C เท่ากันกับมุม D หากอัตราส่วนของความยาว AB ต่อความยาว EB คือ 5:1 และพื้นที่ของสามเหลี่ยม BED คือ 5a^2 + 10 พื้นที่ของสามเหลี่ยม ABC คือเท่าไร
ตัวเลือก:
(A) 5a^2 + 10
(B) 25a^2 + 50
(C) 25a^2 + 100
(D) 125a^2 + 250
(E) ไม่สามารถระบุได้
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['5*a^2 + 10', '25*a^2 + 50', '25*a^2 + 100', '125*a^2 + 250', 'cannot be determined']
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125*a^2 + 250
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D
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multi_choice
|
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
|
text
| 316
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
UniGeo
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ต่อท้าย
คำถาม: ดังรูป กำหนดให้จุด A, B และ C อยู่บนวงกลม ⊙O และ ∠AOB = 100.0 องศา แล้ว ∠ACB มีขนาดเท่าใด ()
ตัวเลือก:
(A) 50°
(B) 80°
(C) 100°
(D) 200°
|
['50°', '80°', '100°', '200°']
|
50°
|
A
|
multi_choice
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6AjGW/75NDBFheVFL24qst9AB/F/3yaDfwf7f/fJqbBZlqmniq/2+H0f/vk0jX8ODw//AHzTAMZpMAHHtRGcjNKcEn6UFCA81IQNuaip6NwRST6AJmpVxjOBTSBtprHkU9g3Hn72AKcuDxgZ+lNPBH0pemD600IfxjoKOMdB+VMIPGOlPA5p3EJwVHA6+lIwAPQY+lKR8lQzShF3MeOlNXbsGyuSeYmcYX34qldwrKOMYPXFVbi+BBVe/UA/zp8MuUUtgA9PeuqSUI2RjBObuy7a2lvbRglRk9zV6OVdvGD9KzZJvkUZ+vtU0DbVwp4rm5m2dfIkjQDZHSnBgO1VFkPenCT3q7k8hM8UM/31GfWojAIzgqrL2OKQy4FKs+4gE8U1IiVNirHGf4F/Kl8qPGfLX8qifcHymM+lThhtGO9Ekt0ZpvZjfIiPWNfypfJiI/1a/lRu5xS55qB6jPs8H/PJfypfJh/55r+VOzgmlBzQGpGYYgR+7X8qPJjH/LNfyqQ803eApJ7daAuJ5MR/5Zr+VJ5EX/PNfypynk+lOzQPUj8iL/nmv5VR1mKJdHuWEa5CZHFaWaqXSi6s7iB8gEbTipm0ou5MnoFskUlvC3lr8yA9PapTBFx+7X8qjsgqWsUeeUULz7VYYgEURkpRugi7q6OY8baDHrfhu7so9kcrxkoxHQjn+lfMDR/Z5mG7c2SMjtX1xMM38W5coTXyt4hhWDxNqcalSou5MbOmNxrqwU25SizKqnuzrvANmGne5boi4XPrXZT67cxobfToma4zjd6Vh+CrYppMT45cEmtyy1Cz0Ri8wMkzOdkca7nb8KVSV6jdrnXThaCSHJpXjGRlnn1Eop5MQ7iuq0m6uoFMVw7Mx5+btWI3jLWb1/LtPDlwsKk5llcDP0rV02e4ur23a4g2Mw5U9R7Gibl1RcEugutJc6ghgjnaNSOdtcwPAuouWaHW7hc9mPBrqNcFzBcv9nIDAZwa5lv+EybbNZSWp3A5ViDtOePrxRBy6CnGNrshjtdY0KbEszyIThgxyGH9Kf4psBqWiPIB+8Qbh/hVn7XqZzb65bCMMfluIuVP1HatKe3VrBl7bdo+lS5NST6k8itY+ep8xyvjgg+te0/A2Jn0jV7hwpUzpGOOchck15DqtsYtUnixwJCB+de8/CS1t7PwYkaSK1xJI004HVSeAD+FdWJl+79TjpRfN6Hd+Wg/gX8qXYn90flSHrTs151zoE2Ln7o/KjYn90flS55xSEnOKLgNITB+UflSAD+6PyopBzSuUOULz8o/KjHzYwPypRxzQTjmgQoA9B+VJx6ClzSUgEGD2FGB6CkB5IpxpDEwMjgUED0H5UEcUE8CgA49BRgEdBTWPzAU7PakBUj4WlAyWNVxBMEGLg4+lAhuBx9p6+1FiizwW4pcbaqiGcHi5/8AHacYbo/8vA6f3adgLR+7ikPXmq/k3TD/AI+B/wB80eTd951/75osBb68+1A5SqoivNvEy4/3aFjuyMCZPypiLi8ilzgVUEd6P+Wqf980bLw8GWP8qYiyOmD0NYviG8WysVck8tjitIpeYx5iflXNeMUuBa2YkZW3TY4HfFaU176Jn8LM60uXuHBY477P8a2UmPZtzAYJPaubgfyR8vLk8sKtG7O8xRHPY4rersOitdDo0uQzBc1ejlKkCuetmbg81rQys5AFcsTsaNLzM+1ODE0yJVPV1OPep9qD0rQzuhr9OKrFj7ireRTJNp6dR6UmhlWS4ZCwOcjkVdtJ/Pi3fnWdcwybWkAJXHNQ6TJcBp0h2tgg/NRF6NGNSKumjeHP1FL2zVMNe91jz9aUNe/3I/zpXM7FphkcULwKrb73n5I/zpN17/cj/OkOxcJqOReDno3BqvvvD/BH+dNka9Ybdkf50XFYltZt2+F/9ZHx9R2NWAelYV+9/bsl8kafuhiQA9Vq/HNdyxLIqx7WGQc0J9CV2L2axtTvmspTggB1+XPrVwte9kjP41zfiZ7hoXWRVB28Advesq6TgRWXu3N/SWnayja4Kmb+Ir0q8SSwrmPCMt62gRcK+GYZY89a3Ge+zxFH+dFOPLBIqkvcQ+6kO6NUwWDDivnXx3phtPGV+xh8tWmJUAcHvXvs5vRPCzQoPm6g1xfxA0Y6jps1zMqpNEodCO+K3w8+WrqU4cyaKPgby30i3XGWxg10o0SNZ3ng2LK5yWx1rjfAzmGwweCGNd9ZSlmDOeOwqpr32dVJXiiL7JcS4SaWR1HYDao/LrVmztxBdRBT8qt1Bp2sagtpZOYjmUjCj3NU7DUrFEhTzlMiL8w3ck9yabTNFE1dTh8y6JIBBXBBrM/seJJM7GUHo0bkVbvdYsMqZZFG4Y5PWszTdTMMphkkLQuxMRb0zRZoVi8unJBktKdp/hYZH61BqY8mAkHjHNXnu324UBl9Ky9Qk+0W8iqOg6UuUznoeKS2k2teImt4FyzStg46D3r2/wABaT/ZtlID1ChCfU1wnhfRZjqct0qfJG+xyewzya9W06G5gtFEaIFY7ueta153sjCnHlg31Zp9TQeKrA3ufux0p+1ntHXLYCfPWjOBVb/Sgf8AlnQftf8A0zpDLAHFOAxVb/S8f8s6M3mP+WdAFg+lHaq3+mdzHRi79Y/ypAWs8UVWxeY+9H+VGLz+9H+VAWJyPnoJ5qvi8zndH+VJtvOoeP8AKkMtHtQRmqu29/vx/lRtvOnmJ+VArFjHzZparBbsD/Wp/wB80eXd/wDPVP8AvmkMcFHCmmrzkHtTkIzk00f6w0DBcbufwqVhgVEP1FSZ3cUIGKmBilJ6j3poG04ob71MQ7PAFIowxpdvGfSmnrupgSE8CkBGaByvFLgc0xAxxg965/xFJDeW4tEuIluUcPhz146fWt4nP4VyFxp8Ml9NcOu4lizZqo7mlOCle5z0YuAhiZMOOWx25q3BbmK6CkcgD608Xa28zShC0KnByOQPWlS7SW8Lod2cfnW1WScfMKcHGduhqqNuBjBpRcPu8uM/N3p8RE4KjjI4BXpWZqVhqeCEuVs424EirnP49qyijdu+hrLpc5QyLdsjHkAUyO6vLHKzzecvr3FctP4Wup9QhuW1CUxKVLxlz82OuDnvV+20y8gnKm8LwNJlUJ3FR6fSt20luYxjrtY6mO/Jh83nbioX1iQoBBE0jnpxTjH5mjyFF5XjNc9fW+tSRFbS5jh4G0jjd6gntSjZsqd7Gxc3GpNGHkBjA7A1qaGQ0Ukg/ixXARaRr8dnEZNXZLhZCXaSTcjLn7uK73Q0khDRSKA23cSOhJqZpLYxa0ubLHOCBQuaCegFA4JNZEDhyKax4o3KBjPPtSDknCn8aAugBNKxowQOg/Oq9xK6fciMhHUKamTsguiV0D5VvuuMEVk6XM1pdzaXIfufNET3U/4VPYalHevJApZJI/vI4ww/CqfiBHiSHUoB+8t2+bHde9JSuuYzb05kbqHrWF4pVG0ecHO8LkHFa9vMtxAk0ZyrqCKj1CFJrKaN+QyEVUtYjkrow/A5b/hHULMSd7cV03YVx/guXZYyWxPKSnj8a688AYqIO6FRacFYhvmEcSPjOGFZetWrzafuADGP7yEZDKeoq7qWQkLbiB5gBHrUjHzEcDoQRn0qZzUJ3bK51B3bPPoLSOzvJlRAqOdwUdBV63uXRirA+xp2p2V3GTcyInkIQhkRvyOKfaiOXbu5IHFdMJKWqdzrjJP4RvzXt6pk/wBVGMgHuaz7/wAOxSztPb5SVuSymr+qefBGxtY98vGF9ay9Mm1q8lIus2ahsKkYD5HrmtooLt6DbLw4JAJLovMQeN56Vu3MMLWIgGFKfcI6qao3MWsyhjDcFCoIUbQoJ7E1XstB1KQGXU9RMsinISMbUH+NW7dSfeiXLSeeaDnO5cqfrVu3jKWxD53Mec1JEI4oBjr6+tQzTiKEnPOOlZim+rLmnafG6uoGEaQZHrXVJgKAOgFcR4e1drjxM2lJHuSG3M0smfuuTwv5V2yVlUupWMm7rQUk0jHApTzTGPas2wQnWnHgc9aaDg0p5qRijmnYpBxQTTEB60nc0ucmkIz9aQIF607PXikHSl6UIGIc4xRjAxRkUuR1oAQCkI5o3UDmkMQEAUoORSEZNIAetAFAXtuBzKvFKt5ATnzVoNvCTjyl/KnLBGv/ACzXH0qdS9AFzbjOZV/Ol+12+7PnJ+dKLeFxzGv5Un2O3z/ql/KmLQd9qtzz5yfnSNcwkg+an50fZIFH+qX8qFtLc9Ylz9KYaEguoD/y1X86QXEJBHmp+dJ9kg7xL+VL9mgH/LJaYtAFzEAcSL+dPNxF/wA9V/OmfZoMf6paQW8P/PJaYaCrNEWP7xfzrJmjVJ5UGGD/AHSK1xbQY/1S1VuIo0YEBUUnn2PanHRmlOVmc7qEEI8xFA+Ze1c28RtpAynAHaup1lsSxnAG4H5gOtYU8YeQDrxQ3d3N0aen3I3DC4z3J610tq6SxbWG4Y5z3riIpvJ25B4rZtdVwvXFXBA9UaFzpkMjYhBj9l6UtvpwtejZZhyzVRfU3kYRxN859Kj/ALaj06VkvEY9w5GciqaY7XOntYQLd4hggjpWW9mZGMTMAKrWniixYMElA+vFVbjX4LtmjtTmVGBLjoPakk0S13NaDS7eFldgski8ru7VatXZdRG4gbkOaw49UIX5j831q5o1zHqGqPGx3KkZOPenJEVFaJ0AZc8yL+dLmMn7wP1NMe0hUriIEeuagURmUqYu+BjtXPObjsrnHKXYvbkC8Mv50nmJj76/nUIs7fH3OaBZW5HKfrWhSsTeYmPvL+dG6Mj7y/nUBsLb+5+tRyWEBAAGPUg0MNDH1jTmmvvtFpMsV2ib43z1x2PqKl0zUotY0+RZNqyjKTRns3eprmzhiuEdIt+4bOTWPqumw6PqEGqRoRbsdlyoPr0asVozNpRdy94ZuRGtxp8jDdbuQuT1XtWxdtG0DbmHQ965S+ggsfEFpcgH7NcDaxB79q6KaytWhfCn7p7+1aLawQ2afQ5jwqyxzyOX+/IwwfrXaiVCPvL+deZaYxVlPJQSkHHpmu+h0+1ZB8rdM9ayp31RjhJXi12JL6eORo4HIwzAg5pLYhoJFLj7xHXpUM9jam8gi2HkE4zRDZ2ySTptKj3NElrdnRZakVoU1C0milZPJZmjcd8VyKyvpmpS2kzZaJsBv7w7GuttbBBAMxZBJwc44rm/GmnLara3tuME5Rv5inh3y6F0fdRrWsi3A3tyCMCoLizlEhaF2TPUCsHRNfVWENwdrHhSe9dbFfRSYbHPc5ruW5spFC3tLpsCSV2FaTwlIAuNtPe+iQeg7tWFq3iNI0McH7yd+FUfzpu7BtCXFysUxjUg81WV/tc/HCIf1rLYykEl8ytyzDt7Cul8J6aby+QFf3MJ3yE9C3Yf1pxjd2RjOVldjvBNrb28eqTl8X014wuUcYeLbwqkemOfxrrVkX++v514tqXi37P8RtT1C0Cy2sk+x0J4kVeM/pwa9S0W80rW7IXNnyOjoT8yH0NZ4ijKEuboZU5qSt1NkyJ/fX86RnTruX86h+x2/H7v9aPsVuf4P1rnNR+9c/eH507emPvrx71EbG3x9ylWytxxs4+tFhk29P7y/nSiRD1dfzqD7Db8/JR9itwP9XQIn8yPPDr+dBkj/vr+dV/sduD/AKugWluTjy6LhYm8xMH51/Ojzo+PnXB96jNlb/8APMUhsoAOIxQGhMZI/wC+v50wyx4I3r+dMFnARzGKT7Fbg/6sUhknmR7R86/nR50Y/jX86j+x2/8AzzFIbK34/dikBN58QH31/Ok86I8iRfzqH7Fb9oxSi0g7xLQPQYO3rTx1INKOKCMmpGKoAFGfmpADQwpgOyCKRetAOR70uKYhc80ZFJg0Y6UwFzzQOSaD2oxzQAZqGVFkVkcBlbqDU5qMjLD3oYI4fWLgRam9gpbZDhk3HJwRVCWYC5UHoRxVLXdbtL3xLdXFk++KBxBI/YsBzj2pZGW7iBRwHHKf4VpyvqdEJJxuajRLJET3xUcNm8iZRzxTNIuvtEbIeHXhlrRtm8tZADnrWi0G2LZiC0G4Nzjlmp8+raPKuye7Rm9EXcf0rNvtD/tOEGWaSNVbICnhvZhVnSreGwuED2cWFfcuw4zx05q1qJXte1ynd2WiXMvmLeFE/iBypq7py6VDCy2s8b46jPNbivYObcT6dJvTO4lFP9ea4nWdNS48SLdWxNtBCuPLQ8ufU02ri5vJmjdK7K7xfdP6Vp+Do2t5LqdzzsA59zVCQqkEVsWwWG+U+grotIgNvawySKFS4fcVI6DtWFVtQsjOo7o6KN/MiVs9ahB2zuo7kGpVIAIAwB0qMYM5PcrWXQxROBSjhj6UmcUoqwBz8tMIOw469jT3PBpo+7QBkzh4Z4t0jNufkYq7cWy39nLBKnySKVINJchRGXOMqdw/CnW07ygsU2g8j6VlGKi7E2SOKuPNfQZrKbJudOkxk9So6H8q6CzvPP0VZ853RHP1xVDVY/s/iFJCP3N7EYX/AN4dKqeH5iLO9snPzRbsChbmSfLO3czoiLbTF8sD98pYn3zXaaVciawgfPO3BrkILdn0u13sArgqv1zXRaAuy1a3LBjG2Misqb96xlSuqnqi3eyk6vaKjAEo1Gp/JAsm8L2JrMu5Gg8UWis4K7SoH1rT1UBrfa4URlh87H7vvVyjzJ3Oi100yxBIgVYkzjbxmqeu2Q1DRbiEDLgb0HuOaxNT8e6VpaARf6XcAYIj4Qfj/hXN6L4u1LxH4+0a2ndYrQyO/wBni4BAQ9fWuijhajs3og9qoq17mU0e1sMuR2NTJcXUS4juWA9GNdDrOhnTr94iu5M7kPqp6GorfTILhRlea3vyuzOjSSujHae8kTDXOM8cGnW0RRsorPI3Vm71vLo8MbZIGK3tM8LveBXlUwwepHzN9PSrjzTdkiZNQ1bOe0nR7vVLsQxDgf6yU9E/xNbXjnWbfwT4RGnWBC396DHFz8wX+KQ/yFddcTab4Y0Sa6kCw2lshdsdT7e5J4r5q8R+ILvxNrk+p3ZIaQ4jjzxGg6KK7adJQVzhqVHN+Rnw8PnPNdDoGvXejXq3FrLtYdQeQw9CO4rnY6sQkb8d6ppNWZF7HtOlfESzulVb6BoW7vH8y/l1rrrS9tr6IS2s8cydcoc4/DtXzdazvE75PQ9K39P1mS2lSWCSSJx/EhxXJUwkX8OhtGu1ue7t0wKUjIrz7S/Hs6gLfRrcL/fX5X/wNdfp+vadqWBb3C+Yf+Wb/K3/ANeuKpQnDdG8akZbGkTxSZpCecUVlc0F7ZpF60butA60rgSZpO9JnjimgmncViTNN5yabuOaMnNK47Ck4NJn8aODSEEN7GkMXPNJnGeaawOM0AblpAUy14RjZH+dHm3uP9XH+dW+1N280xlcS3mOYY/zpfMuyuDEn51ZxximE4OKLgQh7tefKT86US3f/PFPzqx1UUu7nFUIrefeZ/1CY+tHnXZ/5YL/AN9VZBINBbFAFbzbrP8AqV/Onebd4/1C/nUo5an9BQBWaW6/54r+dcb8QfE1xpGjGzixFeXilVKt8yJ3b29K1vF3iYaHaxwQMDfXH3B/cXux/pXims3c1xqbS3UrytIPvucmuvD0Odqb2MKtW3uoy7O+uNLuWmhAZGG2SN/uyL6H/Gt7TteEi7kzgH5kY8rXPzAE4FQQyvZXaXEYVivVXGVYeh9q7501NGNKq4M9Hs9TQXKXSH5hxIP7w9frXWWsyG6HTZKMg+9cdpmjW3iTTGv/AA7OVuYh/pGnTN88Z9Vbup7VDZ6xcWMps7xWikjbA3jBU+hrkqUXE7YVoyR6clsAvy/dPaobixnEZMRDD+6w4rP0fX4Z0ALjd0I9K3V1KIrt3DJFZJam8ZWRzhS8DMPJXBPJyaltbKRpQ8qqqj5sAVuLLHt/h+prP1G9Ux+Tbkea3yj+ppSdldhOemrKen6dLqN88xjL26vl8cb8dF+ldQ/mtu3WjHPo3T6VHpMC2tpGo4+X8/etRHrl5vaas5ubm1aMuS7ubcRJJAxTOCxNSyXc+6PZB367u1XLqOOaFllXcvXFZwSSFP3ilYxyjddvsaylFqWhNtS8Lu4HW2P504Xc/wDz6t+dQ2l2LkblOVBq7n3raE+ZXGmmQNdTn/l2P500Xc65H2Rs/WrOTmlLnNVcZk3UsksihrV1OOGBpY9QEhRYlYt0IPUVbvrgReS2cHeBWVabjqs+zG1G+8e+awqR95WZlJXehX8RmV9P3JA5eJw4PpXNpfNa6rJceWQtxETt+ort71fNjniByTHkVwGr5FpDIOqEqT7GrStoZV1yxuuheV7t9CgKQtsRdysO3PWtPRZzZbnZjKZPmODwB61iHxRbaXoNpbN+9neM/JnhV9TXH6l4juLlSiNsjxjavAxWtPBzqNSTsiJNXjJdDrvEHiyzTU0uIBvmibOc8Vyet+LNR1YM085MY6Rrwo/CudeVnYknNMdsrtPevUp0IU1puJybZJ5rSnLNmu0+Funve+OhdgfurKBuf9phgVxMZxg44HNezfC61h0bwbPrV18pu5Sw9WA4AH1rVok7vUtKi1Gx2yFUeMErIxwF9ifSuAm0+/t7xVt4mlDnAMXzA/QiqXiSa68eaQxtL2SKWF2BsVk2oCP4Xx1b0J4ry+1udS0W+EkN1c2s0D/cEhXaR2xWXs4VXpujpUp0lrsz6T0fQBbok96FkucZ29VT/E1u7cdq838OfFvTJ47e31qXy5XABuVTCg/7YHT6jiuj8beLIPDvhR9Qtpo5Z7keXZFGDBmI+8COoA5rWmklZGFTmbuzzP4t+KzqOqDQbSTNpZtunKniSX0+i/zrzXb3NOJaR2d2LMxJZj1JPU0v0rQgcq4HtT1baelR7tiknOB6Cot8sp6eWn6n/CkBZaRfMODz3q3bu74VelZiRBTtQdTWpE3kpgdalgakU3lqBnNXYbnkZb8u1YBnYHio2vigwG59aLAekaV4uvdO2pK32q3HVJD8wHs3+Ndtp+txapb+daJvA+8ufmU+4r53fUXycufrmrel+JL7S7xbmzuXjmB6g5BHoR3Fc9XCxnqtGbQquOj2Pof7RN/z7N+dBuZz/wAux/Os3wp4ii8TaIl6oCTo3lzxg/df/A9a3MZ7815UouLcWdiaauiqJpwf9QfzpfPn/wCfc/nVoL707bnvSsFyr583a3P50hnuCMfZz+dTSFlYEHrQrnHNGgyuJpx1tz+dL58+B/o5/OrAcHvQxpBcrG5nAx9mJ/GkW4nwf9GP51OchgfWlZtoouBGzHYKUN8uaaWXGMj86MqTjcPzpDJA2aQgH601SMfeH507I9R+dMQikgmk/izQSPUUmQB1FAyQH5c0jHimlgBjIpwI2jkfnTEKgxmqWs6va6Lp73l03yjhEHV27AU7UdRtdKsZLu7lCRRj8WPoPU145reu3XiDUTcz/LEvEUWeEX/H1NdFCi6j12MqlRR9SG7u5tX1WbULpi0sjdOyjso9hVK+tklwGHP0q5H8q5OOB6VC4LZYnJNeolZWRxN31ObvLR4RuTLAVRLhxXUSx7s1h39gUzJGPqKoBml6pe6HqUWoafMYp4zwezDurDuD6V7NpN54d+JVgTNALfVYV/exqcOv+0p/iX+VeFbin3uRVmyv7nTb2G9sZ2huYm3JIvUf4j2qt9GCbR6tqPgPVdLYzafL9pjXnC8OB9O9Za6jfR/LMXR14OQRivQ/A3jK28YaX84SLUoABcQA9f8AbX/ZP6Vq6p4dtdSBMkQEnaReD/8AXrGdBbxOmnXtpI4DSZNU1e6jtIJwC/dzgV2NpocFhbFXk827k6yuOPoB2FN0Dw1daTr6kqGtlTMcg/iYnpjtit6+tEW7Jdcgcrn3rzsTCfIaSqKTsijZoBGGaTc2MY9MVeI+XIrGtJlguZYWfILZStnI28VwUWEH0IxIT1qU4ZCpAIPGDVfcCxGetTIwHGa2RozI8wabczQldsT/ADKR/Ca07e4WQBScSAcj+tRXkAmVmAG/HGaxWmeJkeJizx9Pcd1NZOTg9diW3c6fNV55ZEU4TcPXPSmWl7FeQLJG3BHIPUH0qRpFKNuIwOK0lrHRieq3KGpEzWDkkblGVxVKO5a1QuMkTYZQx6VNqMnl6XcRqpyV+Qj1NY63Mdxo9s+//UkDc3qOKwjJbozUl07G+Zcasin+OHOPxrkdWgyt/b942LAe3WugM2/VbVgR80DVja3PHb6rcFv47beR644rpWoTSlE8lvLkyXkhz0OB9KrtIT9KhZy0zH15pwr3ErJI5R27Az3puctzSN2oXrTAldttu57kYFex+HoLzWLPTYkQxabZW6JChGNzY+Zz7k148sZmmggHWSRV/M19KRXNj4e8NveXREVraw7nI6nA4A9yeKcQPJdfuD4M8fyS25DQ3CLJcQZ6g8H8e4qr8RfsmqRwazpIDx7VSaQDG8Hox9x0NYM2tnxB48GtamiiBnO5SMqi4+VPfArpfAEVrrXiO40MqU0lw0/2dudxB6A9h7Vm1+80XzN4ztTtIh8B/D261pBd35MNk7DaP4pP8BWR4svYLjW5bWwdv7OsyYbdM/LxwzAdsmvafH2sReF/CLpaBYri5H2a2VeNuR8zfgP51897cDitF3MG+glKBmitHQ00p9etYdcuZLWwYnzpF4I44+mT3pSdlccY8zsUQMU18AE5qzfz2DareR6ZM8tkkpEEkgwWTsTVNP3rhz9xT8o9feiLurhKPK7FiJdg3HqacZQDjPPYVWuLlYUJPWq8RkZC5P7x/wBBTJLc10sY5bBrNlvRzt5qcWAJLSvk/Wmqtsku2MeY/ov+NMCCOGe4PPyrVtoEto8ZJc1NLOltH8wVWx0rKlvXkYlR+JoGen/CPUjb+IbnT2f5LuHcF/215/lmvZMkHPrXzZ4EvZLbxro8oyM3Kox9jxX0sQASPevKxsbVL9zroP3bBvODxSF2CZ7mndKQ44BrjNhm/JGfShmBIxT2wqnioguWNAw75FPLZAxUIzuxTskHB6VNwHg9qQ85z0o6UY5IoAp/YICO+frSjToP9r86s4GKMEVQ7lYWMAJPzce9O+ww+jfnUwHBoDc4ouBEbKAp0P50n2OADofzqc9BTAcKadwGG1h2/dP51XvWsbCxlvLpzHBEu5mLf55q91SvJfiZ4i+0agujwP8AubY7psHhpPT8K1pQdSXKROfKrmJ4g8RS65fGRgYrVD+5hznaPU+9ZQu1jHT8KzmmOc9/5U0PuPJ5r14xUVZHA227s0m1OUjC4A9Kj/tKQdTVExO33WxUTQTLk5zV2QjVS/DH5qm8xJF7EVz/AJjKcMCDUiXDoQQaLCJr3TuTJD0PVT0rOERC9CD6GtiK8DjB/EVBc2+P3icoevtQMh0rU73RNTh1CwlMVzCcq3YjuD6g+lfS3g3xVaeK9HW8gwk6YS4gJ5if/A9jXzQEHfkVt+FfEVx4V1uLUbUlk+7PDniWPuPr3FNMD6durVLywnt2Z0WSMruRtrLx1BHQiuPivTDpbf2ndTXMdqMrcN/rAucENjqB1zW7deILJfCb61bzK9tJCGib1LcAfXP8q422urbUraSFXDo6FJB7HiuHFys0unU9bL8N7WlN/d6mpcWVtJAl3aYnH3lYPww9jVyGKK5jVi8g+XgE15DHqGreHryWGCd1EEm3DDdGfQMPeu+8M63Drkf2qDMbI225tic+W3qPUGvPrYZ0vfjscil73Zm+2nwsw+eT/vqpRYxKPvyf99VNuHUc0u7PB61CZvdlWSxjI+WSTOP71U7GxMd3JNvXfEMskh4atZh0rM1RftjRWEcBEsjA+cDjA7ilJJ7kTehDY6fJe6hd3wcwxSLuECdCfUVN9lhdkzLIFlGBk96yNU1HVY7xdHhTyEiX5J1/i4qnpmru1q2n3UmLmM7oHb+LHb60lpoZwl0sbU1uxmjt4p5MbWJzzg1ymnwpnULC6eRHjYlRng10baiovra74EckZWT/AGTWLrl3HZ+JIjgFLiLn3pWt8KCfu+9EjW6igu7YMZmk8ltoXkE+lYGrXc8qme4jkSTBQA/3TVyWW4kt4IrNRHLFKSHZgBg1i61dzPJNE0pn8sfM+cgGtKUXJ2uNVlGnZWb9L/1/wDjwf3uKnHSqynMoq1XvnGMfqKVOWpH7Usf3qTA1vDlt9s8V6bB1BnBP0HNeo+OL6LUtTs/DpYG1t4/tl2ucBj/Ap/nXBfDm3+1eNrUY4RGYn07VkazqsmseK9YuVdjHLdMqAHqoO0fXpRKLlHlTsVBpO7E8STWqXdnZ2bRlI90khT7u49vwru/hp4a1GDxBa63NGYLZkaNFcYaXcOoHYe9ZHh/wlFaTrrOvqkMEOGSKU8D3YfyFaGs/E6e4uzHpSGO2SNlWVh8zsRgH/ZA9KiGi5Ia+Z0SguXnqaPojP+JPiL+3vFMkcL7rOxH2eHHRiPvN+J/lXH0HPc5PcnvRWpyHT+DvDI1u/Sa7BFmh+7nBmYfwj29TTviDfadqt+ljZW0GLY7ZLmNcFm/uqf7o9e9c5a3VzZ3Hn20zxy+W0QYH7qtwcen1qpNKVxDHwxHX+6K29olT5Irfcy9m3U52/QiSJEzFH9wffPr7VNLIIoyT+ApFVY0wOgrMvrku+0GsDYFf7TcFmP7tOT7mpJb4g7Yxk+1V0ViohjGW7mrPlxWaguN8p6KKYEaRXE4LyybE7knini7SBfLtE3N/fPSoZTJMQZ32r2Uf0FWrW3Q4+RsepNAFdbaSZt8zFiatJaBevAp8tzFD8sQBNVS80x6mgDb0QImuadtPP2mPp/vCvpBrMb2xLJ19a+cvB1i9z4u0mJycNdIT+HP9K+licsT6mvNxz95I6sPsyt9lGQPMk/OkNqu7/WSfnVo4pmOTXDqdFyA2yt/y0kOPemG0XtLJ+dWl4Bppz1FK7AqfY13f62TPrmlNkCP9dJ+dWMg/WnKoPelqO5VNkMf66T6ZpVsgf+W0n51YPBoU4zmi4gI9DSjviqQv2yP9Hk/KnpfHB/cSc0x2Za601RnNVjeHP+okpBdsP+WD0BYsfxH0p23K4qqLpt2fIfFH2t8cwPRYBb69TTdMuruT7sETSc+w4/Wvmu7u5Lq4luZWLSSuXYn1JzXsnxJ1V4PCEsQRka5kWLJ9OprxB25x+dejg4e65HJiHrYcsgZuTgmlkjmAyjA1CYyRQsk8PP3l9DXejnAz3UZ5Bpy6lOvWLdUqXcT4DgofXtU3lB1yhDD1FAEP9pQuMSwsvvipFNrMP3UoHsaikSROWiDL7VD5FtMflJiemBYZDGcqc/Snx3RjcA8qexqk1tdQglW3r7VGJCwwwwaQGrIikbk+6f0quQQaS1uMrhuh4NSSLtPrQBt6Zr2oPpKeHfOX7E1yLhUb+9j7oPoev1rrfDUV0LsmFMr/ABEtha8zVmRwyNhlOQfSvWfB8632npdIQMZEijsw61w4uLupH0GTVo8kqT33K8upW0fjCay1RY00/U4FtZnHRWz8jnPQg8VhaQ8/hbx+LG6YhGlNpcDoGB+638jVbxm6vqsZcZRwyEE9qxb25uHnjuZ55JpY2Q+ZIcsQuAOfoKulFTpWfVHnY9cmJkl3PoW3JhcW7nI/gb19qsFT+NY8101xCkqRSqWRXVgOhxnNLBrMjy+S9vIZQMnjGfevJ1Wlh3fY2ORjNVdQZI7OWVpPKCqTv/u+9MGpqSVMMgPuKo6xL9s0u4tmglxIhGQKuyB3scTc+K4lDWyzPKiNnzz95qTVdVs9UTT/AOxrWRZIj+9du7VxqRT3Gpm1igY4baeOmK7+1t4tO0QWyxN9pRg5YdzWlSnGCutzgp80pWehE2psrwOIiVc7ZIj/AAsOoq1r66cdOiMpcOh+Rz1UGsfV7kPqCXNmCj4BlVhwGp8zNqCxTMvmRov76LPU+oNc0ovR7I1qNyTV9jn72V7iNeWbsoB/nVa5DWmmTRZyCM5z1rWsLZGlv/MTbABuXB6H0FZWu20aaRFeq7B5ZDGUJ4A6110tZRj0Io1VTTtuzmo/9cPxq4BxVGFt049qvDpXrkDX60i9CfalfrSDp+NAHY+A7ldLi8Q6w3H2OwOw/wC0Qcfrisvw7bRaBYLrOoEfaGOUU8lSeeB3b+VP0y6hsvCeomdsR3N0qt7qgzj88VzV1fz6ndea5O0HEcY6KP8AGlJOT5ehtTagud79DT1fxBe67PvuXKwqfkhB4HufU+9VkBC5PU1asLSO2ga6mUO6j5UPQHt9arkkkk9T1pxlF6R2RNTmbvLcByadikWh3WNC7HCjrVGQ2V/LXjljwB61AiYyScseSaE3SEyOME9B6CnMwUE0AQXU2xNorJHzzZPQVYuZC7HFNs4wXeRui9KBlnzltIc4+Y9B/U1XSeWRiyR5Zv42qSOBruYsfuCrwUQjbCu5/wC9jpQBBFarF+9uH+Y+vU/4Ukt00g8uIbE9qmFg8h3SMSanW2jiHOBQBTitie3PqatiNYVyetJJeRRcICxqETPK+WXimB0vgVifHOjt2+0D+Rr6Gx81fPvgIqPGulkqcLIW4Hopr3gahEecOP8AgNeXjfjXodVBe6Wuq0zdg+1QG+ixwH/75prXaY+6/wCVcR0JFscsTTccVXF7GAOH/wC+aT7fEByH/wC+aBWJSMPTgcYqsb2EgcPn/dppvYx0D/8AfNTYott0GOophfpUAvosnh8f7tNN7CccP/3zRqBK4Ip6LxkmmO2WHpQWIwKQxzsAwwakGOPeq2TU28DHrihMGh7A9fSmDpn1pPNIpm859qLhY8w+MF6d+l2OeArzMP0FeTufnruPifdm68Zzpn5beJIx7cZP864Zz81e1hlakjgqu82SBnA9akWZDwwx71AjlecZFTgRyiugyHmGOUZGDUf2d4juicqRTTA6EFGINKLySPiaPcPUUASx6iyHbcJn3FSSJBOvmRfN646iog1rcjAYAnseKjewljbfCxH0NACxzlDtDcU6SOOYbl4aq7SknFwhDf31HNKrEDKsHX1FAEKZjlZfetCJvNQKTyOlUJG/fBvUVNE5GCKAJ2GK6fwPrZ0zU5LOV8QXg25z91+359K5w4kXcOveomBVsg4I5B9KiceaLizWhVdGoqi6HSeNkZJbe4x8okKMfrWRIPOsWP8AEFxWxqU41rwtJJn98qgtnsy1habKJYgrH7w2/jWOHuocr6HZmdpVlUjtJJn0Dp0k40uxOA4MEff/AGRU06mQebER50Z4/wAKytI1UT6BZulvKAYFUMoyAQMH+VM+3iGYjL7T1ZhjmvEquUJ+RnOVrNGys6zRqWHJ6j0NRvJLEflbenoetZzzmJXuIJFmGPmjBqZLrEPnzDapG7PYCqu2aLUqT2ltGZLlIk7swC81y8OovqFjNcuuwF/3AU9QD3rXvNcsdQsbwW0pV1GzcO+e4rl42i06wt/s+540c5zzk1qo6W6nJiWnC6Olg8jWrMh4xlkwSOua5bzZLPTb/S5D5cpztk9q2be7W2mjurc5gnHzAfwNWVr8YvJWuIVG84Vx6e9ZRXvWexhTldcrK8DtDp8EY7rlvfNc7rN07W0UBPypIzAVtahIYPLjDD5UAIHY1zOqvvdPcZr0sPFcyZlHWZTt/wDj4B7YNX1NZtvkXA9Oa0EIrvNgf71NH3l+tKx5pF+8KAK1/ctNDa2SklULyMB3Zj/gK0NL8i1hd5MFiMZI/lWNbuq3ksj9ATVu3L3EwVULE5IUDOBUyi5vl2RpB8uvU0DcvMuMbYweF/rTc00dAB0p/QVaikrIhtt3YA8+1UzKLmXdn90h+XP8R9aklYswjHflvpSbFXoKBCl/TmoZWO2nlsVXkJNMCrK2A2KntIS0QRjjPLVWkBPyryzGrfmrbJtzl+5oA04o0EYVCAB2qVYgtY8cs8rfKSKvCZ449sjZNAieWZIlPPNZs1w0rYFNkdppNq1ZgtgjDI3N6UwG29qTywqWTbHwBzU0syQJjILVQ3NK2TQM7f4X27XHjOOUDiCCRz+WBXt6g8V5r8JNNMVjqGpMuDKywofYcn9a9LBAGa8TGS5qz8juoK0A5LYo3fNinAgn3pnT865jUe2MdBUK5Lc/yqbA20xuGFDAVhjoB+VNJAb7opzMQcAUEbj70gBioGcCow+4/dH5VIcNkVG/A4oYDG68Ur54qubaTHM7Uhgc/wDLdqdiibvTx1qsts+f9e1O+zMB/r3oSAsMOaQLuYD1NV/s7Yz57U9LZy4xO+c07CPnvxZcm78VapNnOblh+A4rn3+8a0tYyuq3u48/aJMk/wC8azSfnr3YK0UjzZatgpwak8ruhqMjafapI2I+lWSOWeROGGRUizQScMSp9+lKCrClNukg6UwI5NPWQboyPqpquDd2rfI5IHapDDNbtujY4qRb8N8txH/wIUwGDUlcbbmEN7jg0x4onO+0lw3908Gp2toLgZhkUn0PBqlJZywt0IpANkc52yLtcGpozxUYkDr5c4JHY9xTlGxiucjsfWgC5C+04PQ9akdaqqaso+5MdxQwLelXPlPPbP8A6ueNlwfXHFZts5iuWXoG+YVK46Mp9xiqtw5RkkH8J5+lQopNvuaSqOUFB9L/AInsngbXI08Pywy8mCTKgdSG7fnXUw+Zcxt9qhWJW6JjJ/GvHPC2qpYajDNJuMOfnC9cev4V7HctFbCIy35US42Z75ry8VS5al+jN6Urx1exC0FnbxySBF3oPm2Dkj6Vzeo6m9vHcJ52bSVCFjK8jNb2oabJHG93DcnzgMjPcVwWuXly2ntM2WAcoWb3rlUXz2R1JQjBzl5mNHL5G3zCY0kUruIrY0yaL+z57W5mjJdh5J9TWFf3iS2NrG6jcAeaxrYyXNw8av8AvQfk5613OHMrnjwk2nDodlZ3o027aGRDJDJwy4zj3FRXUk3mP5asVBxn1FUYrx0TyJ1K3a8Emon1KRVYlCwU4LDpWbgr3NKdGFrTevkS3UJIjYZO4YOfUVg6tH5V0E9FBrZ+1pLbjlg7HOD3PtWJqjObtvMUqwAyK6cN8VibR5nYoxnEy/Wrytg1m7gJF+tX16mu0ZIzZJpFPzH0AprGhT94n0oAz7OCa7uxDCheSR8AV281paeHNKltUlWTUblArsOqp3x6D+dYemXttolj5kaLLfz8ru6IPU/4d6gWSWdnnmcvLI2WY9TU6yfkbJqEfN/gTA02SUKuT2ppbFV3fzJMdl5NaGJIuQCx+83JpCfem7uaQmgBTUT96cTTGPFAFYnbIW7r0+tSRQD/AFs7EZ6DvTI8NM2RkA9K0FYkh5FVV9O5oAh+0FV2wxEe/ekCTyZ/dsSe5q214ifdQD8KrSXpb+I0AWYYFhX5nAPcjk0POygrCuPU9zVH7QTUkckpPA4oAXy2Y5epFXGMUpcgc1qeGbH+1fEun2eeJJgW+g5P8qUpKKbfQErux7n4U03+yPCWn2jLiTy/Mk/3m5NbBPGKrLFdlM/aF2/ShYbgn/Xj8q+ek3J3fU9OKsrFpSc07BPFVxBcjpMp/CneVdAf65fypWAsjjioZM7hio/Lu/8Ansv5Uhhuj/y2T8qGtARa7ZoGcc1U2Xef9cv5Uu27/wCeqflTsBaVeSe1RPkcVFsvcf61PyprR3h6yJj6UmgRORmm4wxpY+Rmg4JagZHnBp55XNRsKch7HvSQ2JzUyNgqD60xjhBSYO9T7ijYNz5q8QEDxBqK+lzJ/wChGsjdyRWp4ntmh8TaqoYkrdyZB+tYhcg8ivoIfCjzHuy2DlcflQOD7VFG+4ZFSA1Qiwp6Gp489jVNW9akV2WmIvgBhhhTJLRHH3eaZFdDowq5HKr9DQIy3sWQ5jJFC3M8Q2SrvT0athiqruI4qu728oww/OmBnSRRXAzHw3901V2vG20gjHY1oTWqjmM1EZCPllXcvr3FIZCDxUqMVOR1pkiIjAxtuQ8jPb2pAaYFguA+OgbkfWoJ03Iy+oolJMWR1U5FAfdz61IEmlXGFAJ5WvRrTVPt2mxT30ryG3Xy4wOxHr+FeWQMYb0jsa9A8IahaxPdWt8ivBPEcA/3x0rnxVPnp37FwavqaV74qeQxQpcGQR9FHU+xrnvEF0LkxeQGRDy6Zz81PcQ2m8ogVmJxgc1Ua6lgh89I8/N1YVxxpqLUkTLESnH2b2/ItabpYnjW5ukJWL7qHjfWdPFDZa8kluP3RcEA9vamjU7htplchFPGD0p8l0s8nn+XnBB6elXFTTu9ipzpqKjDoa3iG28+8324/ebOFTt7msCJnEDRSggBuee9a73D3AZlPlBsMVB+9VXUIgIGMIDK/LD0PrWcJ291hUlG9yGO2urmZZYEJCdPQVnX6uLl95JbHJNX7TXLm1i8gImfWs6+maZw7/eI5rropqWpmne9ykTz0q8p4z61mTzqp2gZNaEDB7dG9RXUxik8mlTkP/u1Gxw1PiOdw9qYFG1XzHOT35Na4AAwBwKzbPHmbR13En2rRzQr3G7Ec8nloWP4VHCCE56nk1DK/nXO0fcQ/masDgUxAaT6UppucUAIeKiZs8Cnu3HFJCPnLYyV6UAPt7fyFaR8b2PT0pskhZjjk1NFNFKfLmGG7Zq0tugGVUYoAzBDI9Tx2XdqviMDtTwntigCqlomfu0+UpCmB1p01wsSkLyfWs95GdsmmApfccmuv+GMJn8bQuBxDDJIfbjA/nXGHso6mvSvg5aeZqerXp+7HCkQ+pOf6Vz4qVqMjSkrzR6/EP3eKei4qPdjGKfu6eleEjvHZoPQ0d/alPQ4pgIpyBRnBxTEPWlyC30pXATo+KcwP40nBb3FIx+f2oAXdzikY5Wo4z85JqQHPOKVxlVL2AL9/wDSmi9h5+b9KmMaBFOwc+1LsRT91enpVD0IPtcLNnd+lKbuEAYY/lUqIueVH5U/Yoz8o49qFqGhCbuEgDcfyppu4s53H16VZVFP8I/KkdV25CjP0oEfPHjpBF431Tb0eUOPxArm5AjAkjmu8+LFr5Hi+OYLgT2qMfcjiuDZcivcoO9OPoedUVpsgwEbI6elTA5GajKZFIjbTtzxWpJODUqN2qClVsUAWimRkUze8R4NOikHQ1LtDVQgi1Jk4cbhU/mWdyvyt5Unv0NVWiU9RUDQY6UAW3WWLtuX1HIqFmEgIPWmR+fGfkZh9DU5lOMTRqx9ehoAoklG2H8KeDVo2qXagxFlcdm6fnVSRHhlMbjBFICRT2PQ1Ch25X0NPVuaZJw4Yd6AI7gfdkHUHFbWmXGJYJM4+YZrHPzIwPcVNpsuAUJ5U5pNXVgPVYtG06FTcTP5khU5VhkVx99L50jxjAQNwBXoEdzBa6YfPljcPAHQHryK89EscUu+RN2TyPSvHp3buzqqOnCyRXTRJ7y4ghtjveRsAHgD3rvj4UsdMto4r2dp5dvzDIVawZPE+m26WaInzIdshVcYHqK2P7d0i8gVJ7pPZ3NOo6jt2OWtFJXpkM9ppgh2JZp6fKxrBu4rdEZEdkb0cVvNJpjHMV9Cfo9Z99bW84ISZGb2YGpil1ORzm9JHGixk+3Av9zklgeKzb+6DXT7B8oOB9K276C4td6qdyHqKyXtY5Qr5w2PmFejSet2dEHczt4Lfdya1LQ5tU4xgng1CqxKdoFWIQFjI966CxWHFEJ+ce9L1qNPlkH1pgNsY2WWVyOM4FT3U3lR4X77cD/GnoSsfzHgZxVHcbiYyH7o4Ue1MCSBNgHrViohxT91ACk0KjyfdH1NT21s0rAuCI+5PetDai8AgDpigDIQRK+JEZh9cVMbYEb7SQBu6P0P41fkt4pAen1qlJB5TFf4SKAIlh+0gh0Mcq9Qf6GnxNNbOFY7lqq0s9o+FO5PQ1IupRSDEiMp9uaANWORXXI61XuJuMZqr9sjxiJSPUmonkLUIAdixpowBk0Ckbk4pgIWwpc9+BXsfwlijtPDNzcSEKbm5yue6qMfzrxiUnIUdv519J+GNJj03w1ptm0S70t13nHVjyf51wY+doKPc3w6965qCeAg/vBSi5i4/eL09af5MZ6RL+VIYodufKXr6V5Wh2DvtMQx+8X86d9oh/56L+dIsMLZ/dr+VH2eHqIlp6AME8Q3fvF/OkSeLOfMUfjQ8MIGfKWlFvCQD5a1OgxwuIevmL+dI9xF18xT+NJ9mtz/AMsxTTBB/wA8lp6CFWSLBPmLz70oniC58xfzpv2WAn/VCj7FbjnyxS0GTLgkr2AqMchgeop8Zx+NNUYY/SgBEPzY9akk4FRqOM9weKlBByPSmgYiHkAU1j1BpRw+PypGI8w4oA8q+Mdr82k3QH8LxE/qK8rzivbvizbCbwjHcY+a3ulP4EYrxFhzXr4N3pI4ay98iYnmoyh61YCjOaR8YrrMiNG3Dmn9KhJ2tntUyncM0gHK2Knjl29arU4GmI0UKSD3p4twaz1cqcg1ajuiMZpgWBHs5AqJbcySb5OFHT3qdLlD1pxkTIbPSgQ25uBaW2I1HmNworI8iVXBmcuW6Y/lVyOOe6vMuhCjkEjirFxJBZjdkPN2HpSGJc29pb2ypsBnIySDyKy5VIBHcU9Xed2diT6GtezghniRJVU7umexoAwQaZC3lXgPY1qXthDBN5ZJiY/dJ5U/4VnXdvJAUZ1wOzDofxoA6OO9keGNWkdig2qCf0rVh0d5oxLMNm4cLWBprI4O8kHAK4Gea6x3MFuh8z7q8AnrXmYhuErIdOnGTbmZrW9jEpt2XbLnhiMk1z99YTpO6E5A546VrXU88Z87yxuYHDdayXuZEwXJLH1p0nLczcbS0M2QeWfelWRvNjMDOr59e9dVo3gvW/EVsbq00+RoM/60jaGPtnrW5pXwq8RypvksI7Yg8efKoJ/AV0OokackraI4+51G+MSxyhCRwTjk1RdZJkBC7ePmI6V1usaBqWkXZi1mwkt4h924A3Rt/wACHFc2PMllPlEKOw9qKOvQhRs7WM0hIm5DM30qSGcOWGMe1X/JcZ8zB/CqUiKlxgADIPSukoeKYw+cH1pQccUEgcntzTAZdykgQqeW6/SnRoFXFQRq8spk2ksx6VpR24AHnNj/AGV60wIEjaRtijJNaENqkQBZcv6mkSdLdcQx4J6seSaY10WPNAFkrknmmMpx1qqbrHeo2uzQIndnHQ1C0jEjJzVdrsmmC45oGWnUOOaqPb85FSC5FKZlNMCBVKHmpRzTWYNTlIxSAdTeFBY0tRStwF9etAFvQoFu9fsIZASklygYDuM19QqQXHGMdB6V82+Doy/izSwoy32hSB9Oa+jlZpCGxhvSvLx796KOrD9SbPJph4BHvS4OT70pHGK4DoBRt/GlwQDSAgYB79KU8jjsaAG7eRTsdaQkg80jthcjvSGPCgU3HGMcVGSVapAfejQBhJBPNOJ3DFLsytJj5RjrSsBSBusY3JxSqLrOQ0f5VJyXwO9KoI57U7lDAt1jAZPXpS7brPDp+VTIMjP4U7HzdadxFYpd93T8qRo7v729Pyq0+dopqHI2npQM5Xxva3d34N1NGKMqx+ZgexzXgeea+m9WtxPo19AeQ9vIv/jpr5kx8uD1FelgX7rRx4hapgaaU3UpB6UB8cV6BzETpjrUSMVbB6VbwDyRUE2DwKAH9RQKjjc4wetSA5oAcDS5P4U0UtAC+YwpjSuR1px9KbigAE84G1ZWA9M0xgSwBOc1IABT4I90u4/dFMCxbw4j5qSa5EMQRDyOQR2qKa5CjalVC2Tk0ATmaS5LNOxbPrUkbm3AB/e27HlWGcVUQlm4+73qxaq0s5QDKYOaANm3uILKaOeKFVcDjH3SD7VbM1vqJ3y3JWQdEIwPwrBu3EIjiz8yrzUC3BHQ81jUoxnq9ylJpWOwh0C6vWjjs5453kICRhuSfSvQvDfwktojHdeIWS5lQ7ltYz8gP+2f4vp0rxWC+mjcFXIIOQQcEfjXt/w08dy6zbSaVqEm+8t13Ryt1kj6YPuPX0rlqUpQV0zWnyydrHX6vm1gRrceWYhtVUX5Qvpism31y8Y7mtXMS9ZFPB/DrXQTOswKkZqnawhCURRgKePeueLu7HerpWsTQ3trqdrsdY5oZBhkcblb6g1yGr/CzRLlZJNHJ0+dzuwMtGT9Oo/CrWjWN19s1B4gy27XJ8oHgAY5I/GulXzIhgnJ74rTmcXoyZ04t2Z4B4k8K6x4dJN7asYe1xF80Z/Ht+NcezZuEOc5r61BV4mWUBkYcqRkH8K818d/DvQhYXGu2itYzQ/O8UIzHL7Y/hPuK6KeJu7SRyVMPbWJ42I2YgAEk9hUrac7J+9kWJT+J/KtDekOViTb2z3NVZDvJya67HMS2osLVcB2d+7EU6W5tCPlHNZksB5IqsyutMC+8qnpVd5D2qASHvT87ulACFzTSSaXFKBigBmzNL5VP3AU0yUAJ5XvSEBe9IWJppNIBd1PDY6moi6qKZvLdKALDS4GB1qPnOTSIn51Kq5GO9AHT+A0d/GWmeWAWEhIB9lNe9Ry3oGPJT65rw74YgN44s1b+FZGH/fNe+8YFeVjn+8XodlD4Sv515niJPzpTJeYP7pfzqT7u6nRMSTmuK5uVmkutoHkrkd80omu92fKX86tkDdz0NNaPPShhch826x/qB+dR77rGPIHX1q4M4+lNAwxPrQwuVmmuTj/AEfp70edc5z9n/WrQPJoyaQ7lVrm5AGLc/nS/apyP+PYj8asfeBzSrkAc5pXArqSSCO1PXjINMDopA3rz70u9M/fXj3pjJVwOlJuxIc0wOmfvr+dDSR5GXX86AJQcimJwxpolRh99cj3pfMjz99fzoEEgDI69ipH6V8v3C7LiVR2kYfqa+njJHn76/nXzNfAf2hdAdPOfH/fRrvwG8jmxOyK55FIE6GlxihmwBivTOUbI2OBUIXJp+CTTwtMRAy7TkUm4dqnZM1A8PpQA8Pn608EGqp3IfWlWUZ9KALfWkNRq+aUv60AKWxQJGxtXpTNwpwkUUAKsZPJ608Q7jUfnelJ57dqALqxxomM4NSLewWURWJd0jdSay2kduppAvc0ASM7SuXc5JNKP0puR2p6nHNAEg4HqK6r4d3f2Xxxp7YyJN0ZHqCK5DzMniuk8DH/AIrDTnzwjFj+ArOr8DNKfxo+jUnUrkLgetLGpE5mLsqMMbMdfeo7IeZEJZB8uOB61Hczq06xq/IzgV5qWtz01uXjIQNqpx2xUZZyeUx9KqNO0aBfMbk9aimmmwVa52A9x1psLF18ryc/jWJ4kxd6Be25YYeNvzxTZrlQebmaRgO/SsfUruRbaUjqVOwH1xUq90N2tqeMzP0Oe1VzNg1cvreSGciUY8weYvIPX6VnOMcYr2EeOS/aFxyKaWjcVWKk0wgigCw0cZ6GozHtPBqPnuaTc6gkA7R1NADzTCSKM5prNSACaTdUTSDp1NMJZ+O1AyVpAOnJqMszGlWPmpQmKBEQQnrUqJTwtSBaYCKuKXoacBSEc0AaWh6k+i67ZapH0hkBcDuvQj8q+lIJUnhSWM7o5FDqfUEZFfL0RG7aRkHqK9+8BXpvPBenszZaJWhOf9k8fpXn4+GimdOHlq4nSvyvFCdKYG56inb1XqRXlnUSlsDmhWHWofMV+9AIHAPWi4WJtwPekBAHWowuOSf1oOEySRzRcLCkkNmgNub6U0Pjk08pg5B6ipGNDhTg0GTaMUkkZwSPxo2lo84o1HoV/scGOE/Wni1ttgbb+tSkUBAOO1XdiuMNpbhM7KPs1vgfIOam7AGoix34obY0H2WAHmOnfY7fHMYqX7yg00MWOPSncRCbS2wx8sYUE/pXzNd/NdzsOhlb+Zr6au38qxuZP7sTt/46a+Y2O5ifUk13YH7RzYjoR5yKjNSNxUZ7V6SOQTvUgBpEWpMhQKYCEU0pTgSx9qeR8tMCnJHkVAye1XmXiomTigCqGK9aduzTmj5qIofpSAfuHrRmoyretJlx3zQBNmlqESeoxTg2ehpASUuaZQScZpgPBC0mSxpqK7MABkkU48Eg8EUAOH611vgCJf7dM8gysa4x6k1yQHvXU+Gb57aBobOIPeSNy7/cjHTn1rOr8Njaj8aZ7u2sRRWsbl1C4+VQetVjLKha6nAjdh8qdSq/41iaLpsdmiz3dx9puepZuAn0HarE9w+ouUt2xCh+eY/yHrXE4noX1Lsepo5YKGX1Zqj+0llLM3DfmRWRNdwRyeS7hMdjzn/CmSaqkilYCsUKj5pXHzN9KVmNvqa0l3ghVAA9KzdRuYWgKSFenSudv/Fen6cCZ7gsx4CxjJrh9Z8Z3Ooo8FpF9nhb7zk5dh9e1XCi2YzrKJoa/faRO3kW0gjntwWIz8jHPIHv7Vi5VhWJt9etX7eUvF7jrXdFWVjz5au5aZBjjrUDRSeUZDG+zOA+OCfSnBznmrJvEW1EaJIsjKUk3NmMj1A7GrEUkRSQCQzY+63H4UjOiKV25I6HP6Uye53uzM29j1YiqrSFjx+dSA95AoqEl5D6CpFhJ5PJqdUAoAgWLFSiOpQtLtJIApgR7QppwxTxEO5pdijtQAwYp4pwwOwpcmmA3Bx0NIR6/wA6ViaZ1NICRMBh9a9m+F0cdx4UkD7tyXTjg+wrxYHBr2T4QyhtG1OH+5cK/wCa1y4xfujag7TO3NjCWx8/50n2GLP8f51eIGc0gIJI9K8bU7blUWMPHLj8ad9gi3YDP+dXAF60pZQM0WYXKRsoSSDJICPelOnxkffc/jUsi7pOKUEoNp60rjuQGwjGP3kn50rWA4/fSfnVhJMtgjmnuDzzQF2UhZjJHny/nR9iIH/HxIB6Zq0ww6sOneiQ8cfjSC5Xkf7pHHNSbwFB96om8YDm2c0v21yCBbPimVY0QfWkIU9uapLey4H+jPTheS9Psr0xWZaTK5BoXgkj0qp9qmIwLVvzpyzzkY+zn86Q7FTxVcm08J6nODyLZgPx4r5zIwPwr3Xx/dyp4Kvw0WwOFTOfVq8Kc8mvUwK91s4sRukRtQATRmnbgF967jnFxim43H2pMlzT1GBjvTEOUZPsKDyaeBgU3IFNANIqMrxUpYYpuRQBEUqMx9anJHrTCy+tAEBjppjqxlfWk45oAqmOmGP8KuYFNK80rAVcsvvS7x0NTMlRslAD4pfLztA59aWMgvl8cc5681WKYNALg8GkMugb29Nx4z2rq7NP7Nkw8EiAqCMrtLHHvVL4faNB4j8Z2GnXufs5LSuo/j2DIX6E19G6joVvfQNFMsZBXALKDt+npWVW70RpSmo7o8dh1qaSFIWn2QZ+eNW+Yj0zW6NQeS1CWkflQKOXbgAe3vWg3wztUaQpqgBPQECnTfD27ubUQ/2upj9AtYOL7HUq8e5zGp+ILO3tjFbory+mc5PqTXI3V/eXfEsxCn+BeBXozfCWYE51JB/wGq8/wvljt5WXU4WmCkopwATjue1NLyIdVPqePahJ5lwUB4Tj8arKtSSoyzOrEMysQSDwTntSAV1pWRyt3dxjDCmi3l8uX5j8p4NSYzUEqhCqjqTmmI0JJ0UfLyapSTtI2AS1KYy3HOKkjh20CIliZuWqZYwKlC0oFOwCKuKdinAUuKAGgUvQilFDdKAHYpMU/HFIRTAbilApwU0jFVHLKPxoAjYUgFDSxf3s/QU3zl7KxpAL3r1b4Qt+61dc/wDPM/zrybzCeifma9B+Feom01m5tSCwuYOAP7ynP8q58Ur0ZGtH40ezD7o5o288H61UW9wOYZPyp4v1PWKT8q8Sx32Za2krjNI6naADVb7cnH7qT8qd/aC55ikx/u0rBqTDcpJoL7mz3HFQPfoQMJJ+VIl3Fk5R+R6UrMZOvPI7VLnJzmqKXkatyHA/3acL+INxux/u0kDRcGcnjgijPHNVvt8I4BbH0pft0GeS2P8AdqkhD+CeKXGMEUxev41IPuGqART8v40/JqNfuj61IehpAKexzSHrSN2paVwRw/xWn8vwrDFnBmulGPXAJrxSQc17D8Xf+QLpn/Xy3/oNeQN96vWwS/dnFX+Mj2nnNM696mf7tQp0FdiMCVBipFHOaYvb6VIvT8KfUBSwA96TapGefzpjdRT1+7TAPLXPT9aQxL6frTxSnpQBCY0x92msig/dqY9DUT0ARlE9Kb5ak0+gdaAGeUB0NI3WpRUbdaAGEU0inntSUAQstM28ipWpncUgNfwzqFxpWuQXlrE0kyBgqKeTkYru38b69JlZtLuiMY4Y1xvg7/kZrX/gX8q9an+/WFSXvWsNxur3ODbxFqe4ltGnJ92anR+MNZgOU0u5XHo7V2EnQ1Vfoajm8g5PM52TxvrE/wDrdNu2/wCBtVS88WSmxnVtMuYJHQqsryHAJrrY+hrl/Gv/ACCov+u39KqMk3aw+W3U4LGKUCk704da6CRyiqkp3zn0FXh92qH/AC0b60AaQTKg+1Ltpyf6tfpS0wG4oxS0tMAA4oo70UgFxRjIpe1FMCPEg4D8fSjax6u351IaSkBGYQepJ+ppDEijoKlpj9KYEJXmnqlIOtSLSAYwxXQ+C7s2finTZgcDzwjfRuK59+taOhf8hiy/6+I//QhUzV4tFR3R9IKCNwPapMUg/wBZJ9af2r51HpDOje2KTqSewp7d6Z/A1DBDkG4E0D6CnRfcph6tSAbxnkCn4Vhwo/Kmn7p+tOXvQMAE6bR+VORUZeVFRj7xp0fQ00xM/9k=
|
integer
| 317
|
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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|
text
| 318
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
Geometry3K
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้องเป็นตัวอักษร เช่น A, B, C, D ท้ายคำตอบ
คำถาม: หาพื้นที่ของรูปนี้ ปัดเศษทศนิยมถึงตำแหน่งทศนิยมหนึ่งตำแหน่งถ้าจำเป็น
ตัวเลือก:
(A) 191.5
(B) 1128
(C) 2256
(D) 4512
|
['191.5', '1128', '2256', '4512']
|
2256
|
C
|
multi_choice
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text
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general-vqa
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natural image
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['numeric commonsense', 'arithmetic reasoning']
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VQA2.0
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visual question answering
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คำแนะนำ: กรุณาตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ในตอนท้าย
คำถาม: พืชคลุมดินส่วนใหญ่จะถือว่าเป็นวัชพืชหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
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['ใช่', 'ไม่']
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ใช่
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A
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multi_choice
|
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
|
text
| 320
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
GeoQA+
|
geometry problem solving
|
คำถาม: ดังรูป ใน△ABC โดยที่ ∠C＝90° AB＝13 และ AC＝5 จุด D และ E เป็นจุดกึ่งกลางของ AC และ AB ตามลำดับ ความยาวของ DE คือ ( )
ตัวเลือก:
(A) 6.5
(B) 6
(C) 5.5
(D) \frac{√{119}}{2}
|
['6.5', '6', '5.5', '\\frac{√{119}}{2}']
|
6
|
B
|
multi_choice
|
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
|
text
| 321
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ต่อท้าย
คำถาม: ดูตาราง แล้วตอบคำถาม ที่ราคา 330 ดอลลาร์ มีการขาดแคลนหรือมีส่วนเกิน?
ตัวเลือก:
(A) ขาดแคลน
(B) ส่วนเกิน
|
['ขาดแคลน', 'ส่วนเกิน']
|
ส่วนเกิน
|
B
|
multi_choice
|
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text
| 322
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
GeoQA+
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ไว้ท้ายคำตอบ
คำถาม: ดังรูป จุด A และ B ถูกคั่นด้วยสระน้ำ เลือกจุด C นอก AB โดยที่จุด C สามารถเข้าถึงจุด A และ B ได้โดยตรง ลาก AC และ BC และหาจุดกึ่งกลางของ AC และ BC ตามลำดับคือ M และ N ถ้าวัดได้ MN = 20 เมตร ระยะห่างระหว่างจุด A และ B คือ ( )
ตัวเลือก:
(A) 10 เมตร
(B) 20 เมตร
(C) 35 เมตร
(D) 40 เมตร
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['10 เมตร', '20 เมตร', '35 เมตร', '40 เมตร']
|
40 เมตร
|
D
|
multi_choice
|
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text
| 323
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math-targeted-vqa
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table
|
['arithmetic reasoning', 'statistical reasoning']
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TabMWP
|
math word problem
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คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ท้ายคำตอบ
คำถาม: เครกเพิ่งดาวน์โหลดเกมใหม่ Gem Excavator บนโทรศัพท์ของเขา ในด่านแรก เครกจะได้คะแนนสำหรับอัญมณีสีเขียวแต่ละเม็ดที่เขาพบ อย่างไรก็ตาม เขาจะเสียคะแนนสำหรับอัญมณีสีแดงแต่ละเม็ดที่เขาพบ ตารางแสดงวิธีที่อัญมณีมีผลต่อคะแนนของเครก อัญมณีสีใดมีผลต่อคะแนนของเครกน้อยที่สุด?
ตัวเลือก:
(A) เขียว
(B) แดง
|
['เขียว', 'แดง']
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เขียว
|
A
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multi_choice
|
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
|
integer
| 324
|
general-vqa
|
bar chart
|
['arithmetic reasoning', 'statistical reasoning']
|
ChartQA
|
figure question answering
|
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ที่ท้ายคำตอบ
คำถาม: ผลต่างระหว่างค่าสูงสุดและค่าต่ำสุดของแท่งสีน้ำเงินเข้มคืออะไร
| null |
53
| null |
free_form
|
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|
text
| 325
|
general-vqa
|
scatter plot
|
['statistical reasoning']
|
FigureQA
|
figure question answering
|
คำถาม: Web Purple มีพื้นที่ใต้เส้นโค้งสูงสุดหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
|
ไม่
|
B
|
multi_choice
|
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
|
integer
| 326
|
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
| 327
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
DVQA
|
figure question answering
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย
คำถาม: มีรายการกี่รายการที่ขายได้น้อยกว่า 1 หน่วยในร้านค้าอย่างน้อยหนึ่งแห่ง?
| null |
0
| null |
free_form
|
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y28k29flkZ8gbc56d8YrsKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuR8SeNZdK1228P6No0us61PEbg2yTLCkUQON7u2QOegx/MZ66vMX1C08MfHDULnWp47S11fTIhZ3U7BY90ZAaPceAe/5eooAraJrU2s/HZTd6bPpt7beH3huLWZg2xvPDAq68MpDAgitXStZ8uz8aT+HPDiG/tNVkjljN7t+1SYXdLuYYTg52jPT3rM0vW9P139oOSfTJUnt4NAaA3EZykjCYE7WHDAbgMjuCO1XfAn+v8AiH/2G7n/ANAFAHKfDmXWbD4eR6jYeBbKacW0sserG+iSe4YyEMTlCwwC3U87Md60/hA39n+EbXUtQ8MWNhYw2Utw2vG4jeWY7stuULvHG7kk/dx3rc+Gv/JDtO/68p//AEJ6y9F0y71j9myPT7FS91NpsgjRerkOx2j3OMfjQBqf8LI1qXTjrdt4G1CXw8F837YbqNZmiH/LRYDyRjnr05rS8T/ESw8PeG9F1+G3a+0/U7uGANGxVkjkVm3gYJYgL93jJ4yK4XQLbwvqHha1ln+KGvWOLdY7izm1eGIwMFw0ZRkyADkCr/iTTdK07wd8ObHSLmS80tfElj5E0xBaRGMhySAB39BxQB2EPjG+s9L1LV/E2gSaHplpEsscsl0k0koJI2lF+633RjJyWxWTL8R9ZsLRNW1fwRf2OgsVLXhuo3liRjgO8I+ZRzzycVY+MOl3eq/Di+jso5ZXhkiuHjh++6I4LY9wOfwrlZLDwXq2gPNdfFjXJLC4ixJDPrEOSpHKshTOfbGaAO18WePYfC+o6DbLp8uoJrBlWJrZ8tlVUoFXGG3FgOoA65qLTPHWoHxTaaD4i8NTaLcX6O9jIbtLhJigyykqPlYDnHP6jOPrlpbWnjf4W2ltI81tAl1HE8nLMq26hSeBzwD0FXfHf/I+eAD3+3zjP/bKgDn7bX/F0Pxb8TJZeGRfFYIVFs2qrGqRgnbICVIy4524yO5NeuQNI8Ebyx+VKygvHu3bTjkZ749a85tdTsNG+NniI6ne29kt1ptq0DXMqxiQLkHBJGea9JR1kRXRgyMMqynII9RQBxmr+OruLxNN4e8O+H5dbv7WNZLwi5S3jtw3KguwOWI5x/8AXxheAdWGtfFTxjdm0ntJfs9nHLbzgB4nVWVlOODyOCOCMGjw3qth4W+JnjOw1y7gsZL+aK9tZrmQRpNFtIIVjx8p4x9fSovBOsW+sfFLx5qWlATQvb2ogfGFmKoy7ge4JXg9xzQBv3vi/wAWWzzTRfD+7msIicy/2hCJWUfxLFyT9M5rE+KHiaXUvg3JrGgRvLZ3qRO1yJ/Ke3XevOOrHcNpAPGT6VyugL4K1jwe2veMNUn1LxE7SefZyahLHMJdxCxRwowPPAAA79h0ktY5J/2SWVFLsIpGwPRbwk/kAaAPUdF1vxJPp95Nq/hU2Rt4PMgSC/S4e5YAnaAAu08DGT3rIuvH2vaMgvvEHgm50/RwyiW8jv4p2hBOAzxrzjnnBOKk8WeK0f4Z6vqHhbUre6vYLNXVrWVZGiU4BbAJwQu48+leY+MdP+Hlv8OpLyw1CTWNeuYFMUh1GWaYtwXd0D4UAbidy8dKAPYPFPjE6DdaZp2n6XLq2q6mX+y2sUqxqVQAszO3CgAirHh7Wdc1Ga4i1vw1Jo7RqGR/tiXCSZznDLjBGO4rmtds/C2paX4aj1vXW0bVYbVZbC8juxbyrlFD7Wbg54yKoeF9Y1XUfEPiDwnH4ij8Q2EemmSHU1RQYZW+URM6cMeSc9eKANVfiHq2q+fdeGfB11q+kwuyfbjdxwecVOGMSMCXHB54zWN8R/F0mtfBifWNAglNvc7FnlM3ky2eJFBBXqTuG0gHvnkVz3gXT9GHhmKx1P4g67oOpWJaG701tTitlgYMfuqyfdPXOT1rW8RaPo9j8BPEUPhzU7jVrSWU3DXMsiyFn85DIQyqAQNpOcevNAHWr4z1XRvDeo6z4q8Of2VZ2MKOhhvkuWnJO0KAANpyV6+vtUmleKPFd5e2q3/gWexsrhgDcDUYpWiB6F4wAR79cVLqmseDtd8GXUepatYT6RJDGlyyXAIjDkBCSpyvzYwT0I9q4g6tJ4T13w9aeHPHDeI7S+vo7V9LnmjupEibrIsi8gKB34/KgD2SiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPPry78U6V8TPD9rda/FPpWrXF4BYx2SJ5aJEzoDIcsx+7kjHStXxrrmpWM2jaLoskUOp6zdGGOeVN4gjRS0j7f4iAOAeOa5Lxj448NW/xN8KGXV4FGlXF6l9kN+4LQlQDx3bjitfxndxC98HeNrXfdaVYTyPNJChYrBPFt83AGdo4J4zzQBe0bUtb0nxr/wAIzrmorqkd1Zm8s70wLC+VYK8bKvynqCCAO9dpXnumahbeMfibbazpDNPpOladJCbwIVSSeVl+RSQN2FXJI6ZFHjzRNP8AEHjjwbp+pwNNayfbdyCV484iUjlSD1A70AehUVxafCbwTGCBozHP968nP83p3/CqvBX/AEBf/Jqb/wCLoA7KiuN/4VV4K/6Av/k1N/8AF0f8Kq8Ff9AX/wAmpv8A4ugDsqK43/hVXgr/AKAv/k1N/wDF0f8ACqvBX/QF/wDJqb/4ugDsqK888QfDHwna+GtVuLPR2F1FZzPCVuJmIcISuBu55xxWj/wqrwV/0Bf/ACam/wDi6AOyqpqGl6fq1v8AZ9Ssba8hB3eXcwrIufXDAiuY/wCFVeCv+gL/AOTU3/xdH/CqvBX/AEBf/Jqb/wCLoA6W30fTLS4juLbTrOGaKHyI5I4FVkjznYCBkLnnHTNSQadZWpuDb2dvCblzJP5cSr5rnqzYHzE+prlv+FVeCv8AoC/+TU3/AMXR/wAKq8Ff9AX/AMmpv/i6AOqttPsrKxWxtbS3gtFUqtvFGFjAPUBQMY5P5060s7XT7SO1sraG2toxhIYUCIg9ABwK5P8A4VV4K/6Av/k1N/8AF0f8Kq8Ff9AX/wAmpv8A4ugDdufDOgXt4by60PTZ7onJnltI2f8A76IzVy406xu1t1ubO3mW2lWaASRKwikX7rrkfKwzwRyK4XUvhj4Thv8AR0g0dhHNeMk+LiY5TyJWGfm4+ZU5/wAa0f8AhVXgr/oC/wDk1N/8XQB2VZJ8L+Hzem9OhaYbsncZ/ske8n13YzmsP/hVXgr/AKAv/k1N/wDF0f8ACqvBX/QF/wDJqb/4ugDqprCzuLq2up7SCW4tSxgleMM8W4YbaSMrkcHHWiews7qe3nuLSCaa2YvBJJGGaJiMEqTypx6Vyv8AwqrwV/0Bf/Jqb/4uj/hVXgr/AKAv/k1N/wDF0AdFqWhaPrOz+1NKsb7Z9z7VbpLt+m4HFXo40ijWONFREAVVUYAA6ACuP/4VV4K/6Av/AJNTf/F0f8Kq8Ff9AX/yam/+LoA6TUdG0vV1jXU9Ns70RnKC5gWTafbcDipLfTLC0uZLm2sraGeVFSSWOJVZ1UYUEgZIA4A7Vw0Pwx8Jt4lvrdtHb7KlnbvGPtE2N7PMG53c8KnH09a0f+FVeCv+gL/5NTf/ABdAHQjQNGXUzqa6TYC/JyboWyeaT678Z/Wp7XTbGxsFsLOytreyUMBbwxKkYBJJG0DHJJJ+prl/+FVeCv8AoC/+TU3/AMXR/wAKq8Ff9AX/AMmpv/i6AOh0/QNG0h5n03SbCyaYASm2tkjMgHTdtAz1PX1qKLwt4ehjuI4tB0uNLlds6rZxgSjrhhj5h9aw/wDhVXgr/oC/+TU3/wAXR/wqrwV/0Bf/ACam/wDi6AOkvNF0rUbaO2vtMsrqCMYSKeBXVR6AEYFSWOm2Ol2/2fT7K2tIc58u3iWNc/QACuX/AOFVeCv+gL/5NTf/ABdH/CqvBX/QF/8AJqb/AOLoA6C/8O6Jqs6z6jo+n3kyjCyXFqkjD6FgTV1LW3jtfs0cES2+3b5SoAm30x0xXA6b8MfCc1/rCT6OxjhvFSDNxMMJ5ETHHzc/Mz8/4Vo/8Kq8Ff8AQF/8mpv/AIugDetfDWg2KXCWeiabbrcACcQ2iIJQOgbA5/Gnaf4e0XSZmm07R9Ps5WGGe2tkjYj3KgVz/wDwqrwV/wBAX/yam/8Ai6P+FVeCv+gL/wCTU3/xdAHZUVxv/CqvBX/QF/8AJqb/AOLo/wCFVeCv+gL/AOTU3/xdAHZUVxv/AAqrwV/0Bf8Ayam/+Lo/4VV4K/6Av/k1N/8AF0AdlRXnnh/4Y+E7rw1pVxeaOxupbOF5i1xMpLlAWyN3HOeK0f8AhVXgr/oC/wDk1N/8XQB2VFcb/wAKq8Ff9AX/AMmpv/i6P+FVeCv+gL/5NTf/ABdAHZUVxjfCjwUykHRjg+l3OP8A2esnQPDGkeGPi9JbaPatbwyaCZGVp5JMsbgDOXY9gKAPSaKKKACiiigAooooAKKKKACiiigArjfEf/JSvBP/AG/f+iRXZVxviP8A5KV4J/7fv/RIoA6PW76TS9A1HUIlV5LW1lnVW6EqpYA+3Fclpl98R9U0qz1CJfCqR3UCTqrfaMgMoYA+/NdH4u/5EvXf+wdcf+i2o8I/8iXoX/YOt/8A0WtAGN/xcr/qU/8AyZo/4uV/1Kf/AJM12VFAHG/8XK/6lP8A8maP+Llf9Sn/AOTNdlRQBxv/ABcr/qU//Jmj/i5X/Up/+TNb+o67a6Zq2k6dNHM02pyvFCyAFVKIXO7JyBgHoDzWnQBxv/Fyv+pT/wDJmj/i5X/Up/8AkzXS6jq1jpRtBez+Uby5S1g+Rm3ytnavAOM4PJ4q7QBxv/Fyv+pT/wDJmj/i5X/Up/8AkzXZUUAcb/xcr/qU/wDyZo/4uV/1Kf8A5M12VUtR1ax0o2gvZ/KN5cpawfIzb5WztXgHGcHk8UAc1/xcr/qU/wDyZo/4uV/1Kf8A5M12VFAHG/8AFyv+pT/8maP+Llf9Sn/5M12VFAHG/wDFyv8AqU//ACZqrqd98R9L0q81CVfCrx2sDzsq/aMkKpYge/Fd5WN4u/5EvXf+wdcf+i2oAtaJfSapoGnahKqpJdWsU7KvQFlDED25q/WN4R/5EvQv+wdb/wDota2aACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjf8AmtH/AHL3/txXZVxv/NaP+5e/9uKAOyooooAKKKKACiiigAooooAKKKKACuN8R/8AJSvBP/b9/wCiRXZVxviP/kpXgn/t+/8ARIoA2fF3/Il67/2Drj/0W1HhH/kS9C/7B1v/AOi1o8Xf8iXrv/YOuP8A0W1HhH/kS9C/7B1v/wCi1oA2aKKKACuQ+Ieq3+n6Pp1nplybW61bU4NOF0oBaASElmGe+FIH1rr6xvFHhy38UaMbCeaW3kSRJ7e5i+/BKhyrr7g/oTQBw2o6BPoPxE8ERrrOo39pLc3OU1CfznSQW7/MrEZwQeR04GMUzxFeQ6hrmqLpl546u7i2kMTPo7qtraygD5MMVViOCQd3XrW9D4G1WfxLouu6z4nfULjS3kMca2SwxlXjKngNwxJBJOfugAClfwLqEV9qa6d4muLLSdTuHubqzS2RpN7/AOs8uUnKbvocdsUAcjrEsvjLwV8O9Wvru8hubrU7eKU2s7RAswcM4C9GymQe244610/iaOw0DSNM0d9X8UzTzTSGCGwuGlvLrAywLnnauc9Rjjmp0+Hpi8CaN4ei1do7vSJ47m2vltwcSoxIJjJORhiMZqa/8IavqCaVfP4jWPXtNaXy76OxURukmAyNCWPYLzu7ZoAwvBWsav8A25r2gqNZ2xWSXdimvFWnjdiykFlY7kJCkZORzVLwndwxanpcPiLXfFlh4jkcCS21CRktbmX+JIxtMRUnOApB6V1Gj+CLzTde1PWrnxDcXl9qFkttJKYFQxuCcOgBwAAQAuO2STk1G3gnWdRvdObxB4qbUbOwukvIoI7COBnlTlC7gnIB7ADNAHI3PiCfxB4i143tx4yit7C+ksbSLQLaXyl8vALu6KdzFsnB4AxxzTNXj1LxH4W8Eza7Jq1nfrryWbnL2jyKS4WUpxtcqqkHtlsda7e58Halbaxe6h4b8RNpK38nnXdtJaLcRNLgAyKCQVYgDPJBx0qfVfCV3q3hyxsbjXZm1Oyu0vYdRa3TPmqxIJjGFK4Yrj0xzQBg+LNO1PRrfRLS1vPEtxoSPMdRmsZ2mvckAx5fl9gO7O32roPA11pV1o850nXNQ1WFZyHOoSM00DYGYzuAYYxnDep5xST6J4qls7QReL0hvYt4mkXTEMU4JBXMZbKkAYyG5yaseF/DB8PnULm51CTUNR1GcT3Vy0axhiFCqFReFAA9z70AdBRRRQAVjeLv+RL13/sHXH/otq2axvF3/Il67/2Drj/0W1AB4R/5EvQv+wdb/wDota2axvCP/Il6F/2Drf8A9FrWzQAUUUUAFFFFABRRRQAUUUUAFYfinxTY+EdMiv7+G5ljlnW3RLaMO5dgSOCR6GtyvO/jF/yLmjf9hm3/AJPTirtIzqz5Kcpromw/4XFo3/QD8Rf+AI/+KroPCnjbTvGDXyWNtfW8lkUEqXcQjb5wSMAE+leVV03wl/5GDxb/AL1p/wCi2rpr4dU43TPEyvOKmMrOnKKWl/yPU6KKK5T3wooooAKKKKACiiigArjf+a0f9y9/7cV2Vcb/AM1o/wC5e/8AbigDsqKKKACiiigAooooAKKKKACiisjxD4ksPDVlFcXonkeeUQW9vbxmSWeQ5wqKOp4PtQBr1xviP/kpXgn/ALfv/RIq/ofjKy1rVZdKey1HTdSji8/7LqEHlu8ecb1IJBGeODVDxH/yUrwT/wBv3/okUAbPi7/kS9d/7B1x/wCi2o8I/wDIl6F/2Drf/wBFrR4u/wCRL13/ALB1x/6Lajwj/wAiXoX/AGDrf/0WtAGzRXiD/tExLI6r4WmYKxXP21RnBx/cpP8AhopP+hUm/wDA5f8A4iu6OWY2cVKNKTT8mTzx7nuFFeH/APDRSf8AQqTf+By//EUf8NFJ/wBCpN/4HL/8RVf2Vjv+fMv/AAFi9pHue4UV4f8A8NFJ/wBCpN/4HL/8RV/QvjxHrXiDTtKPhuWA3twkAlN4G2FjjONvNRUy3GU4uc6Ukl1aY1OL2Z7DRRRXEUFFFFABRRRQAUVy/i7xJeaBf+G4LWOB11PVI7OYyqSVRgSSuCMHjvn6V1FABRRRQAVjeLv+RL13/sHXH/otq2axvF3/ACJeu/8AYOuP/RbUAHhH/kS9C/7B1v8A+i1rZrG8I/8AIl6F/wBg63/9FrWzQAUUUUAFFFFABRRRQAUUUUAFed/GL/kXNG/7DNv/ACevRK87+MX/ACLmjf8AYZt/5PVQ+JGOJ/gz9H+RxVdN8Jf+Rg8W/wC9af8Aotq5mum+Ev8AyMHi3/etP/RbV6GM/h/M+P4c/wB7f+F/mj1OiiivNPtgooooAKKKKACiiigArjf+a0f9y9/7cV2Vcb/zWj/uXv8A24oA7KiiigAooooAKKKKACiiigArgviSPtVx4a06zd4NbuNQ36ddAgLAyIS7MCDuG0kbe+eorvaxfEnhfT/FFpBDemeKW2lE1tc20pjlgkH8St2/UUAcjo0Go6X8VY4fEd6mq393pjixvIYhCsMaOC8ZiGeSSDu3HpjitDxct0/xB8FrZzQwzn7dteaIyKP3S5yoZSePcVqaH4LsdE1WXVXvtR1PUpIvIF1qM4kdI852LgAKM88CqPiP/kpXgn/t+/8ARIoAva/HqEfgjxANQurW4c6fPtNvbNCAPLbqC75/SrfhH/kS9C/7B1v/AOi1o8Xf8iXrv/YOuP8A0W1HhH/kS9C/7B1v/wCi1oA+Nm/1sv8A10f/ANCNFd2/wb8eCWTbo0LKXYg/bIhkEk+tN/4U54+/6AsP/gbF/jX6bgs/y6nhqcJ1LNRSej3S9DilSm5N2OGoruf+FOePv+gLD/4Gxf40f8Kc8ff9AWH/AMDYv8a6f9Yss/5+/hL/ACF7GfY4at3wR/yUDw3/ANhOD/0Ktz/hTnj7/oCw/wDgbF/jWv4V+FHjXTvGGi397pUUVra3sU0ri7jbCq2TwDk1wZpnmX1sHUpU6l5NaaP/ACKhSmpJtH0lRRRX5wdh5XZ6Pb/Efxv4lbxC89xpej3K2NppwmaOIMBlpGCkbiT0/wD1Unjrw7p3hjwxoVjpaSx2reJbOVY5JmkCEnGFLEkDjOM9Sa2r/wAJ+IdK8VX2v+D77TkOpBTfWOpK/lM6jAkVk5Bx1GP/AKz9X8Ka/wCKfBk1hrmo2EWsC6W6tJrGJhFAyYKDDHLchsn/AGvagCv8Yf8AkULP/sK2n/oysvxrpH9ufGLw3p73M8FtJp1wbjyJCjyRg5KbhyATgHHOMin6/wCDvHni2wsotZ1LQ4vsd3FcLBZCVUlKtyzswJyBnCgYyeTwK6m+8N3lz8R9J8RJJALOzspreRGY+YWcgggYxj8aAOH+IXhWx0Wy8I6P4fD6XHceIY8SRyMzRs6lS6liTnHT3p3jHwzp/wAOY9M8U+GvtFpcxX0MN4huZJBeROcMHDE5bvn/AOtjq/iH4P1DxfDosen30dk9jqCXbTsTuQKDgoMEFgSDg4HHWs658JeLvE+p6anivUNI/sjT7hbryNOjkD3Ui/d8zfwo74Gf5EAHolFFFABWN4u/5EvXf+wdcf8Aotq2axvF3/Il67/2Drj/ANFtQAeEf+RL0L/sHW//AKLWtmsbwj/yJehf9g63/wDRa1s0AFFFFABRRRQAUUUUAFFFFABXnfxi/wCRc0b/ALDNv/J69Erzv4xf8i5o3/YZt/5PVQ+JGOJ/gz9H+RxVdN8Jf+Rg8W/71p/6LauZrpvhL/yMHi3/AHrT/wBFtXoYz+H8z4/hz/e3/hf5o9TooorzT7YKKKKACvPPib4h1zRr7QLTRdQWyN60/muYFlyEVSOG+pr0OvLPi1/yMHhL/eu//Ra1dNJzSZzYypKnh5zg7NJv8DA/4SXx1/0Naf8Agthr0v4eaxfa/wCA9L1PUpRLeTq/mOEChiJGUcDgcAV5bXonwk/5Jdov+7L/AOjXroxVOMLcqPGyLG18U6ntpXta23n2OwuFna3dbaSOOYj5HkjLqD7qCCfzFcRYx6hH8ZGGoXNtPJ/wj/ytb27QgD7R0ILvnv3rvK43/mtH/cvf+3Fch9EdlRRRQAUUUUAFFFFABRRRQAUUUUAFcb4j/wCSleCf+37/ANEiuyrjfEf/ACUrwT/2/f8AokUAbPi7/kS9d/7B1x/6Lajwj/yJehf9g63/APRa0eLv+RL13/sHXH/otqPCP/Il6F/2Drf/ANFrQBs0VxLfFzwIjsreIIsqSD+4l6/980n/AAt7wH/0MEf/AH4l/wDiKLiujt6K4j/hb3gP/oYI/wDvxL/8RR/wt7wH/wBDBH/34l/+IpXC6O3oriP+FveA/wDoYI/+/Ev/AMRViw+KPgzU9Qt7Gz1yOW5uJBFFH5Mg3MTgDJXFO4XR19FFFAwooqOeeK2t5LidxHFEhd3boqgZJP4UASUVyWhfECw18Tzw6XrFtpsVu9yNSu7Xy7eRFIyVbOTxk9OgNTeGPG1v4rnIstH1mC0MRlivru1EcEy5AGxt2STnI4HANAHT0UUUAFFFFABWN4u/5EvXf+wdcf8Aotq2axvF3/Il67/2Drj/ANFtQAeEf+RL0L/sHW//AKLWtmuQ8KeKPD0fhHRIZNd0xJVsIEZGu4wwYRqMEZ65rr6ACiiigAooooAKKKKACiiigArzv4xf8i5o3/YZt/5PXXz+J9Atp3guNc0yKaNirxyXcaspHUEE8GuA+KuvaPqWiaPBYatY3Uw1i3by4LlHbGH5wD05qofEjHE/wZ+j/I5qum+Ev/IweLf960/9FtXM103wl/5GDxb/AL1p/wCi2r0MZ/D+Z8fw5/vb/wAL/NHqdFFFeafbBRRRQAV5Z8Wv+Rg8Jf713/6LWvU68s+LX/IweEv967/9FrWlL+JH1OPMP90q/wCF/kczXonwk/5Jdov+7L/6NevO69E+En/JLtF/3Zf/AEa9deN+yfP8M71fl+p2tcb/AM1o/wC5e/8Abiuyrjf+a0f9y9/7cVwH1h2VFFFABRRRQAUUUUAFFFFABRRRQAVxviP/AJKV4J/7fv8A0SK7KuN8R/8AJSvBP/b9/wCiRQBs+Lv+RL13/sHXH/otqPCP/Il6F/2Drf8A9FrR4u/5EvXf+wdcf+i2o8I/8iXoX/YOt/8A0WtAHy1p/wDx6D/ff/0M1arPtbqO3hMUolV1kfI8pv7x9qm/tC39ZP8Avy/+FeDVpVHUk1F7vofM16FV1ZNRe76Fqiqv9oW/rJ/35f8Awo/tC39ZP+/L/wCFR7Gp/K/uMvYVf5X9zLVXdB/5HPw1/wBha3/9CrI/tC39ZP8Avy/+FaXhq4S58beG1iEjEapAx/dsMDd15FbYelNVYtxZ0YWjUVaLcXv2PqyiiivbPozzqTV/E/i/xhrGleH9Wh0XTNGZYZrs2q3Es8xGSoDcBR09fz4xtQ1nxJqnhrxn4X1PU4rbV9FtmmkvLe2UrfWrRMcbW4QkYBI6Z4rQibVPh/408QXLaDqeq6LrUy3cUumQ+dJDLjDq6ZBwex+nvivZ6LrWqWfjzxRqGmT2dxrGnvbWGnsN0wjSJlG5Rn5mOPl65z7UAZlvofiUfA2W5/4TCT7G2hectp/Z8OFiEDExb8ZOQQN3UYzWpoOpan4F+EkPiTVNafVLRdJtWs7A2scQhZlUIm9eWHzKMnnAzW1Dp96PgOdONpcC+/4Rxofs3lnzfM+zkbNuM7s8Y65qC88JXXiT4HWHh4qba/OlWgVJ1KlJY0Q7WB5HK7TxxmgDn7zxL4n0zRpNebx/4dvLmGP7RLokccIjYAZaNJA28tjOPU1seLvGWt7fBNx4YeNf7dk/1U6AqyvGrLvOMgLuydpBOMVmW0+iJbJb33wauBqiqFkS30SB4C/crL93bnvW54j0y6l8Q/D17PSJILe0uHM0MEWY7RfKwFJUbVAPA6DjigDqPD+na3p8dwNa14as8jAxkWaW4iGOQApOR9ea2aKKACsbxd/yJeu/9g64/wDRbVs1jeLv+RL13/sHXH/otqAPjK3jQfZ2CLncnOPcV9zV8NwdLf8A3o/5ivuSvpOJoRjXpcqt7i/NmNHZ+oUUUV82bBRRRQAUUUUAFFFFAHyp4itoJfGviVpIY3b+1ZxlkBP3qyzbQQ6ppLRQxo326MZVQD3rY17/AJHPxL/2Frj/ANCrLl/5CWkf9f8AF/WvKhJ/XUr9T77FUof6tTlyq/s308j0Kum+Ev8AyMHi3/etP/RbVzNdN8Jf+Rg8W/71p/6Lavp8Z/D+Z+F8Of72/wDC/wA0ep0UUV5p9sFFFFABXlnxa/5GDwl/vXf/AKLWvU68s+LX/IweEv8Aeu//AEWtaUv4kfU48w/3Sr/hf5HM16J8JP8Akl2i/wC7L/6NevO69E+En/JLtF/3Zf8A0a9deN+yfP8ADO9X5fqdrXG/81o/7l7/ANuK7KuN/wCa0f8Acvf+3FcB9YdlRRRQAUUUUAQXoujYXAsTCt4Ym8gzAmMSYO3cBztzjOO1cafHGraCpHi7w1c2sKD5tR00m6tsDqzADeg+oNddqkssOk3ssE8NvKkDsk04zHGwUkMw7qDyfauOsvA9r4gtYNR8Sa7feI45kWaOJiYLQgjKkQpjPH94mgDqtG8QaR4htftOkajbXsXcwyBivsw6qfY1pVyOneGPD15qujeJ/Dq2tpFAkik2UIRbqJlKhGxjhWweQeVxXXUAFNkkSKNpJHVEUEszHAAHcmnV5t8WL6cXHhjRksmvoNRvyJbQPsFxsXKRueyFipb2XvQB3On67pGrvImm6rY3rx/fW2uEkK/XaTiud8R/8lK8E/8Ab9/6JFVfDmotp3jAaDq/hvStL1Ke0M1rdaaQ0c0akbo8lFYEcHHQ/lmTxddR2XxB8F3EqzMi/bsiGF5W5iUcKgJP4CgDf8Xf8iXrv/YOuP8A0W1HhH/kS9C/7B1v/wCi1qpr+owaj4I8QPAl0gTT5wftFrLAf9W3QSKCfwq34R/5EvQv+wdb/wDotaANmiiigAooooAKKKKACiiigAooqO4uILS2lubmaOGCJS8ksjBVRRySSeAB60ASUUyGaK5gjnglSWGVQ8ckbBldSMggjggjvT6ACiiigAooqva39nfef9ju4LjyJWgm8mQP5ci/eRsdGGRkHkUAWKxvF3/Il67/ANg64/8ARbVs1jeLv+RL13/sHXH/AKLagD40g6W/+9H/ADFfclfDcHS3/wB6P+Yr7kr6bij+PS/wL82Y0Nn6hRRRXzJsFFFFABRRXlj/AB98IpIyfZdXJVipItlxxx/fq6dKdR2gm35aibS3PU6K4Hwz8XfDvivXoNGsINRS6nV2QzwKq/KpY8hj2Fd9SnCUHyzVn5jvc+WNe/5HPxL/ANha4/8AQqy5f+QlpH/X/F/WtTXv+Rz8S/8AYWuP/Qqy5f8AkJaR/wBf8X9a8eH++r1P0LF/8kxP/r2/yPQq6b4S/wDIweLf960/9FtXM103wl/5GDxb/vWn/otq+oxn8P5n4Pw5/vb/AML/ADR6nRRRXmn2wUVx/iz4kaN4O1SHTtQttQmuJoPPX7LCHAXcV5yw7isFvjr4ZRSzadrgUDJJtF4H/fdS5xTs2S5xTs2enV5Z8Wv+Rg8Jf713/wCi1r0rT72LUtNtb+AMIbmFJkDDB2sARn3wa81+LX/IweEv967/APRa1tS/iR9TlzD/AHSr/hf5HM16J8JP+SXaL/uy/wDo1687r0T4Sf8AJLtF/wB2X/0a9deN+yfP8M71fl+p2tcb/wA1o/7l7/24rrbidLW3eeQSMiDJEcbSN+CqCT+AriLHUIdR+MjSQJcoF8P7SLi1kgP/AB8dg6gnr1rgPrDvKKKKACiiigCjrWnDWNC1DTGkMYvLaS3Ljqu9Suf1ribDxF4y0jSrfR5fA1xdahbRLAlxBdRi1l2jAfcTlQcZwRkV2ev38mleHNT1GGMSS2lpLOiHozIhYD9K8sstI1zWvEMVhc+Otchnu9Ci1NJYJljj85nYMFQADYBs4689eaAPR/BmiXHh3wlY6ZdypLcxh3maP7u93Z2C+wLED2Fbtct8Ob2TUPAWl3M1zcXMrCRZJriXzGdlkZSd2Blcg7f9nHWupoAK5zxf4bn1+3sLjT7mO21XTLpbuzllQshYAgo4HO1gcHHPSujooA43SPDeu3Xi6PxJ4muNPE9rbNbWdrp+8xpvILuzOASxxjGMYo8R/wDJSvBP/b9/6JFdlXG+I/8AkpXgn/t+/wDRIoA2fF3/ACJeu/8AYOuP/RbUeEf+RL0L/sHW/wD6LWjxd/yJeu/9g64/9FtR4R/5EvQv+wdb/wDotaAPmy38S+JrmIyt4p1tSzvwt4wAwxFS/wBveJP+hr13/wADWrJ0/wD48x/vv/6GatV4dXEVVOSUup+p4HKMDPC0pypJtxTenki5/b3iT/oa9d/8DWo/t7xJ/wBDXrv/AIGtVOis/rNX+ZnV/YuX/wDPmP3Fz+3vEn/Q167/AOBrVoeHvEPiJfF+gRS+JNXnhm1GGKSKa6ZldS3II71h1c0H/kc/DX/YWt//AEKtqFerKrFOR5+bZTgqWCqzhSSaTs7H1PRRRXtH5kcvrev+JbPUZLbRvB0upwxgE3L38VujEjOFDZJx06DmsXWPE8Xib4W+LWNnPY31nZ3NveWc+C8MgjJxkcEEEEEda52caB4g+IHie38d6w1vHYSxpY2M9+1rCIdmfMGGXcT1PP8ASsTw2dNPhb4sDRoZIdM+z5tlkZ2JTyXw2XJbDD5hnsRQB6LB4qs/CPwv8N3lzFNcTT2Vpb2trAMyTytGu1V/x/8A1UWnj/ULXW9P03xR4Yn0P+0n8qzuPtaXEbydkYqBtY9utctr7f2d4W+GHiG4Rm03TPsxvGVSfKV4UAkIHYEfqKvfETXNL8Uy+GdA0G/ttRv59Wguh9klEvkxJktIxUnGAe/vQB2tv4n+0eO73wz9j2/ZrJLv7T5ud25tu3bjjHrn8KE8T7/iBJ4V+x42aYNQ+0+b1zJs2bcfjnP4Vytxqdl4e+OVzNq11DZW+oaKi2887hI2dJOV3HjOOcfT1FQaDrdjr3x61G406ZZ7aLQBCs6cpKROCSjdGAJIyOMqaANU/ELUL/Vb+Hw54VutYsNOmMFzepdRxAyL95Y1b/WEfUfqM0/g5exalpviu/t9/k3PiW8mj3rtbawjIyOxwelZ/wAMfEOj+FvDupaDr2o2unalpl9P9oS6lEbSKW3B1z94EHt7eozd+C10l7o3ie7jiaJJ/Ed1IsbrtZAyxkAjsRnpQB6XWN4u/wCRL13/ALB1x/6Latmsbxd/yJeu/wDYOuP/AEW1AHxpB0t/96P+Yr7kr4bg6W/+9H/MV9yV9NxR/Hpf4F+bMaGz9Qooor5k2CiiigAr4db/AFsv/XR//QjX3FXw63+tl/66P/6Ea+s4P/3yf+H9UYYj4Udz8HP+Sr6R/wBc7j/0U1fVNfK3wc/5KvpH/XO4/wDRTV9U1w8S/wDIzqfL/wBJRVH4EfLGvf8AI5+Jf+wtcf8AoVZcv/IS0j/r/i/rWpr3/I5+Jf8AsLXH/oVZcv8AyEtI/wCv+L+tfFw/31ep+j4v/kmJ/wDXt/kehV03wl/5GDxb/vWn/otq5mum+Ev/ACMHi3/etP8A0W1fUYz+H8z8H4c/3t/4X+aPU6KKK80+2PBfjN/yUOw/7BI/9GtXn19/x4XP/XJv5GvQfjN/yUOw/wCwSP8A0a1efX3/AB4XP/XJv5GvHxf+8fceBjv96+4+ovCP/Il6F/2Drf8A9FrXC/Fr/kYPCX+9d/8Aota7rwj/AMiXoX/YOt//AEWtcL8Wv+Rg8Jf713/6LWvcpfxI+p6eYf7pV/wv8jma9E+En/JLtF/3Zf8A0a9ed16J8JP+SXaL/uy/+jXrrxv2T5/hner8v1O1rjf+a0f9y9/7cV2Vcb/zWj/uXv8A24rgPrDsqKKKACiiigChrks0Hh/UpbaKGadLWVo45/8AVuwQkBuR8pPXnpXHwReAvGfhnSG1FdIkW3gUJCswhNsdoDRgBgygYxtPpXaaoqvpF6r2X25DA4a0wD542n9383HzdOeOa8vuLfSraB5pPgs+xBuOy2tXOPYKST+FAHqGmRWEGm28OmLAtlGmyFbfGwKOMDHHardYXg25srzwlp9zp2lpplnKjPFaJswilicjYSvP3uPXnmt2gAooooAK43xH/wAlK8E/9v3/AKJFdlXG+I/+SleCf+37/wBEigDZ8Xf8iXrv/YOuP/RbUeEf+RL0L/sHW/8A6LWjxd/yJeu/9g64/wDRbUeEf+RL0L/sHW//AKLWgDCb4R+BHdmPh+LLEk/v5ev/AH1Sf8Kh8B/9C/H/AN/5f/i67eiiw+Z9ziP+FQ+A/wDoX4/+/wDL/wDF0f8ACofAf/Qvx/8Af+X/AOLrt6KVh80u5xH/AAqHwH/0L8f/AH/l/wDi6sWPwv8ABmmahb31noccVzbyCWKTzpDtYHIOC2K6+inYXM+4UUUUCM+/0HR9Unjn1HSbG8mi4jkuLdJGT6Eg4p/9j6Zi8H9m2eL0BboeQv8ApAxtw/Hzccc54q7RQBCtpbJZrZrbxLarGIhCEAQIBgLt6YxxiqunaFo+kO76ZpVjZNJ99ra3SMt9doGa0KKAKeo6TpurwrDqen2l7Ep3KlzCsig+oDA0QaTp1rcrc2+n2sNwsIt1ljhVWEQOQgIGduecdKuUUAZ93oWkX95HeXmlWNzdRY8uaa3R3THoxGRVi1sLOx8/7HaQW/nytPN5MYTzJG+87Y6scDJPJqxRQAVjeLv+RL13/sHXH/otq2axvF3/ACJeu/8AYOuP/RbUAfGkHS3/AN6P+Yr7kr4bg6W/+9H/ADFfclfTcUfx6X+BfmzGhs/UKK8P8eePPFml+PdT0vS9WjtbO2SEohtY5Dlowx5Iz1rmrr4mePYLSaUeIYyUjZv+PCLsM+lfJSxNKMuRvU9uhkuNr0FiKcLx11uunzPpWivBrHxZ46utPtrg+KkBliVyP7NhOMgH0rp/h94l8R6h40udK1nVVvrddO+0pi1SIq3mBf4evGa7JUZxjzNaHzdDMsNXq+ypyvL0fQ9Sr4db/Wy/9dH/APQjX3FXw63+tl/66P8A+hGvp+D/APfJ/wCH9UdGI+FHc/Bz/kq+kf8AXO4/9FNX1TXyt8HP+Sr6R/1zuP8A0U1fVNcPEv8AyM6ny/8ASUVR+BHyxr3/ACOfiX/sLXH/AKFWXL/yEtI/6/4v61qa9/yOfiX/ALC1x/6FWXL/AMhLSP8Ar/i/rXxcP99Xqfo+L/5Jif8A17f5HoVdN8Jf+Rg8W/71p/6LauZrpvhL/wAjB4t/3rT/ANFtX1GM/h/M/B+HP97f+F/mj1OiuW+I2s33h7wBq2q6bKIry3RDG5QMAS6g8Hg8E18//wDC4/H3/Qah/wDAKL/CowWWYrHc31eN+XfVLf1Ps5TjHc6/4zf8lDsP+wSP/RrV59ff8eFz/wBcm/kajm8Uaz4q8RC61q6W5nitPLRliWPC784wo9SafqBxpt0R/wA8X/ka+dzKhUw+MdKorSVrnhYxqWJTXkfUfhH/AJEvQv8AsHW//ota4X4tf8jB4S/3rv8A9FrXm+l/EDxta6RZW9vr0ccEUCJGn2GI7VCgAZI54qKXxN4g1/xVoqa3qK3ixCcxBbdItpKDP3Rz0Fehh8TSnWjBPW59TnGS43D5bVxFSFoqL1uuu3XzOnr0T4Sf8ku0X/dl/wDRr153Xonwk/5Jdov+7L/6NevSxv2T4rhner8v1O1rjf8AmtH/AHL3/txXZVxv/NaP+5e/9uK4D6w7KiiigAooooAhvDcrY3DWSRPdCNjCszFUL4+UMRkgZxnFcg1x8S3QhNP8LRkjh2u52A98BBn866TxBZ3GoeG9VsrN9l1cWcsULZxh2QhTn6kVw2jfE7wzo/h6x0m+S9s9VtLZLd9KNlIZt6qF2qAuCDjg5x06UAdh4R0J/Dfhey0qS5+0ywh2kmC7Qzu7O2B2GWOPbFbVcz8PdOvNK8CaXaX8BguFV3MBPMStIzKh/wB1WA/CumoAKKKKACuN8R/8lK8E/wDb9/6JFdlXG+I/+SleCf8At+/9EigDZ8Xf8iXrv/YOuP8A0W1HhH/kS9C/7B1v/wCi1o8Xf8iXrv8A2Drj/wBFtR4R/wCRL0L/ALB1v/6LWgDy6y+KXjPULVbqCx0BYnZgocTbsBiOcH2qx/wsXxz/AM+nh38p/wDGuR8Mf8i/b/70n/oxq169KGGpuKbPisTneMp15wi1ZNrbzNf/AIWL45/59PDv5T/40f8ACxfHP/Pp4d/Kf/Gsiiq+q0zD+38b3X3Gv/wsXxz/AM+nh38p/wDGpLL4k+LP7c0i0v7PRfs17exWrm3Eu9Q56jJxWJVc/wDIx+GP+wzbfzNZ1cPTjBtHXgc5xdbEwpzas32PoGiiivPPsTnvEHjnw14XuYrbWNVitriVdyRBHkfb6lUBIHXk8cGsDwdrraz8SfF5t9Te80tYLCS0VZi8SBoiWKDOBk9cd+tV/AKRz/EXx9d3QDakl9HCC33kgC/IB6AgfjgVyN2qaXqnxi/sICPZa27fueNjNGxlIx0IJc+xoA9Hl+KXgmDUjYSeIbUTh/LLBXMYb0MgGwfnW5rXiLSPDum/2jq9/Da2hIVZHOdxPQKBksfYV5touj+N7v4f2elWVj4KfRrmxVUUyXGXRlHzHC43HOSfWtCXwB4gPhHwnFHf6e+veHX3R+eHktphgqFJwG4ULg44x+NAHV+HvHHhvxVcy22jamtzPEnmPEYnjYLkDOHUHGSPzqDW/iL4S8O6gbDVNahhulGXiRHkKf72wHb+OKoaF4u1KXxYfDviTQ4LDWDaNcW89vOJYp4w2CAcBl5HQ+n0zw/wvXxzL4TkvNJt/C8hu7qd7yS/ecXDy7yGEm1SPoPQj1oA9bn8R6Rb+HX8QNfxNpSxeabmLMi7OmRtBJ/CsS5+J3hCGWaBdZSSeOIyMIoJZAoAzglVIyO46+1cZf8AhrV/C/wa8Z2urNp4+0yy3UENgzmKBXK5RdyggAg4HvXovhnT7bTPBGmWdpEscUdimAoxklASfqSSSfegDlvhv8T9P8UaTpdlqF9u8RXIk8yFLSRUypc8Nt2fcUHr+vFdb4u/5EvXf+wdcf8Aotq5z4Mf8kk0H/dm/wDRz10fi7/kS9d/7B1x/wCi2oA+NIOlv/vR/wAxX3JXw3B0t/8Aej/mK+5K+m4o/j0v8C/NmNDZ+p83/Ef/AJKprv8AuW3/AKKFcnqP/IMu/wDri/8A6Ca6z4j/APJVNd/3Lb/0UK5PUf8AkGXf/XF//QTX59if95fqj9Wyb/kTR9JfmzttH/5Alh/17R/+giuk+HX/ACU+6/7A3/tYVzej/wDIEsP+vaP/ANBFdJ8Ov+Sn3X/YG/8Aawr67EfwfuP53yb/AJGP/gR7FXw63+tl/wCuj/8AoRr7ir4db/Wy/wDXR/8A0I17PB/++T/w/qj7HEfCjufg5/yVfSP+udx/6Kavqmvlb4Of8lX0j/rncf8Aopq+qa4eJf8AkZ1Pl/6SiqPwI+WNe/5HPxL/ANha4/8AQqy5f+QlpH/X/F/WtTXv+Rz8S/8AYWuP/Qqy5f8AkJaR/wBf8X9a+Lh/vq9T9Hxf/JMT/wCvb/I9CrpvhL/yMHi3/etP/RbVzNdN8Jf+Rg8W/wC9af8Aotq+oxn8P5n4Pw5/vb/wv80bfxh/5JRr3/XOP/0alfKtfVXxh/5JRr3/AFzj/wDRqV8q19RwZ8Nb/t39T6zEdC5ov/IXk/64f+zVs6h/yDLr/ri/8jWNov8AyF5P+uH/ALNWzqH/ACDLr/ri/wDI18HxP/yOavqv0PHxP8dfIfY/8eFt/wBcl/kKnsP+Rt0n/dn/APQKgsf+PC2/65L/ACFT2H/I26T/ALs//oFeVgP98j6n7NxZ/wAk3X/wL80d1Xonwk/5Jdov+7L/AOjXrzuvRPhJ/wAku0X/AHZf/Rr19Njfsn4fwzvV+X6na1xv/NaP+5e/9uK7KuN/5rR/3L3/ALcVwH1h2VFFFABRRRQBneILy40/w3ql7ZpvurezllhXGcuqEqMfUCofD+pLfeE9O1GW+jnEtnHLLdDaqk7QWbjgc547VLrXiDR/DtoLnWNRtrKI52mZwC+OoUdWPsM14rrVv4XvL22bw/4FvZYtTvFginvZprOxkmYFgREDlhhSeFA4oA9Z8B6vd674L0/Ur6QS3E3mZlCBfMVZGVXwOBlQD+NdHWZ4fttQstCtLbVDZfa41KuLGMpCoydqop5AC4H4Vp0AFQ3V1BY2k13dSrFbwoZJJHOAqgZJP4VNXMeOtB1XxHo1vY6XcWceLqOW4jvFZop41yfLYKQcFtpIyM4xQBgeE/E/iDV/iHcQahJ5OlXekjUbKxMShoUMxjQs2N25lXcRnA347VqeI/8AkpXgn/t+/wDRIrmNOTxgPjagv59CM40SMzm3hmCm2+0NwoLEiTOeTxjHFdD4us7W/wDiD4Ltry2huYH+3bopkDqcRKRkHjrQBv8Ai7/kS9d/7B1x/wCi2o8I/wDIl6F/2Drf/wBFrVTX9L0/S/BHiBNPsLW0R9PnLLbwrGGPltycAZq34R/5EvQv+wdb/wDotaAOAt/g3qFnCILbxhJHCGYqh05DjJJ6lvepf+FS6v8A9Do//gsj/wDiq9TorRVZrRNnJLA4WTcpU4tvyR5Z/wAKl1f/AKHR/wDwWR//ABVH/CpdX/6HR/8AwWR//FV6nRR7Wp/Mxf2fhP8An1H7keWf8Kl1f/odH/8ABZH/APFVLZfCa9g1jTb678UvdR2N1HdCH7AibipyBkNxXp1FJ1JtWbKhgsNCSlGmk15IKKKKg6jlNc8AaZrWt/2zFfappWpNGIpbjTLnyWmQdA/BBx+fT0FP8O+AdF8MXup3NgJ2/tKONLiK4cSK2wEZ5GSW3EsSTkntXUUUAcKvws0y2LxabrviPTLFmLfYbLUWSFc8naCCQD7GtTUvBFhqGm6dZxX+q2H9nIUt57K8aOUAgZ3Mc7s7R1zXTUUAcx4f8DaboGqS6r9r1HUtTkj8k3mpXJmkWPOdq8AAZ9BVW/8AhvplzqtzqOn6nrOiz3Tb7kaXeGFJm/vMpBGfcYrsaKAOZPgbTW8I33hx7rUJLa+3G4uJrkyzuxxlt7g8/KO2PaugtLZLOygtYyxSGNY1LdSAMDP5VNRQByOhfD6x8N6ol1pmr61DZo8jrpZugbQFwcjYVzjLZHPUCtXxd/yJeu/9g64/9FtWzWN4u/5EvXf+wdcf+i2oA+NIOlv/AL0f8xX3JXw3B0t/96P+Yr7kr6bij+PS/wAC/NmNDZ+p83/Ef/kqmu/7lt/6KFcnqP8AyDLv/ri//oJrrPiP/wAlU13/AHLb/wBFCuT1H/kGXf8A1xf/ANBNfn2J/wB5fqj9Wyb/AJE0fSX5s7bR/wDkCWH/AF7R/wDoIrpPh1/yU+6/7A3/ALWFc3o//IEsP+vaP/0EV0nw6/5Kfdf9gb/2sK+uxH8H7j+d8m/5GP8A4EexV8Ot/rZf+uj/APoRr7ir4db/AFsv/XR//QjXs8H/AO+T/wAP6o+xxHwo7L4T3trp/wATtKuL25htoFjnDSzSBFGYyBknivpf/hLvDX/Qw6T/AOBsf/xVfHVlGkur2qSIrqQ/DDI6V0f2G0/59YP+/YrxeLMWqWa1Itfy/wDpKOOeNVC0Wrmjq88Nz4s8RT28qSwyapOySRsGVgW4II6is6X/AJCWkf8AX/F/Wq2jqFjvFUAKLqQAAcDmrMv/ACEtI/6/4v618tSd8Yn5n6piXzcLyf8A07/Q9CrpvhL/AMjB4t/3rT/0W1czXTfCX/kYPFv+9af+i2r6nGfw/mfhHDn+9v8Awv8ANG38Yf8AklGvf9c4/wD0alfKtfVXxh/5JRr3/XOP/wBGpXyrX1HBnw1v+3f1PrMR0Lmi/wDIXk/64f8As1bOof8AIMuv+uL/AMjWNov/ACF5P+uH/s1bOof8gy6/64v/ACNfB8T/API5q+q/Q8fE/wAdfIfY/wDHhbf9cl/kKnsP+Rt0n/dn/wDQKgsf+PC2/wCuS/yFT2H/ACNuk/7s/wD6BXlYD/fI+p+zcWf8k3X/AMC/NHdV6J8JP+SXaL/uy/8Ao1687r0T4Sf8ku0X/dl/9GvX02N+yfh/DO9X5fqdrXG/81o/7l7/ANuK624toLu3e3uYY5oZBh45FDKw9CDwa4ix0zT9L+MjR6fY21pG3h/cy28Sxgn7R1IAHoK4D6w7yiiigAooooA5/wATeDtL8VmzkvWuobuyZmtLu1nMcsBbGSpHHO0dQelcdrvhfx7DJpckGp2niK10y/S+jgulFtcsVVlCeYPkbhzyQD0r1GigChouoXGqaRBeXWnT6dO+4PazkF4yGK9RwQcZB7gir9FFABRRRQAVxviP/kpXgn/t+/8ARIrsq43xH/yUrwT/ANv3/okUAdZdWsN7Zz2lygkgnjaORCcblYYI49jXJj4U+CVAA0QADgAXU3H/AI/XZUUAcb/wqrwV/wBAX/yam/8Ai68++Mfgrw/4a8G297o9i1rctfRxGRbiRsqVckcsfQV7nXlfx/8A+Sf2v/YTh/8AQXrowiUsRBPa6/MUtmfOO5/+es3/AH8b/GtPRYEurSV5mldhMyg+a3QY96zK2PD3/HjN/wBd3/pX03HGHo4fCU5UYKL5uiS6eR5OJqTVJtN9A1W1jt9NlliMquCuD5rd2A9au/2fb+kn/f5/8ag1v/kETfVP/QhWjX5m6tT2afM9319D7rgCjTxNGu68VOzVrq/R9xfDek2d9qGqR3KSSJC0QjBmcbcqSehrY1Pw7pkGlXk0UDrJHA7K3nycEKSP4qqeEP8AkKa1/vQ/+gGt/WP+QJf/APXtJ/6Ca+swcYywsZNa2PzPiSvVpZ7XpU5NRU7JJtJfI9B8N/DTwje+F9Iu7nSTJPPZQySObmYbmZASeH9TXkvxk0DTfDXi2ws9Hhe1t5LESuizu2W8xhnlj2Ar6G8I/wDIl6F/2Drf/wBFrXhf7QH/ACPWmf8AYMH/AKNetslpxqY+lGaum9n6H01R2gzyrc//AD1m/wC/jf41r6Tax3GlwSymVnYHJ81ueT71kVu6F/yBbb6H+Zr0uO6NLD06DoRUbuV7K3bseTi6k40rpvf/ADOj8D6Fp2q/EHSNOvYZJrSdJzJEZnAbbGSOQc9a9w/4VV4K/wCgL/5NTf8AxdeQfDf/AJKpoX+5c/8Aoo19I18hhJOVFNndgZOVBOTu9fzPl3QdB0670aGeeGR5GZwWMz84dgO/oKuHw3pX9t6DB9nfyrnVIIJl8+T5kYnI+9U3hj/kX7f/AHpP/RjVfP8AyMfhj/sM238zXtyhH2N7dD5Sjia7zPkc3bnel3bc9P8A+FVeCv8AoC/+TU3/AMXXzL4stIrHxjrthbGRLWC+lhij81iFQNgDk19mV8deN/8AkoHiT/sJz/8AoVd/DNGnVx3LUipKz0aufY1m1HQwkAV4QOgkQf8Ajwr7ir4dX/Wxf9dE/wDQhX3FXVxeksZBL+VfmycP8LPm/wCI/wDyVTXf9y2/9FCuT1H/AJBl3/1xf/0E11nxH/5Kprv+5bf+ihXJ6j/yDLv/AK4v/wCgmvznE/7y/VH6vk3/ACJo+kvzZ22j/wDIEsP+vaP/ANBFdJ8Ov+Sn3X/YG/8Aawrm9H/5Alh/17R/+giuk+HX/JT7r/sDf+1hX12I/g/cfzvk3/Ix/wDAj2Kvh1v9bL/10f8A9CNfcVfDrf62X/ro/wD6Ea9ng/8A3yf+H9UfY4j4UTad/wAhq1+j/wAq6iuX07/kNWv0f+VdRXzHGn/I4qekf/SUeHjvjXp+rM/Sfu3v/X3J/OrMv/IS0j/r/i/rVbSfu3v/AF9yfzqzL/yEtI/6/wCL+teDQ/3uPqj9irf8kq/+vX6HoVdN8Jf+Rg8W/wC9af8Aotq5mum+Ev8AyMHi3/etP/RbV9XjP4fzPwrhz/e3/hf5o2/jD/ySjXv+ucf/AKNSvlWvqr4w/wDJKNe/65x/+jUr5Vr6jgz4a3/bv6n1mI6FzRf+QvJ/1w/9mrZ1D/kGXX/XF/5GsbRf+QvJ/wBcP/Zq2dQ/5Bl1/wBcX/ka+D4n/wCRzV9V+h4+J/jr5D7H/jwtv+uS/wAhU9h/yNuk/wC7P/6BUFj/AMeFt/1yX+Qqew/5G3Sf92f/ANArysB/vkfU/ZuLP+Sbr/4F+aO6r0T4Sf8AJLtF/wB2X/0a9ed16J8JP+SXaL/uy/8Ao16+mxv2T8P4Z3q/L9Tta43/AJrR/wBy9/7cV2Vcb/zWj/uXv/biuA+sOyooooAKKKKACiiigAooooAKKKKACuN8R/8AJSvBP/b9/wCiRXZVxviP/kpXgn/t+/8ARIoA7KiiigAryv4//wDJP7X/ALCcP/oL16pXlfx//wCSf2v/AGE4f/QXrpwf+80/8S/MUtmfONbHh7/jxm/67v8A0rHrY8Pf8eM3/Xd/6V9Xx/8A7lT/AMX6HjYr+C/kTa3/AMgib6p/6EK0aztb/wCQRN9U/wDQhWjX5TL+GvV/ofoXhx/Ar+sfyZe8If8AIU1r/eh/9ANb+sf8gS//AOvaT/0E1geEP+QprX+9D/6Aa39Y/wCQJf8A/XtJ/wCgmvssD/ukPQ/KeKP+SgxH+P8AU9t8I/8AIl6F/wBg63/9FrXhf7QH/I9aZ/2DB/6NevdPCP8AyJehf9g63/8ARa14X+0B/wAj1pn/AGDB/wCjXrfIf+RjS9f0Z9VV+BnlVbuhf8gW2+h/mawq3dC/5Att9D/M16fiH/Dw/rL9Dx8Z/C+a/JmxoviFvC/jPSNVSyN40SzjyRKI92Ux1IPrmvSv+F63H/Qoyf8AgwT/AOJrx66/5DOnfSX+QrRr88jip0oRjH+tWffcJZDhsflyrVW0+ZrRr/J9zoPCcnm+GbOTGN+9semXatI/8jH4Y/7DNt/M1leDP+RS0/8A3W/9DatU/wDIx+GP+wzbfzNfWy/gfI/IKP8AyNv+33+bPoGvjrxv/wAlA8Sf9hOf/wBCr7Fr468b/wDJQPEn/YTn/wDQq9HhT/kYf9uv9D7ev8BhL/rYv+uif+hCvuKvh1f9bF/10T/0IV9xVvxh/vkP8P6sWH+E+b/iP/yVTXf9y2/9FCuT1H/kGXf/AFxf/wBBNdZ8R/8Akqmu/wC5bf8AooVyeo/8gy7/AOuL/wDoJr84xP8AvL9Ufq+Tf8iaPpL82dto/wDyBLD/AK9o/wD0EV0nw6/5Kfdf9gb/ANrCub0f/kCWH/XtH/6CK6T4df8AJT7r/sDf+1hX12I/g/cfzvk3/Ix/8CPYq+HW/wBbL/10f/0I19xV8Ot/rZf+uj/+hGvZ4P8A98n/AIf1R9jiPhRNp3/Iatfo/wDKuorl9O/5DVr9H/lXUV8xxp/yOKnpH/0lHh47416fqzP0n7t7/wBfcn86sy/8hLSP+v8Ai/rVbSfu3v8A19yfzqzL/wAhLSP+v+L+teDQ/wB7j6o/Yq3/ACSr/wCvX6HoVdN8Jf8AkYPFv+9af+i2rma6b4S/8jB4t/3rT/0W1fV4z+H8z8K4c/3t/wCF/mjb+MP/ACSjXv8ArnH/AOjUr5Vr6q+MP/JKNe/65x/+jUr5Vr6jgz4a3/bv6n1mI6FzRf8AkLyf9cP/AGatnUP+QZdf9cX/AJGsbRf+QvJ/1w/9mrZ1D/kGXX/XF/5Gvg+J/wDkc1fVfoePif46+Q+x/wCPC2/65L/IVPYf8jbpP+7P/wCgVBY/8eFt/wBcl/kKnsP+Rt0n/dn/APQK8rAf75H1P2biz/km6/8AgX5o7qvRPhJ/yS7Rf92X/wBGvXndeifCT/kl2i/7sv8A6Nevpsb9k/D+Gd6vy/U7WuN/5rR/3L3/ALcV2Vcb/wA1o/7l7/24rgPrDsqKKKACiiigAooooAKKKKACiisjXdT1PTo4BpWiS6rPKxBUTpCkYA6szdPwBNAGvXG+I/8AkpXgn/t+/wDRIq14f8XT6lr11oGr6RJpWrwQC6EPnrNHLCW270cAZw3BBAqr4j/5KV4J/wC37/0SKAOyooooAK8r+P8A/wAk/tf+wnD/AOgvXqleV/H/AP5J/a/9hOH/ANBeunB/7zT/AMS/MUtmfONbHh7/AI8Zv+u7/wBKx62PD3/HjN/13f8ApX1fH/8AuVP/ABfoeNiv4L+RNrf/ACCJvqn/AKEK0aztb/5BE31T/wBCFaNflMv4a9X+h+heHH8Cv6x/Jl7wh/yFNa/3of8A0A1v6x/yBL//AK9pP/QTWB4Q/wCQprX+9D/6Aa39Y/5Al/8A9e0n/oJr7LA/7pD0Pynij/koMR/j/U9t8I/8iXoX/YOt/wD0WteF/tAf8j1pn/YMH/o16908I/8AIl6F/wBg63/9FrXhf7QH/I9aZ/2DB/6Net8h/wCRjS9f0Z9VV+BnlVbuhf8AIFtvof5msKt3Qv8AkC230P8AM16fiH/Dw/rL9Dx8Z/C+a/Ji3X/IZ076S/yFaNZ11/yGdO+kv8hWjX5nU+GPp+rP1jgH/kUf9vS/Q3fBn/Ipaf8A7rf+htWqf+Rj8Mf9hm2/mayvBn/Ipaf/ALrf+htWqf8AkY/DH/YZtv5mvtpfwPkfg1H/AJG3/b7/ADZ9A18deN/+SgeJP+wnP/6FX2LXx143/wCSgeJP+wnP/wChV6PCn/Iw/wC3X+h9vX+Awl/1sX/XRP8A0IV9xV8Or/rYv+uif+hCvuKt+MP98h/h/Viw/wAJ83/Ef/kqmu/7lt/6KFcnqP8AyDLv/ri//oJrrPiP/wAlU13/AHLb/wBFCuT1H/kGXf8A1xf/ANBNfnGJ/wB5fqj9Xyb/AJE0fSX5s7bR/wDkCWH/AF7R/wDoIrpPh1/yU+6/7A3/ALWFc3o//IEsP+vaP/0EV0nw6/5Kfdf9gb/2sK+uxH8H7j+d8m/5GP8A4EexV8Ot/rZf+uj/APoRr7ir4db/AFsv/XR//QjXs8H/AO+T/wAP6o+xxHwom07/AJDVr9H/AJV1Fcvp3/Iatfo/8q6ivmONP+RxU9I/+ko8PHfGvT9WZ+k/dvf+vuT+dWZf+QlpH/X/ABf1qtpP3b3/AK+5P51Zl/5CWkf9f8X9a8Gh/vcfVH7FW/5JV/8AXr9D0Kum+Ev/ACMHi3/etP8A0W1czXTfCX/kYPFv+9af+i2r6vGfw/mfhXDn+9v/AAv80bfxh/5JRr3/AFzj/wDRqV8q19VfGH/klGvf9c4//RqV8q19RwZ8Nb/t39T6zEdC5ov/ACF5P+uH/s1bOof8gy6/64v/ACNY2i/8heT/AK4f+zVs6h/yDLr/AK4v/I18HxP/AMjmr6r9Dx8T/HXyH2P/AB4W3/XJf5Cp7D/kbdJ/3Z//AECoLH/jwtv+uS/yFT2H/I26T/uz/wDoFeVgP98j6n7NxZ/yTdf/AAL80d1Xonwk/wCSXaL/ALsv/o1687r0T4Sf8ku0X/dl/wDRr19Njfsn4fwzvV+X6na1xv8AzWj/ALl7/wBuK7KuN/5rR/3L3/txXAfWHZUUUUAFFFFABRRRQAUUUUAFZmv69YeG9Il1LUZSkKYCqoy8jn7qIO7E9BWnWL4h8J6L4qS1XWbRrgWrmSErPJEUY9wUYHNAGP4S0XUp9Yu/F+vxiDU76Fbe3swc/Y7YHcIye7k/M3vxUPi5bp/iD4LWzmhhnP27a80RkUfulzlQyk8e4ra0Twbonh69e702C5jmeMxMZb2eYbSQejuw6gc4zWX4j/5KV4J/7fv/AESKAOnsI9QjRxqF1a3Dk/Kbe2aEAe4Lvn9Kt0UUAFeV/H//AJJ/a/8AYTh/9BevVK8r+P8A/wAk/tf+wnD/AOgvXTg/95p/4l+YpbM+ca2PD3/HjN/13f8ApWPWx4e/48Zv+u7/ANK+r4//ANyp/wCL9DxsV/BfyJtb/wCQRN9U/wDQhWjWdrf/ACCJvqn/AKEK0a/KZfw16v8AQ/QvDj+BX9Y/ky94Q/5Cmtf70P8A6Aa39Y/5Al//ANe0n/oJrA8If8hTWv8Aeh/9ANb+sf8AIEv/APr2k/8AQTX2WB/3SHoflPFH/JQYj/H+p7b4R/5EvQv+wdb/APota8L/AGgP+R60z/sGD/0a9e6eEf8AkS9C/wCwdb/+i1rwv9oD/ketM/7Bg/8ARr1vkP8AyMaXr+jPqqvwM8qrd0L/AJAtt9D/ADNYVbuhf8gW2+h/ma9PxD/h4f1l+h4+M/hfNfkxbr/kM6d9Jf5CtGs66/5DOnfSX+QrRr8zqfDH0/Vn6xwD/wAij/t6X6G74M/5FLT/APdb/wBDatU/8jH4Y/7DNt/M1leDP+RS0/8A3W/9DatU/wDIx+GP+wzbfzNfbS/gfI/BqP8AyNv+33+bPoGvjrxv/wAlA8Sf9hOf/wBCr7Fr468b/wDJQPEn/YTn/wDQq9HhT/kYf9uv9D7ev8BhL/rYv+uif+hCvuKvh1f9bF/10T/0IV9xVvxh/vkP8P6sWH+E+b/iP/yVTXf9y2/9FCuT1H/kGXf/AFxf/wBBNdZ8R/8Akqmu/wC5bf8AooVyeo/8gy7/AOuL/wDoJr84xP8AvL9Ufq+Tf8iaPpL82dto/wDyBLD/AK9o/wD0EV0nw6/5Kfdf9gb/ANrCub0f/kCWH/XtH/6CK6T4df8AJT7r/sDf+1hX12I/g/cfzvk3/Ix/8CPYq+HW/wBbL/10f/0I19xV8Ot/rZf+uj/+hGvZ4P8A98n/AIf1R9jiPhRNp3/Iatfo/wDKuorl9O/5DVr9H/lXUV8xxp/yOKnpH/0lHh47416fqzP0n7t7/wBfcn86sy/8hLSP+v8Ai/rVbSfu3v8A19yfzqzL/wAhLSP+v+L+teDQ/wB7j6o/Yq3/ACSr/wCvX6HoVdN8Jf8AkYPFv+9af+i2rma6b4S/8jB4t/3rT/0W1fV4z+H8z8K4c/3t/wCF/mjb+MP/ACSjXv8ArnH/AOjUr5Vr6q+MP/JKNe/65x/+jUr5Vr6jgz4a3/bv6n1mI6FzRf8AkLyf9cP/AGatnUP+QZdf9cX/AJGsbRf+QvJ/1w/9mrZ1D/kGXX/XF/5Gvg+J/wDkc1fVfoePif46+Q+x/wCPC2/65L/IVPYf8jbpP+7P/wCgVBY/8eFt/wBcl/kKnsP+Rt0n/dn/APQK8rAf75H1P2biz/km6/8AgX5o7qvRPhJ/yS7Rf92X/wBGvXndeifCT/kl2i/7sv8A6Nevpsb9k/D+Gd6vy/U7C4Wdrd1tpI45iPkeSMuoPuoIJ/MVxFjHqEfxkYahc208n/CP/K1vbtCAPtHQgu+e/eu8rjf+a0f9y9/7cVwH1h2VFFFABRRRQAUUUUAFFFFABRRRQAVxviP/AJKV4J/7fv8A0SK7KuN8R/8AJSvBP/b9/wCiRQB2VFFFABXlfx//AOSf2v8A2E4f/QXr1SvK/j//AMk/tf8AsJw/+gvXTg/95p/4l+YpbM+ca2PD3/HjN/13f+lY9bHh7/jxm/67v/Svq+P/APcqf+L9DxsV/BfyJtb/AOQRN9U/9CFaNZ2t/wDIIm+qf+hCtGvymX8Ner/Q/QvDj+BX9Y/ky94Q/wCQprX+9D/6Aa39Y/5Al/8A9e0n/oJrA8If8hTWv96H/wBANb+sf8gS/wD+vaT/ANBNfZYH/dIeh+U8Uf8AJQYj/H+p7b4R/wCRL0L/ALB1v/6LWvC/2gP+R60z/sGD/wBGvXunhH/kS9C/7B1v/wCi1rwv9oD/AJHrTP8AsGD/ANGvW+Q/8jGl6/oz6qr8DPKq3dC/5Att9D/M1hVu6F/yBbb6H+Zr0/EP+Hh/WX6Hj4z+F81+TFuv+Qzp30l/kK0azrr/AJDOnfSX+QrRr8zqfDH0/Vn6xwD/AMij/t6X6G74M/5FLT/91v8A0Nq1T/yMfhj/ALDNt/M1leDP+RS0/wD3W/8AQ2rVP/Ix+GP+wzbfzNfbS/gfI/BqP/I2/wC33+bPoGvjrxv/AMlA8Sf9hOf/ANCr7Fr468b/APJQPEn/AGE5/wD0KvR4U/5GH/br/Q+3r/AYS/62L/ron/oQr7ir4dyFeMsQAJFJJ7fMK+yf+Eu8Nf8AQw6T/wCBsf8A8VW/GH++Q/wr82LD/CeEfEf/AJKprv8AuW3/AKKFcnqP/IMu/wDri/8A6Ca6Xx5e2uofEvXLmyuYbmBktwssMgdTiIA4I4rmtR/5Bl3/ANcX/wDQTX5xif8AeX6o/V8m/wCRNH0l+bO20f8A5Alh/wBe0f8A6CK6T4df8lPuv+wN/wC1hXN6P/yBLD/r2j/9BFdJ8Ov+Sn3X/YG/9rCvrsR/B+4/nfJv+Rj/AOBHsVfDrf62X/ro/wD6Ea+4q+HW/wBbL/10f/0I17PB/wDvk/8AD+qPscR8KJtO/wCQ1a/R/wCVdRXL6d/yGrX6P/Kuor5jjT/kcVPSP/pKPDx3xr0/VmfpP3b3/r7k/nVmX/kJaR/1/wAX9araT929/wCvuT+dWZf+QlpH/X/F/WvBof73H1R+xVv+SVf/AF6/Q9CrpvhL/wAjB4t/3rT/ANFtXM103wl/5GDxb/vWn/otq+rxn8P5n4Vw5/vb/wAL/NG38Yf+SUa9/wBc4/8A0alfKtfVXxh/5JRr3/XOP/0alfKtfUcGfDW/7d/U+sxHQuaL/wAheT/rh/7NWzqH/IMuv+uL/wAjWNov/IXk/wCuH/s1bOof8gy6/wCuL/yNfB8T/wDI5q+q/Q8fE/x18h9j/wAeFt/1yX+Qqew/5G3Sf92f/wBAqCx/48Lb/rkv8hU9h/yNuk/7s/8A6BXlYD/fI+p+zcWf8k3X/wAC/NHdV6J8JP8Akl2i/wC7L/6NevO69E+En/JLtF/3Zf8A0a9fTY37J+H8M71fl+p2tcb/AM1o/wC5e/8Abiuyrjf+a0f9y9/7cVwH1h2VFFFABRRRQAUUUUAFFFFABRRRQAVxviP/AJKV4J/7fv8A0SK7KuN8R/8AJSvBP/b9/wCiRQB2VFFFABXlfx//AOSf2v8A2E4f/QXr1SvK/j//AMk/tf8AsJw/+gvXTg/95p/4l+YpbM+ca2PD3/HjN/13f+lY9bHh7/jxm/67v/Svq+P/APcqf+L9DxsV/BfyJtb/AOQRN9U/9CFaNZ2t/wDIIm+qf+hCtGvymX8Ner/Q/QvDj+BX9Y/ky94Q/wCQprX+9D/6Aa39Y/5Al/8A9e0n/oJrA8If8hTWv96H/wBANb+sf8gS/wD+vaT/ANBNfZYH/dIeh+U8Uf8AJQYj/H+p7b4R/wCRL0L/ALB1v/6LWvC/2gP+R60z/sGD/wBGvXunhH/kS9C/7B1v/wCi1rwv9oD/AJHrTP8AsGD/ANGvW+Q/8jGl6/oz6qr8DPKq3dC/5Att9D/M1hVu6F/yBbb6H+Zr0/EP+Hh/WX6Hj4z+F81+TFuv+Qzp30l/kK0azrr/AJDOnfSX+QrRr8zqfDH0/Vn6xwD/AMij/t6X6G74M/5FLT/91v8A0Nq1T/yMfhj/ALDNt/M1leDP+RS0/wD3W/8AQ2rVP/Ix+GP+wzbfzNfbS/gfI/BqP/I2/wC33+bPoGvjrxv/AMlA8Sf9hOf/ANCr7Fr468b/APJQPEn/AGE5/wD0KvR4U/5GH/br/Q+3r/Ac7c8wH6j+YrrPsNp/z6wf9+xXJ3P+pP1H8xXZ1xcftrHUrfyfqzx8bJqMbPv+hm6fGkeqaikaKigx4CjA+7VrUf8AkGXf/XF//QTVey/5C+pfWP8A9BqxqP8AyDLv/ri//oJr4iX8RfL8kftHD3/Igp/4X+p22j/8gSw/69o//QRXSfDr/kp91/2Bv/awrm9H/wCQJYf9e0f/AKCK6T4df8lPuv8AsDf+1hX2WI/g/cfz7k3/ACMf/Aj2Kvh1v9bL/wBdH/8AQjX3FXw63+tl/wCuj/8AoRr2eD/98n/h/VH2OI+FE2nf8hq1+j/yrqK5fTv+Q1a/R/5V1FfMcaf8jip6R/8ASUeHjvjXp+rM/Sfu3v8A19yfzqzL/wAhLSP+v+L+tVtJ+7e/9fcn86sy/wDIS0j/AK/4v614ND/e4+qP2Kt/ySr/AOvX6HoVdN8Jf+Rg8W/71p/6LauZrpvhL/yMHi3/AHrT/wBFtX1eM/h/M/CuHP8Ae3/hf5o2/jD/AMko17/rnH/6NSvlWvqr4w/8ko17/rnH/wCjUr5Vr6jgz4a3/bv6n1mI6FzRf+QvJ/1w/wDZq2dQ/wCQZdf9cX/kaxtF/wCQvJ/1w/8AZq2dQ/5Bl1/1xf8Aka+D4n/5HNX1X6Hj4n+OvkPsf+PC2/65L/IVPYf8jbpP+7P/AOgVBY/8eFt/1yX+Qqew/wCRt0n/AHZ//QK8rAf75H1P2biz/km6/wDgX5o7qvRPhJ/yS7Rf92X/ANGvXndeifCT/kl2i/7sv/o16+mxv2T8P4Z3q/L9Tta43/mtH/cvf+3FdlXG/wDNaP8AuXv/AG4rgPrDsqKKKACiiigAooooAKKKKACo554bWB57iWOGGMbnkkYKqj1JPSpK4H4hRrqfiLwboNyofT77UJJbmI/dlEMZdVYdwTjjvigDs9P1XTtWgM+m39rewg7TJbTLIoPplSRXMeI/+SleCf8At+/9EiqUlnbaD8X9JXTbeK2i1bTbhLqKFAiMYirI5A43DcRn0NWPG1t4gTxJ4b1jQtD/ALX/ALP+1edD9rjt8eYiqvL/AIngHpQB29FcKnijx84Ofhwif72uw/0Wn/8ACS+Pf+ieRf8Ag8i/+IoA7evK/j//AMk/tf8AsJw/+gvW7/wkvj3/AKJ5F/4PIv8A4iuU+IFl4+8c+HotKHguKy8u5S483+14pM7QwxjA/vdc9q3w04wrQnLZNP8AEUtUfP8AWx4e/wCPGb/ru/8ASug/4U54/wD+gJD/AOB0X+NXNO+FXj+wgeP+wIX3SF8/b4hjPbrX0HF+Y4bMcNCnhZczTvs1080jzMRh6s6bjFanM65/yCJvqn/oQrRrX1D4XeP72xkt/wDhHoU345/tCI9CD6+1Wv8AhXPj/wD6FyH/AMGMVfn7wlbkSt1fbyPsuCsbQyylWji5crk1bRvo+1zM8If8hTWv96H/ANANb+sf8gS//wCvaT/0E1FpHgHx/pV1ezf8IzDL9qKHH9pRLt2jHvmr954U8f3djcW3/CJwp50bR7v7UiOMjGcYr6XC1YU8PGEnqkfn2fYDEYvOK2KoxvCU7p3S09G7nsfhH/kS9C/7B1v/AOi1rwv9oD/ketM/7Bg/9GvXpOkat490rRbDTv8AhAYpfslvHB5n9txLu2qFzjbxnFcJ8QfCHj7x1rttqY8Kw2XkW32fy/7Tik3fMWznj16VrlNenh8bTq1XaKev9I+gqJuLSPHK3dC/5Att9D/M1t/8Kc8f/wDQEh/8Dov8av2Pwu8f2VlHb/8ACPwvsBG7+0IhnnPrXfxljqGZQorCS5uVu+jW9u9jzcThqs6fLFa3/wAzlrv/AJDOnfSX/wBBFaNa83wu8fy31rcf8I9CPI3/AC/2hFzuGPWrX/CufH//AELkP/gxir4aeErNRsunl3Z+hcI5nhcvy72GKlyy5m7Wb0duyaI/Bn/Ipaf/ALrf+htWqf8AkY/DH/YZtv5mmaN4K8f6RpFvYf8ACLQy+SCN/wDacS5ySenPrVv/AIRfx+dS0u7/AOETh/0G9ju9v9qRfPsP3c44z6819RKtB0eW+tj8kpZZi45h7Zw93mbvdbX9T3mvjrxv/wAlA8Sf9hOf/wBCr6O/4SXx7/0TyL/weRf/ABFeN658LvH+s+IdS1X/AIR+GH7bcvceV9vibZuOcZyM/XFdvD+Mo4TGe1rytGzXV/kfU1YuUbI8zuf9SfqP5iuzqxJ8GfH8ibf7FhHIP/H7F6/Wtn/hXHj/AP6FyH/wYxVy8YYinmOKp1MK+ZKNn01u+9jzMVhatRR5Vtft5HHWX/IX1L6x/wDoNWNR/wCQZd/9cX/9BNdBB8LvH8N9dXH/AAj0J8/Zx/aEXG0Y9aluPhn4/uLaWH/hHYV8xCmf7QiOMjFfKywtXnTt27dkfp+S5xg8Nk8MNWnaai1az316pWNHR/8AkCWH/XtH/wCgiuk+HX/JT7r/ALA3/tYVi2fhTx/aWNvbf8InC/kxrHu/tSIZwMZxitPw5pPj7QPFEutHwbDP5ll9k8n+1olx84bdnB9MYxX01atCVPlT1Px7LMtxVDG+1qRtHXqv8z2mvh1v9bL/ANdH/wDQjX1X/wAJL49/6J5F/wCDyL/4ivDT8HfH5Zj/AGJD8zFv+P6Luc+tenw3jsPg8TKpiJWTjbZvW67Jn0laLkrI4zTv+Q1a/R/5V1FXbf4QeP7e9iuP7Dhbyww2/bohnIx61qf8K48f/wDQuQ/+DGKvC4nax2ZTr4f3otLXbZLvZnlYrCVqkk4rp5d2cdpP3b3/AK+5P51Zl/5CWkf9f8X9a37P4XeP7X7R/wAU9C3mzNL/AMhCIYzjjrUz/DTx+1zaTf8ACOwj7POs2P7Qi+bGePbrXk0sPUjiIza0ufpVTNMJLh94NT/ecnLaz3t3tb8TdrpvhL/yMHi3/etP/RbVzv8Awjnj/wD6FGH/AMGsX+FafhGy8feFtQ1e6PguG5/tAwnb/a8SeXsUjrg5zn2r6DE1oThaLPyfJcuxOGxDnWjZWa3XddmdV8Yf+SUa9/1zj/8ARqV8q19HeMZPHvizwnf6GPA0Vr9rVV87+2Yn24YN93aM9PWvKf8AhTnj/wD6AkP/AIHRf4173DOZ4XBKr9Yly3tbRva/ZM+irQlK1jk9F/5C8n/XD/2atnUP+QZdf9cX/ka2bL4SeP7O7af+woX3R7Nv26Id8561duPhn4/ntpYf+EdhXzEK5/tCI4yMV8jnq+tZnUr0dYt6Pb89TzK2ErSrKSWmnY5yx/5B9t/1yX+Qqew/5G3Sf92f/wBArctvhp4/gtYYf+EdhPloq5/tCIZwMetS2/w48fwavaX/APwjkLfZw42f2jEN24Y69q4MJQqU8TGpJaJn6ZxDm2ExmSVcLQnepKKSVmtdOrSX4mzXonwk/wCSXaL/ALsv/o168/8A+Ec8f/8AQow/+DWL/Cuj8Iy+PfC3hay0U+Born7KGHnf2zEm7c7N02nH3sda9zFVYTtys/LMiwOIwrqe2ja9rap9+zPUq43/AJrR/wBy9/7cVC3ibx6FJHw7jY+g12Hn/wAcqDw6nijUviJJrmt+Gf7Gtl0k2if6fFcbn80P/DyOCe3brzXIfQnf0UUUAFFFFABRRRQAUUUUAFc34w8N3OvW9hc6ddR2uq6ZdLdWksqlkLAEMjgc7WBIOOa6SigDkdF8Pa1L4pbxH4lnsDdxWptLS2sN5iiUsGdyzgEsSAOgAA7111FFABRRRQAUUUUAFFFFAFWz1G01BrlbSdZTbTGCbb/BIACVPuMii31G0ury7tIJ1e4tGVZ4x1jLDcufqOa4aCbxD4K1TV4IvDdzrOm319LfW9xZSoHRpDlo3RiOjZww4xitbwfp+rtqmteIdas0sLjVGhWOxWQSGGKJSF3MOCxLEnHTigDraKKKACiiigAooooAzNG8Q6P4htvtGkalbXseOfJkBK/7w6qfY1p15HrEem+Nrn7V4W8HXcl4eU17e2mopP8AGHHzyf8AfJrY0uHx74TGlJqupweIrS4uY7a4VbZhNbBzgOHH31XqxYA4oA9EooooAKKKKACqWq6tYaHpsuo6ncrbWcRUSSuDhdzBRnHuRV2qGtapZ6NpFxfX6yNbRgK6xxGVm3EKFCgEnJIH40AT2V/Z6lardWF1BdW7/dlgkDqfoRxVivHJvCup+INQF/4T8PS+DCzAtqEs5gklX0NrH8p/4Hiu38PS+KdP199E12WPVLU2huINVitTD8wYKY5AMruOcjBHAPFAHWUUUUAFFFFABSMwVSzEBQMkntS1xfxOTd4ds2uElk0mPUYH1VIgSTajO7IHJUNsJA7A0AdVb6nYXcLTW19bTRK/ll45VZQ/Hy5B68jj3q1XgqavoFz4W8VeHfD8trJe6lroOlWlko6bYCsgC8KilGOeB8pr3qgAooooAKKKKACsbXPFmgeGhH/bOrWtk0nKJK/zMPUKOSPetmvF/iSraTL4zkvtOuJf7ZsoE069jgMqpsXDQlgDsy2W9Dn2oA9gW+tXv5LFbiM3ccayvDu+cISQGx6EgjPtViuE8PXp8UeP5vEdja3MWkQaZ9hjuLiFojcyNKHyisAdqgYyQOWNd3QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUdT006ktqBfXlp5Fwk+bWXYZdufkfg5Q55HsKvUUAeV3Mvh668TX1ld+PPFOkXxuZMWtxd/Zoz8x/1RZNpT+7gnjFdz4e0D+w1nYa3q2qLcBSDqFyJgmM/cwoxnPPrgVz+uX2u+I5brSbDwZbTWkcrRNea8VEDFSRuSIZd1PUHjIqz4A8Dy+DIb/zdS+0G8ZH+zQoY7e2xuyI1LMRndz64FAHZUUUUAFFFFABRRRQB5J4O8U+I9C8J6XrXiGaXV9BvYRLLeqmZ7BiefMA+/H33Dle/GK67wLrD60fEc4vftltHrEkdrIr7lEXkxMApHbLE/jXOW3j6aH7BpXhbwS91ptwk66eTeR26zpCQHKqQcLlhjOM1vfDWa0ufD13NZ+HotBDX0vm2ccwfEgChiwwNhyMbcfwg9CKAOyooooAKKKKACuD8dt4m0ey1DXLHxSLWzjEYhsf7NjkO9iqAeYzdC5zkjgH2rvKzPENtpV34ev4Nc8oaW8J+0mVtqhOuc9sdQfWgDidT0r4lad4fn1AeNbKW5t4WmkgGlxqpCjJCuT14OMqPwruNAuzf+HNLvDcG4NxaRSmZoxGZNyA7ioyFznOB0rx83fgy5h+x3fxC8VX2kEYNoYJ2WVP7rSLDll7denevZ9MktJtKs5bBQtk8CNbgIUxGVG35SARxjggYoAtUUUUAFFFFABWD4n1u50ZtFS2SFm1DVIbJzKCQqMGZiMEc4XA9z3rerkviEbI6JZQ6nZxz6bNqEMd1K8jR/ZkOcShlIKkNt5zxk54oA5jVvEOqaVqWv61odlo8Oi6HcR292v2bE142FMuHGNpXeAOuSK9UrmovCvhr/hGP7CgRRpjyCZ1W4JMrbw+WcklskDOTz06V0tABRRRQAUUUUAFcBeXPjHVvHGradoWuWFpp9gsIl+0WPmOjugbaPm+bj5snGNwHODXf15r43/4R3SPEX9o/8JlP4b1m5iVZlt8Si4RchWeIqckcgNx3oAqXOr/EPRdZvbOfU9H1CS2sTqMcH2Noxcwq21xuDZRwcY4IORz1r0nSdRj1fRrHU4VZYry3juEVuoV1DAH868+8HR+E9avNUhh8TXuv6xe2TQ3NzOGjdLfOCsY2gIuWB45yc16NZWkOn2NvZWybILeJYo1/uqowB+QoAnooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKo6npzaitqFv7yz8i4Scm1cKZQuf3b5ByhzyBg8Dmr1FAHCx+HIdfv9TnsfG/ihBDeSQzRQXCJHDIDkxpui5C7gOp9M5BrU8LWltp2o6tYJ4i1fVrq3MQnj1KQN5GVLLsIRRhgeTz93tg1irB4t8IapqiaRoEGu6Zf3kl7HtvUtpYHk5dW3jDLuyQRzzWt4R0jV4b/V9e11IINQ1Roh9kt33rbxRKQilv4m+ZiSOOeKAOqooooAKKKKACiiigDzXSfDM1x4W8Maj4T1m2mm0vz/sU13aukU0EpIKOuQwIAXn/AGenNdV4R0G60HT7z+0LuO6v7+8kvbl4kKRh3AG1ASTtAUDnmuV8PeEvFFnYMNF+IlnJYPLIyJHpEckaNuO8IfN4G7d8ucA5HFdh4Z+2jT51v9fttanS4dDPb26wiPbgGMqrN8wIOec84xxQBtUUUUAFFFFABXL/ABEsJdT8CanaQWs91M4jMcECB2dlkVgMEgFcjnnpmuorB8Z63ceHfCd9qdpFHLcxhEhWTO3e7qilsdgWBPsKAMW28ear9mj+0eAPEUcu0bkiSJlB9AS4yPwFdlZztdWVvcPBLbtLGrmGYAPGSM7WwSMjoea8muG+ILT+KYoPG487QxE4j/s2BVmVoRKQCVJX+IAnPTmvTvD92b/w3pd4bh7g3FpFKZpECNJuQHcVHAJznA4FAGjRRRQAUUUUAFc143g0y40WFNV8OXmvwC4Ura2kQkZG2t85BZeAMjOf4hXS1l6/eatY6es2j6dBfz+Zh457ryFVMElt209CBx7+1AHk92ngKw8n7X8KNdhE0giRnsUClzwFz5uMk8Ad69sryu/1TxD8QLKbw5HH4dsopyouZoNYW6ljQMGO1FUfNxwTxXqlABRRRQAUUUUAFebTapceGfiTr92vhbXNSgv47fN3Z2YfYyRgbVJI3JjB7YYNwetd5q1tfXemTQabqA0+7bb5dyYBNswwJ+QkA5GR+Oa5a5j8Qax4k1W10jxmLJbExJLatpCSeWWjVhh2Ybs/e9s47UAa2heKjrl69sfD+u6dtjMnm6haCKM4IG0EMfm5zj0BroK5/QtJ8R2F68useJ11S3MZVYRp6QbWyMNuUkngEY9/augoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8y8P67qfgXRovDeoeE9dvpLIukF3ptsJ4rhCxKsTkbCQeQa6TwLp2o2WmaheapbC0utU1CW/NqGDGBXChUJHBOFBOO5NdTRQAUUUUAFFFFABWF4yuNLtfCd/JrVrJdaftVJIIvvyFnVVC8jB3FcHIrdrL8SaHD4k8PXmkTyvElwgAlT70bghlYfRgD+FAGF4t8HaFfx3mt30Wo7ktCLqKxumiN3EgJ8twGAfuBkjr1rpNHntLrRLC409AllLbRvbqBjbGVBUY7cYri7nRviTqdjJpF9q/h+KymQwzX1tBL9peMjBIQ/IrEZ5zxniu50+yg0zTbWwtlK29rCkMQJzhVAA/QUAWKKKKACiiigArg/izcWVt4ZsG1W48rSW1OAX8YcqZ4fmLIMcnoGIHJCnFd5TJIo5l2yxo6g5wygjNAHiXi7WPhgdCh/4RubR7TWxLGbC5sohC0Dhh8zsAMKBnIbr6Zr1rRfE+ieI/P/ALG1O2vvI2+b5D7tm7OM/XB/Kr32Cz/59IP+/YqSKCGDPlRRx567FAzQBJRRRQAUUUUAY/ijXV8M+HrjV3g89IGjDpv24VpFQsTg8KGLfhXn00yat4/16/0nx/Do3k+RAyiG3kinXylYEFm+fBZhkjIyRnAr1aWKOeJ4po1kjcFWRxkMD1BB6iuZg+HHg+C9vLr/AIR3TJGumViktnGyR4ULhFK/KDjJx1JJoAj8Li/GpyfavHNtryeScWsVvBGUOV+fMZzx09Pmrray9N8NaDo1w1xpeiabYzshRpLW1SJiuQcEqAcZAOPYVqUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==
|
integer
| 328
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
DVQA
|
figure question answering
|
คำถาม: ผลรวมของค่าความแม่นยำของอัลกอริทึม candy สำหรับชุดข้อมูลทั้งหมดคือเท่าไร?
| null |
18
| null |
free_form
|
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text
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math-targeted-vqa
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function plot
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['algebraic reasoning']
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FunctionQA
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textbook question answering
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คำใบ้: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ในตอนท้าย
คำถาม: อนุพันธ์ของ y ที่ x=6 คือ ____ เมื่อเทียบกับที่ x=8
ตัวเลือก:
(A) มากกว่า
(B) เท่ากับ
(C) น้อยกว่า
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['มากกว่า', 'เท่ากับ', 'น้อยกว่า']
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มากกว่า
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A
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multi_choice
|
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
|
integer
| 330
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย
คำถาม: ลบลูกบาศก์เล็กๆ ทั้งหมดออก ลบลูกบอลสีน้ำตาลทั้งหมดออก เหลือวัตถุทั้งหมดกี่ชิ้น?
| null |
7
| null |
free_form
|
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
|
integer
| 331
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็มและระบุค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย
คำถาม: ผู้คนหลายคนเปรียบเทียบจำนวนหน้าเว็บที่พวกเขาเข้าชม ค่าเฉลี่ยของตัวเลขคืออะไร
| null |
64
| null |
free_form
|
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p2V48X+sW3uFkKfUKTiuAs5NL1n4g6nbJYXFpo19oIF2J4Xs/OIl2g7TtYfK7Lu4zggcCmar9o0nxlDNJpdtpa22m30WkGyIcXW1A22Q4UphUDBMEZz83HIB6HDrOl3Ooy6fBqVnLexf6y2SdWkT6qDkVw3xV/5hP/bb/wBkrO8M/adI0rwRd3+m6TJZXhijgkhRvtUEssTESM5OH387uBgt/FitH4q/8wn/ALbf+yVvhv4q/rodWC/jx+f5HRR6HaeIPBGl2V4ZUUW9vLHLC+ySKRVUq6N2IIqMeBNMbSr6znur+4nvZ47ia/llBuDJGVMbBgoA27RgAY9uTU+h6hcp4f01F0e+kVbWIB1eHDfIORmQHH1FaH9pXf8A0A9Q/wC+4P8A47USi+ZmU4Pmf+aMOXwBYz3NzdT6pqkt1d2UtjdTPJGTPE4xgjZhdvVdoUZ6g5OdV/DlnJcaLM0kxbSFZYBkYcNH5Z38c8emOan/ALSu/wDoB6h/33B/8do/tK7/AOgHqH/fcH/x2p5WTyP+mjDtvh/YWw0uP+0tTlttKuFnsbaSVNkOAQF4QFhhsfMSQOhHOY7j4caZcWM1g2oaoti07XEFssyBLaUv5m+P5c/eJIDFgMniug/tK7/6Aeof99wf/HaP7Su/+gHqH/fcH/x2jlYcj/porWWlL4dtdUuLJLvULi7uDdyRs8YeSTYiYUnaoyEB5PUn6VR8EeHZNC028muYEt7zUbyW8mgR96wBmJWMN3Cj04yWxxWv/aV3/wBAPUP++4P/AI7R/aV3/wBAPUP++4P/AI7RysOR/wBNGjWdpv8Ax/6x/wBfi/8AoiKj+0rv/oB6h/33B/8AHaz9P1C5W91UjR75i10pIDw5X9zEMHMnXjPGeo9xVKLsyowdn/mu6Kv/AAgOns6xSahqkumrcfaF0yS4Btw4beP4d5UNztLEe1XX8PzXqa1Bfahdm3vbhJbYw3DK9sqon3DgbfnVjjkc85yRV3+0rv8A6Aeof99wf/HaP7Su/wDoB6h/33B/8dqeVk8j/pozoPBmmi11KLUJrrVJNSiEF1PeuC7RgHCDaFCgbiflA5OetJp3g21stSgv7nUtS1Oa2iaK2+3zK4gVgA20KoySBglsnHetL+0rv/oB6h/33B/8do/tK7/6Aeof99wf/HaOVhyP+mjH07wHpum3tnKt5qE1rYOz2NjPMGgtmIIyo27jgMQNxOAeMVhfFX/mE/8Abb/2Su1/tK7/AOgHqH/fcH/x2uB+JVzLcf2X5tjcWu3zcec0Z3fc6bGb9cda3w0WqqOnBxarx+f5HY2urWWheBrLUtRm8m0gsoTJIEZ8AqoHCgk8kdBSaf4y0bVL6KztTqHnS5C+bplzEvAJ5Z4wo6dzXOeNMj4Hy7QCfsFtgE47x1trq3iyNJpb3w/p0MEcMkheHU2mbKoSoCeUuckAdR1rCXxM5Z/Ezp6qadqdnq1u89lN5sSTSQM20rh0Yqw5A6MCK8w8M3fiO6g8NatBb+Ipri8kik1Ce7u4Ws5YZFy5SMSnZtyCu1AcLg1SjjudN8Ca/wCJLPV7+O8sNYu3ggjuCsPF0cxtGPlfdk8sCfmGMYqST2eivMZTfyad8RdUOraj5mnvdxWUSXTqkOLVGyAD1y2R/dIyMEnOpf6vNaap4IaS9mWGW2uJblRIf3oW23ZYfxYPPPegDuqK8k0zUNatdS8JamZrtbXWrraReau1xJPE8TuC0HliOPGFOUbjgYOeJ7W31ifwprPiC31bVJ9RsNUupLeA3b+W0MNyxMJTOG3KrLz6gdABQB6pWdpv/H/rH/X4v/oiKsXw5qL+IfEeqaxb3cr6TFFDaWiBz5cjbfMkk29CfnRM/wCwRW1pv/H/AKx/1+L/AOiIqpbMuOz/AK6oZB4j0i58QTaDBfRy6nBEZpYEBOxQQDk4wDll4znkcVb1DUbPSdPmv7+4S3tYV3SSucBR/njHeuWW2gtfi5bLbwxxK+iXMjBFA3O1zEWY47kkkmrvjnTrnUfD8f2NY5Li1vba7SCWQIs5jlVvLLHgbsYGe+Kkguad4q0TVba8uLa+ASyG65E8bwtCuM7mWQAgYBOSMHBpukeLtD1y7+yWF6Xn8vzVjkgkiLp03JvUb15HK5HNceNQS6+Ieo3mvaYmnaYvh8Ldw3zRyZXzjtMoUsoH+sAGTwD0pfEP9q2vjG3lvZYLgzWN/Hoos1MZgby9x8wHJclVUBgQMj7vIwAddZ+MdA1DVF0211ASXLs6R/unCSsn3gkhG1yMHIUnoa5X4q/8wn/tt/7JVLw7Pqei+H/Ad1/aUN5Yah9ntfsP2aNVh3wsQ0bgbty7fmyTnLdKu/FX/mE/9tv/AGSt8N/FX9dDqwX8ePz/ACOps9Ksta8EWOnahD51pNZwCSPcVzhVI5BB6gVu1z2hzauPD+miKxsWjFrFtZrx1JGwYJHlHB9smtDzta/6B+n/APgc/wD8aqJRfMzKcHzP/NFKz8F+H7C+iu7awKPC5khjM8jRRMc5ZIixRDyeVA61CvgLw0twJhpxz9oN0yfaJfLeUuX3um7ax3HI3A44AwAK0/O1r/oH6f8A+Bz/APxqjzta/wCgfp//AIHP/wDGqnlZPI/6aHwaNp9suoJHbLt1CVprpWJYSuyqhJBJ4KqBgccVnWXgrQLC5tbmGykaW0Vkt2muZZfKVlKlF3scLgkbentV7zta/wCgfp//AIHP/wDGqPO1r/oH6f8A+Bz/APxqjlYcj/poy4/APhqKKKNNPcCCRZID9qmJgK9BGd+UXn7q4HtVyXTZ9J0eeDw3a2i3Es0k227mcR75GLOxIDE8knbwO2RVjzta/wCgfp//AIHP/wDGqPO1r/oH6f8A+Bz/APxqjlYcj/poh8L6BB4X8N2Oj25DLbR4Zwu3e5JLNjtliTjtU2m/8f8ArH/X4v8A6Iio87Wv+gfp/wD4HP8A/Gqz9Pm1cXuq7LGxLG6XeDeOAD5MXA/dcjGOeOp9MmlF2ZUYOz/zXdEMnw/8Oy6odTaG/wDthJ/ejVLoEAtuKgCTAXIB29OOlW/+EW0+Ya1FexrdW2qzrNLC+cLhEUYOeuU3ZGMEjHTNW/O1r/oH6f8A+Bz/APxqjzta/wCgfp//AIHP/wDGqnlZPI/6aIbDwxo2m2l3a29kGivBi58+RpmmGMYdnJZhjIwTgZqLSfB+haJeC7sLIpOsflI8s8kpjT+6m9jsHA4XA4q352tf9A/T/wDwOf8A+NUedrX/AED9P/8AA5//AI1RysOR/wBNFOw8GeH9M1NdRs9OWO4Qu0f712SIv94xoSVQnJztA61y3xV/5hP/AG2/9krtfO1r/oH6f/4HP/8AGq4H4lPev/Zf2y3t4cebt8mdpM/cznKLjt61vhotVUdODi1Xj8/yOr/ty38N/D211e7inlgtrKBmjgUM7ZCqAASATkjvVu68Uada+ET4mZpH0/7MtyuwAu6sAVUDONxyABnqa5zxR/yR1P8Ar0tP/Q46wZInN5J4EKn7Ppt3PqR9DaKolhX8JpFX6RGsJfEzln8TPTtJ1KHWdGsdUt1kWC9t47iNZAAwV1DAHBIzg+pq5XjlnDb6zpvhXS7iPSkSz8MW148+rI88IVlC/LEJEXcNmS5OQCB3qPQYIvEWnfD221NjdwmXUopUfcPMRN4VGBJOMKvykngYOakk9nrO0vWbfVp9SigSVW0+7NpL5gADOER8rgnjDjrjvxXntvaeHbq48TX3iO4+zX9hqphgnWQrPawqE8kRAZIBBzgD5iT1qnqWh6feaJ8StVuIPMvLO8uJLWUsc27paxOHT+62cZI5OAO1AHr9FVtPlebTbWWQ5d4UZj6kgVZoAKztN/4/9Y/6/F/9ERVo1nab/wAf+sf9fi/+iIqpbMuOz/rqijZeL9N1DxVP4ftluXuIIXlefysQko6o6BifmYMwBwCOozkYrQ1nWLTQtLk1C8L+UhVAsa7nd2YKqqO5LEAfWublubZfi7afv4gBoc6n5x977RFx9aPiJe20nhWa3WWAk31rbyzl8/YWaVMStgggpkMMkds8VJBpW3jGwdr+PULe70qaxtvtc8V6igiDn94CjMCPlI4OQe1M03xnZX12ltc2OoaY8sDXMBv4lQTxrjcykMcYBBKtg4PSvPvE9ldRy+KrA38mu3UmgLO106oJYkSXJhxGAuGG5hhQTg5zxjo/FOq2moeIPDVxpvlal5Fte3zxQsG3w/ZmUA46BmdAPX8KANvTvHFjqFzp6Gw1G1t9SJFhd3ESrFcnaWG3DFlyoJG4LkCsD4q/8wn/ALbf+yVj6NC1lb+ALs6yNWhnmRLfTTt2WoeF/mjI+c+UMr+8LYBPQ4rY+Kv/ADCf+23/ALJW+G/ir+uh1YL+PH5/kdfpFrb3vhPTbe6ginhezh3RyoGU4VSMg8dQDWgbK1a5kuWtoTPJGIXlMY3MgJIUnqVyTx05NYuhw6ufD+mmK+sVjNrFtVrN2IGwYBPmjJ98CtDyda/6CGn/APgC/wD8dqJJcz1MpxXM9fz/AMhZdB0edbRZtJsJFsgFtQ9shEAGMBMj5cYHTHSnQ6NpdvcfaINNs4p/MebzEgVW3uMM2QM7iOCeppnk61/0ENP/APAF/wD47R5Otf8AQQ0//wAAX/8AjtTZdyeVd/z/AMh8+i6Vc6hFqFxplnLexY8u5kgVpE+jEZFSHTbAw3cJsrYxXhY3KGJds5KhSXGPmyoAOewxUHk61/0ENP8A/AF//jtHk61/0ENP/wDAF/8A47RZdw5V3/P/ACNBEWNFRFCqowFAwAPSlrO8nWv+ghp//gC//wAdo8nWv+ghp/8A4Av/APHaLLuHKu/5/wCRo1nab/x/6x/1+L/6Iio8nWv+ghp//gC//wAdrP0+HVze6rsvrEMLpd5Nm5BPkxcj97wMY456H1wKSVnqVGKs9fz7olfwZ4WkuWuX8NaO07P5hlNjEWLZzuztznPOauQaJYwS6m/krINSlEtwkiqVY7FTGMcjCjrnqaTyda/6CGn/APgC/wD8do8nWv8AoIaf/wCAL/8Ax2psu5PKu/5/5Eun6RpukRPFpun2llG53MltCsYY+pCgZpLDRtL0p5n07TbOzeY5la3gWMufVtoGfxqPyda/6CGn/wDgC/8A8do8nWv+ghp//gC//wAdosu4cq7/AJ/5DrXQtIsb2S9tNKsbe7kz5k8VuiO+euWAya4j4q/8wn/tt/7JXa+TrX/QQ0//AMAX/wDjtcD8SkvU/sv7ZcW82fN2+TA0ePuZzl2z29K3wyXtVqdODSVeOvf8jvvD/wDyLWlf9ecP/oArH8LeM4/E2o6jaiya2WA+ZayNJu+1Qb3jEoGBgbo2454IPeqmsalPp3wysY7JtuoX1tb2Nn6+bKqoD/wEEt/wGsVtL1jwbqHhrU7270yTTbLbpEgs7SSFlgl2qjOzSMCBIsfYfeNYS+JnLP4md2PEWhtdx2i6zpxuZWKRwi6Te7AlSAuckgggj1BFNvfEOm20V2kWoae95BHK32eS8SP5kXcwY87QAQScfKDk15I97pb+AfEWjQbBr95rdybWAJ+9ml+1HZInchcfeHA2mugNrAPD3xUu/KTzzNdxmTHO0WcZAz6ZY/nUkna6V4g/tPXdQ0w2yIbO2tZ/NSber+cHOBwOBs6989q264PwT/yNus/9gnSv/QJq7ygAooooAKztN/4/9Y/6/F/9ERVo1nab/wAf+sf9fi/+iIqpbMuOz/rqjLsvFcl541m8PnSbiCFLWWdLuZgvmmORY22pjO3LcMSM44GMGtDxFrkfh/SGvWgkuZWkjggt4yA00sjBUUE8DJI57CuMuPGPhtPi3bu2uWAWPSZrVyZhhZjPH8h/2uDx7VteLrrSdW8PalGb+aGTSrqF3uIIGla0nRkkRiuPmAypOP4c9KkgltfF10k2pWeraJNb6lZWovEtrST7V9piOQPLIVSW3LtIIHJHY0218U6qNWt9M1TQEsrq9t5ZrILeiVXaMAsjkKNh+YcgMOvNczo+oXs/inVfFSXQ8QQ2Oj/Z92nW/lRSuZN5jiBZtzALknceWA46VLpN5pV58SbG+8N30+pC7huDqXnM0wtEOGQKX5iJfA8sEDH8PyigDcHifxFBr+l6Xf8AhyxjN+7Ddb6oZWjjUZaQqYV4GVHUcsB3rJ+Kv/MJ/wC23/slbXhxv7U8YeJtWfn7NOml2+f4EjRXfH1eQ5/3R6Vi/FX/AJhP/bb/ANkrfDfxV/XQ6sF/Hj8/yO18P/8AItaV/wBecP8A6AK0a8St/GniC1toreHUNsUSBEXyYzhQMAcr6VJ/wnniX/oJf+QI/wD4mtZYObd7o3ll9Vybuv6+R6xoujW+h2ctravK6SXE1yTKQTukcuw4A4yxx7etaNeLf8J54l/6CX/kCP8A+Jo/4TzxL/0Ev/IEf/xNL6nU7on+zqvdf18j2mivFv8AhPPEv/QS/wDIEf8A8TR/wnniX/oJf+QI/wD4mj6nU7oP7Oq91/XyPaaK8W/4TzxL/wBBL/yBH/8AE0f8J54l/wCgl/5Aj/8AiaPqdTug/s6r3X9fI9prO03/AI/9Y/6/F/8AREVeT/8ACeeJf+gl/wCQI/8A4mo4vGniCGSZ49Qw0z75D5MfLbQufu+igfhTWEmr6opZfVSeq/r5HttQQWcFtNczRJtkuZBJK24ncwUKOvThQMDj8zXjv/CeeJf+gl/5Aj/+Jo/4TzxL/wBBL/yBH/8AE0vqdTuif7Oq91/XyPaaK8W/4TzxL/0Ev/IEf/xNH/CeeJf+gl/5Aj/+Jo+p1O6D+zqvdf18j2mvOfir/wAwn/tt/wCyVzn/AAnniX/oJf8AkCP/AOJrO1XXtS1vyf7RufO8nOz92q4zjP3QPQVrRw04TUmzbD4KpTqKba0P/9k=
|
integer
| 332
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย
คำถาม: พนักงานขับรถแท็กซี่บันทึกจำนวนไมล์ที่เขาขับในแต่ละเดือน เขาขับรถแท็กซี่รวมกันทั้งหมดกี่ไมล์ในเดือนมกราคมและเมษายน? (หน่วย: ไมล์)
| null |
7873
| null |
free_form
|
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|
text
| 333
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
Geometry3K
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ต่อท้าย
คำถาม: หาค่า tan X
ตัวเลือก:
(A) \frac { 5 } { 12 }
(B) \frac { 12 } { 13 }
(C) \frac { 17 } { 12 }
(D) \frac { 12 } { 5 }
|
['\\frac { 5 } { 12 }', '\\frac { 12 } { 13 }', '\\frac { 17 } { 12 }', '\\frac { 12 } { 5 }']
|
\frac { 5 } { 12 }
|
A
|
multi_choice
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text
| 334
|
general-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
Super-CLEVR
|
visual question answering
|
คำถาม: มีจักรยานสองล้อแบบต่อกันสีเหลืองน้อยกว่าที่อยู่ด้านหน้าจักรยานสีเหลืองเมทัลลิกขนาดเล็ก หรือจักรยานเมทัลลิกที่อยู่ทางด้านซ้ายของเครื่องบินเจ็ตสีน้ำตาลขนาดใหญ่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
|
ใช่
|
A
|
multi_choice
|
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
|
integer
| 335
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
|
คำถาม: ลบลูกบอลสีน้ำตาลด้านขนาดใหญ่ทั้งหมด ลบกระบอกสีน้ำเงินทั้งหมด เหลือวัตถุทั้งหมดกี่ชิ้น?
| null |
2
| null |
free_form
|
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
|
integer
| 336
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
DVQA
|
figure question answering
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ตอนท้าย
คำถาม: ค่าของแท่งที่สูงที่สุดในแผนภูมิทั้งหมดคือเท่าใด
| null |
8
| null |
free_form
|
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
|
text
| 337
|
math-targeted-vqa
|
abstract scene
|
['numeric commonsense']
|
IconQA
|
math word problem
|
คำถาม: นาฬิกาบอกเวลาเท่าไร ตอบโดยพิมพ์คำบอกเวลา ไม่ใช่ตัวเลข มันเป็น (_)
ตัวเลือก:
(A) เจ็ดโมงครึ่ง
(B) เจ็ดโมงสี่สิบห้านาที
(C) แปดนาฬิกา
(D) อีกสิบห้านาทีถึงแปดโมง
(E) ผ่านแปดโมงไปสิบห้านาที
|
['เจ็ดโมงครึ่ง', 'เจ็ดโมงสี่สิบห้านาที', "แปดนาฬิกา", 'อีกสิบห้านาทีถึงแปดโมง', 'ผ่านแปดโมงไปสิบห้านาที']
|
เจ็ดโมงสี่สิบห้านาที
|
B
|
multi_choice
|
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
|
text
| 338
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
GEOS
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ที่ท้ายคำตอบ
คำถาม: ในรูปสามเหลี่ยม ABC ด้านบน AB = AC, E เป็นจุดกึ่งกลางของเส้น AB และ D เป็นจุดกึ่งกลางของเส้น AC ถ้า AE = x และ ED = 4 ความยาว BC คือเท่าใด
ตัวเลือก:
(A) 6
(B) 8
(C) 2*x
(D) 4*x
(E) 4*x^2
|
['6', '8', '2*x', '4*x', '4*x^2']
|
8
|
B
|
multi_choice
|
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
|
text
| 339
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
GeoQA+
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ต่อท้าย
คำถาม: ดังรูป ในวงกลม O โดยที่ AB=AC และ ∠BAC＝70° แล้ว ∠AEC มีขนาดเท่าใด ( )
ตัวเลือก:
(A) 65°
(B) 75°
(C) 50°
(D) 55°
|
['65°', '75°', '50°', '55°']
|
55°
|
D
|
multi_choice
|
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49zxXKWfx38Hz6iLK7TU9NYkASXtsFXnudrEge5AoA9NopkUsc8KTQyJJE6hkdDkMD0II6in0Acx4zfxhHYGTwo2kqyRu8v20OXJAyBGB8uev3vavKvgl428SeLPHWojW9Vmuo109nWE4WNW8xBkKoAzgkZxnmvd7n/j1m/3D/Kvmn9m/wD5HrU/+wa3/o2OgD3T4htryeBNUbwyJDqoRfK8oZkxuG/aP723djv6c4rm/gvP4xn8PXx8Wi+yJx9lN8pWYrj5s7ucZxjPvXa654o0Pw3B52s6ra2akZCyyDc3+6vVvwFZ3hDx5o3jg350Y3DxWTqjyyx7A+4EgqM5xx3AoA6eiqmpapY6NYS32pXcNraxDLyysFA/+v7V5/L8cPDKRtcw6frtzYIcPfRWP7leccsxB/SgD0uisTwz4u0TxfYG80W+S4RcCRPuvGT2ZTyOh9jjirms63pnh/TpNQ1a9itLVOskjYyfQDqT7DmgC/RXls3x88IwTxh7XWRbyfdujaARn6ZbJ/AV6Bo3iDSvEGkJqul30VxZMCfMU4246hgeVI7g0AaVFcDrPxl8FaPOtuupHULhnC+XYL5oGTj72Qv603xV8ZfCXhTUG0+4muL27jOJY7FFfyz6MSwGfYHI70AegUVzfhDxzoXjiyludGuGZoSBNBKu2SPPTI9Dg8jI4NXvEXiXSfCmlNqWs3a21uDtBIJZ27KoHJPBoA1qK88f4x6FbQR3eoaR4hsLCUgR3t1pzLC+emCCc/lXZ6FrVn4i0W21bT2drS5UtGXXaSASOn1FAGhRXO+KPHHh/wAHxRnV74JNL/qraJS8sn0Uc49zxXKWfx38Hz6iLK7TU9NYkASXtsFXnudrEge5AoA9NopkUsc8KTQyJJE6hkdDkMD0II6iuM1L4o6FZ61No9ja6prV/b58+HSbQzmIg4IY5A47/l1oA7aiuM0D4oeHPEWupolr9th1Nt+62ubZo2j2jJDZ4B9q7OgAooooAKKK4W9+LPh2HVJdM0yDU9dvIc+ZFpFoZ9mODzkA/UEigDuqK4rwx8U/DfijVW0mFruw1RSR9j1CHypCR1A5Iz7Zz7Vu694q0LwxCsutarbWQYEosj/O4HXao+Y/gKANiiuF0z4u+EdT03VNSW8lt7HT3RHnuI9olZgSBGuSzH5TxgGsjTvj74Kv9SSzdr+0V22rcXMKrF9SQxIHuQKAPUaKQEMAQQQeQRXLeLPiJ4c8GvHBqd073soBjs7ZPMmYHocdvbJGe1AGT8UNW8aaFolzqnhx9LjsLWAPO0ys1wG3EEoCNmACDzz1/HC+A/iXWfE2na5da1qM97KtxGEMrcICpyFA4A+gqr42+K+g6x4J1nSZrTVtLvrqzf7PFqNoYvN/3SCR+dVP2av+QHr3/XzF/wCgmgD3KiiigArz/wCKGreNNC0S51Tw4+lx2FrAHnaZWa4DbiCUBGzABB556/jreLPiJ4c8GvHBqd073soBjs7ZPMmYHocdvbJGe1cF42+K+g6x4J1nSZrTVtLvrqzf7PFqNoYvN/3SCR+dAFr4D+JdZ8Tadrl1rWoz3sq3EYQytwgKnIUDgD6CvXa8N/Zq/wCQHr3/AF8xf+gmvT/FXjnw/wCDYozrF7smmGYbeNS8snbhR29zgUAdHRXnE/xo0GwuYY9Y0fxDpEU3+ruL/TyiMPUYJY/gK76PULSbTRqMVxHJZtF5yzRncpTGcjHUYoAW8vrXT7fz7y4jgi3qm+Rto3MQqj6kkCrFfLPxE+KjeKPF+mxW6XEOhaddxzLGykPOwYZcr9MhR7+/HvnhX4haH4xvJ7XSxeCSCPzH8+3MYxnHBNAHVUVxut/E7w7ousf2MhvNT1UEhrLTbczyKfQ4wM+2cjvVTSPi74b1LXF0W7h1LRtSdgiQapbeSWY9BwSBntnGaAO9ooooAKK47xT8S9D8HX32bWINSiBxsnW0YxSEjOFfoSO+Olaug+LNM8S+HDrul+fNaDf8vlHzCU6gL1J9MdaANyivNrz44+ENPuWtr1dVtp0+9FNZMjD6g812+qeINI0TT0vtV1G3srdx8rzyBd3GcAdSfYUAaVFcNpHxc8I61fahBa3si29hb/aJryZPLh27guAWIYnJHbmsQftBeCTqH2b/AImQi3Y+1G2Hl/XG7dj/AIDQB6pRUNrdW99aQ3drMk1vMgkjkQ5V1IyCD6Vn+IfEuj+FdNOoazfR2tvnau7JZ29FUck/SgBPEf8AwkJ0vHhk6aL8uMnUN/lhMHONnO7OOvHWvEPhl478W+I/iyljruqSPHHHOr2sYCRBlH91eDgjqc13cXxv8NMqT3Gna7a2DsFW/nscQHP+0GJ/SvJ/g/NHcfHKeeFw8Uhu3Rh0IOSDQB9R0VXvr600yylvL65itraIbpJZXCqo9ya83vPjz4RtXDR2+r3Ntv2/aobTEX5swP6UAeoUVieGfFuieL9ON7ot6txGp2yJgq8Z9GU8j+vasjxJ8U/CHhcOt5q0U9yv/LtaHzZM+hxwp/3iKAOyorzzxD8Z/CfhxbRblru4uLmBJzb20as8SuoZd+WABwemSfzFdnoetWXiLRbTVtOkMlpdJvjZhg9cEEeoII/CgDQoornPFXjnw/4NijOsXuyaYZht41LyyduFHb3OBQB0dFecT/GjQbC5hj1jR/EOkRTf6u4v9PKIw9Rglj+ArtrvXdNs9Ak1x7lZNOSHz/OhHmBk7Fcdc0AWbi+tbSS3juLiOJ7mTyoVdsGR8E7R6nAJ/CrFfLF58VX1z4u6Trl/FcQ6Pp0xEFqq7nRCCCxXux4J9gBzjn26L4r+HJ/Deoa5Et+beyZY2RrZld3bO1VHfOOvQd6AOxkvrWK+hsnuI1upkZ44S3zOq43ED0GR+dWK+W/C/wAUzcfFybxT4hE4ga2kgiht0MnkJxtUD88n1Oa94s/iT4VudB/tmbU0srQuyAXg8p2I67UPLde2aAOsorgrX4xeELvSdT1RbqeOysJEiMkkW0zswJAjXO4n5T1A9enNS+Efiv4Z8Ym9W0kns2s082QXyrGNmcbgQxGMkDkjrQBwlhc/E/8A4XbJFOupf2L9tcMGQ/ZPsuTtIONuduMd8/jXo3j+78W2GhTXnhc6YPs8Mk1wbwOZMKMjywPlzgN972qofi34Qk8RWWh2N+2oXl3OsCm1TdGhJwCXOAR/u5ro/FH/ACKWs/8AXjP/AOi2oA8l+BfjDX/Feu69JreqTXeyGIojYVEJZs7VAAH4Cvb6+YvgP4h0rwy/iPUtYvI7W1SCEbmySx3NgKByT7CvSLb9oPwVPei3ddTgjJx9olt12D3+Vi2PwoA9VorF1LxRp+n6BHraLc39hIAyyafCZ/lIJ3YX+Hjk9qw/C3xV8MeMNY/srSprk3RjaQCWAqCBjPP40AdtRXIeKPiRovhC7MGr2+pxoMYuEs2aFiRnAfoT7Vc8MeONE8XaPd6ppks32S1cpK0sZUghQx478GgDbvL610+38+8uI4It6pvkbaNzEKo+pJAqxXyz8RPio3ijxfpsVulxDoWnXccyxspDzsGGXK/TIUe/vx714Y+Iug+Lbm5g043SNbRebI1zAYlC5x1PFAHnHja5+J8fxchTRV1I6SZIfs4hQm2KYXf5hxt67s7ufTtXudcJrXxh8GaLcpajU/t9yzhPKsB5uCTjlshf1zXd0AFFcZ4j+KPhnw3qX9mSz3F9qecGzsIvOkB9D0APtnNZVr8bfCr6kthqcOq6LO2MDU7XywM9M4JwPc4FAHpFFRpcQyW4uEljaBl3iQMCpXGc56Yx3rhdZ+MvgrR51t11I6hcM4Xy7BfNAycfeyF/WgDvqK8/8VfGXwl4U1BtPuJri9u4ziWOxRX8s+jEsBn2ByO9bnhDxzoXjiyludGuGZoSBNBKu2SPPTI9Dg8jI4NAHSVXvvtn2Cf+zxAbzYfJ+0Z8vf23Y5x9KsUUAfMnxG8c/EjRPEy6Lqer29ruVJVGlKURlY9mI39iOvavpuvl/wDaC/5KhY/9eEP/AKMkr6buLmC0gee5mjhhQZeSRgqqPcngUAeI2Fz8T/8AhdskU66l/Yv21wwZD9k+y5O0g42524x3z+Ne51w5+LfhCTxFZaHY37aheXc6wKbVN0aEnAJc4BH+7mu4oAKK4fWviv4Z0jU30yFrzVtQT71vpcHnsp9CcgZ9s8Unh34teFvEWqf2Uk1zp+olti2uoReU7N02jkjd7ZzQB3NFHQZNefa18ZfCej3c1rC95qk0H+t/s6HzVT6sSF/I0Aeg0Vx3hD4n+GPGs5ttMu3jvAu77LcpskI745IbHsTWh4i8ceGvCmV1nV7e2l27hBnfKR2Oxctj3xigDoaK4OD4v+EpPC7+IJbma2tPtD28UcyDzZmUAnYgJJHzDk4x3xVTw58bvCHiTVotMia8sriZtkJvIlVZGPQAqzYJ7ZxQB6PRSEgAknAHUmuDf4t6FNez22kafrWuC3O2abS7EzRp9WyM/hnPagDvaK5Pwr8RvD3jK+mstImuGuIIvNlSWBo9g3bcHPfJ7V0l9fWmmWUt5fXMVtbRDdJLK4VVHuTQBYory+8+PPhG1cNHb6vc22/b9qhtMRfmzA/pXa+GfFuieL9ON7ot6txGp2yJgq8Z9GU8j+vagDborA8U+M9D8G2kU+sXRRpjthgjUvJKeMhVH1HPTmubuPjJoGnBG1nS9f0hZATE1/pzIJcf3cE5oA9DoqCyu4r+xt7yAkw3ESyoSMHawyP0NT0AFFFIzKiF3YKqjJJOABQAtFcNrnxd8G6HcJanUxfXTOE8mxAlIJOOWyFH0zn2qn4j+NfhHw1rT6VPJd3c8TbJmtIldIm7gksMkd8Zx068UAei0VlX3iXRtM0JNbvtQhg0541kSZzgOGGRgdSSOwGa4Kb4+eEYJ4w9rrIt5Pu3RtAIz9Mtk/gKAPUqKztD17TPEmlxalpF5HdWsnR07HuCDyD7HmqPinxnofg20in1i6KNMdsMEal5JTxkKo+o56c0Ab9FeeXHxk0DTgjazpev6QsgJia/05kEuP7uCc11tz4m0ax0e31W+1G3s7O4jWWN7mQJuBAIwD1OCOBQBrUVwen/ABh8G6lcaisOoOltYQ+dLdyxlImG7bhc/MzZPTbz2rFT9oXwU18LcpqiRFsfaWtl8se+A27H/Ac0AerUVV07UbPV9Og1DT7mO4tJ13xyxnIYf57dqx/FHjjw/wCD4ozq98Eml/1VtEpeWT6KOce54oA6KivMrP47+D59RFldpqemsSAJL22Crz3O1iQPcgV6VFLHPCk0MiSROoZHQ5DA9CCOooAfRWF4m8Y6F4Qs1uNav0g3/wCriHzSSf7qjk/XpXIt8cPDNvNEL/T9c0+CY4iubqx2xuO5GCSR+FAHpdV5L61ivobJ7iNbqZGeOEt8zquNxA9BkfnWNq3jTRdJ8KHxJ9o+16ewHlNajzDKTwFXHfPHOMYOa+fPC/xTNx8XJvFPiETiBraSCKG3QyeQnG1QPzyfU5oA+o23bTtxuxxnpmvD/hfc/E2T4hXUfiVdT/s7ZJ9o+1oRCG/h8okY6/3eMV6hpHjbQtX8Ptri3f2TT1kaNpb4eRgjr9761maT8U/C+veKofD+kXU15cyK7edHEREu0ZPzNgnp2BFAHaUVw/iT4r+HPCeqvp2rpqMEy8q32Rtkg9Ubow7ZHetLwl460nxok0mkRXxhi6zTWzJGx7gN0JHpnNAHTUVx3ir4l6D4NvltNYj1CMuoKSpas0b+wboSO47Vv6HrVt4g0eHVLWK5it5gSguYTExHrg9j1B7igDSorz7WvjL4T0e7mtYXvNUmg/1v9nQ+aqfViQv5GtDwh8T/AAx41nNtpl28d4F3fZblNkhHfHJDY9iaAKXxK1Hxxo+kXmp+HJNJjsLS382UzKzXHGdxUH5MAc8+9cz8BfFGueKP+Ein1vUp7143t9nmH5UyJM7VHAzgdB2rv/iF/wAk48Sf9g2f/wBANeU/szf8e3iX/ftv5SUAe90V51qXxr8JaPqE1hqC6nb3MLbXjks2Uj3we1dT4Z8U2Xiuya8sLa/itxtKPdWrRCUHoUJ4YcdRQBuUVxHiP4qeHvCurHTdWh1KGfPyMLNikvTlG6MOe3euvsbxNQsLe8jjmjSeMSKk0ZR1BGcMp5B9qALFFFFABXifjX4o+IdR8bjwV4FSNbxZTDLeOoY+YM7wAwICqAckgng46c+2V8eWOu3Xw/8AjFdaleQPK9rfzrcRn7zo5YEj3w24evFAHsM3hr4xaLbG+svFtpqsyDc9nLEMP/sqWX+q1S+GPxH8S+Kvifd6frwW1WOwdPsMcbIscqOuSQxJ3YLA8163oHiHSvE+lx6jpF5Hc27jkqfmQ/3WHVT7GuZu/BEqfF3TvF+nrBHA1rLDqAzhnbaQjAY5JyAfZRQB3VFNd0ijaSR1RFBZmY4AA6kmvPrr4zeGVvpbTS7bVtcki/1h0u0Mqr+JIyPcZFAHodFcN4Z+LXhPxRfjT7e6ms78nattfR+UzH0ByVJ9s59q6rVtb0vQbP7Xq2oW1lBnAeeQIGPoM9T7CgC/RXD6N8WvCWvaxeWFjeuY7S1a6mvJU8qAIrKp5Yg5yw7Y96w7r9oLwVbX5tkGpXEYbH2mG3Hl/X5mDY/CgD1SiuZ1D4g+FtM8OW2vXOrwiwul3W7Llnm9QqDnIPB4474rltK+PfgzVNTjsmN/Z+YwRZ7qJVjyemSGOB7kAUAen0UVynij4jeG/Cdylnf3bzX78iztEMsuPcDp+JGaAOrorzjRPjd4P1jUl0+WS80y4d9ijUIRGCfQsGIX8cV6PQAUUUjMqIXdgqqMkk4AFAC0V5/ffGLwzb30tnp0Wp63NCcSf2VamZV/4FkAj3BNaHhP4neF/GNybTTbx470ZP2W6Ty5CB1wOjY56E4xQB2FFQXl5bafZy3d5cR29tCu6SWVgqqPUk157L8bPDjvN/Zuna7q0EJ/eXFjY7o1x1JLEH9KAPSaK5Hwl8TPC/jOQwaXfFbwDJtbhfLkx7Do34E4rodT1jTdFtTc6pf21nB/fnlCA+wz1PtQBdorhdP+L3g/UrnUkt7+T7Np1v8AaJ7x4ysWNwXC5+YnJGBt57ZqpoHxt8Ha/qUtktxPYbELia/VIonA64bccfjigD0WiuFtPi94Ov8AXjpVpqBl2xPLJd7dkEaoMnLsR+gIrDuf2g/BVvfG3jXU7iMNj7RFbrs+vzMGx+FAHq1FZug+INL8TaVHqWj3iXVo5IDrkEEdQQeQfY1F4h8T6N4V077drV/Hawk4Xdks59FUck/SgDXorzGX45eHoYFupNF8RLYMQFvWsQIWz0wxeu18OeKtE8WWH23Rb+O6iBw6jKvGfRlPI/HrQBs0Vh6/4y8O+F4y2s6va2rAZETPukP0QZY/lXNN8ZfCSeF/7fkmuUt2uHt4YWjHnTsoBJVc/d5HJI9+ooA9BorlfB3xC0Lxvpd3f6c80CWhxcJdqEaMYJDHBIxgHnPY1kSfGDQJrieLRtO1vXRb/wCtk0uxMqL+JI/OgD0GiuS8IfEfw541eWDS7iRLyJd0lpcp5cqjpnHIOO+Ccd662gAooqpqWqWOjWEt9qV3Da2sQy8srBQP/r+1AFuivNJfjh4ZSNrmHT9dubBDh76Kx/crzjlmIP6V2Hhnxdoni+wN5ot8lwi4EifdeMnsynkdD7HHFAG3RWR4h8T6N4V077drV/Hawk4Xdks59FUck/SuIl+OXh6GBbqTRfES2DEBb1rECFs9MMXoA9OorG8OeKtE8WWH23Rb+O6iBw6jKvGfRlPI/HrWb4j+JPhPwq8kWp6xCLpOttD+9lB9Cq/d/HFAHV0VwV58YPCdh4Zsdbup541vkZ7ez2BrhlDFclQcAZU8k4pfCHxd8LeM9RGnWMlzbXrAmOC8jCGTHJ2kMQTjnGc0Ad5Vdb61e/exW4jN3HGsrwhvmVCSAxHoSD+Vc/468bWfgbQWv7iGW4nkylvBGpPmPjPJ/hUdz/OvCvhj8T4NP8XeINc8TyXU0+pInzW8JkAIJ+XA6ADAHsKAPp2isi08TaXd+GU8Qm4+z6a0RlMtyPL2qDjkHpyK5B/jNoUkE91p2j+IdUsYCRJeWWnloVx1JZiMfjQB6NXMfENteTwJqjeGRIdVCL5XlDMmNw37R/e27sd/TnFS+E/G+g+NbOS40W78wxECWGRSkkeemVPb3GR71c1zxRofhuDztZ1W1s1IyFlkG5v91erfgKAOK+C8/jGfw9fHxaL7InH2U3ylZiuPmzu5xnGM+9el1zHhDx5o3jg350Y3DxWTqjyyx7A+4EgqM5xx3ArP8RfFrwb4aMkVzqyXVyhINvZDzXyOoJHyg+xIoA7eiuC1/wCMHhPw5Z2ct3PPLcXUCXC2lugeVEdQw38hVOCOCau+DPiX4c8dPLDpU00d3Eu9ra5QJJt/vDBIIyex4/GgDsKKKKACiiigDgvi34f0nUvAWs6hd6fbS31rZs0Fy0Y8yPacgBuoGc8e5ryb4B+CtD8RyapqesWaXps3jjhgmGYwWBJZl6N0AweOv4e1/E3/AJJl4i/68ZP5V5t+zT/yCPEH/XeH/wBBagCX41fDLRo/Cs3iHRNPgsbqyIaaO2QIksZIBJUcZGQcjtnrxVD4TeOp9K+EHiN5mEr6GC9sGOf9YDsU+28H869P+KVzDa/DDxC8xUK1o0Yyf4mwq/qRXg/gzQrmT4FeOr/YypctAEOPvCBw7Ee3zEfgaANT4TeMbLQbXUtX1Hw/4h1fWL+5YyX9pZCZdmAdu4sOdxYn8PSqfxbvV8d3mn3+j+EvEVtexK0dw9zpxXzU42fdLZI+br612P7OfiKCfw9f+HpJFF1bTm5jQnlo2ABx9GHP+8K9tJABJOAOpNAHl3hPSIvFnwgsk8WaP5t9ZW09vG17ARIgGQrLuGQdoTn1WvHfgj4VsPFXjKaLVF86ytLf7Q1sT8kzBgFDDuBknHsO2a+jtN8VWPirStcl01JWtbN5LZblgPLnYJ8xQ55AJxnv2rw/9m3/AJG/V/8Arw/9qLQB7Bpfwn8H6P4gm1i003EsqMn2d23QqGGGwh9QSMdOeAK8D+I+hWEfxzOlWsK2lpc3NopS2UIE3qgYqBwDyT9a+sq+X/iP/wAnF2v/AF+WH8o6APe7f4feFLXQ5NIh0KyW1kjMb5iDOwPcufmJ985r5r+Efhuy174iNpGqB5rGFHnkt9xCTNGcLvHcDcT/APWJr65r5f8Agb/yWC9/697j/wBDWgD1P4weFtGf4X6nNDplpBNZIktu8MKoY8OoIGB0IJGKxP2fmj1b4dappN/GtxapeOhikGVMbopK49M7j+Ndr8Wv+SV+IP8Ar3H/AKGtcN+zZ/yK+tf9fq/+gCgDzz4uaJpuhfFa2ttLs4bS3kjt5TFCoVAxYg4A4HQV9Taj9oOl3YtP+PnyX8n/AH9p2/rivmj45/8AJX7L/r2t/wD0Nq+mru5jsrKe6lz5cEbSPtGThRk4/KgD5o+CfxA0nwheajpWvA2ovZVYXjqfkcZG2TuBz17HOfWvaLvwpFqHxI0Hxppkls8KW00V1Ij585ShEbKRw3UjPpj0rkvFnwo0P4k6dD4p8OTiwvb6ITgsv7qfcM/Oo+63qRnnOQetea+DfEXij4VeOofD+qiVLKWdI7i0dtybXOBLGenvkdcYPsAei/tHreHwdphiDG0F7+/x0DbDsz7fe/Sug+G/xE8OeL/D1po5aG31CO2W3l0+UABwF2nZ2ZSB0HIHUV1XiO70WRrLw/rcAni1pnt0jdcoxVd2Ce3TgjvivBvHvwJv9BWbWPC08l3aRfvTbE/v4QOcqR98D8D9aAPYfA/gdPDXhvVtBvYoLjT7i/nkhiPzhrdwoVXz3wOa8F+LmiaboXxWtrbS7OG0t5I7eUxQqFQMWIOAOB0FenfArx/qfiiyvdH1iZrm5sER4rl+XeMkjDHuQcc9TnnpXAfHP/kr9l/17W//AKG1AH0jrekWuv6JeaTfJvtruJonHpnoR7g4I9xXzV8JL+fwL8Xbjw9qJCC5d9PlJ4HmA5jYfUjA/wB+vqSvm/8AaC8PS6R4n07xXY5j+1YSSRP4Z4+Vb6lQP++DQB6X8adak0/wI+l2i77/AFqZLGCMdTuPzcfT5fqwrSlSD4Y/CeQWyox0uxO044kmPc/V2z+NcJ4Z1gfFf4n6Tq3ln+zvD+npM6EfL9rkHIH0PQ/9Mq7f4v2r3fwo1+NM5WFJOPRJFc/opoA8j+E3jGy0G11LV9R8P+IdX1i/uWMl/aWQmXZgHbuLDncWJ/D0qn8W71fHd5p9/o/hLxFbXsStHcPc6cV81ONn3S2SPm6+tdj+zn4ign8PX/h6SRRdW05uY0J5aNgAcfRhz/vCvbSQASTgDqTQBxnwovNTu/hxpY1eC4hvIFa3YXEZRmVGIU4PP3cDPfFdpWH4b8VWPioahLpqSta2dybZblgPLnYAbihzyATjPftW5QB8/wD7RU13a654Yumi82xh3uqMMo0gZSQfqAv616Tofi3wt8U/DVzp8UyFriApc2MpAljyOoHcA8hh7dDWh4lj8O+JL1fBmtW5mku7ZruMEYwFYLlW6hxn8s/Svn/xz8INc8Aude0K9lutPt23ieIlLi292x1A/vD8QKAPffBWlT+DPh5ZafqkkZk0+GVpniJK7QzNkfgRXivwuc/Ef4xX/iHW41l+zQtcxQt8yIdwWNcHsoJI9wDXoHw18WX/AMRfhrq1pqBD6lDHJZvKoC+aGjO1j2B5IP0z3ryv4BakulfEx7G5zG17ayWyq3GJFKvg/gjCgD6Y1vRbHxDo9zpepQLNa3CFGUjp6EehHUHsa+Z/hXq1/wCBvi0/hueUm3uLp7C5jB+VpASEcf8AAsfgxr6or5aWyOs/tMslmu5YtZ85yvIAiIZyfxU/nQB6T+0X/wAk5tP+wnF/6LkrY+B3/JJNI/35/wD0c9Y/7Rf/ACTm0/7CcX/ouStj4Hf8kk0j/fn/APRz0AZ/7QX/ACTI/wDX7F/7NVj4C/8AJLLT/r4m/wDQqr/tBf8AJMj/ANfsX/s1T/AUg/Cy09rmb/0KgDlf2jfDAlsdO8TwR/PC32S5IHVTkoT9DuH/AAIV6D8JvES+JPhxpc5YGe2T7HOPRowAPzXafxre8VaDF4n8Lalo02ALuBkVj/C/VW/BgD+FfM3w38fzfDy28UadeKyzNATbxMM7btDsAI/HJ/3KAI31Kw8B/Hue6sJEOnWuosj7Rwkb8SKP93cw/wCA19H+P/EaeF/AuqatuHmrCUt/9qR/lT68nP0BrwPxZ8M5NK+DumeIpY2bV/P+06g7fe2TY2g9/lIT8WatDRtfl+KcngbwjIHeHTgbjViwOHEXypk98qACfWT2oA9b+EvhgeFvh7p9vJHsu7pftdzxzvcAgH6LtH4GuO8LfDTxLp3xnvfFOpvbPYma4lSXzNzSCQMFAXquAw69MYGa9nZlRCzEKqjJJ6AV88WPiTVfjV8QJdDGoT6d4Zgjed7e3bY80SsFG89yxZeOgHbIyQCf9obX/D+p6bptjZ6ha3WqWt0xdIW3mNCp3AkcDkLxnPtXovgOwsfFHwn8Oxa3ZQahEtuuEuYw4BTcinB744zXAfHTw3o3hr4f6TaaPp1vZxf2gAfLX5nxG/LN1Y+5Jr0f4Sf8kr8P/wDXuf8A0NqAPnXwZ4Ustb+ML+H5i6acl1cLJGjEF44yxCZ64O0A+1fQFx8MPBWjawPFkemm2k05DceVA+2IFBnds9Rjtge1eO/DH/k4S6/6+b7/ANnr6J8V2r3vg/W7SPO+ewnjXHq0bAfzoA+efh142hPi/W/FuuaHrOsalOwW3ewtROtsDnI5YbeAqj2B9a0fixr9v4+0a0TT/B/iWHU7abKT3GnbQYyDuXKsT12np2pP2cfEUFpq2qaBPIqPeKs9vk43Mmdyj3wQf+Amvo2gDy74DzauvgaXTtXtLu3Nlcslv9oiZCY2AbAyOcMW/MV6jWFpXiux1rxFqukWKSynTAi3FyoHlCRs/uwc8sMc8cdK3aAIrn/j1m/3D/Kvmn9m/wD5HrU/+wa3/o2Ovpa5/wCPWb/cP8q+af2b/wDketT/AOwa3/o2OgD1z4r+GdF1DwRrmqXOm20moQWRMV0Yx5ibPmADdQM5/OuI/Zo/5BfiH/rtD/6C9emfEr/kmniP/rwl/lXmf7NH/IL8Q/8AXaH/ANBegCl4uv5PiN8c9P8AB8zkaLp85Eka9JGRC8hPucFB6D6mvdbrSLK60ObRjAkdjLbtbGKNQqqhXbgDoOK+YhqqeDf2jby/vyyW41SYyseNsc27DH2AkB+gr6qVldFdGDKwyCDkEUAeQ/Cr4Ua14D8U3+oX2o2stpJA1vHHAWJkyysGYEADGOnPU/jxvjXxVBrPxyhttTsb7U9G0SQothZxea0jquWJQkA/PgH/AGVxXvNx4m0638U2fhzdJJqNzC8+yNdwijX+Jz/CCeB6mvnO01ePwd+0ff3V84S2k1KdJnbgKk2SCfYblP0FAHf+LPiFpXijwpqGiy+CvFh8+FlhL6YMRyY+Rvv8YOOlcv8AAKHXtJ8U3+m3+l38Om3tqWfz7Z1QSKRg5IxyCw98ivo0EEZHIrC1LxXY6d4l0vw/sluNR1AsyxQgHyo1BJkfJ4XjHvzjpQB83/HfSbDSfiLbxadaQ2kctjFIyQRhF3b3XOBx0UflX0Dpnw18JaZoJ0hdGtZ4nTbNNcRh5ZSerFyM5+mMdsV4X+0P/wAlKsf+wbF/6Nkr6goA+X/geX0n4v3mmxuxiMNxAwz94IwIJ/75/Wug/aKmu7XXPDF00Xm2MO91RhlGkDKSD9QF/Wuf+E3/ACXm7/37z+Zr3nxLH4d8SXq+DNatzNJd2zXcYIxgKwXKt1DjP5Z+lAGfofi3wt8U/DVzp8UyFriApc2MpAljyOoHcA8hh7dDVvwdpk/gn4cWtlqrxtJpsErzNEcqVDM/Gf8AZxXgnjn4Qa54Bc69oV7LdafbtvE8RKXFt7tjqB/eH4gV6V4G8Xah8QvhH4gtr879TgtZ7R5VGPNDRHa2B35IP0z3oA8/+HXjaE+L9b8W65oes6xqU7Bbd7C1E62wOcjlht4CqPYH1rR+LGv2/j7RrRNP8H+JYdTtpspPcadtBjIO5cqxPXaenak/Zx8RQWmrapoE8io94qz2+TjcyZ3KPfBB/wCAmvo2gDyT4Mza+PhnqGnXlpd293ZPKll9oiZCVZNygbgM4Yn8xXnvwT+IGk+ELzUdK14G1F7KrC8dT8jjI2ydwOevY5z6171a+NNNvdV1yytkmlj0WIPdXKAGPfgkxqc8sAvP5VwHiz4UaH8SdOh8U+HJxYXt9EJwWX91PuGfnUfdb1IzznIPWgDrbvwpFqHxI0Hxppkls8KW00V1Ij585ShEbKRw3UjPpj0rta+U/BviLxR8KvHUPh/VRKllLOkdxaO25NrnAljPT3yOuMH2+rKACiiigDK8TWF5qnhbVbDT5lhvLm0kihkY4CsykDnt169q89+DvgrU/h7pGs3HiN7S1Fy8bD96pCKgbJZugB3etd14y8Sw+EPCd/rk0fm/ZkGyPON7sQqj6ZIz7ZryP4daRd/Fye78TeM72S9sra58m201WKQK4UMSVHYBlHqe5NAHHfEnxBpd98ZrDV/D15FOI2ti88H3TKr+v8XAXkZFe9fE3R9O1HwBrs93ZW809vp8zwyvGC8ZVSw2t1HIHSvDfjNZ2th8V9JtbK2ht7eO1tgsUKBFX94/QDgV7/8AED/knXiX/sGXH/otqAPCPgF4Q0fxJf6rfavbC7/s8w+TBLzEWfflmX+Ijbxnjk+1av7RHhnStOtdH1WwsYLWeSR4JfIjCCQYBUkDuMHn3qx+zN/qvE/+9a/+1a0P2k/+RZ0X/r8b/wBANAHX+FvEo0v4Jafr97ul+yaZvILcyFAVUZ9SQB+NeffArTj4o8Ta7401nFzfLKFiZxkI75LMM9MDao9ATWw9vJc/ssCOLO4acHOPRZdx/QGsv9mvVYfs2uaOzgT70ukT+8uNrH8Dt/MUAd/8YtIs9U+GWrvcxK0tpH9ogkI5jdSOn1GQfrXE/s1f8gPXv+vmL/0E16J8Uf8AkmHiL/rzb+led/s1f8gPXv8Ar5i/9BNAHuVZniLWYfDvhzUNYnXdHZwNLszjcQOF/E4H41p1xfxbt5Ln4V+II4s7hbhzj0V1Y/oDQB5p8CtOPijxNrvjTWcXN8soWJnGQjvkswz0wNqj0BNeh/GLSLPVPhlq73MStLaR/aIJCOY3Ujp9RkH61wH7Neqw/Ztc0dnAn3pdIn95cbWP4Hb+Yr034o/8kw8Rf9ebf0oA87/Zq/5Aevf9fMX/AKCatax8M/E2pfHG38Ts9s+kx3EM4keTlUjC/Js65yD7c5zVX9mr/kB69/18xf8AoJql4l8ba14++JyeBNF1GTTNLFw9vPPAcSTeWCZDuHb5WAA4PfrgAG98etf8Py+CLjR31C1k1YTxyRWyNvdCG5Jxnb8pbritP4CXUtx8LrdJHLCC5miTPZc7sfmxrI+J/gzQPCPwd1KHSNPihffAHuGG6aT96v3nPJ+nT0FaP7Pv/JMv+36X+S0AeZ/Fb/kvlp/11s/5rX07KHaF1jYJIVIViM4PY18xfFY4+PlqT082z/8AZa+lNX1ODRdGvdUuifItIHnkx1IUEkD34oA8l+EXw48QeDPEmrav4ge1WOSBolcShy5Lhi+ew+Xvg89K4f4/a7oes+IdKfR7+3u7m2heO4kt23BfmBQbhwerdCcVs+DptT+N/ibUJvEN7NFoGn7GGl20hRHLE7FYjluFYknn0xVH9oTSdO0V/DVnpllb2dusU+I4Iwg6pycdT70AfQmiXEl5oGnXMrbpJrWKRz6kqCav1l+Gf+RU0f8A68Yf/QBWpQB5Z+0Cit8MmJAJW9hI9j8w/qal+Af/ACS22/6+Zv8A0Ko/2gP+SYSf9fkP9ak+AZB+Ftvg9LqbP/fVAHmX7SCKPHGmMAAzacuT6/vHr6EvdH07WtBjt9Ssre6i8jgTRh9pK4yM9D7ivnz9pAj/AITfS1zyNNU4/wC2klfSEH/ILj/64D/0GgD5S+CfhbTPFfjaW21aNprW2tGufI3YWRg6KA3qPmzj2HavTvjz4T0W38Bx6nZaba2lzaXMaK9vCseUbIKnA5HQ+2K4v9nD/kfdR/7Bb/8Ao2KvUPj3/wAktuv+vmH/ANCoAf8AAi7luvhbZpKxb7PPLEpJz8u7cB/49XnDXafFX4+xWl5+80bTnkWOA8q8cWckjp87gZ9iB2rv/wBn/wD5Jin/AF+Tf0ryH4TXy6B8aEtr19hmlnsmZv8AnoScA/VlA/GgD6nurC0vtPlsLm3jltJYzE8LL8pXGMYr5h+DFqtj8antEJKQLdRKT3C5H9K+p6+X/hN/yXm7/wB+8/maANv42eI/7Q+IOj+F5o7ufSrVopry1tF3STsxyVAyMnZ092NdfcfE3QrrR5NIl8B+Kzp7xeSbcaUoQJjGAN/FebfEy/fwv+0FHrbgmNJLW5I9UCKrAf8AfLV9NWtzBe2kN1bSrLBMgkjkQ5DKRkEfhQB8vfB218Q+H/iXZkaTqkWn3e+3nMtq6jYQSpbjAwwU/nVn9oDw5o+g6xozaTp1vZC4gk8xLeMIrFWGDgcZ+Y819AeI/Fdj4abT4bhJZ7vULlLa2tYADJISQCcEj5QDkn/GvE/2lv8AkKeHv+uE3/oS0Adn4e+D3hTUvh/psWpWjzX1zBHczXyuRNvZQcBv7ozgAjHGcZ5r0bQ9FsvD2i2uk6dGY7S2TZGpOT1yST3JJJ/GoPCv/IoaJ/14Qf8Aota16ACvF9Y+GfibUvjjb+J2e2fSY7iGcSPJyqRhfk2dc5B9uc5r2ivAPEvjbWvH3xOTwJouoyaZpYuHt554DiSbywTIdw7fKwAHB79cAA3vj1r/AIfl8EXGjvqFrJqwnjkitkbe6ENyTjO35S3XFafwEupbj4XW6SOWEFzNEmey53Y/NjWR8T/BmgeEfg7qUOkafFC++APcMN00n71fvOeT9OnoK0f2ff8AkmX/AG/S/wAloA8zs/8Ak6Bv+wtJ/wCgmvqCvl+0OP2oGz/0FpP/AEE19QUAfL/wU/5LPef9crn/ANCFexfFnw5o+peBta1K7063lv7axYw3LRjzI9p3ABuoGc8e5rx34KHHxnvPeK5/9CFe7fEr/kmniP8A68Jf5UAeIfAXwZpXiafVb7WYFvILPYkVrLzHvcNlyvQkAAD6+wr2HRfhJ4N0OS+aDSxPHegK8N03moqhgwUA9sgHnJ4FcD+zR/yDPEP/AF2g/wDQXr3agD5UbTbTSP2kbexsIEgtYtWi8uJBhUB2tgDsMmvpbxR/yKWs/wDXjP8A+i2r501T/k6GP/sLQf8AoKV9F+KP+RS1n/rxn/8ARbUAfNPwM8G6T4r8R30usQC5t7CFXS3Y/K7scAt6gYPHvXpfxW+E+g3PhG81XQ9MgsNQsIzPttYwiSovLKVHGdoJBHOR71yv7NP/ACF/EH/XCH/0Jq928SyxQeFdXlnx5KWUzPk4GAhzQB4x+zf4huJYtV8PTSM8MIW6twTnZk7XA9slT9c+tcz8FkVPjTdIoAVY7oADsN1av7NmlzPrWtasVIhjt1tgxHBZmDED6BB+YrL+DRA+Nl2Ceq3WP++qAPZfjKiv8Jte3AHCREZ7HzUrlP2bv+RK1X/sIn/0WldZ8ZCF+E2vEnH7uIf+RUrk/wBm7/kS9V/7CJ/9FpQBwvxW/wCS+Wn/AF1s/wCa19NXdpb39nNaXcKT28ylJIpBlXU9QR6V8y/FY4+PlqT082z/APZa+oKAPlD4uaJpuhfFa2ttLs4bS3kjt5TFCoVAxYg4A4HQV9A/E3xRL4Q8B6hqltj7WQIbcns7nG78Bk/hXhvxz/5K/Zf9e1v/AOhtXqnx5sJb34X3MkSs32W4incD+7kqT/49mgDA/Z30K3/sDUPEk6CXULq6aETP8zKigE4PXJZjn1wK6r4x+ErfxN4DvrgQodQ06Nrm3lx8wC8uufQqDx649K5b9m/VYpvCuq6SW/f2155+0/3HUAY/FG/OvVvEksUHhbV5Z8eSllMz5PG0Ic0AeOfs7eJ7i+stS8MXjmaG2QT2wfkKhOHT6ZIOPc1xPx30mw0n4i28WnWkNpHLYxSMkEYRd291zgcdFH5Vt/s26dM/ibWNT2nyIrMW5bsWd1bH5Ifzqj+0P/yUqx/7BsX/AKNkoA900z4a+EtM0E6QujWs8TptmmuIw8spPVi5Gc/TGO2K8L+B5fSfi/eabG7GIw3EDDP3gjAgn/vn9a+oK+X/AITf8l5u/wDfvP5mgD6gooooA+X/ANoL/kqFj/14Q/8AoySvpXUtLsNYsms9StIbu1cgtDMgZSQcjIPvXzV+0F/yVCx/68If/RklfUFAHyo2m2mkftI29jYQJBaxatF5cSDCoDtbAHYZNev/ABv8YXPhbwWsFhIY73U5DbrIOsceMuw9+g/4FntXleqf8nQx/wDYWg/9BSuq/aXtZH0zw9eAHyopp4mOOMuqEf8AoBoA7v4R+FbPw34B02SKFPtl/Al1czbfmYuNwUn0UEDH1PeuT+JPwa1LxX40i13Rb20tRMqC6MxYMjrwHXaDngDjjke/HZfCfxFbeIvh1pLwyAz2cCWlwhPzK8YC8/UAH8a6TXtc0/w3otzq2pzCK1t13Me7HsoHck8AUAedfHjxPc+H/AsWn2kzJc6nJ5DSDg+UBl8Y9flH0Y1leBvH+j+FPCGn6Za+DfFTMsKtPNDpqkTSEZZ878kE9M9sVmftFZ1Dw/4V1VI5Y4mMvySrtZfMRGAYdjhTx9a9Q+GXiKDxL8P9Ju4pFaaGBba4UHlZEAU5+vB+hFAHzh4li1OT4hy+JPCvhvXLGLz0uYY5bBlKSAAtwuRgsCcZ717R8bNN0+9+Fl7rEunQpqCi3dZniAlTMijaWxnoxGK9H1nWLHQNIudU1GYQ2lshd2P8h6k9AO5NeefFbUxrPwJvNTFtNbLdR20ywzgB1DTRkZwT2oA5P4A+C9D1TQbnX9Rs0vLuK7a3hW4AeOJQiNkKeNxLdT6DGOa5v4/aBYaD4v0680q2jszd2+90gUIu9W+8AOhwR09K9E/Zz/5J1ef9hST/ANFxVx/7Sv8AyHdB/wCvaT/0IUAeteL576++EGpXFoGN3PpXmEL1IKAtj3wWry/4G/EfQdH0Y+GtWljsJzcNJDcycRy7scM38JGOp4xjmvYItZtPD3w9tNWvvM+y2thC8nlrubG1RwPxrzXx38CLHXN+seEporS4mHmm0b/US55yh/gJ9On0oA7vTfB39m/FDUfFFn5K2Wo6eI5VU/MZ94O4DpgqBz659a8s+NniP+0PiDo/heaO7n0q1aKa8tbRd0k7MclQMjJ2dPdjWd8IvGXiHwz42h8Fa15/2SWQ2/2eflrWTBI2/wCyfTpzke9b4mX7+F/2go9bcExpJa3JHqgRVYD/AL5agD0m4+JuhXWjyaRL4D8VnT3i8k240pQgTGMAb+K8v+Dtr4h8P/EuzI0nVItPu99vOZbV1GwglS3GBhgp/OvqG1uYL20huraVZYJkEkciHIZSMgj8Kx/Efiux8NNp8Nwks93qFyltbWsABkkJIBOCR8oByT/jQB4d8W9YuPDnxw0fWry2NxZ2kMMsMZ6MoZt2M8bgcn8q9R1G58PfF34f6hZ6TeQXDyRbo1k+WS3mAyhZeq88Z6EZxmrPibSfDHxBu7/wrqcUhvtPjjnEqgK8XmA4ZG7/AHeQRjpXz/4s+H3in4UajFrWm30j2iviK/tsqyE9FkXtn8VP6UAfUmg2U2neHdMsbgqZ7a0ihkKHI3KgBx7ZFaFcl8NvFkvjPwRZatcxql2S0U4QYUupwSPqMHHbNdbQAVHcW8N3bS21xEksEyGOSNxlXUjBBHcEVJRQB8l/GTQbDRviZHZaPaxWMU0ELhIV2KrkkZAHToDxXt8/wR8FXWk2VlLYyLLbAbruKQrLOf4i55zk/l2xXknxz/5K9Zf9e1v/AOhtX1BQB80eKvEFld/Gay0u6029v/D3h3FvDptlF5rMUTk7CQCNwAOf4VrsvFnxC0rxR4U1DRZfBXiw+fCywl9MGI5MfI33+MHHSuAtNXj8HftH391fOEtpNSnSZ24CpNkgn2G5T9BX1ICCMjkUAfOfwAj8QaN4rvdPvNM1C30+7ti7Ga3dEWRCNpyRgcFh78elN+LesXHhz44aPrV5bG4s7SGGWGM9GUM27GeNwOT+Ve46l4rsdO8S6X4f2S3Go6gWZYoQD5UagkyPk8Lxj35x0rI8TaT4Y+IN3f8AhXU4pDfafHHOJVAV4vMBwyN3+7yCMdKAK2o3Ph74u/D/AFCz0m8guHki3RrJ8slvMBlCy9V54z0IzjNX77wnp974AtdO13T7S7nsdNEQd0D+W4iAYoxGRyvUY6CvnnxZ8PvFPwo1GLWtNvpHtFfEV/bZVkJ6LIvbP4qf0r3zwX4sl8Z/DA6tcxql2YJopwgwpdQQSPqMHHbNAHgvwQ8I6T4s8XXK6xB9ot7O285YCcK77gBu9QMnjvx9K9f+Jvwq0DU/CN7d6RpNrYalZRNNC1pEsQkCjJRgAAcgcdwcc9a8+/Zt/wCRs1j/AK8R/wChrX0LrdzDZ6DqNzcFRDDbSO+44G0KSaAPBP2e/FL2Nv4g0y6kJs7a2OoqM/c28Pj6jb+XvWZ8OvG0J8X634t1zQ9Z1jUp2C272FqJ1tgc5HLDbwFUewPrVX4L6Fc6hYeNLuNGEZ0WaxVsdXkGcD3Gz9RW1+zj4igtNW1TQJ5FR7xVnt8nG5kzuUe+CD/wE0AL8WNft/H2jWiaf4P8Sw6nbTZSe407aDGQdy5Vieu09O1dp8E9R1LT/hzexa9a3dtHpcsjRm4hZD5O3eQNwGcHd+YFesVxeq+ILXxRY+MPDmlpNNLZ6fJDLcoAY/NeNx5anOSw78e1AHmXwmjb4j/ETWvGOvIs72QjFrA4ykRYtt2g/wBwKfxbPWvUviT4M/4TrwhNpUUkcV2kizW0kmdquOOcDOCCRx614z+zp4ittP8AEOpaJcyBG1GNHgLHALx7sr9SGJ/4DX0rQBwvwo8Gal4G8JyaZql3DPPLctOFhJKRAqo2gkDP3SemOa8Z+Cn/ACWe8/65XP8A6EK+iNG8Tadr2oapaae0kv8AZsywTTBf3bSEZKq3cr0PpXzv8FDj4z3nvFc/+hCgD6Q1bQ9K16BINW062voo23olxGHCtjGQD3wTXzT8JrWKy+PD2kC7YoJLyNB6KoYD9BX1NXy/8Mf+ThLr/r5vv/Z6APYPjH4TXxT4Bu2ii3X2ng3VuQOTtHzr+K549QK439nLxILjSNR8NysPNtX+1QDuY2wGH4Ng/wDA69yIBGCMivlWX/i0fx03ndHpnnbuAcG1l68d9uT+KUAem/ESJfGnxP8ADPgsAPaWudR1HuNo6KfTIGP+2gqx8efE8/h/wPFp9jIYZ9TlMBZDgrEBl8fX5V+hNL8IbeTW73xD48u0Il1i6aK13dVt0OAB+QX/ALZ1zn7S9q76b4duxnZFNPGfqwQj/wBANAFzwN4/0fwp4Q0/TLXwb4qZlhVp5odNUiaQjLPnfkgnpntivLfEsWpyfEOXxJ4V8N65YxeelzDHLYMpSQAFuFyMFgTjPevo/wCGXiKDxL8P9Ju4pFaaGBba4UHlZEAU5+vB+hFdBrOsWOgaRc6pqMwhtLZC7sf5D1J6AdyaAMTx1KZ/hdr8zRtGZNKmYowwVzGTg+9eW/szf8e3iX/ftv5SV6R4o1Maz8HdX1MW01st1o8sywzgB1DRkjOCe1eb/szf8e3iX/ftv5SUAaX7Q3hL+0PD9t4lto83GnnyrggctCx4J/3WP/jxrd+BvilfEHgGGxlcG70ki1cdzHj92fpj5f8AgJr0PUbC31XTbrT7uMSW1zE0Uq+qsMH+dfK3hHW5/hB8T9RstT3taJ5ltcBR99cbo3A9/lP0Y0AeoXyDxv8AtB21qR5mm+GLcSv3UznBH47in/fs17FXmPwS0qdPC954kvxnUNfu3u5GI52bjt/Uufowr06gAooooAK82+JfwjsPHWdQtJVstaRNomI+SYDoJAOfYMOQOx4x3Gv3V1Y+HdTvLJUa7gtJZYRIMqXVCVBA7ZArG+HnjCLxv4QtdV/drdj91dxJ0SUdeOwPBHsaAPlqa28Z/CjxErn7Rpt1/DIp3Q3Cj/x1x7Hp7Gvob4X/ABYtfHcTWF7GlprcSbmiU/JMo6smeeO69vft23iDw/pnifR5tL1a2We2lHQ/eQ9mU9iPWvkrwxa3Hhv406fp1rMZJLTWhZ+YvG9PN8tvzXOfrQB65+0P4suNO0ay8OWjlP7Q3S3LA4PlqRhfoTnP+7jvXf8Aw08PWnhzwDpFvbRKss9slxcOAMySOoYknvjOB7AV5B+0pYSrrWh6jtYwyW7wbuwZW3Y/Jv0r2H4aarFrPw30G6ibcUs0gk9Q8Y2N+qk/jQB5V+0R4Ugthp/iuyiWKZ5fs10ycF2xlH+o2sM/7vpXe/DbU7f4hfDexm160gv54Ga3mNzEsgZ1GN3I6lWGT6k1n/tAyxR/DJkkxvkvYljyf4vmP8gaX4AadNYfDNZZlKi9vJbiMHuuFTP/AI4aAPGPhF4X0vxJ8RZdO1SJprOCGSXyd5AkKsoAbHJHOcewr2f4w+EtDX4XahNa6XZ20tjslgaCFYynzqCOB0IJ4+npXmPwF/5Kxff9ec//AKMSvavi9/ySnX/+uK/+jFoA8y/Z+8L6VrFhe6xqlst7PZzC3tUuPnjhXG8lVPAJLdfy6mo/2jNA06x/sTU7Ozht55mlhmMSBfMAClc46kc8+9bv7Nv/ACKWr/8AX+P/AEWtVv2lv+QLoH/XxL/6CtAHbWXiqTS/gha+I5T5txBpCOC/8cuwKM/VsZ+teU/CbxjZaDa6lq+o+H/EOr6xf3LGS/tLITLswDt3FhzuLE/h6V1+oWr3f7LaRpnK6ZDJx6JIrn9FNVf2c/EUE/h6/wDD0kii6tpzcxoTy0bAA4+jDn/eFAHHfFu9Xx3eaff6P4S8RW17ErR3D3OnFfNTjZ90tkj5uvrXtfwovNTu/hxpY1eC4hvIFa3YXEZRmVGIU4PP3cDPfFdmSACScAdSaxPDfiqx8VDUJdNSVrWzuTbLcsB5c7ADcUOeQCcZ79qANyvFP2g/F13p2mWXhmwco+pKXuSv3jGCAEHsxzn/AHcdzXtdfNX7R9vND4y0e+G4I9j5aN23JIxOPf5xQB7x4Q8L2PhDw3aaTZRIvloPOkVcGaTHzOfUk/kMDtXmd/8ABjUz8XIfE+mX9rb6ab1L6RSWEqsGDOoAGDuOe/c59/UvDGv2vijw3Y6xZuGjuYgzKDko/wDEp9wcik8R+JtO8LafHd6g0h82ZIIYYV3STSMcBVXue/4UAeH/ALQXia6vdesPB9q+23QJPPg/fkYkKD7Ac/VvYV7voOiWXhzRLTSdPiWO3towgwACxxyx9STyT6mvmb4+2c9j8Tze4YLc20UsT9sr8px9Cv619O6RqUGs6NZanbHMF3AkyfRgD/WgD5y+Ofh7/hE/GuneI9G/0M3uZcw/LsuIyCWHpkFT9c+tev28WkfEf4a2Or6vpttcyyWDsDJGCYpCu1yh/h+Ze3oK4f8AaVliGi6BEcec1xKy887QoB/Uiu3+HWnTaV8GtMtbhSkn2GSUq3UCQu4/RhQB4P8ABHwrYeKvGU0WqL51laW/2hrYn5JmDAKGHcDJOPYds17xa/BzwRaa1Pqa6OkhlUj7LMd8CZ6lUPT+nbFeS/s2/wDI36v/ANeH/tRa+lqAPkLwP4S0zX/jA+hXsbHTori4JiViNyx7sLnrjgZ74r6B8UfCbwrrnh6axtNHsrC6WM/Zrm2hWNkcDjcQPmGeuc9T35rxv4Wf8nAXf/Xa9/8AZq+oCcDJ6UAfMHwB1i70n4g3GgykrFexOskRP3ZY8sD9cBx+PtU0V6vxR/aAgh1ACTSrSaRIYDypiiDEZHfcwBPscdqi+EdmdY+OV7qtqubS2ku7nev3QrlkUZ99/wChrG8ETf8ACJfHe3hvt0Yj1Ca0fd/t7kUn2yynNAH1hcWdtd2UlncQRy20iGN4XUFWXGMEelfKkM1z8JfjXLbW0jrYpdLG6bsiS1kwwB9SFYfitfWVfLXxhsjrfxuXTLNd9xMLa3IXk7mA/oRQB6R8efDmjnwNe62NOt11RZ4c3axgSMMhMFupGOMH0Fc38EPh9oXiHwje6prlot+0kz2sUcpO2FAFJK+jEt1HIwMdTXcfHf8A5JTf/wDXeD/0YKpfs9f8k0f/AK/5f/QUoAl1n4TwaZ8ONb0Hwfuju9RaN5GuZsmQKwOzdjgYyB9eetXPhloUvw3+H7w+Jbqys3a5e4kZplCxghQAWPBPy1p/E3xv/wAIJ4RfUoolmvJpBBbI/wB3eQTub2ABP5DvXEfDPwgPHGmw+NfGlzJrNzcSP9ltrg5ghVWKk+X93kqeMYx2zQBwenaxY3H7SUOo6FOr2V1qICyRgqHDptfggdSW/nX1LXzDqEUcH7UEMUMaRxpqNuqogACjy04AFfT1ABXz54uv5PiN8c9P8HzORounzkSRr0kZELyE+5wUHoPqa+g6+VBqqeDf2jby/vyyW41SYyseNsc27DH2AkB+goA+nbrSLK60ObRjAkdjLbtbGKNQqqhXbgDoOK8u+FXwo1rwH4pv9QvtRtZbSSBreOOAsTJllYMwIAGMdOep/H15WV0V0YMrDIIOQRWRceJtOt/FNn4c3SSajcwvPsjXcIo1/ic/wgngepoA+for1fij+0BBDqAEmlWk0iQwHlTFEGIyO+5gCfY47V9JXFnbXdlJZ3EEcttIhjeF1BVlxjBHpXyf4Im/4RL4728N9ujEeoTWj7v9vcik+2WU5r63oA+TYZrn4S/GuW2tpHWxS6WN03ZElrJhgD6kKw/Fa9C/aL0fTofC9hqcVlbx3r6gEedIwruDG5O4jk/dXr6VxXxhsjrfxuXTLNd9xMLa3IXk7mA/oRXoX7R//Ih6b/2E0/8ARUlAD/gp4H0BvAtjr11p8V5qF6JN0l0gkEarIyBUBGFGFz68ntxXmnj/AE628IfHO1fSIltYvtFtdJFF8qoSRuAA6AkHj3r274Lf8kj0L/dm/wDR8leOfGf/AJLXZ/7lr/6FQB9GeJf+RV1f/rym/wDQDXg/7NX/ACGtf/694v8A0I17x4l/5FXV/wDrym/9ANeD/s1Ef23rw7/Zov8A0I0Aek/GLwnrnjHwjBp+hmNpY7pZpYXcJ5ihWHU8cEg4P9KveFo7T4c/DnS7DxJqNjaPbRsJHMgClizNhc8sfmxwOay/jD8RbjwLotrDpiodUvy4idxuEKLjc+O5+YAA8dfTBq/Dr4fWV5pNj4r8Tu2t61qEKXKyXp81IUYblCqeM4I57dsUAeZ/Bu9hT42Xq6a+NPuhdLGFBUNFu3Jwen3Vr2D4r+GdF1DwRrmqXOm20moQWRMV0Yx5ibPmADdQM5/OvI/hmAP2h9QCgAC5vsY+rV7j8Sv+SaeI/wDrwl/lQB5n+zR/yC/EP/XaH/0F6xf2jNH07TtQ0G4srK3tpblLjzjDGE8wgoQTjqfmbn3ra/Zo/wCQX4h/67Q/+gvVL9pn/XeGf925/nFQB6B8OfAHhqx8E6bcvpdvd3WoWcU9xPdxrKzF0DFRkcKM4AHpzk8143oNpH4W/aPSw08GO2TUXhRAeBG6n5fcAN+lfRXgn/kQvDn/AGC7b/0UtfPk/wDydCP+wsn/AKCKAPqCiiigAooooA5T4m/8ky8Rf9eMn8q8E+DV74z0mLUr/wANaXDq9j5kaXlk0wjcnBKshPQ9R369O49z+K99a2Xwz10XE8cbTWrRRqzAF2bgADua80/Zs1C0it9espLiNLl5IZEjZgC64YEgd8cfmKANDxFpfxC+Kz22mXmjJ4Z0FJBJMZphJJIR04GCcdhgDPU9Mes6V4c03R/DMHh+3gDafFAYDG/PmKQd271LZJP1NatFAHzFrvwa8Z+EfEJ1Lwg013bxtvgnt5VSeIH+FlJGfTjII7dq37Pw/wDGTxvENO8Rak+l6Q4xO7LEjyL3G2Mbjx2OBXv1FAHEavY6p4S8HW+geCvDR1FfIkhVmu44hCSPvtvILklmPHoenFeUfDbwd8Rvh/4il1E+EvtkE8BgliGoW6HBIIIO88gj9a+jqKAKDXl8ND+2LpUrX3kh/sHnJu34+5vztz2znFfPXiXwR8SNf+IjeLF8JrCyzwyxW5v7dsCMKFBO/vt5+tfSlFAHLT694oHh0XkPgyZtUaQp9gbUIPlGMhzJuwVzxgc+1eKeBPA/xH8G+Mk15vCv2pWV0miF/bqWV+uDvPIOD+FfSlFAHm/xJ/4S/X/CUmiaP4UeVtQtozPM99Aot23ZaPBYbmGMZHHPBNcp8LNH8f8Aw+tb+zuvBb3kF1IsqtHqNurIwGCMF+QRj8vevc6KAPmrx54G+JHjTxhJrq+FfsihUSGL7fbuVVemTvGSTk/jXttnda/rvhXUodW8PtpV+9s8SRG6jmWVmQjKlScDPrXUUUAeLeAJfiH4C0GPSdV8JT6lp65eBrW6iMsG7koV3cjJJ9snk9nnwX4g+IPxKsfFHiHSRoulacsYgtZJVeafYxdd23oNx5zjjgZ617NRQB5p8XfDfiXX18PzeGId97YXjT+Z5qp5ZABU/MfUVIfGnjpdNNvJ8PLo6wU2hkuojbF/727dwO+M+2e9ej0UAeW/DD4fah8PfD2pahc2632uXihjaQSKoVVyRGGbAySTk9OB6ZPnnjzwN8SPGnjCTXV8K/ZFCokMX2+3cqq9MneMknJ/GvpWigDF8N6lrepWLPrugtpFymBsNzHMsnHJUoTgZ9az/iP4Y/4S7wLqWloga62eda/9dU5Ufjyv0Y11VFAHnvwb8HzeEfA0a30Bh1K+kNxcIw+ZB0RT9AM47FjXe3FvDd20ttcRrJDMhjkRhkMpGCD+FS0UAfMWu/Brxn4R8QnUvCDTXdvG2+Ce3lVJ4gf4WUkZ9OMgjt2rfs/D/wAZPG8Q07xFqT6XpDjE7ssSPIvcbYxuPHY4Fe/UUAZ2g6HYeG9EtdI02Ly7S2TagJyT3JJ7kkkn61o0UUAeU/Ejw/4yufH2g+IfCdmk8mn277jJMiKxLcockZ3KSP6ipNf8R+Ntf8N3miWvgC7t769ga3lluLqIwRK42swbPzcE4/r0r1KigDi/hj4F/wCEC8K/YJpknvp5DPcyJ93cQAFXPOAB375NcL8Qfg9qjeJf+Es8EypFqHnC4e1LBD5oOd6MeOTyVOB155xXt1FAHlf/AAmXxMvNKFjb+AWt9XZNjXkt0ggRv74U9fXGT+PSr/wv+Gf/AAhMd1qOpXK3muXo/fSrysa5yVUnk5PJPfA9OfRaKAPF/izpfjvxzZRaNp3hForK3ujN9okv7fMxUMqkLvG0YYnnnkdMVf8AhbB448J6Ja+HtW8IObVLg7byO/tz5SO2WLJvJOCSeOT0x6+s0UAcj8TPCs/jHwLfaVZlReErLBvOAXU5wT2yMj8a8k8BaL8W9G06fwxZWEWmWM8pd766ALW2QAxjIbnp6Hn0619E0UAQ2kDWtlBbvPJO8Uao00mN0hAxuOO56mvFNf8AhFNqnxvg1EWudBuSL66fHyiRfvRn3ZgD9Gb0r3GigChrWlW+uaHfaVdDMF3A8L8dNwxke46/hXmPwP8Ah/feEoNWv9YtjDfzTfZolbqIkPLD2Zv0UHvXrtFADJYlnheJxlHUqw9jxXzDB8OfiN8PfGX2zw3ZteqhKQ3Me1kljP8AC6kgjtnPccHoa+oaKAPn/wAafD34j+LvDI1TW7yO51KGQGDR7XaqRxkEMc9Gfp3PGeT0rQ8Ap8VvDmg2sEugJcafZq8UNgZoYZpSxLBmdjwqnjsTkcEcj3CigD5o8MeB/iZ4c8ep4pPhVJ5DNLJLB9vgUMJAwYA7zj73HXpX0VpN3eXumxXF/psmnXLZ320kqSFMHA+ZCQcjn8au0UAfOXjr4Ja/YeI5NZ8Gr50EkpuEhilEUts+c4UkjIB6YOR0x3NrTrH45+IYF0y7vZtOsmGyS6nEUbhfqg8wn6de5r6DooA5/wAG+EbDwV4ei0mwy+D5k8zfemkOMsfyAA7ACugoooA5vxhqPiKz04xeHfD51W5njdd5uo4VgOMAneQW6k4Hp1FeK/DXwZ8Q/AHiaTU38JG7hmt2t5IxqFupALK2Qd55BUfma+jqKAPO/iLJ4w1jwzdaJovhN5jf2yrLcvfQKId3LptLAsR0z05zzXF/Cfw94++H9zfQXnhFrmzvmjLOmoW4aIrkZxv5GG6e1e8UUAeR/Fz4SS+Mp01vRHiTVkQRywyNtW4UdMHsw6c8EY5GK4Hw9o/xv0eFdI0xL22tkGwCd4WjjX/ZZ84H+7X01RQBxHw98At4Shur/VL1tS8QX5Bu7x2LcdkUnnHv349ABy3xe+Edx4vu113QmjGprGI5rdyFE4HRg3QMBxzwQByMc+wUUAfNmhWnx00q2XRrCK6it4sIhuPIdYx/su+eB6An2r1T4f8Aw/n8LG81vWrxtV8S3q4muC5IVeP3alvcDk46AYAFd/RQB83fEXwR8RPHfiv+2E8Jm0ijhSCKNr+3YhVJOSd/XLGvZYtf8Wnw093L4LkGrq4QWI1CDa/y8vv3YC54x1rrKKAPmrwZ4H+JHhXxzH4kl8Ki6JaQzRC/t03Bwc4O84wTn8K7rx/ofja+8aeG/EvhnTF+0WNoTLFLcRgBifmib5hnIYjIOOvNet0UAeW6/wCI/G2v+G7zRLXwBd299ewNbyy3F1EYIlcbWYNn5uCcf16VvfDHwL/wgXhX7BNMk99PIZ7mRPu7iAAq55wAO/fJrtKKAPnLx18EtfsPEcms+DV86CSU3CQxSiKW2fOcKSRkA9MHI6Y7m1p1j8c/EMC6Zd3s2nWTDZJdTiKNwv1QeYT9Ovc19B0UAclovgm08K+ArrQNKUyyy28vmSvw08zJgsfTPA9gBXB+AJfiH4C0GPSdV8JT6lp65eBrW6iMsG7koV3cjJJ9snk9vaaKAPGT4L8QfEH4lWPijxDpI0XStOWMQWskqvNPsYuu7b0G485xxwM9asfHPwl4p8U22kjQYpLq2gMn2i2SUIdx27WwSA3Qj2z7169XPeMbXxJf6Slj4aubaznuJPLnu5s7oIiDlkA6t0A+v4gA4n4C6jq114T1HT9VeWQ6bfNbxtI24oAoyme4B/n6Yr1esXwp4YsfCHh630fTwxjiyzyP96Vz9529z+gwO1bVAHM/EDws3jLwXf6LHMsM8oV4ZH+6HVgwz7HGPxrw7wXoHxe8F3V1pmj6SscNywMhuTG0KsON4bd1x6ZzxweK+l6KAPmfx98KfHb6rZawJ5df1CdAbqaLaohlB4VVOPkxjHHUHgZru9RHxSv/AAJqFhqGiW99qGrRNCI4J4YUsYyoU7st87NkngkD17V67RQB4P8ACTw1488A6hexXvhNprPUGiEkq39uDDtLfNjedww5yOvHFWvjD4f8c+Obm20/TPC5Gn2Mrstw19ADOTgBgpcFRgHrzz2r26igDzz4ZWPiKz8JR+GPFHhv7LBbwPELg3UUqTqzH5CqsSDhj7ce+K8s1X4S+NfAvigav4LaS8t43LQPG6+ain+CRDgMO3GQfavpaigDwPWrb4v+OfC15aapp9tplnHFuaGBMTXjDkJjeSOcZ+6Pr0q58J/hz498KXJnuNRs9Msbh0e5smQTySBe3HCEgkZDHr04r3CigAqO4giuraW3njWSGVCkiN0ZSMEH8KkooA+adV+EvjXwL4oGr+C2kvLeNy0Dxuvmop/gkQ4DDtxkH2ra1q2+L/jnwteWmqafbaZZxxbmhgTE14w5CY3kjnGfuj69K98ooA8P+E/w58e+FLkz3Go2emWNw6Pc2TIJ5JAvbjhCQSMhj16cVzPiv4YeNfDfxBl8QeFbaS7je6a6t5oCpaJmYkoyk8jkjuCPxFfS1FAHhWu+DPid488KXcviK8gtZIkElpo9uFUSyAjmRgSOmcAk846d1+EGg/EjRHh0y7to9M0GO5a4nM6K0spIAMa8kgEgHOB9e1e6UUAeD/Gr4ceIdY8UW3iPw9avdkwpHKkTASRuhOGAOMjGOncV0Ok6J8QfG2n3SeM54dJsnspbWOztlG6Z3Xb5soyfu9QMjnsB19XooA+YPDng/wCKvw+8R3A0PShN5w8pn3I8Eyg8McsMeozgjJ960viF8MPH+tWFlreoXf8AbOqlmSa0tgqpbRnBUIOM85yR7dcZr6NooA8/+GFt45i01R4t+z21tBbx21pZoq+ZhRjzHYE8kYGM/gO/oFFFAHNePvCo8Z+Db7RVlWKaUK8MjdFkU5GfY4wfY14f4R0b4xeCXudI0jSAYJn3nzjG8St03q24AcAfl0r6VooA+a/GHwf8cazrNjcS3R1bUrqIvfXbyKkEBz8qLnBwB6D8BXrEA8faB4LFtNa2niHVyvkxfZZFt1iXZgM7SEb+R2AP867yigD5x+Gngv4heAPE0mqP4RN3DNbtbyRrqFurAFlbIO/rlRx7123xe07xl4s0hdA0Xwy0lqZI5pbtr2FdxAzsClgeCeT7cda9YooA8o+Dul+MPCmmnw/rnhswWjTPMl8t5C4TKj5SisSeR1Hr7VgfFT4Nalqmuy+JfCu1riZvMuLXzBG3mDHzxk4GTjJBI55Gc4Hu1FAHhej6l8b7+zXRn062tMqI21S7QCSMdN2d2GPuFJrnPBnwl+IWm+KzqtpcQ6W0EsireXeHaVTlSfL+bOQc/Nj619L0UAeX/E74W3HjfQ7GeK8ibxBYQ7DM0flpddMgjJ285I6gZI75HmmgaR8bPCaHSNJtbqO3BJWNjBLEuf7rOSF9cAivpuigDzLwF8O9WstabxX401E6l4gZNkC79yWqkHIHQZ5IwBgZOM5zXD/E/wALfET4hataXEfg82dtaRtHGjajbuzbjkk/OAOg4/WvoWigDivAF34qi0qy0jxF4ZbT/sdqsQvFvIZUlKAKPlViwJHPpxXa0UUAFfNPiv4YeNfDfxBl8QeFbaS7je6a6t5oCpaJmYkoyk8jkjuCPxFfS1FAHhWu+DPid488KXcviK8gtZIkElpo9uFUSyAjmRgSOmcAk846d1+EGg/EjRHh0y7to9M0GO5a4nM6K0spIAMa8kgEgHOB9e1e6UUAfO/xC+Hni+w+J58V+GLFrxJJ0uo2jKkxyADKspIyCRn0wa9T8D2/jW6ubjWfGM8Ns8sQig0q1x5cQzku3J+c9PvHAz9B2tFAHzVd+AvHvgn4mz634Y0v7dE08klu4KsjI+co43AjAOO3TINdfrNl8Urvwvqun3Wkpqd5rUQDmK8hit9PTkGNFZgzMRyTnHI5ODn2aigDwT4W6B8Q/h5Nfxz+DmvLW92Fgmo26ujLnBGXwc7unHQV7Xq17f2WmNcafpUmo3Qxi1SZIic9fmcheK0KKAPme68DfEy5+I//AAmP/CKoswvlu1t/t8BGFIwmd/oAM4r32D7f4h8M3UGqaZJo9xcxSQNC8yTFAy43BkOD1/StuigD538KeEviH8KNfu7ix0GDXLG4URyeROF3gHIIz8ynr/CRzXTa+vxG+JNidEGgR+GdJmI+1T3NyJZHUEHaAAD26Y56ZAzXsVFAGH4S8K6d4N8PQaPpqny48tJI33pXPV29z+gAHavCvE/wz8a+FPiDL4j8H273MT3D3EDwlS0RfO5GQnkckdwR719I0UAeC654V+J3jjwvfT+JpRbLBHutNIs9ga4lyMF8EjA9Cc8dB1rW+EXgPxz4PLfb7rT7XTbhxJPZMPNlzjHDLwp6dz06V7JRQB4P8avhx4h1jxRbeI/D1q92TCkcqRMBJG6E4YA4yMY6dxXV+F5PiZfSDW/EtvHBHZwMsGj2jJG17IRjdIWYhfUDI57AdfTaKAPmrx54G+JHjTxhJrq+FfsihUSGL7fbuVVemTvGSTk/jXumjzal4i0S5tfFHhv+zTLH5MsD3Mc6TKww2ChOB9ea6GigDwCL4b+Mvhl4wOteDol1jTXysls0gRzGTnYwJ5I4wy9x06it7xJP8Q/iJph0G18Mf8I9YXBAu7u9ulZiuc7QAM447A56cV7DRQBzvg7wlZ+B/C8Wk6eDMyZkllICtPIepPp0AHoAK8Q+Ivgj4ieO/Ff9sJ4TNpFHCkEUbX9uxCqSck7+uWNfSNFAHJxa/wCLT4ae7l8FyDV1cILEahBtf5eX37sBc8Y614t4M8D/ABI8K+OY/EkvhUXRLSGaIX9um4ODnB3nGCc/hX0rRQBFbSSS2sUk0JgldAzxMwYoSOVJHBx0yOKbeSzQWU81vbNdTohaOBXCmRgOFBbgZ6ZPFT0UAfNfxB8EfEfxz4rOs/8ACKfZESJIYYv7Qt3IVSTkneOckmvabHX/ABVJoMtze+DJYtSiKKtomoQETZ+8ytuwoHoeee9dXRQB8z3Xgb4mXPxH/wCEx/4RVFmF8t2tv9vgIwpGEzv9ABnFe1atoT/ELwTcaZ4h0qXSJ5TlIzNHM0Lr91wyEg/TjjI4zXXUUAfK0Pw5+KPgTWZJNAinYt8v2mwlVklXPG5W/wDZhXoXhn4f+MvFGr2mr/ErUGlt7N/Mg0zcmGcdGdY/kA/MnocDr7PRQBz/AI18J2njXwxc6LduYvMw8UwXJikHRgPzB9ia+e7HwJ8V/h/qsraBDMyyNtMto6SRSgdCyN/7MOM19SUUAeJ6J8PvG/jPUrW++JWoE6dbP5iaWrIPMYdNwj+UD35bGRxXQfF2w8V+IdAk8N+H/Dhurafy3lvDdwxgbW3bAjMDnKrz0r0yigDx/wCDukeM/BtnJoWr+F2SyuLprj7at7A3lEoAQUDEkfIOnrXM/FHwj8QfH/iCC6g8Jm2tLSIwxK1/bsz5Yksfn4zxx7V9DUUAeZXFl4r1z4P6joOoeHWstVjsY7eFBdxSLclcAkFW+X7vQnv1NVPCms+P/Ceg2+j674NutSFqgjgurK5icsg6Kw3dumfQdO59YooA8h8K+A9c1j4m3Hj/AMUWUWmNnNrp6SCRgQgRWcjjhfxJ7ADFavxa+GJ8eWMF3YSxw6vZqyx7+FmQ87GPbnJB9z65HpNFAHzJoGkfGzwmh0jSbW6jtwSVjYwSxLn+6zkhfXAIr0/wF8O9Ws9aPivxpqJ1LxAybIF3bktVIOcdBnkjAGBk4znNemUUAeQeI9F8d6b8XZ/FfhvSUvbM2scMsT3KRi4XHzKMkEEEA59cdelO8ZXfjPx94ek8NWPgu405bt0Fzd39xGEiVWDfLg5bkDkD8PT12igDnPB/hVPCHgy10K1n3ywxsWnK/elYklsemTwPQCvnCx0Xx54A8eaXqWoxXMcl3qKQNL9oDi73N8ynBJIIz1HHsa+sq4Oy8Hatq3jceJvFVzBItg7rpOn25JjhXOBKxPVyAD7cegAAO8qG8lmgsp5re3a5mSNmjgVgpkYDhQTwMnjJ4qaigD5q8eeB/iR418XNro8KCzCokcMX9oW7lQvIJO8ZOST0r3bwxqviDUrdxr/hxtHnjVeftcUySnnO3YSRjHf171v0UAeP/F74R3Hi+7XXdCaMamsYjmt3IUTgdGDdAwHHPBAHIxzxmhWnx00q2XRrCK6it4sIhuPIdYx/su+eB6An2r6TooA4L4efD2bwvJdazrl+dT8R3wxcXTMWCJx8ik8noMnjoAAAK53xHovjvTfi7P4r8N6Sl7Zm1jhlie5SMXC4+ZRkggggHPrjr0r1+igDyLxld+M/H3h6Tw1Y+C7jTlu3QXN3f3EYSJVYN8uDluQOQPw9Oy8P+F4fBvw7/sSGTzTBbSmWXGN8jAlj9Mnj2Arq6y/EV9a6d4d1C5vJ44YUt5CWkYAfdPH1oA+VvhFL4rtPEV5e+FLWC9ngt/8ASbOZwvnRFhwCcAEHBzn8+leq+JJ/iV8RLA6BB4XXw9YTkC7uLm6Vyyg9BgA4+gOcdQM1xP7OuoWln4z1GG5uI4nuLLbEHYLvIdTgZ6nHOPY19PAgjI5FAHP+C/CVl4J8M2+jWTGTYS80zDBlkPViPyAHYAV4l46+CWv2HiOTWfBq+dBJKbhIYpRFLbPnOFJIyAemDkdMdz9G0UAfPmnWPxz8QwLpl3ezadZMNkl1OIo3C/VB5hP069zXsfg3wjYeCvD0Wk2GXwfMnmb700hxlj+QAHYAV0FFAHzp8Q/gfrEOuzaz4QjE9vNJ532VZAksDk5OzOAVzyOcjpjjNP0nRfjd4ghGlX+pXWnac/yy3Fy0YcL35X94354PrX0RRQBi+FPDFh4Q8PW2j6cp8qIZeRvvSufvO3uf04HavBLvwF498E/E2fW/DGl/bomnkkt3BVkZHzlHG4EYBx26ZBr6VooA8/0uTx/o+jXGpanp/wDbmsX0oI062uYoILFApwAznnJ64J7dep8o8KeBviV4b8ex+KH8Krcv5srzQi/t13CQMGwd5x97I+lfS9FAFXTri5utPhnvLJ7K4dcvbPIrmM+m5SQfwry344eAL3xZaaVf6PamfUYJhbuq94nPU+yt+QYmvXKKAM7QdHt/D+gWGkWo/c2kCxA4xuwOWPuTk/jVDxr4TtPGvhi50W7cxeZh4pguTFIOjAfmD7E10FFAHy3Y+BPiv8P9VlbQIZmWRtpltHSSKUDoWRv/AGYcZruNE+H3jfxnqVrffErUCdOtn8xNLVkHmMOm4R/KB78tjI4r2yigDg/iS3iq90K90Hw74aN8l7bGJ7w3kUSxhshlCMwJOPw59sVwPwp8O+P/AIfXd+l14Qa6tb/y97JqFurRFN3ON5yMMePYV71RQAV4F8dfDNvrPjjwtb2OBqupk20oA/gDLtc/Tc/PovtWp4p+Ph8NeMr7Rh4e+0W9nJ5TSG52OzDqQNpGPT1655qX4Zw6j488a3nxG1i2+z28aG00qAnIReQSD3wCwz3LN0xQB65YWUGm6dbWFqmy3tolhjX0VQAB+Qrw34xeEfHeteOLS80SK7uLEQolubecIIHyd2eRtOcHd9OeK96ooAq6bHdQ6VZxX0glu0gRZ5B0Zwo3H8TmrVFFADJYknheKQZR1KsPUHivm/wN4H+KHg559Z0W0g2tIYptOupNjXCKeG2nAHfB3A9ex5+k6KAPI7/4gfEm6tHs9O+HNxaX7rgXEs/mRofUDao/Nvzqt8LPhDe6FrB8T+KZEl1VtzxW4bf5Tt953boX5PTIGc5J6ey0UAc9418H2Hjfw5NpF/lCTvgnUZaGQdGA79SCO4JrynwfpnxF+FVzdacNBOv6JK5dPss6gq3TcueRkYyCMccHrn3eigDxXWPCPjH4r61ZSeJLFfD3h+zYstqJ1lnkJ6njjJxjJxgdAec+mazPqXh/Q4IPDXh7+0njQQxWyXEcCRKFwuS5HHAGBzW9RQB83fD3wR8RPBHi7+2pfCZu0kieKWNdQt1OGIOQd/XIFek/E5PF2v8AhWbQdF8LPN9uhjM1w97CohO4MybSwLEbQMjjnjNekUUAeJfCHQvHXgV7jTdS8KM9hezo5uEvoMwH7rMVDksMYPHPHfNRfF7w9468eXVrZ6f4UaOxsJZSk738GZ84AYLvG0YGcHnntivcqKAPPvhxa+IoPCsPhjxR4Y+yW9vatB9oN3FKk65xsKqxIO0n2498V5Hrvwa8Z+EfEJ1Lwg013bxtvgnt5VSeIH+FlJGfTjII7dq+naKAPAbPw/8AGTxvENO8Rak+l6Q4xO7LEjyL3G2Mbjx2OBXtug6HYeG9EtdI02Ly7S2TagJyT3JJ7kkkn61o0UAFcf8AEbwHbePvDn2F5BBewMZbScjIR8YIb/ZPf8D2rsKKAPljSvBnxd8EahLb6Fb3UayPy1tJHJDIR0YhuP8AvoA16j4I+H3iK416DxV8QNRN7qduP9Ds9wZLYn+I7fkz6BeO+c4x6tRQBxnxH+Htn8QNES3eQW1/bEta3O3O0nqrDupwPpgH2PCeDJ/iR8PLB9BvvCcut2MTH7JLa3SDYCckZ5O3PPIBGfwr26igDxmPwB4k+IXjK38ReOLaHTtNtMC20mOQSMVBztYjjBPU9T0wO3oHjS98RWuktbeHPD/9q3FxFJGWN1HCsHAAJDkFup4Hp1FdNRQB84/Dbwd8Rvh/4il1E+EvtkE8BgliGoW6HBIIIO88gj9a+h7Oaa4soJri2a1mdA0kDOrGNiOVJUkHHqOKnqOaeG2haaeVIokGWeRgqqPcmgD5G8NjxAPjDey+GBC+qw3d1JHFM2ElUFtyHPHIz3H1Feu6z4g+KPibS5NEsPBf9jzXCeVcX0t4rKqnhtvAxkdxuIzxzzXmXww1axi+OZvJbmOO2uZ7oRyu2FO7cV5Prx+dfVisGUMpBB6EGgDjfht8P7bwBoDWglFxf3LCS6uAMBiBwq/7I5xn1J74HK/FX4PyeKr3+3/D8scGsADzYnO1Z9v3WDfwuAMehwOmOfXaKAPJ9L8Y/E200iPT73wFNeatGvli7+1okUh6Bmxxn1wQD7VN8PPhnf6X4huvGHiu4iudfuizLHHykBbqc/3sfLxwBkc9vUqKAPKfi5ZeM/FOmT+HNE8LmayaSN2v2vYV8wABsKjMCPm4yfTpzmqHwn0/x34J086JqfhFpLKa680XUd/BmENtDZXedwGM8c9etey0UAcF8W/A91458Ira6e6Lf2kwuIVc4EnykFM9s54PqB9a8x8D6V8ZNCs38PadZR2NmXLCe+CMtuT1KnJyO+AG5/GvouigD5k1/wCGHjzQPH9trGkJNrlwJI7oXzlfmmGCwcFhgbgfbBHNfQHhOLxBHoETeJ7iCXVJGaSRYFASIE8IMdcDv+p61t0UAFeR/Fz4SS+Mp01vRHiTVkQRywyNtW4UdMHsw6c8EY5GK9cooA+ZfD2j/G/R4V0jTEvba2QbAJ3haONf9lnzgf7tex/D3wC3hKG6v9UvW1LxBfkG7vHYtx2RSece/fj0AHb0UAeRfFX4PyeKr3+3/D8scGsADzYnO1Z9v3WDfwuAMehwOmOZdL8Y/E200iPT73wFNeatGvli7+1okUh6Bmxxn1wQD7V6xRQB5b8PPhnf6X4huvGHiu4iudfuizLHHykBbqc/3sfLxwBkc9s34yaJ408aRwaNpHhkvYWtx5/2tr2FfOO0gYUsCANzda9kooA8z+F0Pi/w34Vi0DWfCrxLZRyvDcJfQN5xLFwhUMcEliM9PXFebeNfA/xI8W+NpPEKeFRbAGMQwm/t22hMYyd4zk5P419K0UAY2lTahrmgSprmjvpNxMrQyWxuEm+UrgsGQkY5PXnivn3w14N+J/w68W3LaHo0V4JVMHmyFTBKmQQx+ZSp4B5IPWvpuigDw3x98KvFfiPwnp93PqK6p4htpJZJ4chEKyFT5cROAAm3jPXJ9hVPwbp3xkOkweHFMej6dCPLF9dIjSxJ/dTkk+3HHqOK9+ooA+Y7X4dfELwZ8RnvPDuntfbJJPIvbhlKSo4Iy+WHODz7jvXpvjKLx7eeCH8N2+hrq19dWqx3WprdQwx7ifnCxkgnjjOAOc+1en0UAeD/AAn8PePvh/c30F54Ra5s75oyzpqFuGiK5Gcb+RhuntUfxa8LePfH2sWos/CpistPEiRSNfwEzbiMvjeMAhVwOte+UUAcJ4PvfFmm+C4rHU/CMkd7plpFBAiX8BF3tAXg7sIcDJzx6V5GfA/xLb4kf8JifCiGX7cLv7P9vgxtz9zdv9OM498V9L0UAVNMubq802G4vrB7C5cEyWzyLIYznpuUkH149at0UUAFFFFAGBrfgnw14jvUvNY0e3vLhIxEskoOQoJIHX1J/Os3/hVXgX/oWbL8m/xrsaKAGoixxqiDCqAAB2FOoooAKKKKACiiigAooooAKK5bx944tfAPh5dVurWS6Mk6wRQxsF3MQTyT0GFNSeBfGdp478Nrq9pbyW+JWhkhkIJRxg8EdRgg596AOlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorA8W+MdH8F6T/aGrzMqs2yKGNd0kzeij+pwB60Ab9FeQax8cbjw7eW6a14J1Oxt7hd8Uksyh2XvhcYyMjI3cZr1DRNZs/EGi2mrae7Pa3UYkjLDBx3BHqDkfhQBfooooAKK5fxb8QvDvgny11m5lSaVN8cMULOzjOODjaPxIqh8P/iTZ/EKXVfsOnz2sNiYgrTuC0m/d/COFxs9T1oA7eivOfiD8XbDwDrVppc2mT3s00IncpIECIWKjGQcn5Txx25rvdPvodT021v7ckwXUKTRlhg7WAIz+BoAs0Vma/r+m+GNHm1XVrkQWsPVsZLE9FUdyfSvNNW+OFxpNpaalN4J1SPSLz/j3u55Vj8wYyPlAIGRyOeRyKAPXqK5Cx+JXhy88Dnxa9y9tpyko6yr+8WQfwYGct0xj1zXIat8cLjSbS01KbwTqkekXn/HvdzyrH5gxkfKAQMjkc8jkUAevUVh+EvFeneM/D8WsaZ5ghdijJKuHjcdVOMj06HvW5QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUV5x4k+NvhHw7cTWvmXd7dws0bxW8BADA4ILPgdfTNAHo9FYPgzxMnjHwnZa9HatapdGTELPvK7ZGTrgddufxrl/iD8XbDwDrVppc2mT3s00IncpIECIWKjGQcn5Txx25oA9Goqtp99Dqem2t/bkmC6hSaMsMHawBGfwNWaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiuXfx1pkni+Lwzp8c+o3wJN21sAY7NQOsjdAc4GBz+PBAOoooooAKKKKACiiigAooooAKKKKACiiigAoorzjWvjT4f8PXrWmq6Vr1rIGYL5tkEDgHGVywyPegD0eivKB+0L4MIJFvq+B1P2ZeP/H61NL+N3gXU5hEdUezdun2uFkX/AL65A/E0Aeh0VHBPDcwJPbypLDINySRsGVh6gjqK808U/GrSvC3jY+HJ9NuZhE0a3FyjgCMuA3C4+bAYdx3oA9PorH8R+KNI8J6et9rN0beB22IViZyzYJwAoJ6A1xXh/wCNejeKfGlj4e0nT7xlujIDdTlUC7Y2fhRknO3HOOtAHptFFFABRRRQAUUUUAFFFFABRRXH+KPiHp/h3VrfRLa0utV1y5GYrCzALAYJy5PCjAJ7nHOMc0AdhRXkVn8eLOPxKNE8QeHb3R5/NETM8gk8tjjBYYBA5zkZr12gAorjPFfxK0vwbdNFqml6yYVC/wClw2m6AkjoHJAz7Vz1v8fvCV5cJb21lrU88hwkcVorMx9AA+TQB6pRVLSdSGr6XBfraXdoJgT5F5CYpUwSPmU9OmfpirtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFVNU1Oz0bTZ9R1CbybSBd0km0ttGcdACT+FAFuivK4/jv4ev/E2m6LpFneXjXl1Hbm4cCJF3sF3AHLHGehAr1SgAooqnqurWGh6bNqOp3UdraQjMksh4HYfU57Dk0AXKK8jf4/6NNcSLpnh/Wr+3iP7yaOEAAeuMnj64qxL8f8Awcuiy3kRvDeJgLYSQlZGJOD8wygxyevagD1Sioradbm1iuE+5KgdfoRmuO8afFPw34HcW99NJc35GfslqAzqOxbJAUfU59qAO2orx/S/2ivC95drDfWOoWCMcecyrIi+52nP5A161aXdvf2kV3aTxz28yh45Y2DKynoQRQBNRRXBeKPjB4R8LXL2ct3JfXqHDW9iokKn0LZCg+2c+1AHe0V5PN8cIrSEXV74L8R29mRkTvbgKR65OB+tdb4T+I3hjxn+70nUB9qAybWceXKB7A/e+oJoA6uimSv5UTybWfapbagyTjsB615nf/HXwzpVybbUdM16znAyYriyEbY+hYGgD0+ivKB+0J4NKlvs+r7QcE/ZlwP/AB+tXSvjZ4F1SYQ/2q1nI3A+1wtGv/fXKj8SKAPQqKZFLHPEksMiyRuAyuhyGB6EEdRT6ACiuc8U+O/Dng6INrOopFKwylug3yuPUKOce5wPeuFi+PdjfyMdK8K69fQqcGSOIHH4KT/OgD12ivL9P+PXg64laHURqGkzJwy3dsTg+nybj+YFdN4Q8c2njTQdQ1fTLO4MVrcyW6RsRvm2qrAjsMhhwaAOqormvCXjfSvF8UyWvm22oWp23VhcrsmgbocjuM9x+h4rpaACiiigAooooAKKKKACiiigAorzzxX8Z/CvhS8nsJWu7zUIGKPBBCRtb0LNgflmuq8J+IF8U+F7DW1tjbLdoXERfcVwxHXAz0oA2aKKp6tqUGjaPe6nc7vIs4HnkCDJ2qpY49+KALlFeefDv4sWPxA1C8sItNmsri3j84B5A4dMgE5AGDkjj3r0OgArG13wpoXif7P/AG1pkF79n3eV5oPybsZxg99o/KtmigDjv+FVeBf+hZsvyb/GupsbG202xgsrOFYbaBBHFGvRVHQCuR8X/FTwz4LumstRmuZb5VDfZreAlsEZHzHC/rV/wH4yi8deHm1eGze0jFw8Kxu4Ynbjk4Ax16UAdPRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGDqvgnwxrmoLf6podjdXYAHmyRAlgOm7+9+Oa24YYreBIII0iijUKkaKFVQOgAHQVT1nWtP8P6XLqWqXHkWkWA8mxmxk4HCgk8n0rzhPjz4evvEmnaNpNje3bXl3FbGeQCJF3uF3AHLHGc4IFAHq1FISFBJ6Dk15l4M+NOleMvFp0KDTbm2Mgc207uGEm0E8r/DwCepoA9OooooAKKKKACivOfiD8XbDwDrVppc2mT3s00IncpIECIWKjGQcn5Txx25rvdPvodT021v7ckwXUKTRlhg7WAIz+BoAs0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFUNZ1nT/D+lTanqlx9ns4cb5NrNjJAHCgk8kdqAL9FeX6d8cNB1vxbp+g6RZXdx9rl8s3MuI0XgnIHJPTvivUKACiiigArN1vw/pPiSzSz1ixivLdJBKscucBgCM8exP51pUUAcd/wqrwL/ANCzZfk3+NdHpGj6doOnJp+l2kdraISVij6Ak5P61eooAKKKKACiiigAooooAKKoazrOn+H9Km1PVLj7PZw43ybWbGSAOFBJ5I7V59p3xw0HW/Fun6DpFld3H2uXyzcy4jReCcgck9O+KAPUKKKKACiiigAooooAKKKKACiiigAooooAKK5fxb8QvDvgny11m5lSaVN8cMULOzjOODjaPxIqh8P/AIk2fxCl1X7Dp89rDYmIK07gtJv3fwjhcbPU9aAO3ooooAKKKKACiiigAooooAKKKKACiiigAorlviN4kufCXgTUtYsow91EqpFuXKqzMF3H2Gc15f8ACzwjYfEfw9e694xkv9Wu3u2gQT3UioiqqnKhSO7H2GOBQB7zRXzh4e1XUPhx8cG8IW+oXNxok11Hbi3mcsFEqqyEehBdQSOoBr6PoAKKK+dPjtH4o0R7OSXxXd3On6hJKBaIggWILghTsPzjDYyfT3oA+i6K8J8NeCPFPj/wRpA1jxC2laFHaRxWtjYrlpkUbQ8hz1OM45HsK4D7Vr3wZ+JU+nWF015EpAELErHco65XcueCCevqD2NAH1rRXjN/8HNe8YWZvfFfi65OpyruW2hTNtbk9FC55A7kY/HqeZ+BniTVtL8b3ng7ULmSW3YSqkbPuEU0Z5256AgNx7CgD3jX/Duk+KNLbTdZs0urRmD7GJUhh0IIIIPJ5B7mnaFoGl+GtKj0zR7RLW0jJIjUk5J6kkkkn3JrzH40/wDCZaXoV1rGn+JjbaWkkafY7aHypAGwuTKDk/N2GBg+1WP2epZJvh7dyyyNJI2pylnc5JOyPqaAPWKK8X+MHw9uE0m68S+HLvUIbmJmnvbZLqRlkUnLOoJ+UjrgYGM4HHPJfDPxX4ZtfAviN/Ec93Lfxp86teyhriIkbFjw3Dbxgkc8gk4zQB9K1R1jWLHQNJudU1K4WC0t03u7fyHqT0A7mvIPhN8OLq60628SeI7/AFMvMwms7P7XIoRAcq7kHJJ4IHTHXOeOg+Nnhe01jwVeatc3V6JNNgMkMEcuISxIG5lxycHGaAJvhR43vvHTeIdQufktku1W0gwP3Ue3gZ7k4yffNej18y/BXwFp3i7SdVuby/1S1eCdIwLK58oMNpPPBzWh8b/DcPhGw0e90a/1KF5maCcPeyP5hVRhjk8HrnGBz0oA+iqK4f4f26678ItHt9SkmnS5tNsrecyuw3H+MEMOnrXhXjm0uPCPxah0vTNU1EWfnW8saSXTsV3EZGc8jOaAPq2iuZ8bWXiW70dz4b1qHTJoo5HkL2wlaTAyqgk4ToecHqPSvm74c6l4x8SeLr2103U5m1LULRoZtRuZGdrWHepZ19+Aox3bjHUAH1vRXhfgH4U+LvCXxNTUrm/im0tRJ51wsxzchlIAZDzncQeeBjqasWer6n8Y/GGqafbapc6Z4S0whX+xtslu2JIXLdgdrHHQADjJyAD2yivnL4m/Dr/hXdhB4m8KarqNuVmWO4BuCWBOdrBhg4yMEHPUV6h8JfHE3jjwh9ovtv8AaVpIYLkqMBzjKvgdMg/mDQB3tFFc7448WW3grwrd6xcAO6DZbxE482U/dX+ZPsDQB0VFeE+BPCV98VLGXxR431O9ubSaVktLCKUxRYU4LYB4GcqAOeCSTWb8Q/BuofCr7P4l8F6rfWtiZRHPbGUusbH7pIPDIcYw2cHHXPAB9EV84fFrU5NS+OOg6XKc2tlNaosfbMjqzH8QVH4CvSfCuuWfxg+HjxXklxZXCyLFeCzl8tldSGDIecK3H6jtmvCPGnhi10j4xRaBDdXstu1xap50026bDhMndjqM8cccUAfUviPwto3i3TlsNbsVurdXDqCxVlb1DKQR+dXtO0600nTrfT7CBYLS3QRxRL0VRXK+HfhnpfhrWYtTtdU1q4ljVlEd1eeZGcjHK4Ga7SgAopksscELzSuqRxqWd2OAoHJJNeBWGpav8bvG97ZrqN1YeEdP5aK2Yo0yk4UMf7zYJ5yABwM8kA9Y+I8cc3w28RrIquo0+ZgCM8hSQfwIFeVfszf6rxP/AL1r/wC1aveP/hPZeG/Buoan4TvL6xeC3b7Xbm5Zo7mEjDhge+Mn046dCKH7M+TB4o2kA5tsEjPaWgD1vxJ4D8M+Lbm3udc0tLqa3G2N/MdDtznadpGRnsfU+tdBFFHBCkUKKkSKFRFGAoHAAHpXzN8aZfGuiXtna6r4pkvLS+jZlitY/s0Y2kAqVBO4cjkk17toGnx6r8MtJ0+aSWOO50iCJnhba6gxKMqexoA8f/aU1aY32iaMrYgWN7p1/vMTtU/gA3/fRr2250HS9c8LxaRqVmlxYvAimJsjoBjBHIIx1FfMPxn8K2nhLxNYWdnd39yktmJS17P5rA72GAcDjivarD4N6K1pBMdb8RbniGQNQ4GV7fL70AeafHa2svDVvoHhLRrcWumQxyXhiVi252baGJJJJ4b869/udB0vXPC8WkalZpcWLwIpibI6AYwRyCMdRXzD8Z/Ctp4S8TWFnZ3d/cpLZiUtez+awO9hgHA44r3Pw98KtI02507VYtX16SaHZMI5b7dGTgHBG3ke1AHZaFoGmeGdJi0zSLVba0jJKoGLcnqSSSSfrWlXk/j7xjrGoeObD4e+GLr7Fd3ODe3wGWhQqWIX0IQbs9eQARWd4r+CGnQ+HrrUtK1bVn1u0haZJ7i53mUqMkdAQT2wetAHtNFeF/An4j6lrN3N4Z1q6e6kjh82zuJTlyFPzIzdW6ggnng+1cz8a7nxrot7aWep+KGu7K+jZ1itYvsyDBwVZQTuHI6k0AfTVFfN118PvHXxA8EaVqpvoY4YraKOx0hnKgwqgUSZ6b2xu57EcjgV12r+J9Y+E3wj0fTr2RLrxHNvhh3MZFjG4nJP8WxWRQPUjsKAPY6K8lj+C8Gv6Stx4u13Vr3Wp03yyC4Ajhcj7qJjGB0/DtXnfgvxnrnw7+I7+FdW1CW70sXn2SVZWLBMnCSJn7o5BI9PfFAH09RXhfx4TxPo+nR6pB4puxpt1dfZ/sEKCERgoWGXU5cfK3X1FZngLwj4q8feAdPs7rW20jw1biRIY7YbpLtvMYsz8jgEkYP93p3oA+h6iubmCztZbm5mSGCJS8kjthVUckk+lfKitrPwZ+KMOnx6k89lvjaQAlUuIHPOVyQGHPPYivoP4i+F7TxR4Uuob26vYoraKS4EdvLsWRlUkBxg7gCOlAHOfD/4iz+OviBr0dsxXRbW3QWkZXBY78GQ98n07DHfNeoV8nfBbwfZeL9a1OG9u7+2Fvbq6tZT+Uxy2CCcHIr6g0LR4dA0W20u3nuZ4rcELJcyeZI2WJ5bv1/KgDRrxr9pCKM+B9LmKAyLqSqrY5AMchI/8dH5V7LXjv7R/wDyIOnf9hRP/RUtAHRfBL/kkOh/9vH/AKPkrd8SeA/DPi25t7nXNLS6mtxtjfzHQ7c52naRkZ7H1PrWD8E8n4P6JtIB/wBIwSM/8t5K8k+NMvjXRL2ztdV8UyXlpfRsyxWsf2aMbSAVKgncORySaAPpmKKOCFIoUVIkUKiKMBQOAAPSn1ieDf8AkRvD/wD2Dbb/ANFLXlVz4m1n4seO7nw34e1ObTfDVkN13eW3Ek4Bxw3YMeAPQEnPSgD3CivCviP8KbLw14Sl17wtJqUWp2brJPKLp2eWPOCTz1HByMcA11fwT8V6z4q8HzSa0XmmtbjyY7plx5y4B5PcjOCfpnnNAHpVFeJ2er6n8Y/GGqafbapc6Z4S0whX+xtslu2JIXLdgdrHHQADjJyOe+Jvw6/4V3YQeJvCmq6jblZljuAbglgTnawYYOMjBBz1FAH0bRXmPgHxVq3xI+Hkgi1X+y9btpRBcXcdukmR1DBDwNwOPYg4rxXR9R8Zj4vizttQbVNetri5s4Zb2QsikK6M+CcAAAtj26HpQB9cUV86ePvg/rFh4duvFNz4puNT1W1XzrgSIVBXPzbG3ZG309B26V2nwG8XX/iTwpd2WpzvcXGmyqizSNlmjYfKCe5BVufTHpQB6vRXhvxV8UXF78SdG8FPqkumaNKYjfTQv5bSb26FuygAe2SSc4rT8b/CfTtL8J3uo+EJL7TNStImmPk3kpFwqjLBssecZxjHPFAHr9Fc14V1GO3+Gei6nezERxaPBPPKxycCEFifXoTXm3hpNV+NVzqGq6vqV7p/hu2nMFrp9lJ5ZkbAJLt3wCv4k4xjkA9uor5k+Ivha9+EOq6dq/hPV76G0uXIKPLu2yLg4bsykHoQehr1zTviL9v+D83jFIU+1wWrmSHnaJ1+XH+6WwfoaAO/orwn4XeGtI+JGi3mu+K7u51jVTcsjRvdugtxgFdqowxnnHbjA6GtjwZ4fv8Awj8ab7SH1K9u9Kl0d7iyFzMz7B5sYK88ZBz+BHrQB69RRRQB5d8YPHt3oFraeHNBY/29qpCIU+9EjHaCP9pjwPTBPYV1fgbwbZeCvDkOn24V7pwHu7nHzTy9yT6dgOw9814doV2fGH7TBu5iZILe7mMYPZIUYJj05VT+NfS9ABRXk/j7xjrGoeObD4e+GLr7Fd3ODe3wGWhQqWIX0IQbs9eQARWd4r+CGnQ+HrrUtK1bVn1u0haZJ7i53mUqMkdAQT2wetAHtNFeF/An4j6lrN3N4Z1q6e6kjh82zuJTlyFPzIzdW6ggnng+1e6UAFFFfP8AfeIr/wCKHxebwmuo3Nl4dtJJVkjtpNjT+XkMSw67mGAOgHOM0AfQFFfPHxS8AN8PdNg8ReDtQ1GwhWYR3MMdy/ylvuuDnOM8EHPUVufCObxr4qt7TX7vxg82nQ3Dw3FjJApZ9q9N2P8AaU0Ae10UUUAFFFFABXjv7R8SN4B06UqPMTU0UNjkAxSZH6D8q9iryD9o3/kndj/2FY//AEVLQBF+zhGh8B6mxUZbUmUnHUCKPj9T+dWvjR8PtG1Dwff69a2UNtqlkvnmWFAvnKD8wfHXjnPXisH4C+KdA0PwRqEGq61YWUzag8ix3FwqMy+XGMgE5IyD+VL8Xfi9od74ZuvD3h+5F9PeYSe4RSI4485IBP3icAccYJ5zQBnfs5eJbz+1NQ8NTSs9mYDdwKxz5bBlDAegO7P4e5r2LVfh/wCFda1+LXNR0iKfUYtpEpdgG2/d3KDtbGO4PSvLvgb4A1jS9O1LxFOPsF7eWxt9PFxEW2qSGMjJkcEhcDIyAexFcL8VbjxbpvjFdG13xJNqUTLHMgjHkxEMf+eYOMggjvQB9Y18teBIo4P2lnhiQJHHqWoKqqMAAJMABX1LXy74J/5Ocm/7Cmo/+gzUAfUVFcv8QfGEXgfwjc6u0YlnyIbaJujytnAPsACT7A1wug/Dibx74ft9e8b63qVzd6jGJo7aCYRQwRtygC4xnBB/Hv1IB7FRXyw+t658FviNJpUWo3F5oyMjG3lbKywNzwOiuORkY5HpxX1HBNHc28c8LBopFDow7gjINAElFFeN/F74janp2rWfg7wtNs1e7ZFmmT78ZcgIinsxznPYEY68AHslFeWW/wACvD02mgazealf6s65k1BrpgwfuVByMfXNec2HjHxH8H/Hknh7WL+fUtER1yJSWPkt92SPPKkd1zjII96APpmvnD4UanJ4g+POs6rcnfJLDcOhP8I3qqgfReK9m8T+DNN8bLZXFxqOpQJCjGJrC58sOHwcng56DH1r5r+FHhi18TePrjS7q6vbeJbeVxJaTeXISrKME4PHNAH05rHgbw1r+tWmsanpUVxf2uPLlLMOhyNwBAbB9c10Nc74U8HWXhCG6jsr3UboXDKzG9uPNK4z93gY610VAHN/EGGOf4c+JEkUMo0y4cAjPKxlgfwIBr5//Z1hjl+I107qC0WmyuhI+6fMjXI/BiPxr6E8ef8AJPPEv/YKuv8A0U1fP/7OP/JQ7/8A7BUn/o2KgD6gooooAKK5b4jeJLnwl4E1LWLKMPdRKqRblyqszBdx9hnNeX/CzwjYfEfw9e694xkv9Wu3u2gQT3UioiqqnKhSO7H2GOBQB7zRXzh4e1XUPhx8cG8IW+oXNxok11Hbi3mcsFEqqyEehBdQSOoBrV+Pvh6701bfxTpV7ewrNKIb2NLh9obHyOBn5fukHHGcdycgHvVFeUfBmw0rWfhlJJJLd3Fzel7fUWku5C25S20Kd3yfK4Py4PPNeP8AjrTLrwV8SV0u51bVDoryRTowuX3m3ZvmAOeowwz7UAfW9FZmn6Np9n4fXSbUzNYNEyAtcO7FXyT+8J3dzgg8dsV498JfD66p4717W4b+/l0TTLt7fTkkunZZGyeTz8wC46/3h6UAe6UUU2RxHG7kEhQThRkn6UAOor5v8D3938YviFfJ4nubxtLt7d7iLT4JmjhX51UKdpB6Meepx17Uz4m6S3wi8SaPqng66ubCC8Eha185njLRlcghidykOODnpx7AH0nRWDK194m8I2tzpOpvpM97BFOlwsKzFFZQxGG46HGa+ZdH1HxmPi+LO21BtU162uLmzhlvZCyKQroz4JwAAC2PboelAH1xRXzp4++D+sWHh268U3Pim41PVbVfOuBIhUFc/NsbdkbfT0HbpXafAbxdf+JPCl3ZanO9xcabKqLNI2WaNh8oJ7kFW59MelAHq9FeQ/F/4halpN9ZeEvDEm3Wb8qJJU5eIOdqKvozHv1Ax6gi1ZfAvQv7ODapqGp3etOuZNRW6ZWV/VR6fXNAHl3iKJIv2nIVjRVU6zZtgDHJ8sk/iSTX1LXyFb2Go6V8d9NsNWvJL28t9Yto2uZCS0qh02Mc88rtr69oAK+fv2ldTuVfQtLVmW1ZZbhwDw7ghRn6DP8A31X0DXnnxb+Hj+O/D8RsWRdVsSz2+84EgIG5Ce2cAg+o9yaANP4W/wBkn4baIdHEYh+zJ5uzr52P3m7/AGt2f/1YrkvjV8OLHWfD134j0+2SHVrJDNM0a4+0RKPm3erAcg9eMemPD/D3ivxV8L9dngjWS2cMBdWF0h2SfUdj6MPzxX0b4E+LGgeO1FkR9i1Qqd1lOQRJxzsbow9uD7Y5oAuWXiL+zPg1Z6+F8ySDRY5lXGd0giGB/wB9cVznw/8AhXpraSuveLbJNU13U/8ASZ/ti71i387dp43epI68DgV6siLGioihVUYCgYAHpS0AeF/GD4TaHa+F7nxDoNmlhcWWHmhi4jljzgkL2IyDxgYBqx+zfq1zdeG9X0uZ2aCynR4c/wAIkDZUe2Vzj1Y+tdL8cNfh0b4bXtsWH2jUitrCueSCcufoFB/Eiovgf4Tm8M+BRcXkZjvNTcXLIeqR4wgPvjJ/4FQBkfHX4hXHh3T4fD2kzmK/voy88yNhooc4AHoWIIz2APqDUPwK+H1lZaDD4q1G2WXUbslrXzFz5EYOAwB/ibGc+mMdTnyX4y3sl78VdaLsSsLpCg9AqKMfnk/jX1l4fs00/wAN6XZRjCW9pFEo9lQD+lAGgyq6lWAKkYII4Ir5t+NngePwfqlj4r8OK1jFNNtkW3+QQTAZVkx93IB4HQj3r6Trz742WiXXwn1gsuWhMUqH0IlUH9CR+NAE/wAKPHLeOPCK3F0VGpWjCC7A43HGQ+O24fqDXnf7TESbPDU20eZm5Utjkj92cfz/ADrJ/ZtvXTxZrFiG/dzWImYepR1A/wDRh/Otn9pj/j28Nf79z/KOgDs/gXGg+E2mkIo3yzluPvHzWHP4AVz3x38DaOfCU3iWzs4bW/tJU854UC+cjsE+YDqQSOevWqfws+KHhDwv8OLDTdV1UxXsLyl4Ft5XIzIxHIXHQjvWB8RPiVefEu3Tw34S0e/mtDKrzOIi0kxH3RtXO1c85J7DpigDe/Zw8QXdzY6toVxKzwWuye2B52BiQ4+mQpx6k+tei/EzxsvgbwhNqEYV76ZvItEYZBkIJyfYAE/kO9Yfwb+Hd14H0W6udUCDVL8qZI1IbyUXOFyOCeSTjjp6V59+0pfO+u6Hp+T5cVs8+M8Eu23/ANkoAyfhP4Kk+I/ia91/xJLLd2dtIGmMjEm5mPIUn+6ByQPYdK+n7a2gs7aO2tYI4IIxtSOJQqqPQAcCvOvgPZx23wqsJkADXU88r+5DlP5IK9KoA5Dx78PNI8daVJHcwRxakiEW16Fw8bdgSPvLnqD6nGDXIfs+W0+n+Gdd026QpcWurPHKh/hYIikfmtevVXtrCzspLiS1tYYHuZPNmaOMKZH6bmx1PuaAPMvi5odxpKwfEHw/+41jS2X7SVHFxASAQ4744/4Dn0GO48H+KLPxj4ZtNasgVWYYkiJyYpBwyn6H8xg96va3pqazoOoaZJjZd20kBz23KRn9a8D/AGb9blh1jWNAkZvLlhF1Gh6K6kK34kMv/fNAH0XRRRQAUUV5H8dfDVzP4bbxLpl1dwXljtWdYp3CvCTjO0HGVLZz6Zz0GAD1yivEf2fBZ6po2q3dzc3dxq0chgl825dgsDhSuFzgZKtzjPHWuF+Mfh698D+JLc6ZqWoppd9EXhR7qRvLdThkyTkjlTz/AHqAPqiiuc8DWGl2fhKxl0eS5ktbuJLkPcXDyuxZR1LE46dBgZzxXlOheF4dX+OerW1hfaj/AGFopSSWM3kjAz4HyZJzjduOCf4CKALX7SkaHw5okpQeYLt1DY5AKcj9B+Vd18Iv+SVeH/8Arg3/AKG1cR+0n/yK+i/9frf+gGsXwV4G8UePvBGmxajrkmk+HLeIx2ttbDLXHzHLvyBjOQM56cAdSAfQ1RzwRXVvLb3EaywyoUkjcZDKRggj0Ir5Rm/tr4LfEyGzi1KSayDRyMASqXEDHncuSAeGGexGa+ifG9h4mvtJc+HNdi0t44pGk3WwkaUgZUBifk784J5oAn8NeBvDfhCW4l0PTEtZLjiR/MdyQOcAsTgewroq+b/2f9Uv9X+Ieq3WpXtxdztprZknkLt/rY+5r1r4nePovAXhr7SirJqV0THZxN0LDqzf7K5H1JA75oA7aivIvDvwvk8V6VDrXj/UtQ1G+vVEwtPPaKK3UjIXauOfXGAOmO54C2vvE3ww+LqeHrG4vbnS57qNY7WUmRZoHIwV/wBoAkZGOV544oA9N+PsaP8AC64ZkBZLqEqSPundjj8Cah/Z8/5Jmf8Ar+l/ktWPj1/ySy7/AOvmH/0KvM/hh4Y8VeNPCB0uDV20fw1Fcu0ssAzLdSEDK8EfKBjrxz0PYA+maK+TPGPh3Wvg14ssbjSdZmkjnUzQzY27ipwyOucN1H1Br6m0fUF1fRLDUkXal5bR3CrnOA6hsfrQBdooryP46+Grmfw23iXTLq7gvLHas6xTuFeEnGdoOMqWzn0znoMAHrlFeI/s+Cz1TRtVu7m5u7jVo5DBL5ty7BYHClcLnAyVbnGeOtcL8Y/D174H8SW50zUtRTS76IvCj3UjeW6nDJknJHKnn+9QB9UUVzngaw0uz8JWMujyXMlrdxJch7i4eV2LKOpYnHToMDOeK8p0LwvDq/xz1a2sL7Uf7C0UpJLGbyRgZ8D5Mk5xu3HBP8BFAHvNFeT+PvGOsah45sPh74YuvsV3c4N7fAZaFCpYhfQhBuz15ABFZ3iv4IadD4eutS0rVtWfW7SFpknuLneZSoyR0BBPbB60Ae00V4X8CfiPqWs3c3hnWrp7qSOHzbO4lOXIU/MjN1bqCCeeD7V7pQAUVDeXKWVlcXUgJSGNpGA9AMn+VeB/DeCz+Lusa1qPjC7mvZYWX7PpguHjiijOeVVSCQDgfzyTQB9BUV4zH4TuPBfxo8MR6fqF+2gX4udlrLcPIkMiwvleT05UjPPB9KsfG0+LtL0KfWNM8TPa6WrxxtZwQ+XIN3BbzQdx57ccGgD16ivmP4a+G/GPjnwpcafBrraVoK3bvPOoZprmVlXKnkEqBjqQOe+OMfxb4O8UfB/VrXUbDWJWt52xHe2+Y8sOdjpk9hnByDz6GgD60r5a8VRRw/tOQJGgVTrNgxAGOT5RJ/EkmvfPh54uXxt4NtNXZUS5JMVzGnRZV649iCGHswrwbxf/AMnPW/8A2F9P/lDQB9RVzOjfD/wr4f1ubWNL0iK2vpdwMiuxC567VJIXPsBV7xHZa3qGmiDQdXi0u6L/ADXElsJ/lweACQAc45Oa+dvhrqWt3vx1tIdc1O4vrm2e6hZpZSwBWNwdoPAHHagD6F8W+KtO8G+H7jV9RkASMYiiB+aZ+yL7n9Bk9qwvhP4k1HxZ4MbV9TkDzy3kwAUYCLnhR7DpzzXF/tBeF7STw/8A8JK91etdxSx28cLS5hRTnJC44Jx1zWV8IvhvpfiPwVFqtzqWsW8xuZFMdpd+Wh2kYOMdaAPoKiikbJU7SAccEjNAHO+JPAfhnxbc29zrmlpdTW42xv5joduc7TtIyM9j6n1roIoo4IUihRUiRQqIowFA4AA9K+ZvjTL410S9s7XVfFMl5aX0bMsVrH9mjG0gFSoJ3DkckmvcNJstQ1H4ZaHbaZqraXctp1ri6WBZSo8tcgK3HPr2oA6yivkfR9R8Zj4vizttQbVNetri5s4Zb2QsikK6M+CcAAAtj26HpXW+Pvg/rFh4duvFNz4puNT1W1XzrgSIVBXPzbG3ZG309B26UAfRdeb/ABc+JEfgrRDZ2EqnXLxSIFGD5C9DIR/LPU+wNUPgN4uv/EnhS7stTne4uNNlVFmkbLNGw+UE9yCrc+mPSvKfjn4XtPDniu2mt7q9uZdQie4nku5fMbduxgHAwMdqAPqDR5pLnRLCeZt0sltG7se5Kgk1drz3wP8ADfS9D/srWrbUtYkmFsrCGa73Q/NHgjbgcDPHpxXIeP8AxzrXiTx/bfD/AMJ3zWgaXyby8hOH3clwCOQEUHOMEkEfUA9xoryy5+A3hibTGSO61FdU28ai1wWcv6lehGe3B964XwF8Rtf8HeN28G+K7uS7tBc/ZBLMxZoHzhWDHkxnjg9AQRjoQD6NooooAKK8F1/XG8bfHAeD9T1Ke00C1YxC2hlMX2mUJnDEdyxIHsOOTmpvil8OIPC3hSXW/CFxfaatqV+1WsV3KUkjJA3YLE5BIzzjGfSgD3SiuW8eeHbPxD4YunnkuYp7W3lltpoJ3jKNtzkhSAw4HBBryD9nTUr688RazHdXtzOgtEYLLKzAHf1wTQB9EUV4p8c/DVvpnh6XxLp13f2t+92izBLuTY4YEfdJwvQdMd66D4EXdxefDSKS6uJZ3F1KoaVyxxkcZNAHktnEkP7TZSNFRf7YkOFGByCTX1LXyPr82qwfHq/fQ0R9UOqMlqHAI3twCc8cZzzxxzXYeIfgV4uvLKTV5fE41XWApkaBwwyf7qSFvy4UfSgD6Ior5z+CvxL1SDxDF4T125lnt7gmO2e4Yl4JBn5Mnkg4xg9DjFdP8dfGWoaN/ZGg2F7JYJfkvd3URIdYwQuAR0HLE454HqaAPZaK8vv/AIOeH5PDzyeHLm8tNWMO+31KO+kJmbGVLHdtIPHIA68Vr/B6e5uPhdpD3skslyGuFlaZiz5E8g5J5zQB3NFeJ2er6n8Y/GGqafbapc6Z4S0whX+xtslu2JIXLdgdrHHQADjJyOe+Jvw6/wCFd2EHibwpquo25WZY7gG4JYE52sGGDjIwQc9RQB9GEhQSSABySa8r0n4mnxP8Y4tB0icNottbzCSRQCLmUAfMD/dHQY68nkYp3gnV1+MHw1lstZurmC6il8i9ezcRNKByD0IwwPI9Qe1eKfDfwrZa98TZdFnuLyC3jE+2S2l2SDbwPmx+dAH19RXFzWlv8Mfh7q9xYT3l59mjkuUN9MZWMhUADOB8uQOPrXnvwu8NaR8SNFvNd8V3dzrGqm5ZGje7dBbjAK7VRhjPOO3GB0NAHu1FeQ+DPD9/4R+NN9pD6le3elS6O9xZC5mZ9g82MFeeMg5/Aj1r16gAr5as4kh/abKRoqL/AGxIcKMDkEmvqWvkfX5tVg+PV++hoj6odUZLUOARvbgE544znnjjmgD64or538Q/ArxdeWUmry+JxqusBTI0Dhhk/wB1JC35cKPpUfwV+JeqQeIYvCeu3Ms9vcEx2z3DEvBIM/Jk8kHGMHocYoA+jKK8h+O/jjV/C2l6dp+jzPay6gZDJdJwyKm35VPYnd16jHvRpfwd8O654Esbu6F8+uXlklx/aE11IZEldA33SduAT0xn3zzQB69RXhP7P3jXVdWn1Dw9qd3LdpBCLi2kmYs6KGCsu48kfMuPTmtH46+MtQ0b+yNBsL2SwS/Je7uoiQ6xghcAjoOWJxzwPU0Aey0V5ff/AAc8PyeHnk8OXN5aasYd9vqUd9ITM2MqWO7aQeOQB14rQ+Fepvb/AAfsNQ1aeXdbJdPcyzEswCTSZJJ54A/SgD0CivEfDSar8arnUNV1fUr3T/DdtOYLXT7KTyzI2ASXbvgFfxJxjHPJfEXwte/CHVdO1fwnq99DaXLkFHl3bZFwcN2ZSD0IPQ0AfTdFcv4G8Xw+K/A9pr82yBvLYXQzhY3Thz7DjP0Iryew1LV/jd43vbNdRurDwjp/LRWzFGmUnChj/ebBPOQAOBnkgHrHxHjjm+G3iNZFV1GnzMARnkKSD+BAryr9mb/VeJ/961/9q1e8f/Cey8N+DdQ1PwneX1i8Fu32u3NyzR3MJGHDA98ZPpx06EUf2Zv9V4n/AN61/wDatAHvtFFRXNzDZ2s11cyLFBCjSSSMcBVAySfYAUAS0V8+6RqetfG7xrfW7ald6d4UsPmaC1bY0qkkIGPdmwSc5AwQB3ra8Y/Biy0nQ59X8GXN/p2q2UZmCpcufPCjJGc5DY6YOO2OcgA9oorxz4LfFK78VGXQNckEmpQR+ZBc4AMyDAIb/aGQc9xn0yeO+Oq+KNDvbJLrxVd3lhqPmlbZEECRhSvylUOGGHHJ54NAH0pRXhGj/D7xR8RPCGlza94gbS9LSyhjsLC1TcGjCALJJ8wBJAzjnr26Vyvw91XWvh98XF8J3V481nJdfY5otx8ti3+rdQfunlT9DigD6hooooAKKKKAM7XdR0zSdEu73WZIk0+JMzGVdykdMY756Y75rzLQ/F3ibx95lr4H0+18PeHrdvKOpXEIZ/XEcQ+UHnpyB6jpTv2iLe9m+H9q9srtbw3yPc7R0XawBPtkgfUiuW+Ffxf8OeF/Asej6slzHdWskhjEMO/zwzFuD2bJxzjoOaAOW1LTZtI/aK0+xuNRudRmj1SxL3V0cySFhE3OOgGcAdgAK+rq+Q/EPiOY/Gm28Uatplxp0RvLS7+zyr+8ECbACR6lUzj1OK+ofC3irT/GGlPqelrcfZFmaFJJotnm7QMsoPJXnGeOQaANuvCf2l/+QZ4e/wCu0/8A6Cle7V89/tH6xp14uh2FreQT3MLzPLHFIGMYIUDdjpnB/I0AesfDL/kmXh3/AK8o/wCVeE/G3/kslt/1ytv/AEI17R8KtZ0y5+G2jRw39s0lrZhZ0Eo3RbeDuGcj8favB/jJrVhffFg3dlcxXMFtHAjyQsGUsvJAI4OM4+tAH1lXy74E4/aXmA4H9pah/wCgzV9Hw+ItFuNM/tOLVrJrHAJuPPUIMjIyc8fjXy/4K13TYPj9/bE95FFp8uoXjLcSNtTEiyBCSegJYfnQB7Z8df8Akk+pf9dYP/Rq1l/s7f8AJOLn/sJS/wDoEdHx08RaQ3w4uLCLUrWW6uZohHDHMrMQGDE4B6YHX3FZ/wCzvremp4Pu9KkvYI74agzrA8gDurIgBAPXkEcelAHtTAMpVgCCMEHvXxZ4sj0fSfiDeXOiQC70SC+zGkinypCpDPGCOq5yP93Fe8fFz4ixWdmnhXQL6BtY1JxbyyrKAtqjHadzdFY5x7DJ44rSvfhbobfCVfDKTQJ5Uf2mPUGIA+0Yz5pP909P93jsKAO18N69Y+JvD1nq+nMDbXEYYL3Q9Cp9wcj8Kwviv/yS3xD/ANe3/swrwn4NfENfBmuzaLq9wF0i7kwZN2VgmHG/P904wT9D0Fe9/EGIa38MNdXT3W5Etk7xtCwYPt+bgjr0oA88/Zr/AORf1z/r6j/9Ao/aU/5F/Q/+vqT/ANArkvgn8RNB8GWWs2uuTyQLMyTQMkTPvIBBX5QcHpjPHXkV1HxoN74r+Fmj+Ik0u5tEiuTLJbzYLxxOCFdsdAcKfbcKAPQ/hR/yS3w//wBe3/sxrw/4xf8AJcLb/t0/mK6b4cfGnw5oPgS00rWRdRXdirRqIot4mXJIwex5xzjpXm3xC8QX2qfEKHxBfaXLYJKsM9tbSn5zCpwpPoW2k/j6ckA+vb7/AJB9z/1yb+Rr5t/Zv/5HjVP+wa3/AKMjr21vHvh+78HTa3JdtZWrxyKgvkMDuQucKrfe6j7ua8C+AWt6do3jq6GpXcNqlzYtFHJM4VS+9CFyeASAfyoA+k/FVxNaeENbubbPnw2E8keP7wjYj9a+dPgn4J8MeNE1iHXLeSa6tjE0QWZk+RtwPQ88gfmK+mpUt9SsJI96y29xGULIwIZWGOD9DXyPDNr3wX+IsjeQzCMsm2QFUvLcngg++AfYjnoRQB7v/wAKJ8A/9Ay4/wDAuT/Gum8KeCtA8FrdQaHA8P2kq8qvMzk7cgHk8dTXnkn7R3h02Aa20fVJb9hhbdggUt6bwxOP+A59q6b4c6LrU1xfeMfFKCPWdUVUht8EfZLYcrGB2yeSPYZ5zQB6BXh37SryjQdCRc+SbqQt6bgo2/oWr3GuL+KPgxvG/guewt9ov4HFxaluAXAI2k+4JH1we1AFT4KzpP8ACbRdgAMYmRgOxEr/AP1j+NafxOtY7z4ZeIopApVbJ5Rn1T5x+qivH/gp42h8H3t/4R8TM2nb5vMha6+RYpMAMj5+7kBSCeOD611/xe+IGlv4Wm8N6FeRanq2qYgEVmwm2ISN2dueSOAOvOaAOX/ZneX7X4kQf6ox25b/AHsyY/TNYXxJ/wCTiYP+vux/lHXr3wr8Hx/D7wVv1WSO3vrxhPeNI4Cx9lTPTgH8ya8M+IXiHTrr43vq9rcxz2NvdWpM0R3KwjCbiCOvII49KAPreiqen6tp2rQ+bp1/bXceAd0EquMHp0NXKAOM+LNzLafCzxBJCSGNsIzj+67KrfoTXn/7NTRf2Jr6j/Wi4iLf7u04/XdXr/iTRY/EXhrUdHlbYt5btEH/ALpI4P4HBr5b8D+JtR+EXjq6tdZsplhcCC9tx1ABysi9mxyR2IY+tAH0n8Q/+SceJP8AsGz/APoBryf9mb/VeJ/961/9q1q+OvjJ4Y1bwVqOm6E9zqF9fWskXlrbunkqVO52LAcBcnjPTsOa4n4CeLbXw/qeqafcWV9cNqBg8t7WAyCPaXBLgcgfPnPbBoA1/wBpf/j/APDn/XKf+aV7Z4N/5Ebw/wD9g22/9FLXgf7RGt6bqmuaNbWF7BdPawSGYwyBwhYrgEjv8vT6V7V8P9f0rUPAWjNb6hbObfToVnUSrmIqgVgwzxgjvQB4n+0j/wAjtpf/AGDh/wCjHr6Q0/8A5Btr/wBcU/kK+X/j9rWn6x46tBp13DdJbWKxSPC4dQ+9yVyOMgEfnX0X4b8S6Nq+gWdzZ6naSr9mR3CzLmMBRncM5XHfPSgDwT9pH/kdtL/7Bw/9GPX0hp//ACDbX/rin8hXy/8AH7WtP1jx1aDTruG6S2sVikeFw6h97krkcZAI/Ovo3wv4h0nXdFsZdO1C2uC1ujGOOUFl4GQV6gg8HNAHzpHp2neKf2iNT03xGjvbXF9cQqBIUyUDCMZHPRQPyr17/hRPgH/oGXH/AIFyf415R8afDOqeFvHw8V6eJktbqVLiO5QcQ3A6qT2OV3DPXJ9DXZaL+0dozaWn9t6XfR36rh/sio8bn1G5gRn0OcepoA7nw/8AC3wh4U1mHVdMs5YbxAyRu9y7D5gQRgnB4zXlv7S//IQ8O/8AXKf+aV1Xha61j4p+KbPxLqNi1h4Z0pzJp9q5ybifGBIfXb1B6A8DPzGuF/aI1zTNV1rRrfT763untYZfO8iQOELFcAkcZ+U8UAe+eDv+RH0D/sG2/wD6LWvCP2irgt440O3udxso7MSYHq0jB8e+FWvZfh3r+lav4J0SOyv7eWeKwhjlhWQF42VArAr1GCK4X9oHwbea1pFlr2nwyTy6eGS4jQZPlHndj/ZI59mz2oA3Ivgb8Pp4Uli0+d43UMrC8kwQeQetSJ8DvAUDrMNOnBjIbJvJMDHPrXm/w7+O8Og6FBo3iO0ubiO1UR291bYZ9g6KysR0HAIPTHHeuguvG+p/GG7HhrwvY3Vhojkf2nqM+A/lZ5QYJAJ6YySfYZoAvftHEH4e6cQcg6pHgj/rlLXQfBD/AJJFon1uP/R8lcZ+0He6TaeCtI8P2c8Ant7xCtrG4LRRJE6jI6gfMoGa6X4Gaxpsvwy02wS+tzeWzT+dB5gDpmV2BK9cYYHNAHln7Qn/ACUy0/7B8P8A6Mkr6Q8Q/wDIs6r/ANec3/oBr5g+Oms2GrfEgSWFzFcx21pFC7xOGXcGZiARwcbhX0095ZeJfDV02lXkN1Fc2zokkLhhlk4B9DyODQB4N+zX/wAjFrn/AF6J/wCh19IV8nfBnxhpngfxVqH9vySWtvPbmJpPLZikisDgqoJ9R064r6T8JeJk8W6S+qW9jc2tm0zJbPcAAzxjGJAOwJzjPpQBvV47+0f/AMiDp3/YUT/0VLXsVeG/tFa7pk/hrT9Jgvrea+W/ErwxyBmRVR1O4Dpyw6+/pQB2XwS/5JDof/bx/wCj5K84/aX/AOP/AMOf9cp/5pXb/A3W9Ml+Gemact/b/bbZpxLbmQB1zK7g7euNpBz9a84/aI1vTdU1zRrawvYLp7WCQzGGQOELFcAkd/l6fSgD2SCea2+Csc9vnzovDoePHXcLfI/WvL/2Z54RceJLc4E7LbuvPJUGQH8iw/OvVPAmp6T4h+Huk2kF3b3H/EsiguYUkBZCIwjKwHI5yK+bJk8QfBn4iNJGnzRFhE0gPl3duT7evH0I9qAPsKsfxPLLY+DtantBtmgsJ3iCjGGEbEY/GvKx+0fpEtiFt/D+pSam+FjtwyGNmPQbgd3X/ZrsPAnh/VptM1TWPFbMdV10DzrcEhbaAKQkQHYgMSfrzzmgDxn4J+CfDHjRNYh1y3kmurYxNEFmZPkbcD0PPIH5ivWf+FE+Af8AoGXH/gXJ/jXhEM2vfBf4iyN5DMIyybZAVS8tyeCD74B9iOehFetSftHeHTYBrbR9Ulv2GFt2CBS3pvDE4/4Dn2oA9D8KeCtA8FrdQaHA8P2kq8qvMzk7cgHk8dTXgHg7/k52f/sLaj/6DNXrngOx1GD+0PHPjSWG01LUUVEjlfYlnbDlU5+7k8kH0Gec14l4Q1zTY/2gjrM13FFp82p3jrcSNtTbIJQhJPQEsPzoA+jviH/yTjxJ/wBg2f8A9ANeT/szf6rxP/vWv/tWvRvidr+lWfw21ky39tm8spIrdRKCZSw2jaO/XtXln7N+rWFnda9Y3V3DDc3P2cwRyOFMu3zAQuep+ZePegDrvjF8KrjxiY9b0Up/asEXlSW7kKLhASRg9AwyevBHcYrzHwp8WfFXgC8/sXX7ae7soTse0uwVmhH+wx5xjscj0xXpl/47tvCnx2vbLVrow6Zf2MEfmOx2QyDJUn0BywJ9wTxmnfG+XwnqPgKW6uLqxl1NNv8AZ8kUitISWGQMHJXGc9u/XFAGl498R2ms/AvVNY0KTfbXFsiLgYKqZFR1I7EAsCPavPfg78OvCHjPwjPd6rayzX8F20T7bh0wu1SvAPufyNdj8NvBN1cfBC50TUw9u+rCWVA45iDgBCR/wENj3rxzwf4r1v4Q+Lru1v7CQxtiO8s3O0sB911PTIycHoQT65AB7r/wonwD/wBAy4/8C5P8a6PTvA3h7TPCt94XsoGTTroOJozKXYF1AJyScHAGPpXn17+0NpVzbLb+HtD1O81Wb5IYZo1Vdx6Z2sxb6Ac+oqxe+H9U8O/B3xTqmsXDN4j1WM3N7KjcocgLGCOyqSOOOSBxigDyvXvB/jT4Ra02qaXcXH2INhL+2GUZc8LKvIH0bj0Jr1r4Y/GO18Y3sek6vbR2mtlCIpIx+7uABkgZ5U8ZxyDjr2roPAfxB0Txd4VtnuL61S/WER3ttPIoYMBhjg9VPXPvjrmvH9M8O6fqP7Q6DwgEbSLK5juppLc5ii2gFwp6YLcDHrxwKAPpmiiigD5b+DQMfxsnSU/vMXSn/eyc/wBa+pK+aprN/An7SttLImy01C8MkTfwlLgFT+TsR/wGvpWgD5Yj07TvFP7RGp6b4jR3tri+uIVAkKZKBhGMjnooH5V69/wonwD/ANAy4/8AAuT/ABryj40+GdU8LePh4r08TJa3UqXEdyg4huB1UnscruGeuT6Guy0X9o7Rm0tP7b0u+jv1XD/ZFR43PqNzAjPoc49TQB3Ph/4W+EPCmsw6rplnLDeIGSN3uXYfMCCME4PGa7WvIvC11rPxT8VWfiXUbFrDwzpTmTT7Vzk3E+MCQ+u3qD0BwBn5jV74sfFK8+H8+nWun6fBcz3StIz3BbYqggYABGTz68fjQB6fXyrJDffCP4zJqeo20p01rmRkmVciWCTIJU92UNkj1HvX0b4N8RDxZ4R07XPs5tzdxktETnawYqcHuMqce1eBa58SbG7+KV4/jPSbi80nTJZILPTlClY3VtvmOjEB2IB6nAzQB3Hxb8d+GtY+HNxpek6nb6nfam0SW9vat5jgiRWyyjlfu4weckV0nwe8K3nhPwBBa6hGYry6ma7liPWMsAAp99qrkdjmuN0r4xfC3TZ/PsPDU2nzH/lpDpsCMPxRs16f4W8b+HvGUMsmiags7RY82JlKSJn1UgHHuMigDoaK8w+LHxSvPh/Pp1rp+nwXM90rSM9wW2KoIGAARk8+vH412HhHxMPFHgyx8QfZmgNxEztCPmIZSVIHqMqcfhQBv0V8/eH/ANoi+vvFVvaanpNnDpdzOIlaEt5sIY4DMScNjIzgDvX0DQAV5B+0b/yTux/7Csf/AKKlr1+vCf2hfE+j3vhmx0az1G2ub1b8TSRwyBzGqo6ndjocsOD70AUvgd4G8NeJ/B19ea1pMN5cR6g0SyOzAhRHGccEdyfzr2HSfAXhTQ5xPp2gWEE6/dl8oM6/RmyRXk37PnirRdN8O6lpOoala2d0bz7Qi3Eoj3qyKvyknkgr0969760AFfLvx+/5Knaf9eUP/ob19PyyxwRNLNIscajLO5wAPcmvlD4361Yar8TPP0+6iuora2iiaSFwylgWYgEcHG7FAH1lXy74J/5Ocm/7Cmo/+gzV9GQ+KNAuNLGpx6zYGyIB843CBRkZwTng4zwfSvmHwbr+mw/H4a1NdxxafNqN46zyNtULIJApJPQZYdaAO+/aXuJl0vw9bLnyJJppH/3lVAv6M1bHhj4O+Adb8LaVqf2CeQ3VpHKzC7kHzFRu6H1zWl8Y/C0njbwGlzo5F3dWUn2iFYCH85fuuq46nvx/dxXlHwx+MjeCrA6HrdpcXOnRuxhaHHmwEnJXaxAIzk9QQSevYA9a/wCFE+Af+gZcf+Bcn+Neg2Fvb2en21raf8e0ESxRDduwqjA578CvGtQ+LOoeP5P+Ea8A6bdxXN0Nk+oXQCC3jP3mG0nHH8ROfQE4r1rw9olr4b8PWOj2Y/cWkQjBPVj1Zj7kkk/WgDTr5P1a6aH9pDz7rnZrsIJbsu9Qp/AYr6wr50+PHgG+g1s+MNLheS2mVftnlAloZFGBIcdFIA57Ec9aAPouvnP9pW1jTWtAuwF8yW3liY98Kykf+hmvTfBHxT8P+I/DEF1farZ2N/DGFu4bqZYiHA5YZIyp6gj1xXmPilZPjV8UbSx0USPoWmqIp74LhQC2XYE9zwqjvjPSgD2j4ePK/wAOPDjTff8A7OgH4bBj9MV4F8Bf+Sr3f/XpP/6GtfRt3qWjeFtJjF5eW1jZ20IWMSyBfkUYAUE5PGBgV8wfBTXLDSviaLnULmK1huYJYlkmYKoYkMASeBnGPrQB9aUVHBcQXUKzW80c0TdHjYMp/EVJQBz/AI8/5J54l/7BV1/6Kavn/wDZx/5KHf8A/YKk/wDRsVez/FDxTo2keB9dsrrUbZL24sZYIrXzAZWaRCo+TrjnOa8A+CnijSPCfjae81q6+zWs1i9usuxmAcujDO0E4+U0AfXFFcQ3xf8AAKruPiS3x7RSE/ltrzv4i/HfTrrRbnSfChnlmuUMcl86GNUQ8HYD8xYjjJAxQB7HqWvaDD4buNWvL20l0dUPmTBhLGwzgjjIY54x68V5zofi7xN4+8y18D6fa+HvD1u3lHUriEM/riOIfKDz05A9R0rA+J3hy90P4DeHdNt4n8uzlie9VR91mRyxPtvY/iRVf4V/F/w54X8Cx6PqyXMd1aySGMQw7/PDMW4PZsnHOOg5oA5bUtNm0j9orT7G41G51GaPVLEvdXRzJIWETc46AZwB2AAr6U8W6BF4o8KalosuP9KhKox6K45RvwYA/hXy74h8RzH4023ijVtMuNOiN5aXf2eVf3ggTYASPUqmcepxX1D4W8Vaf4w0p9T0tbj7IszQpJNFs83aBllB5K84zxyDQB4R+z7r0mj+LNT8L32YvtSlkR/4Zos7l+pXdn/cFYnxBj1L4g3HiPxtando2kTx2NuMZ3x5ILL+LBj7Se1T/Gbw3eaB8T0vtJWVDrI8yAw8Hzj8kij3JIP/AAOvevDvgey0j4cxeFJ1V45LVortl/jdwd7D8ScegA9KAPNdN+JZh/Z6a4Ex/taAf2RHg/MXIwjD3EfOfVTXp3w88Mjwl4G0zSmQLcLH5tz7yt8zflnH0Ar53+Gfgq8uviv/AGJfhzbaNctcXaZOxmiOEOOhyxH4Zr6woAKCQBknAFFYXjWC8ufA2uwaeGa7ksJliVB8zEoeB7noKAPP5PiR/afiW48PfDXQ7O6vXYvdajKojt1xwXO3Bcc9SeT0DZrzv446HrOlDQbjXfEM+r3l19o3DyxHDBt8viNB0zu5PfAqj8GfHuleBdX1NNaSVIL2NF85IyxjZC3BHXB3Hp3Aqf4zeMh43TSL+w0y8h0a2aaKG8uE2i4kbZu2j0AUfmemKAPorwR/yIPhz/sF23/opa+e/B3/ACc7P/2FtR/9Bmr1f4a/EbQNU8N6dpcc0kUmmaXCLyedfLhiZQqbS5OMk5I9ga8X8Ia5psf7QR1ma7ii0+bU7x1uJG2ptkEoQknoCWH50AfR3xD/AOSceJP+wbP/AOgGvJ/2Zv8AVeJ/961/9q16N8Ttf0qz+G2smW/ts3llJFbqJQTKWG0bR369q8s/Zv1aws7rXrG6u4Ybm5+zmCORwpl2+YCFz1PzLx70AYf2v7T+035t3k41nylz/s/In8lr6mr5f+N3hbUfDfjr/hKrFZFtLyRJkuE/5Y3C44PoflDD6n0r0fQPj94TvNGjm1mWXT9QVP3sAgeRWb/YKg8H3xj9aAPNvE3/ACc/B/2F7L+UVfUVfHGseLlu/jDH4sewuIYRf290tswxIY02FePVlUH05619a6DrUPiDSYtRgtby2jlztjvIDFJx32nsexoA0qy7TxDpd7r+oaHBc51HT1R7iEqQVVwCpBIwwwR0zjPNalfO3xR1698A/G6z8Q2Kh/PsYzNETgTJlkZCfoinPYgGgD2rxT4M0LxjYG11mxSYgERzr8ssXurdR9Oh7g18q+P/AAJqXw38RQqtw720pMtjeJ8rHaRwcdHXI6eoP0+mND+KfgzXLBLqPXbO0YjLwXsywyIe4IY8/UZFeM/GnxfZ+O9Z0nQPDIfUmtncmSBSwlkbACp6gAHkcc+1AHtPwz8TT+LfAWnapd4N2Q0U5AxudCVLfiAD+NdFqmqWWi6ZcalqNwlvaW6b5JHPAH9T2A7mua8EaJD8PPhzbWmqXUUX2WN57yYt8isxLNz6DOPfHvXhXi34tWPivxfA2pWNzc+F7Fy8OnpIIzcuOjy+3XjsOO5oA9C0DQbv4qeK4vGniK2aHQLX5dI0+Uf61Qc+Y49CeffAHQc+yV4Sn7SelxoqJ4ZuVRQAqrcKAB6D5av+EfiDqvxR8e2cdnbzaXomlI11cok5LXDkbUVyAPlyc7eh2nPbAB5b8cdKk034o6hKykRXqR3MRx1BUKf/AB5Wr6f8IalHrHg3RtQjIIns4mPPRto3D8DkfhXM/Fb4cr490OI2rJFq1nlrZ3OFcH7yMfQ4GD2I9zXmvwx+Iknw8lm8HeM7a4soY5SYJXQnyCx5DY6oTyGGep7HIAPoqvNPjxqUdh8Lby3Y4e+nhgT6hhIf0Q10dx8SPBdtZm6k8T6W0eCcR3Ku5/4AuWz7YrwfxhrmtfG3xVbaZ4b0+f8AsuzJCPKNqgnrLKRkKMDgcn05OKANX9mvS5H1jW9XKkRRW6WwJHVmbccfTYPzFaH7TH/Ht4a/37n+Udes+C/Cdl4H8KwaTbOG8sGS4nbjzJD95j6DjA9ABXh/7Q3ibSNautDsdL1C3vHtRM87W8gdU3bAoyOM/KePpQBv+Bfh/pPjX4F2ltNbwQ6g7zNDerGPMRxI4XJ6lexHp+Feb+C/Fer/AAl8b3FjqUMgtvM8nULT2HSRfUgHIPcH3zXrvwJ8U6KfAVnosupWsOowTyJ9mllCO+9yy7QT82d2OO9WvjL8NR4u0n+19LhH9tWSH5VHNzGOSn+8OSPxHcYAPTLG+tdTsIL6ynSe1nQSRSIchlPQ14D+0rpkgvtC1YKTE8clsxx90ghh+e5vyNYPwd+KP/CJXZ0LW5WGjTOSkjZP2WQ9T/unuOx59a968T6Ho/xJ8GT2MN7BPBN89td27iRY5V6MCDg9wR6EigDkv2fNWjvfh0bAMPN0+6kRlzztf5wfoSzD8DXq9fJmkXnif4HeM2/tCxMltONkqK37q6QdGR8dR16ZGSCOa920f4yeB9Xto5DrMdlKwy0F4pjZD6E/dP4E0Ad7RXm+t/Gnw1ZEWmhmbXtUlO2G1skYhmPTLYx+WT7Vt+A7fxYbK71HxbdL9qvpBJFp8agJZoAflBHUnjPJ6epNAHW18ufAsM3xduDH9wW9wW/3dw/rivpHxBqkeieHdS1SRgq2ltJNz3KqSB+J4rw/9m7w/J5+r+I5UxHtFnCx/iJId/ywn5mgD6Corw7x98cdW8KeObrRbHSbOW1syiytcb98hKhvlIICj5vQ+tev+H9at/Efh+w1i1VlhvIVlVW6rnqp9wcj8KANKq9/ZQalp9zY3Sb7e5iaKVT3Vhgj8jViigD5c+F95P8AD/4yz+Hr5ysVxK+nyE8BmzmJ/wATjHs9a3xSj1H4j+Ktbg0pt2neE7Nmc4yJJcgyAe+FI/7Zn1pf2hvD0mm+INM8VWYaP7QBDLInBWZOUbPqV4/4BXqPwo8Jnw34FhW9QtqGpE3d6ZBlizjhTn0XGR6k+tAHn/wm+IkWkfCTW1u3DTaEC8CMfvrJny1/7+ZHsCK7j4NaBLpPgaPUL3LajrMhv7h2+8d/3M/h831Y14Ufh9cp8ZZPBkZlSylugz7WIDWv+sBPrheP94V9bRxpFGscahUQBVUDAAHQUAeK/tJ/8ivov/X63/oBrt/hF/ySrw//ANcG/wDQ2rzn9o7WNPn03SNLgvIJbyO5eSWGNwzRgLj5gOnJ7+hrtfgxrmmXfw00q0ivrc3VpHIs8HmDfHh2OSOoGCDn3oA8l/aO/wCSh2H/AGCo/wD0bLX0tc/8gqb/AK4N/wCg18t/HvWLDWfiFC2n3cNzHbWEcEjwuGXfvkYjI44DCvoW68aeHR4Qk1X+2bH7M1qzKfPXJO37oGc7uQMdc0AeG/s3/wDI86n/ANg1v/RsdS/tHzyHxpo8Lgm3jsA6jPBYyMG/RVrM+AGsafpHju6GoXcNqlxYPFG8zhFL70O3J4zgH8q9E+PXgy58RaHZ+INKjNxNp6sJkj+YvA3O4eu0jPHZie1AHsFtNFcWsM8BDQyIroR0KkZH6VIVUsGKgsOAccivmf4d/HRvDGiw6LrtlNeWlsAlvPbkeYif3SGIDAduRgcV1w8X6n8ZdRj0PQrG707w0jq+p3sp2ySICD5QKkhSfQEnvwAQQDe+PX/JLLv/AK+Yf/Qqr/s+f8kzP/X9L/Jag+Pur6db/D99J+1wfbZbiLZbCQGQKOcleoGB19xVb9nnWtOPgubSWvIEv0vZGFuzgOylVIYDqRwenpQBiftNdfC//b3/AO0a9e8Af8k68Nf9gu2/9FrXiX7RutadqOoaDZWV5BcTWiztOInDeXvMYAOOh+Q8V6/8MNY0/VPh7ocdndwzS21jDDPGjgtGyqFIYdRyD1oA7Cq9/ZQalp9zY3Sb7e5iaKVT3Vhgj8jViigD5c+F95P8P/jLP4evnKxXEr6fITwGbOYn/E4x7PWt8Uo9R+I/irW4NKbdp3hOzZnOMiSXIMgHvhSP+2Z9aX9obw9JpviDTPFVmGj+0AQyyJwVmTlGz6leP+AV6j8KPCZ8N+BYVvULahqRN3emQZYs44U59FxkepPrQB5/8JviJFpHwk1tbtw02hAvAjH76yZ8tf8Av5kewIruPg1oEuk+Bo9QvctqOsyG/uHb7x3/AHM/h831Y14Ufh9cp8ZZPBkZlSylugz7WIDWv+sBPrheP94V9bRxpFGscahUQBVUDAAHQUAfLUenad4p/aI1PTfEaO9tcX1xCoEhTJQMIxkc9FA/KvXv+FE+Af8AoGXH/gXJ/jXlHxp8M6p4W8fDxXp4mS1upUuI7lBxDcDqpPY5XcM9cn0Ndlov7R2jNpaf23pd9HfquH+yKjxufUbmBGfQ5x6mgDufD/wt8IeFNZh1XTLOWG8QMkbvcuw+YEEYJweM12teReFrrWfin4qs/Euo2LWHhnSnMmn2rnJuJ8YEh9dvUHoDgDPzGvXaAGyRpLG0cihkYFWU9CD2r5b8afDHxL8O9ZfXfDUl1Jp0bF4ri1J822X+64HJHbPQjrjpX0vrjtH4f1J0Yqy2spDA4IOw81518HfiHpeseD7PSr/UIYdVsE8ho55AplQfdZSevGAe+R7igDC+G3xxXW7+00XxTDEl7Iwjt7+NQFdzwA6/wk9MjjnoK6j47/8AJKdQ/wCu0H/owV5Z8QfD2k658ZNP0/wcIXnuNj3v2MgxxSByWfI4BC4Jx39zXqfx3/5JTqH/AF2g/wDRgoAz/wBnj/km03/YRl/9AStT45WsVx8J9UkkC7reSCSMns3mqvH4MR+NcN8B/Hnh/SPDtxoOq6hDYXX2pp43uGCRyKyqMbjwCCvQ+oxmp/jB42tvFtvaeCvCUg1W7u51adrUh0wpyEDDg84YnoAvWgDS/ZvEv/CE6puz5X9onb9fLTP9K4Lxf/yc9b/9hfT/AOUNe8+C/D1n4B8EWenTTwx+SvmXU7uFVpW+8cntngewFfOfinxBplx+0Autw3ccmnRapaO1whyhWPywzA9x8p5oA+ta+Xfh1/ycbP8A9ft//wCgy19It4g0ZLD7e2rWAs/+fg3CeX0z97OOlfLfgDX9Ot/jomr3N1HBYz3l0RNKdqgSLJtJJ6ZJA59aAPY/2gP+SYSf9fkP9ad8Af8Akl8P/X3N/MU/43w/2r8J7u4smW4ihminLRMGBUNgkEdQM/pXB/CT4p6B4V8CT6XqTXB1CK5d7a2hhZ2uAwGApAwDnI5I7daAPomiq9hcS3enW1zPavazSxK728hBaJiMlSRxkdKnJCqWYgADJJ7UAfPP7S//AB/+HP8ArlP/ADSvbPBv/IjeH/8AsG23/opa8D/aI1vTdU1zRrawvYLp7WCQzGGQOELFcAkd/l6fSvZvAvibRLj4f6NMuq2Srb6fAlxunUeSyoFYNk8YIxzQB4d4O/5Odn/7C2o/+gzV778Q/wDknHiT/sGz/wDoBr5x8Ia5psf7QR1ma7ii0+bU7x1uJG2ptkEoQknoCWH51758Ttf0qz+G2smW/ts3llJFbqJQTKWG0bR369qAPOf2Zv8AVeJ/961/9q1lftJ/8jNov/Xm3/oZqx+zfq1hZ3WvWN1dww3Nz9nMEcjhTLt8wELnqfmXj3pf2lbKYanoN/sJgaGSHd2DBgcfkf0oA950H/kXdM/69Iv/AEAV8v8AwtumT48W73f+tmubtXLdQ5ST9c8fjXr3hL4t6Nqlh4d0bTLe7vtXmjihuLeOIqLYKoDyMxG0qME8E59q8w+KXhHVPAnj9fF2lwM2ny3a3kcqKdsM24MyP6AtkjsQcdqAPqGvlT9oG1S2+JxljwGuLKGViOu4Fl598IK980b4neEtX8Px6sdasrRCmZYLmdUkibupUnJPpjr2ryHTtJl+MXxem8QG2lXwzZOiiV12iVY/uoPUs2SfQHscUAfQ9o0j2cDTDEpjUuPfHNTUUUAeFfGD4RajqurS+KfDama5kAa6tFOHLKAN8fqcAZHXIyM5xXMeDPjdrPh+caP4ugl1CyQ+W7yr/pMPs2fv49G59+1d54Y+IFlpHxU8W+HtavhBDcX3m2ks74RXChSmTwMgLjtwR3FY/wC0DH4ZvdKsLi1ltZvELzqkYtmDySREHIYL1GduCe/A6mgD2DUb221LwdeXtnMs1tcWEkkUi9GUoSDXgv7Nn/Iza1/15r/6GK9h8FeHrzTfhXp+hXuY7s2TpIrdUZ9x2n6bsfhXz18LfFsXw18bX0WvW08UUkbWtwFTLwurAgkdxwQceuaAPZfj/wD8kwl/6+4f5mj4Af8AJMIv+vyb+Yrhfiv8R4PHHhKez8Pafdy6XaTxy3moSpsRTnCooPJJLD346Y5rd/Z98VWTeHv+EbaK6F6lxJKHWFmiKkA8uOFPB647etAHF2//ACc+f+wu/wDI19RV8q6texeGf2i5dS1ZZLe1j1PzmdkP+rYcOB3HOeK9+1D4m+DNO0tr9/EWnzIE3LFbzrJK/sEBzn6498UAfPfiCy+wftHLBZKFJ1u2lUL0DOyOf1Y17b8WPhv/AMJ9pEElnKkOq2W4wF+EkU4yjHt0GD2/GuH+GHhXUfFvj+7+Ius2rW1o8zzWUUgwZGPCkf7Kr37nGOhroviB4yXwb8WPDV3dyyLps1nLBcgEkKrOPnx3wQpPfAoA8k0Hx142+FGpf2RqVvM1pGfm0+8ztxnrE/YdeRlfY175a+NbDxR8MNX1zQN0ckNlcEwkAPDMIy20ge5Bz3zVb4jXvg3XPh7fzajqGnXEIt3ezlSZWcS7fk8vBznOOB178Zrlf2fvDl1F4L1e5v4nS01ZwkStxvjVWUsPY7iP+A0AcR8E/BPhjxomsQ65byTXVsYmiCzMnyNuB6HnkD8xXrP/AAonwD/0DLj/AMC5P8a8Ihm174L/ABFkbyGYRlk2yAql5bk8EH3wD7Ec9CK9ak/aO8OmwDW2j6pLfsMLbsEClvTeGJx/wHPtQB6H4U8FaB4LW6g0OB4ftJV5VeZnJ25APJ46mvAPg3/yW65+l1/OvYvhzoutTXF94x8UoI9Z1RVSG3wR9kthysYHbJ5I9hnnNeF+FNZt/APxru59a3w20VzcwTuELFAxbDYHJGcHjse9AH1Rq2mW2taRd6ZeKWtruFoZADg4YY496+WNe8H+NPhFrTappdxcfYg2Ev7YZRlzwsq8gfRuPQmvX/EfjmDxb8NPF13o0F3HYWsAjg1BgYxcMfvbBwwA4HPrW34D+IOieLvCts9xfWqX6wiO9tp5FDBgMMcHqp6598dc0Ac/8MfjHa+Mb2PSdXto7TWyhEUkY/d3AAyQM8qeM45Bx17V6zXzNpnh3T9R/aHQeEAjaRZXMd1NJbnMUW0AuFPTBbgY9eOBX0zQAV8u2/8Ayc+f+wu/8jX1FXyrq17F4Z/aLl1LVlkt7WPU/OZ2Q/6thw4Hcc54oA+qq+T/ABBZfYP2jlgslCk63bSqF6BnZHP6sa+hNQ+JvgzTtLa/fxFp8yBNyxW86ySv7BAc5+uPfFeYfDDwrqPi3x/d/EXWbVra0eZ5rKKQYMjHhSP9lV79zjHQ0Aem/EDxZ4b8J6RFc+III7t2fNramJZHkcd1DcDGRlu31wK5zSj49+IVnHfXN6PCmhzqGhhsxvu5kPQmQ/c9iAD7d680/aNt71fG9hcSq/2N7FUgfHy7g7Fh9eQfoRXoFl8ddFvNHtLfSdMv7zXZoxHHpsMPAkx03dNue4ycdhQB59+zh/yP+o/9gt//AEbFXrXxY+G//CfaRBJZypDqtluMBfhJFOMox7dBg9vxrwn4Q+K9N8CeMr671zzoomspLfCRl2Em9DjA/wB0j616x4x8fR+HPiP4Q1e5+0waXfaay3EUgIaJZCDllGfmUhcjk8EUAeWaD468bfCjUv7I1K3ma0jPzafeZ24z1ifsOvIyvsa9c8V+NbDxT8Cdc1fQtyAxrBNAwAaItIgdTj/ZYnPcGtf4jXvg3XPh7fzajqGnXEIt3ezlSZWcS7fk8vBznOOB178Zrhfg34JutT+GHiOC+D29vrgEdsWHZVIEgHpuP47aAM74O/Drwh4z8Iz3eq2ss1/BdtE+24dMLtUrwD7n8jXof/CifAP/AEDLj/wLk/xrwrwf4r1v4Q+Lru1v7CQxtiO8s3O0sB911PTIycHoQT65Hq97+0NpVzbLb+HtD1O81Wb5IYZo1Vdx6Z2sxb6Ac+ooA2vGWhab4H+DPiPT/D8bwwmMl0MpcgyMqNySSPlrmf2ami/sTX1H+tFxEW/3dpx+u6ut0DwDeT+Bdbt/EU4fXfEStJfTA58piMRoO2E44HHUDjFeG+B/E2o/CLx1dWus2UywuBBe246gA5WRezY5I7EMfWgD6T+If/JOPEn/AGDZ/wD0A15P+zN/qvE/+9a/+1a1fHXxk8Mat4K1HTdCe51C+vrWSLy1t3TyVKnc7FgOAuTxnp2HNcV8AvFlvoOq6nps1jf3L6iYBG1pAZdhUuCWA5A+fOfY0AfTtcd8VnlT4W+ITDnf9lwcf3SwDfpmuxqnqum2+saReaZdrut7uF4ZB/ssMHHvzQB4Z+zPOm3xJb4AkzbuPUj94P04/Ovf6+U/DUuofBX4oeXrkMosJVa3kmRTtmiJBEieuCFJHUcjrXvev/E7wpomgSamus2V23l7oLe3nV5JW7AKDkc9SenegD5/+H8B079oKC0tQNsOo3cIC9NgWQH9K7D9pr73hf6XX/tGrvwO8EXzald+ONbgeKe5L/Y0ddpbecvLjsDnA9iT6GsX9o/V7C+1HQbK0u4Z57RbgzrG4by9xjABx0PyHigD23wF/wAk78Nf9gu2/wDRS18/eJv+Tn4P+wvZfyir3H4da7pV18OtEMOo2rfZNOhjuB5q5hZUCsG5+Xkd6+e/EGv6bP8AtBLrUd1G2nR6tbM1wrZTbGUVmz3Hyk5oA+taKitrq3vbdLi1ningflZInDK30I4NS0AFFFFADJoYriF4Z40likUq6OoZWB6gg9RWDYeA/Cel34vrHw9p0FyDuWRYBlD6r/d/DFdDRQBi6x4R8PeILqK51fRrO9niG1JJogxA649x14PHNa1vbwWlvHb20McMEahUjjUKqgdAAOAKkooAKwpfBPhOeV5ZfDGiySOxZ3ewiJYnkknbya3aKAMe18J+HLETiz8P6Vbi4iaGbybONPMjPVGwOVPcHiq//CCeD/8AoVND/wDBdD/8TXQUUAY6+EvDaWL2K+H9KWzkcSPbiyjEbOOAxXGCR61X/wCEE8H/APQqaH/4Lof/AImugooAwD4G8Isct4V0MnAHOnxf/E1JbeDfC9ncx3Nr4b0eCeJg8csVjErIw6EELkGtuigDCl8E+FJ5nmm8MaLJLIxZ3ewiLMTySSV5Naj6dYyab/Zr2Vu1j5Yi+zNEpi2AYC7cYxgdMYqzRQBz/wDwgng//oVND/8ABdD/APE1s2dlaadaR2ljaw21tGMJDBGERRnPCjgcmp6KAOcj8A+EotT/ALRTw7pq3e7f5n2deG65A6A++K6GWKOaJ4pUWSNwVZGGQwPUEdxTqKAObtfh/wCELG+F7beG9NjuA25XFuvyn1UdAfpWnJoOkTauNWl021k1FUCLcvEGdVGSACenU9K0aKAM/U9C0jW/K/tXSrG/8rPl/ardJdmcZxuBxnA/Ks//AIQTwf8A9Cpof/guh/8Aia6CigCK1tbeytY7W0git7eJdscUSBEQegA4Aqtqmi6XrduINV061vYhnC3ESuF9xkcH6VeooAwNJ8EeF9DuFuNM0GwtrhfuzLCC6/RjyK36KKACiiigDI1nwroHiEq2r6PZXjqMK80ILAegbqKZo3hHw74fkMmk6LZWcpGDLFCA+PTd1/WtqigCtfafZapaPaahaW93bPjdDcRiRGwcjKkEHkA1kf8ACCeD/wDoVND/APBdD/8AE10FFAGdpmgaNoplOlaTYWBlx5htbZIt+M4ztAzjJ/OtGiigArL1nw3oniGNE1jSrS9CfcM8QYr9D1H4VqUUAYFj4I8MabZ3VpZaFYwQ3UZinCRAGRDwVLdSPbNaVjpGm6XZfYrCwtbW1IwYYYlRT9QBzV2igDn/APhBPB//AEKmh/8Aguh/+Jqxa+E/Dlis62nh/SrdbiMwzCKzjQSIeqtgcqfQ8VsUUAc//wAIJ4P/AOhU0P8A8F0P/wATU9t4R8NWfnfZfDukwedE0MvlWUa+ZGeqtheVOOQeK2aKAOf/AOEE8H/9Cpof/guh/wDiauad4Z0DR7k3OmaHptlOVKGW2tI4mKnBIyoBxwOPatSigCK5toLy3e3uoI54HGHjlQMrD3B4Nc7F8OfBkN0blPDGliQnPNspUH2U8D8BXT0UAIqqqhVACgYAA4ArAPgXwgTk+FdD/wDBdF/8TXQUUAZWn+F/D+kXX2rTdC0yyuNpXzba0jjfB6jKgHFatFFAHNXnw98H3939qufDemvNnJb7Oo3H3A4P41u2NhZ6ZaJaWFpBa26fdigjCIv0A4qxRQBjXnhHw1qN3Jd3vh7Sbm5kOXmnso3djjHLFcnils/CfhvTpmmsvD+lW0rIY2eCyjQlTwVyB0PcVsUUAc//AMIJ4P8A+hU0P/wXQ/8AxNamm6RpujW7W+l6daWMLNvaO1hWJS2AMkKAM4A59quUUAc9eeBPCmoam2pXnh/T57xm3NK8AJc+rDoT9a6BEWNFRFCqowFAwAPSlooAKwpvBXhS4nknn8M6NLNIxd5HsImZmJySSV5JPet2igDGtPCHhmwuVubPw7pFtOoIWWGyjRgCCCAQueQSD7GoP+EE8H/9Cpof/guh/wDia6CigDM03w5oWjTvPpei6dYyuuxpLW1SJmXOcEqBkZAqbVNH03W7X7LqlhbXsGc+XcRBwD6jPQ+9XaKAMHSfBXhjQrgXGl6FYWtwM4mSEbxnrhjyPwreoooAo6poul63biDVdOtb2IZwtxErhfcZHB+lZ2k+CPC+h3C3GmaDYW1wv3ZlhBdfox5Fb9FAFa/06y1S0a01Czt7y2YgtDcRLIhIORlSCOtZH/CCeD/+hU0P/wAF0P8A8TXQUUAY9x4T8N3cNvDc+H9Kmit08uBJLKNhEvXaoI4HsKjg8F+Fba4juLfwzo0U0TB45I7CJWRgcgghcgg963KKAMq+8M6DqdxLcX+i6fdzTKqyST2yOzAdASR2rPsvh74Q068W7tPDmnRzqdyv5AJU+oz0P0rpaKACsvWPDWieIEC6vpNne4GFaeEMyj2bqPwrUooAxtH8JeHvD7mTSNGsbOUjaZIoQHI9C3XH41pXtla6jZy2d7bx3FtKNskUqhlYehB61PRQBzV78PfB+oMGufDWls395bZUJ+pUDNa+laNpmh2v2XStPtrKAnJS3iCAn1OOp96vUUAFFFFAHCfFHwAvjfQFa0Ii1myJksps4ye6E+hwOexAPrU/w88cJ4p0w2V+ptfENgPKv7OQbXDDguB/dP6E49M9pWLeeFNFvvENnr8tko1S0z5dzGxRiMEYbH3hz0OaANW5toLy3e3uoI54HGHjlQMrD3B4Nc7F8OfBkN0blPDGliQnPNspUH2U8D8BXT0UAIqhVCqAFAwABwBWXrfhrRfEkMcWs6ZbXqRHdH5yZKHvg9RnAz61q0UAYPiPVrTwT4LvdRhtEFvp9v8AuraIBF7KqjHQZIFeVfCvS9G+JI1nxH4qFtqusyz+UbaQDbbRAArtXsDkjP8As9c5z7TqWm2msaZc6dfwrNa3MZjljb+JT/L614lffs6yWt+134d8UTWhBzGs0Z3p/wBtEYf+g0Ad/J8HvAEuS3hyAf7s0q/yauJ8N+GtA0n46W8Xgx3NnaWMp1RUmMkUTNkKgY55ztOMnp7GpLP4Ia5eYTxH491O6tejW8MjncPTc7ED/vk16l4b8LaP4S0safo1mtvDnc56vI395mPJP+RQA/W/DWi+JIY4tZ0y2vUiO6PzkyUPfB6jOBn1rQtrWCytYrW1hjht4lCRxRqFVFHQADoKlooA8R1XQNE8d/EO0sPDeh20Fjpd75+sarFbiMSSKf8AUqcDcSc5/Ptz7dTUjSMERoqAksQoxkk5J/E06gArCl8E+E55Xll8MaLJI7Fnd7CIlieSSdvJrdooA5//AIQTwh/0Kmh/+C6L/wCJroKKKAIrq1t721ktruCK4t5V2yRSoHRx6EHgisT/AIQTwf8A9Cpof/guh/8Aia6CigDDHgzwqLZrceGtGEDOHaL7BFtLAEAkbcZAJGfc1H/wgng//oVND/8ABdD/APE10FFAFexsLPTLOOzsLSC0tY87IYIxGi5JJwo4GSSfxrH1TwN4V1q5+06joGn3E5O5pWhAZj7kcn8a6CigClpmj6ZotsbbS9PtbKEnJjt4ljBPqcDk+9XaKKACkIDAggEHgg96WigDl7n4ceDLy5NxN4a00yk5JWAKCfcDANb9jp9lpdotrp9pBaW6/digjCKPwHFWaKAM/U9A0bWjEdV0mwvzFnyzdWyS7M4zjcDjOB+VZ/8Awgng/wD6FTQ//BdD/wDE10FFAFax0+y0u0S00+0t7S2TO2G3jEaLk5OFAAHJzVmiigDIv/Cvh3VbtrvUdB0u8uWABmuLOORyB05YE1W/4QTwf/0Kmh/+C6H/AOJroKKAOf8A+EE8H/8AQqaH/wCC6H/4mlXwN4RVgy+FdDDA5BGnxcf+O1v0UAMmhiuIXhnjSWKRSro6hlYHqCD1FYNh4D8J6Xfi+sfD2nQXIO5ZFgGUPqv938MV0NFAGLrHhHw94guornV9Gs72eIbUkmiDEDrj3HXg8c1rW9vBaW8dvbQxwwRqFSONQqqB0AA4AqSigClfaPp2pXNlc3tnFPNZS+dbO4yYnxjI/wA9gewq7RRQBRttH06z1O91K2tIory92faZlHzS7Rhc/QVeoooAKKKKAOdvPAXhLUNRbULvw7p010zb3kaBfnb1YdGP1rQ1Pw/o+s6aunajpttc2aEFIZIxtQgYG30wOOK0qKAMeDwp4ettJbSotD04ae7BntjbIY3YdCwIwTwOT6VX/wCEE8H/APQqaH/4Lof/AImugooAx7jwn4bu4beG58P6VNFbp5cCSWUbCJeu1QRwPYVHB4L8K21xHcW/hnRopomDxyR2ESsjA5BBC5BB71uUUAR3FvDdQPBcQxzQyDa8cihlYehB4Nc3B8OPBltdi6i8M6YsoOQTACAfYHgflXUUUAZsXh7RoNXm1aPTLQajMQZLrygZDgAD5uo4A6VpUUUAFZ9xoemXWsW+rz2UUl/bxtFFOwyUVuoHb1rQooA5fUvhx4N1aYzXnhywaVvvPHH5Zb6lcZrQ0Xwp4f8ADpZtH0ezsnYbWkiiAdh6FupH41sUUAQXlla6haSWl7bQ3NtIMPDNGHRh15U8Gsb/AIQTwf8A9Cpof/guh/8Aia6CigDn/wDhBPB//QqaH/4Lof8A4mtDTNC0jRRKNK0qxsBLjzPstukW/GcZ2gZxk/nWhRQAVQ1XRNL1y2+zarp9tew9kniD49xnofpV+igDjY/hR4Ejl81fDVkWznDbmH5E4rqrKws9NtltrC0gtYF6RQRhFH4DirFFACMquhVlDKwwQRkEVgf8IJ4P/wChU0P/AMF0P/xNdBRQBhweDPCtrcRXFv4a0aGeJw8ckdhErIwOQQQuQQe9blFFAGHN4K8K3M8k8/hnRpZpGLvI9hEzMx5JJK8k1pWGm2OlWotdOsraztwSRDbxLGgJ6nCgCrVFAFe8sbTUbZra+tYLq3b70U8YdT9QeK5WX4UeBJZvNbw1ZBs5wm5R+QOK7KigDL0fw1oegIV0jSbOy3feaCFVZvqep/GtSio7iBLq2lt5N2yVCjbWKnBGDgjkH3oA8j+I2rXfj7VF+HvhZxIN6vq96OYrdFOQhI6nIyR6gD1x6Z4d0Cx8MaDaaPp0ey3tk2gnq56lj7k5J+tGgeHdJ8MaYmn6PZR2tuvJC8s5/vMx5Y+5rUoA8n+LCaPqlyvh7T9AttT8XahEEjlMAJtYicea8mOAOcc8Hn6+heGNDj8N+GNN0aN94s4FjL4xub+I/icmtQRoJDIEXzCApbHJAzgZ/E/nTqACiiigClqmj6drdotrqdnFdQLIsojlGQGU5Bq7RRQBR/sfTv7b/tn7JF/aXkfZ/tOPm8vO7b9M1eoooAxLnwb4XvbmS5uvDejz3ErFpJZbGJmdj1JJXJNSWXhTw5p0ry2OgaVayOhjZ4LONCyHqpIHIPpWvRQBz/8Awgng/wD6FTQ//BdD/wDE04+CPCRjWM+F9FMaksF/s+LAJxk4298D8hW9RQBz/wDwgng//oVND/8ABdD/APE1uwwxW8EcEEaRRRqESNFCqqgYAAHQAU+igDnL7wB4R1K9N5d+HNNluGbc0hgUFz6tjr+NblnY2mnWiWtjaw21vGMJFDGERfoBwKnooAyL/wAK+HdUu2u9R0DS7y5YANNcWccjkAYGWIJptn4R8M6fdx3dl4d0m2uYzlJobKNHU9OGC5FbNFAGC/gfwlLI0knhfRHdiWZm0+Ikk9STtq7pmgaNorSNpWk2FgZQBIbW2SLfjpnaBnGT+daNFABRRRQBS1TR9O1u0W11OziuoFkWURyjIDKcg1doooAo/wBj6d/bf9s/ZIv7S8j7P9px83l53bfpmr1FFAEVzbQXlu9vdQRzwOMPHKgZWHuDwa52L4c+DIbo3KeGNLEhOebZSoPsp4H4CunooARVCqFUAKBgADgCloooAZLEk0TxSoHjdSrKwyCD1Brn7r4f+ELyFIp/DWlFUUKu21RSAO2QAa6OigDL0bw3ovh6N49H0q0sQ+N5giCl8dMnqfxrivjv/wAkpv8A/rtB/wCjBXpNeb/EfwR4r8cRvptvrWnWmi70kWEwP5rED+NskEZyRgDt6UAcz8EfDWh+Ivho66xpVpfeXqEoQzRBmTKR9D1H4V6xo3hjQvDysNH0mzsi4wzQxBWYehbqa898C/D3xt4Ehezste0ibT5ZhLLDNbSNg8BipBGCQB7cV6xQBWvtPstUtHtNQs7e7tnwWhuIlkRsHIypBB5rI/4QTwf/ANCpof8A4Lof/ia6CigDGPhDwybEWJ8O6R9kEhmEH2KPyw5GC23bjdgAZ64FQf8ACCeD/wDoVND/APBdD/8AE10FFAFW302xtNPGn21lbw2QUoLaOJVjCnORtAxg5P51k6b4F8K6Pfi+0/QNPt7oHKypCMof9n+7+GK6CigApHRZEZHUMrDBUjII9KWigDn/APhBPB//AEKmh/8Aguh/+JqRPBfhWKOWOPwzoyRygLIq2EQDgEEAjbyMgH6ityigDn/+EE8H/wDQqaH/AOC6H/4mrFx4T8N3cNvDc+H9Kmit08uBJLKNhEvXaoI4HsK2KKAMODwX4VtriO4t/DOjRTRMHjkjsIlZGByCCFyCD3q/qmkadrdi1lqllBeWzEExToGXI6Hnv71dooAydF8MaH4cR10fSrSy8z77QxgM31PU1pzQxXELwzRpJE42sjqCrD0IPWn0UAcq3w18FNc+efDGmb85wIAF/wC+en6V0tvbwWlulvbQxwwxjCRxqFVR6ADgVLRQAUUUUAYt34P8Nag073mgabcPO/mSvLaozO3TJJGc+9Q6T4H8LaHdi603QbC2uRysywguv0J5H4V0FFABWFq/gvwzr12LrVdDsbq4GB5skQ3EDoCepH1rdooAypPDOhy6MNHbSLL+zQwYWghURZByPlAx15rQtraCzt0t7WCOCFBhY4kCqo9gOBUtFAGfquh6TrkIh1XTbS9jH3RcQq+36ZHH4VkWnw58G2NwLi38NaasoOQzQBsH2znFdPRQAAADAGBWdf6Do+qzrPqOl2V5KsZjVriBZCFJyRyDxWjRQBy8fw38FxXQuU8MaWJAcjNupUf8B6fpXTqoVQqgBQMADoKWigCjqmi6XrduINV061vYhnC3ESuF9xkcH6VnaT4I8L6HcLcaZoNhbXC/dmWEF1+jHkVv0UAFYOr+CvDOvXovNV0Oyu7kADzZIgWIHQE9/wAa3qKAKcmk6dLpR0t7C2OnlPLNr5Q8vb6bemPasa9+Hvg/UGDXPhrS2b+8tsqE/UqBmulooAo6Vo2maHa/ZdK0+2soCclLeIICfU46n3q9RRQAVn6roek65CIdV020vYx90XEKvt+mRx+FaFFAHMWnw58G2NwLi38NaasoOQzQBsH2znFdOAAMAYFFFAFLVNH03XLM2eq2Nve25O7y54w4B9Rnofequi+FdB8Obzo+kWdkzjDPFEAzD0LdSPxrXooAwf8AhCfC/wDbLaudB086gz+YZzApO/Od3puzznrV2/0HR9VnWfUdLsryVYzGrXECyEKTkjkHitGigDl4/hv4Liuhcp4Y0sSA5GbdSo/4D0/SunVQqhVACgYAHQUtFAGXrHhrRPECBdX0mzvcDCtPCGZR7N1H4VFo/hLw94fcyaRo1jZykbTJFCA5HoW64/GtmigArL1nw3oniGNE1jSrS9CfcM8QYr9D1H4VqUUAYFj4I8MabZ3VpZaFYwQ3UZinCRAGRDwVLdSPbNamnaXp+kWotdNsbezgHSOCIIv5CrdFABRRRQBT1LSdO1m1NrqdjbXkB58u4iDrn1we9Y1j8PPB+nXQubXw5pyTKcq5gDFT6jOcfhXS0UAFYU3grwpcTSTTeGNFklkYu7vYRFmY8kkleSa3aKAMe38J+G7SG4htvD+lQxXKbJ0jso1WVeuGAHzD2NV/+EE8H/8AQqaH/wCC6H/4mugooAr2NhZ6ZaJaafaQWlsmdkNvGI0XJycKAAOSTViiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQkKpZiABySe1YkPjLw5c67FoltrNpcalKGKwQP5h+UEnJXIHAPUirHiDw5pXijTf7O1i1NzabxJ5fmOnzAEA5Ug9zXzT8KrKLTvj2tjDnyrae8hTccnaqSAZ/AUAfVVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRVe+vbbTbGe9vJkhtoEMksjnAVQMk0AWKK5rwP4tj8a+H21iG2MEJuZYolZskopwGPoSO3auloAKwda8beGfDuRqut2VtIOsRk3Sf8AfC5b9K1r6yt9SsJ7K7jMlvOhjkQMV3KRgjIII/Cvkz4y+FtK8JeOorLRrc29rNZxz+VvZgrFmU4LEn+HPXvQB9d1gJ438NSeJG8PJrFsdVViht8nO4clc4xu9s5rfryuD4J2UHxKPi0avMYvthvRZ+SMiUtuxvz93cc4x04z3oA9UooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKq32p2GlxLLqF9bWkbHar3Eqxgn0BJHNWqo6poul65brb6rp1pfRKcqlzCsgU+oyOD7igCp/wl3hr/AKGHSf8AwNj/APiqcnirw7I22PXtLdvRbyMn+dfIfjnQ7PR/iZqej2aGOzS7VY0BzsVsHAJ9N2K+kbr4I+ALmExrojQNjAkiupQw9+WIJ+oNAHfxTRTxLLDIkkbch0YEH8RTndY0Z3YKqjJYnAA9a+T/ABdpGufBfxjAdD1e4FpcL51uxb/WAHDJIv3WwcduhB47fSnhLXY/F3g7TtYMKqt7BmWIjKhhlXX3GQR9KAJP+Eu8Nf8AQw6T/wCBsf8A8VSjxb4bJAHiDSiT2F7H/jXz9+0D4V0bw9f6Jd6Rp8Fl9sWZZo7dAiEpswQo4B+c9K6b4W/Czwf4k+G+m6pqultPe3LTF5hcSIfllZQAFYDoo7UAe2213bXkfmWtxFOnTdE4YfmKbe39npsHn313Baw5C+ZPIEXPpknFfNXxK+HNz8MXtvEPhfVL2Gzkl8pv3u2SFzkqNy43KcHr6c5zXpvwv8UQfE/wbPaeJLK1vrqxkVLgTQqySgg7JNpGA3DDjuMjrigDt/8AhLvDX/Qw6T/4Gx//ABVH/CXeGv8AoYdJ/wDA2P8A+Kr5G+JuiWXh74j6xpenxeVaRSI0cechA8avgewLV9LJ8GPh+iKv/CPI2BjJuZsn/wAfoA6P/hLvDX/Qw6T/AOBsf/xVaVpeWt/bLc2dzDcwNnbLDIHU4ODgjjrXmviD4E+DtQ0qdNKsX06+2EwzRzyMN2ONysxBGfTB960PgraXVj8MNPtry3lt5klnzHKhVh+8bsaAPQaKKRmVEZ3YKqjJJOABQAtFcp4M8cWnjW41k6fH/odhciCKfd/rxtyWx2Gc49sV1dABRRRQAyWWOCJpZpFjjUZZ3OAB7k1j6d4x8O6vrL6TpusWt5fJGZWjt38wBQQCdw+Xqw4zmmeKPBuh+MbSO31q0M6xBvKIldDGWAyRtIBPA65r57/Z2GPiPdj002X/ANGR0AfUVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSMAylT0IwaAMfW/Fvh/w4hbWNYtLQgZ8t5BvP0QfMfwFa0MqXEEc0Tbo5FDq3qCMivlP44eEtH8KeKLGPRrZreG5tfNkQys+XDkZyxJ5GO/avqHRv+QFp/8A17R/+gigC9RRRQAUUUUAFFFFABRRRQAUUUUAFISFUsxAA5JPalrL8QeHNK8Uab/Z2sWpubTeJPL8x0+YAgHKkHuaAK8PjLw5c67FoltrNpcalKGKwQP5h+UEnJXIHAPUityvlX4VWUWnfHtbGHPlW095Cm45O1UkAz+Ar6qoAKKKKACiiigAooooAKKKKACiiszxDr9h4Y0K61fUpfLtrdNx9XPZV9STwKANOsfW/FWgeHIy+savaWfGQkkg3n6KPmP4Ck8J643iXwrp2stAIGvIRKYg24Lz0z3r5x+O/hTSPDPiLT5NJtjbi9heSZfMZwXDfe+YkjOfpxQB9RW1xFd2sNzA++GZBJG2MblIyDz7VLWX4Z/5FTR/+vGH/wBAFalABRRRQAUUUUAFFFeYfF74oHwRZR6bpex9buk3KWGRbx8jeR3JIOB04JPoQD0DU9b0rRIRLqmpWllGejXEyx5+mTzWHH8TPBMsvlr4n0wNnGWnCj8zxXj/AMOvhTP46QeLPGl5d3ENycwwvKfMnA/iZuoX0Ax+Axn1mT4UeBJLUW7eGrMIBjK7lf8A76B3frQBv3XiLRrLSH1afVLRdOTGbkShk5OByOvWrNxqVjaWS3l1eQQWrAETTSBE56cnjmvl/wCLHwlPglF1bSZZZ9Glk2uknLW7HoCe6noD+B68/R2nWFhrng7TINSs7e8tpbSF2iuIw6k7AQcGgB//AAl3hr/oYdJ/8DY//iqfH4p8PTPtj17S3b0W8jJ/nXyL8UdEsvD3xI1jTNOiENpE8bRxg5C741cge2WNfQ9x8CvAVzZCFNMnt5NgXz4rqTfn1wxK5/CgD0dJElRXjdXRhkMpyCKqX+r6ZpRjGo6jaWfmZ2faJ1j3Y643EZ6j86+WPEEHiX4K+NBbaVq8xtXUTwbj+7mjJIIkTpnIIP5jGa7Dx+G+K2pfD2Kw/cDU4J3fPPkgFfM+uNjY9cCgD2v/AIS7w1/0MOk/+Bsf/wAVR/wl3hr/AKGHSf8AwNj/APiq4+z+BHgK2t0jm024u3AwZZruQM31CFR+lfPHw/0TT9c+JenaPqMHnWM08iSRb2XICMRyCD1A70AfW/8Awl3hr/oYdJ/8DY//AIqtGzvrPUbcXFjdQXUJJAkgkDrkdRkcV5hr/wAAvCN9pkyaPBNp18EJhkFw7oWxwGDk8Z9MGpvgGkkHw7ltplKS2+ozxOp6qw25FAHqNY7eLPDiMVbxBpSsDgg3kYIP51sV4Z8ePA2gWfhYeILCwhsr6O4SN/syBFlVs53KOM55z19c0Ae2Wd7aahbi4srqG5gYkCSGQOpI68jip6+SfhL8RpvAuumx1Fn/ALGu323CEHMD9PMA/QjuPcCvrSKWOaJJYnV43UMjqchgehB7igDLk8U+HoZXil17S45EYqyNeRgqR1BGeDUtn4g0XULgW9lq9hczkEiOG5R2IHXgHNeU/HXwVoaeCrnX7TTba11C3uEeSaCMIZQ7bW3Y+8csDk88V1Pwu8E6HoXhDRdQh063OqT2iTyXjxhpd0iZIDHkDDYwMcUAd9RRRQAUUUUAFFFFAGZdeI9Dsbl7a71rTredMb4pbpEZeM8gnI4NQ/8ACXeGv+hh0n/wNj/+KrI8ZfDXw54ztLj7VYwwajIMpfwxhZQwGAWI++OAMHt6da+UptMl8E+OY7PxBp63C2F0jT27DKTxgg8Z6hl5GfXmgD7WtL201C3W4srqG5gYkCSGQOpx15HFUJvFHh+3nkgn13TIpY2KPG93GrKw4IIJ4NSaAukHRLWbQoLWHTp0E0ItY1jQhhnOABg14V8TNN07x38RLTwr4U0yzXUYpHl1PUYogoUk/NvKj5tvUk5O4gdc0Ae6WviPQ765S3tNa064nf7sUV0js3fgA5Nadcj4T+G3hnwhbW/2LToZb2IZN9OgeYtjBIY/d+i4rrqACiiuT0Px3ZeIfG2r6Bp6iWLTIlMl0GyGkLEMoHoOmfXNAHWUUUUAFFFUtW0qy1zS59N1GHzrScASR72XcAQeqkHqB3oAzr3xt4Z0/UYNPuNbshezyrDHbpJvcuxwAVXJHJ6nFb1fJeuaDYeGv2gLTStMiMVlDqlk0UZYttDeWxGTz1Y19aUAFFFFABRRRQAUUUUAFVdR1Gz0jT57/ULmO2tIF3SSyHAUVarD8YeGYPGHhW90K4neBLlVxKgyUZWDA47jIHFAE+geJtG8UWb3ei6hFeQo+x2TIKt6EEAitWuH+Gvw4h+Hen3sK6i99PeSK0khi8tQFBCgLk+p5zXcUAFFFFABRRRQAUUUUAFFFFABRRWD4x8V2Pgzw3caxf8AzLH8sUIOGmkP3VH+eACe1AGlqOradpEcT6jewWqzSLFGZXC73Y4Cj1NQ3PiLRLO4e3utZ0+CZDho5bpFZfqCcivPvh74avfElxF4+8X/AOkahcjzNNtGH7qzhPKlVPc9QfTB6njQ+KnhDQr7wXrWpvpdqmowwGdbuOMLKWXnlhy3AxzmtaMYTmoz6iZ1n/CV+HP+g/pX/gZH/jVi213SLxwlrqtjO7cBYrhGJ/I180fBbwvo/inxNf2+tWYuoIbMyJGXZQG3qM/KQehP516j4i+BHhi/sJf7Fjl029CkxETNJGzdgwYk4+hGPfpXZWwtCjU9nKTv3tp+ZKk2rnqtIzKilmIVQMkk4Ar5r+FPjzW9C8Y2/hnVLmWexnnNoYpm3GCXOBtJ6DdwR05zXv8Ar/hrSPFFklnrNp9qt0feqeY6fNjGflI9awxGGeHqKM3o+qGpXRFF4x8O3Gtw6Nb6xaT6jNu2QQv5h+VSxyVyBwCeSK26+XfhxYxaZ8fYtPgz5Nrd3sKZOTtWOVR+gr6ip4zDxoTUYu91cIu4UUUVyFBRRRQAVWvtRsdMgM9/eW9pCP8AlpPKqL+ZNWa8n+NXg/RZvCOqeJTakavD5OJxK3I3omNuduMH07VtQpxqVFCTtcTdkei6J4h0nxHbzXGkXsd3DDKYXkjB2hwAcAkc8EcjitOvIv2eP+RI1H/sJN/6Ljr12niaSpVZQXQE7q4UUUVgMKKKKACiis3X9dsfDeiXWrajJst7dNx9WPZR6kngU0nJ2QGlRWR4W1pvEfhjT9YaAQNdxCQxBt232z3rXolFxbi+gBRRRSAKKKo6xo9hr2my6dqcHn2kuN8e9lzg5HKkGmrX1Ao3XjLw3Z6lb6dNrVn9tuJVhjgjk3uXY4AIXOMk98VuV8rXui2Xh34/WWl6fGY7SHV7MxIWLbQxjbGTzxu719U114rDwoqDi78yuTF3CiiiuMoKKKKACs3V/EGj6DEsmrana2Sv9zz5Qpb6A8n8KreL/EUXhTwrf61Igc28f7uMnG9yQqj8yPwryrSfg5eeMLca/wCNNZvRqN4vmCCLbmJTyASwOOD90AY6V00aMJR56srR282S30R6vpHi3w9r0vlaVrNldS4z5Uco349dvWtmvlL4hfDa/wDh1dWuo2d7JPYySYhuVBSSGQcgHHQ8Egj0PSvfPhh4on8W+BbO/vCGvI2a3nYDG9l/i+pBUn3JrbE4SEKarUpXiwUruzOtuLiC0t3uLmaOGGMbnkkYKqj1JPArn4/iB4QluhbJ4k0xpScAC4XBPsc4/WvG/E2r3XxS+LFv4Vt7mRNDt7gxssTYDhMmSQ9ieCFPbj1Net6t8N/C+p+HJNHTSLS2Ty9sM0UIEkTY4YN1Jz1yee9TLD06Sj7Vu7106ILt7HWAhlBBBB5BHelrwj4LeL7/AE/XrnwNrMrP5TSJa7zkxyR53xg+mASPTB9a6v4k6rrWra3p/gXw3M1vd30ZuL26UkeTBkjqOmcHPfoP4qU8HKFb2Tem9/LuHNpc6q+8eeE9Nu2tbvxBp8c6nayecCVPocdD9a2bDUbLVLVbrT7uC6t26SwSB1P4ivHp/wBnTSjp+23128F6F/1kkamMt/ujkD8TXm3hjVNZ+F/xHFjdMyIlwsF7CCSksZPDD14O5T/iRW8cHRrRfsJ3kujQuZrc+s6x9Y8VaBoDqmravZ2kjDIjllAcj129cVk/EbxTP4V8KtPYR+Zqd3KtpZIBkmV84OO+ACfrgd64Ky+Aianam+8S69fS6xcDzJmiKkKx7EsCWx68VzUaNNx560rLp3Y23sj1fSPEei68rHSdVtLzYMssMoZl+o6itCeaK2gknmkWOKNS7uxwFUDJJPpivkzxd4T1r4V+KLSa2vmIbMtnexAqTg8qR6jIyOQQffFfTnhPWx4n8I6bqzxqrXcAaRB0DdGA9sg1pisJGlGNSnK8WEZX0Zo6dqVlq1jFe6ddQ3VrKMpLE4ZT+Iq1Xjniizn+EOuR+KdAjY+G72YR6rpifcjY9JIx/D/LOB0PHrWn6ha6rp1vf2Myz2txGJIpF6MprhKLNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcP8AEXxjr3hDTHvNK8Of2hbxxeZNdvOqxwc45QfM3Y8YHPWvLfCvxk8c6+NQsrHS11XWZ3Q2qJEqQWkfO4scgnkrjc2PfsfYPiX/AMk08R/9eMn8q8w/ZoVfsPiN9o3GSAZxzjD0AYOsfEX4ueB9UhfxGsflSklIZreIxSY6gPHzn/gWa908E+MbHxr4Yh1m1Bi5Mc8THJhkAG5c9xyCD6EVn/FfR4Na+GetxzJua2t2u4m7q0Y3ZH4Aj6E14J8OdduNI+GPxC8stt+zQKmD9xpWaIn64Yf980AesJ468TePdZvbDwClna6bYtsm1e9UsJG5wI1x7E854xnGeeW17x98R/hjr9rD4mnstasLnLo6QrHvUY3KrKq7WGR1B6iqvwf0DxlfeDJLnw74vg0m0a8cPbmwjmO8KuWLMM8jbxXSeJfhJ4y8XwQQa744truO3YvEP7NRNpIweUwaAO/k8Wy3vg+z1/w3pE2s/a1Vo7aOZIiuQc7mY4G0jacZOa8WsPj14juPGKLfWKx2aCSMaZaxbpJptpCIWILZ346Y+h6V7J8PPCM/gjwomiz363pSZ5FkWMoFDHO3GT3yfxrwX4dwxy/tEyiRFYJfXrqCOhAkwaAOm0rx38VI/iXpuma1YPFbXdwgksxaL5axMcFlkAJ+UZOdx6c17/WfrmrQ6DoV/q1wjyQ2cDzukeNzBRnAz3ryf/hpHw5/0BtV/KP/AOKoA9orzf4j/E6Xwvf2nh7QbJdQ8RXu0RxNykW44XIBGST0GR6ntm94C+KOl/EC8vLbT7G8tmtY1kY3G3BBOOME1458M70+KPj9Pq16wkkLXM8YfnGAVQD/AHVIx9KAPSn0v4v2WnHUh4j0u9u1XzG0s2ShD3KCQAEnt2+teSfCK8k1D45QXs0XlS3El3K8fPyMyOSOfTNfV1fLvw4AX9ouZVAAF5fAAduJKAPofxZ4o0/wd4duNZ1EsYosKkaY3Sueir7n9ACe1edeHdU+JnxEsjrNlqdj4a0qRiLZRarcSSAEgn5+2RjPGfSuV/aU1GdtW0PTN7CBIHuCo6Fmbbk/QKfzPrXtvglIU8B+HltwBF/ZtuVx6eWvNAHkt98TfG3w38TRaZ41ht9VsJhuju7aMRs6dMrjCkjupAPvggn2qz1fT77Ro9Xt7uJ9Pkh89Z92F2YySSemO+emK8y/aF0mG8+H0eoFP39hdIyv6K/ysPoTt/IV5fZeJLyD9nC9sBK+G1gWSn+7EyCUqPqVbP8AvUAenWfjzxZ8RNXurbwPFa6do9oxSTVb1N7SN22J05HOCDxjJGcVg+J/H/j34XeI7S11y+s9fsLiPzFf7MtuzAHDKCo+Vhx6jBFdt8D7eCD4T6S8IXdM80kpAxl/NZefwUD8K6fxP4O0HxjbQW+uWAukgffEd7Iyk9cFSDg45FAGTrmrazrHgeDxH4R1GC1H2Rrzyrq2EnnLt3BM5+QjBHfmuP8Agz8SPEHjbV9TtdZe3eO3gWSPyothBLYNelajY2umeDb2xsoVgtbewkjijToqhCAK8H/Zr/5GTW/+vRP/AEOgDufinr/jjwVZNren6tYTabJcCIW72eHhDAkfNk7unXjqK2/hz4t1rxP8NzrdzbRXmph5VSGMiESlT8q5OQuemayf2gf+SZN/1+w/+zVL8A/+SW23/X1N/wChUAcH4k+NHjLSPGsOl6nY2+kW9rcxG7ggVZ5HiJViN54OVPYDrXRazr3xg161l1Tw/pCaLpyIXihmEb3UqjuVcHBPpgfjXC/E8A/tB2/HW4sv5JX1FQB8/wDgv486nc6dPYarpz6prjMq2CWsew3LHqHwMLjrkDp24zT/ABZr/wAatA05tfvGsbSwjIMtvbRxSCIE4G7ILYyQMhj1rmPg/GqfHGdFUBUN2FHp1Fe9/EpA/wANPEYYZH2CU/iBmgCn8MPHB8eeExfzxpFfQSGC5RPu7gAQwHYEH881F48+If8AwjF7Y6HpNl/aXiLUSBbWu7CoCcBnPpnPHHQ8iuC/ZokY6d4ijJ+VZYGA9yHz/IVzTSav4n/aN1L+ydVTTNQhnmgguJIVmCCJDGQFbjkK35mgDtvEp+MegaNLrx1zSp4rZPNuLG2tVIVBySCyZIHfkcCtz4XfFL/hPNPura5tY4tas497xRthJ16blzyOcAg5xkevEdx4N+Jd3bS20/xEt3hlQxuh0iH5lIwR09Kz/h58GbzwN4rj1lteiuYxC8TwpblS4Yeu49wD+FAHLeP/AIweO9C1oaVJplroT7Vl+UrcyFCeu4/L2I+72rd1XxV8U/FdpJqvg3Sf7O0ZQWt2mWM3Fyv94K+eD2AH0JriP2jf+SiWX/YLj/8ARstfUCgKoAAAAwAKAPHPg98V9S8W6lcaDr4ja+SMywXCJs3gEBlZRxkZzkY71V/aCt/EjaCLhb+2j8PJJGjWse4SyyHPLnGCoxwM+/pji/hsPK/aJnjT5U+13y4HoBJx+leoftAf8kxf/r8h/rQByPwhsfiBN4Kgk0DVtHt9LNzJ+6u4WaQHI3cgdPxr6ArzD4Bf8kug/wCvqb+den0AFfL37RX/ACUey/7BkX/oyWvqGvl79or/AJKPZf8AYMi/9GS0AfSWs3t3p+lzXNjpsupXKY2WsUiozknH3mIAA614dF8YPGGofE3TPD1xZW+jw/2jHb3NsFEkhBYAqznjp3UCvoCvl3XP+Tn4v+wva/yjoA+ltV1Sz0TSrnU9QmWG0tozJI7dgP5k9AO5NeXaP4o8e/EkzXvhtrTw7oKsY4rq5iE80xB5IU/Lx+Q6ZPOM79pLVJrfw9ouloxWO7uJJZAP4vLAAB9syZ/AV6V8PreC1+Hfh2K2CiP+zoH+UYyzIGY/iST+NAHk178VfF3w78bNofix7bWLNQjfaIoRDI0bfxqBgZHOVI6jGe9e0a14h03QPD0+uX0+2xhjEm5eS+fuhR3JJAH1qj4j8B+GvFt5a3et6Yl1PbDbG+9l+XOdp2kZGecH+przL9pDUTa+GtD0mIbIri4eUheBiJQAPp+8/SgDWsNW+Jnj7TzrGh3Gm+HdLmz9kW4j86aVQcbiSpAB+n59Tz+gfGHxH4c8Zt4Y8exwPtlWF7uNAhiJxhzjCshBB4AODn2rf8PeFfiMfDWlGw+INtBZmziMEQ0qJgibBtXJGTgY5rF1/wCBPiLxPqjanrHjC2ubxlVGk+wBMgcDhSBQB6J8QvE3iLwvo0t/omhQ6hDDE0txPLcBRCB/sdW454I6V5T4O+MvjHXG1Kyh04atrVyyfYII4ljgtkAbezng4yU+8fxHf13xbbSWnwp1u2ml86WHRZo3lxjeRCQWx2zjNeU/sygbvFBwMgWoz/3+oAz9e+IPxY8A6zbP4kNtLbXBLJD5URicA/ModBuBGR1Pcda990bXLTWvDlnrcB2Wtzbif5v4ARkg/TkfhXlP7SSKfB+kPj5hf4B9jG3+ArqfhRbrf/BnSLWZjsmtpomI64Mjj+VAHP8Ahzxb4v8AihqepzeH9VtvD+i2UgjjkNotxPKTkgkMcDgZPpnHPWrOm+I/HOkfFXSvCfiG5srywvI5ZYryG28tplWNjzzhSCoyB69ea8etNQ8XfBDxbcWxiDQSnDJIp8i7jB4ZT2PPUcjOD6V7j4Q8b+EviTqemXoRrbX9MEjw2sz4Zd6bXKkcOuPxGMkCgDp/GfjDTvBHh6XVtR3MAwjhhT700h6KPyJJ7AGuGX/hb3ibShq9jqGk6FHOvm29iYhJJsIyodmVgCR/+odK4/8AaKv3uvFXh/Rd4jjSEzlm5XMj7Mkd8eX+td+PCnxQAwPiPb4/7A8P+FAHOfDz4yane+KP+EV8X28UV80xt47hF2YlGRsdemSRgEY5wMc5rq/il8Q5/BdtYWWl28c+sak5SATfcjAIG4+vLAAfX0weMl+A2t3fiVdevPFlvLfG5W4klWx2FnBBzhWAB4q98fPBOp65Z2GvaTFJcSaejJPDGMvsJBDqB1wc57857GgDZ1Wx+KWiaFNq0Hiew1S6hj82XTm01UQgDLBHU7mPpnGfaul+HGv3nijwDpes6gYzdXIkMnlrtX5ZHUYH0UV5F4D/AGgHt0h03xfG0sagIuoxDLgf9NF/i+o59j1r27wtZ6NY+HLSDw+0baUQ0luY5N6kOxY4P1Y8dulAGxRRRQAUUUUAfH3xQZU+M2rMxCqLuIkk8AbUr6cm+IngyCMu/inSCB2S8Rz+SkmvmL4oosnxl1eNxlWu4gR6golfQtz8F/AFzGVOgLGT0aK4lUj/AMexQB4l8UvFJ+KPi+w0/wAMWdxew2iNHCUjO6VmILNjqF4HJx0JOK+iPAfh6Twp4H0rRZmVpraI+aVORvZi7YPpljXz78QvBOp/CPVLTWfDOr3kVjcvsVw+HjcchHxw6kZxkdiCPX2r4U+OpPHXhP7Vdoq6jayeRc7RhXOMhwO2QenqDQB51+0108L/APb3/wC0a774I/8AJItE+tx/6Pkrgf2munhf/t7/APaNQ/Dv4Z6j4k+H+nahF411jT7ecy/6FA7eUm2V14G8DnGenU0Abf7QvifT4fC8Ph2OeOTULi4SV4lIJijXJy3oSSMevNJ+zjoN1Y+HtV1i4jZItQljSAMMblj3ZYe2XI/4Ca1NG+AHhawu/tWp3F7q8u7cVuH2oT1yQvJ/E16nDBFbQRwQRJFDGoVI0UKqgdAAOgoA+Q/jV/yV7XPrB/6Ijr6b/wCFh+DP+hp0f/wMT/GvmT41f8le1z6wf+iI6+jP+FS+A/8AoWrT/vp//iqAOa8Y/FrTv7U8P6T4W1eK4urnU4FupIFDoIC2GXJGMsSOnIAPTivWa8Y8ZfCLTdN1bw7rHhTSpY5IdUgF3BCzOvlbsmTBJxt2849a9noAK8x+Ntv4km8F3cml39ta6VDCWvlO4TTDIGxSBgLzz0z9K9Orjfix/wAks8Qf9e3/ALMKAPGPgrZ+NrjSNUbwtqel2luJ0EyXsRYltvBGAe1ezeM/HUXw/wDCVte6uEu9TkRYkhhO0TTBfmIz0QHnPbI9a4P9mv8A5FzXP+vtP/QK4j49ai958UEs7h2+y2dvEgXPADfMx+p3foPSgD03Rk+K/i7SY9aPiDT9AiuV822tEsVlJQ8qWLZIyPcn27Vh2Hxe8R+D/FjeHPiDawOoYD7dbptIU9JMDhk+gBHPUjFe6IqoiqgAUDAA6AV4N+0ppMJs9D1hUxMsj2rt6qRuUH6EN+ZoA94jkSaJJYnV43UMrKchgehBr5g/Z4/5KVef9g2X/wBGR17L8GtQm1H4VaLJOzNJEkkG4/3UkZV/JQB+FfMHhLxRqvhK/wBS1HR4gbl7N4DMV3CBWdPnx06gAZ4yw+lAH0B8SfGniXR/FNno/hPUYL7UbrAOlrZh3hGPvNJu4z1wQMDnOK63wrY+OUaG58T61p0ilT5llbWfQkcfvdw5H+6R/OuV+BLeH7zw1PqFmXm1+Rz/AGpNctvmLk5HP9w9R7g5yRXpGvagdI8O6nqSjJs7SW4A9diFv6UAcDq3j/Wte8W3PhPwJb2sl1aZ+26ndkmGDBwVAHU54+ueOM1yni3xP8VPhtNbahqup6dq+m3Emz5bZVVW67TtVWBIBwcnoa5r4LaR4q1aDWrnw94oi0h/MiFyJLNJ2lyGKnLDj+L65r0HxB8MvHfinSzpus+PLe6tC4k8s6XGnzDocrg/rQB2nhzxmni3wT/b+iWRuLnaymxeYIRKvVC5GB2IOOhBrx3WfjZ4u0zxzDp2rWcGlWlndIL21t0E0jx5BI3tkHKngrjrXp/ww+H1z8PtNv7OfVEvkuZllUJEUCEDB6k5zx+VeM+MQD+07ACAQdW0/I/4DDQB1niLxP8AGK50ybxFp2mJo+jxIZRblIpJ/KHO5w4J6cnAHHbvXUfB/wCJVz460+7tNUSNdTstrM8Y2rMjZw2OxBGD9RXouoosmmXaMMq0Lgj1G0183/s3Mf8AhNdVXPB04kj/ALaJ/jQB6b8QPiBqemeKdL8HeGo7f+2NQ2lrm5GUgViQOO54J+mODnij4tl+Jngrw/NrcPiOy1yGAbriGXTViMSnjcuw/MBnnPQc81y/x18J61aeI7bxvo4mMcUaCaSHO+2dD8r8fw4xz2I56irXhH46adrti+heN7dIPtMZge8jH7qRWG0h16pkHqOOe1AHsnhq/m1XwrpGo3BUzXdlDPIVGBuZAxwPqa1KqaVa2ljo9laaeQbKC3jityH3jy1UBfm78Ac1boA5X4g+NrfwH4YfVZoTcTPIIbeEHG+QgkZPYAAk/wD1643w1L8SfHPhiPxFb+LLDSFut7W1nDpySrhWK4Z3yRyD6/0rufG3hXQvFmhG28QEx2lu/nicSiMxEAgtuPAGCc54rjdI8c2FtZx+GPhpoFzrS2SlPPL+VaxZJJLSNyxySffsaAK/wu+KOq6/4ivPCviaGFdUtt+yaIbQ5Q4dGHTPU5GBgHj10vib8RPEPgu3lksPDPm2isqDUriYGLcwzjy1O7rkZJHI+leTfDZrw/tESG/EK3pu777QIM+WJNsm4LnnbnOM1658dv8AklGo/wDXaD/0YtAHn+ifFjx74h8LXNtoli+o64kzzT3KWy7LWDA2Kq8BmJDYzk4HQ9ul+G3xI1tvCev6v44MgtdNZPLuWtxE8hbcDGFAAJBCgcfxc1N+zrDGnw8upVQCSTUZNzY5OETFZ37SepvB4d0XS1yFurl5mI7+WoGP/ImfwoA1LDVviZ4+086xodxpvh3S5s/ZFuI/OmlUHG4kqQAfp+fU8/oHxh8R+HPGbeGPHscD7ZVhe7jQIYicYc4wrIQQeADg59q3/D3hX4jHw1pRsPiDbQWZs4jBENKiYImwbVyRk4GOaxdf+BPiLxPqjanrHjC2ubxlVGk+wBMgcDhSBQB7rRVbT7eS0021tppvOlhhSN5cY3kAAtjtnrVmgD5r/aT/AORq0b/rxP8A6Ga1X8afFTxHpENz4N0OS00eCJY452jjaWbaACwEhwRkfwg49TWV+0n/AMjVo3/Xif8A0M19CaFGkPh7TI41ColrEqqBwAEHFAHhfgT466smvR6P4zSMpJL5JuvK8p4HzjDqABjPB4BFe1+KvEdp4S8NXut3qs8NsgPlp952JCqo+pIr56/aI0SDT/GdlqcCBDqNsTKAOGdDjd/3yV/KvbrDS7Lxv8KtKtdcV5Ib3TreSZt+1t2xW3A+uRmgDjPB+ueP/ibp93rFn4hsfD1lHOYIoYLBblywAJ3Fzx94c/oKi8IfE3xDZfEWTwP4xNtcXHmmGK9hQIS+Ny5AwCGGMYAIJGfa7ovivwz4RhPhL4faXeeIb1XaSRbeT93vOAWkmPyjoBkDHGOK8tu5dWl/aLsJNbgtrfUm1OzM0VsxZEyse0AnqduM++aAPfPiV46TwD4X/tFYFuLuaQQ20THClyCctjnAAP6DjOawrTT/AIo3mgRawnivThezQiZNMOnJ5PIyF83O7OO/T+dSfGvwZf8Ai/wjE2loZb2wmMywDrKhGGC/7XQj1wRXl3gD436h4Xjh0PxJay3Vjb/uVlAxPbgcbSD94Dpg4I9T0oA9g+FPirV/F3hm9vdcjijvbfUJLVo44ygTaqHBBJOQWNVvFvxCvofFEXg3wlZRX3iCVd0sk7EQ2i4zlsdTjn8R1JxXSeEG8PXOm3Op+G5o5bXUrp7yZ0YnMzBQ2QeVPAyOK+evhuviHxb8R/EGp6Fr0ekX06yzvLJbLOWjeUHaAwwMHbz7CgDtfGGpfFzwNYDXrnWtM1GwRgs0MVqoWLJwCflDYzxnd3Fd98N/H9t8QNAe7WEW99bMI7q3DZCkjIZf9k84z6Eds1zerfD/AOIeuaXcaZqXxAt57O4XZLGdJiXcOvUAEfhVn4YfCu7+HupX9zLrMd5FdwrGYkgKYIOQ2Sx9x+NAEvxH+J0vhe/tPD2g2S6h4ivdojiblItxwuQCMknoMj1PbNR9L+L9lpx1IeI9LvbtV8xtLNkoQ9ygkABJ7dvrXmvwzvT4o+P0+rXrCSQtczxh+cYBVAP91SMfSvp2gD5R+EV5JqHxygvZovKluJLuV4+fkZkckc+ma+rq+XfhwAv7RcyqAALy+AA7cSV9RUAFeUeL/ihqbeME8F+CrOC71gtsmuZzmOEgZYADrtGSSemMYJr0nWbx9O0PUL2MZe3tpJlGO6qT/SvnP9nZ1ufiFqlxcMZLptPdw7nJJMse459ef1NAHf65YfF7QtKk1W18UWWrPAvmTWK6fGmVHJ2ELlvpkH05rQ+F/wAWrbx2H0++gjs9ZiTeY0P7ude7JnkY7qc+uTzj0uvkpof+EQ/aDjhsQYootZRVRe0UrDKj22uRQB6z8VfiN4w8GDNloVrBYSyeTDqE0wlLtjPCDG09fvZ6GsXw/wDET4heMfDFrZ+GdPFxqUSt/aGrXSIkasWYqiDhSdu3sfp3rV/aP/5EDTv+won/AKKlroPgiAPhFohAHJuCff8AfyUAedeG/i14y0Dx5H4c8cBJVeZYJS0SI8JbG1wUADLyD9DxX0NXy78eR5fxYtXT5WNpAxI9d7c/oK+oqACvnH9oS38SJdWdxqF/bNozzMtnaQbgVIUZeTIwW59eO3fP0dXhv7Sv/ID0H/r5l/8AQRQBpfC+x+IH/CNeHZk1bR/7A2K3kNC3n+TuOVzjGcZ5zXJftK/8hzQf+vaX/wBCFevfCz/kl/h7/r0H8zXkP7Sv/Ic0H/r2l/8AQhQBs2Pij4leKdBs18D6ZHY6XaW0cK3l0I99y6qFbaHyNuQe3bk9hF8OPi54jn8ar4V8XqjzSyNAspiWOSKZc/KwUAEEjHTrjtXsfhdVTwloyqoVRYwYAGAPkFfOfigCD9p6AR/LnV7EnH+0Is/zNAH0F4z8Yad4I8PS6tqO5gGEcMKfemkPRR+RJPYA1wy/8Le8TaUNXsdQ0nQo51823sTEJJNhGVDsysASP/1DpXH/ALRV+914q8P6LvEcaQmcs3K5kfZkjvjy/wBa78eFPigBgfEe3x/2B4f8KAOc+Hnxk1O98Uf8Ir4vt4or5pjbx3CLsxKMjY69MkjAIxzgY5zXtteFS/AbW7vxKuvXniy3lvjcrcSSrY7Czgg5wrAA8V7rQAV8Y+Mryfxf8VtQBc5udR+yQ5OdqB/LT9AK+zq+KHb+wfioXusqLHWt0mewSbJ/lQB9o2dpDYWUFnbII4II1ijQdFVRgD8hUjyJFG0kjqiKMszHAA9zTqhurW3vrSW1uoUmt5kKSRSLlXU8EEdxQBlayfD2v6Rc6VqV3ZzWdymyRPtCjI68EHgggH8Ku6ZJp0drDY6fcQPFbxLGiRyhyqKAB3J9K+Yvjr4U0nwx4psDo9olpBd2xd4Y/uhwxGQO2Rjj2r2n4ReFNG0bwTpOqWljGuo3tmrz3RGXcPhiuew4HA9BQB4F8bf+Sva5/wBu/wD6Ijr6+BAQE8DFfIPxt/5K9rn/AG7/APoiOvYLj4I31/F5V98QNduYCMGOVmYEenLkfpQB5t8efEth4h8aWtppkq3KWEHkvLHhg0jNkgEdccD65r3X4a+FhoHgXQYL+ziGp28DsXeMeZD5rl2QHqPvYIHpVLwn8HPCfhO6ivYreW+vojlJ7xg2w+qqAFB9DgketegUAFfH/wAKP+Sy6R/18zf+i3r7Ar4/+FH/ACWXSP8Ar5m/9FvQB9gVDbWltZq62tvFAruZHESBQznkscdSe5qavItT/aD8P6Xq15p8mk6m72s7wMyiPDFWKkj5unFAHrteX/H7/kl83/X3D/M1H4c+OuheJfENlo1tpeoxTXcnlo8mzaDgnnDZ7VJ8fv8Akl83/X3D/M0Acb8WPhj9t8O2ni3RYP8ASY7SM38CD/WKEH70D1A6+o57HLPgZ8TfIeLwhrU/7tjjTp3P3T/zyJ9D/D78dxXu+jgHQtPBGQbaP/0EV80fGX4aN4T1T+39HiK6PdSZZU/5dZTzj2U9vTp6ZAPYvjj/AMkk1j/fg/8ARyV1Pg//AJEjQP8AsHW//ota8DvviWvjD4HavpOqTD+27MW+WY83MYmQbx/tDo359+PfPB//ACJGgf8AYOt//Ra0Acr4t+IV9D4oi8G+ErKK+8QSrulknYiG0XGctjqcc/iOpOK5PxhqXxc8DWA1651rTNRsEYLNDFaqFiycAn5Q2M8Z3dxXFfDdfEPi34j+INT0LXo9Ivp1lneWS2WctG8oO0BhgYO3n2Fen6t8P/iHrml3Gmal8QLeezuF2SxnSYl3Dr1ABH4UAdJ8N/H9t8QNAe7WEW99bMI7q3DZCkjIZf8AZPOM+hHbNc14v+KGpt4wTwX4Ks4LvWC2ya5nOY4SBlgAOu0ZJJ6YxgmmeCfhve/Cy11/VzrEd6rWDsIkgKfMgLAn5jnuPxrz/wDZ2dbn4hapcXDGS6bT3cO5ySTLHuOfXn9TQB3+uWHxe0LSpNVtfFFlqzwL5k1iunxplRydhC5b6ZB9Oa0Phf8AFq28dh9PvoI7PWYk3mND+7nXuyZ5GO6nPrk849Lr5KaH/hEP2g44bEGKKLWUVUXtFKwyo9trkUAfWteWfGr4e/8ACV6B/a2nw7tY09CQFHM8XVk9yOSPxHevU65H4ieO7PwH4de9l2y302Us7YnmR/U/7I6k/QdSKAPnHwZ8TfEmh+G7jwnpSedPfSLHYSbsNbu5wwUd8k8cjBJPevoj4beAbfwLoHlOVm1W6xJe3PXc390H+6Mn6nJ7180eLPA3iTQtJsfFOqxCP+1JGlcRrsa3kYllDAcKSOQB0xjjFfQnwg+IS+NfDn2a9lH9s2ChLgHrKvRZB9eh9/qKAPR6KKKAOR+I9v4kufCd0nhy/trFxG73M0u7f5YUkiMgHDH1/LFfPvwWtvFdzrOqf8Itf2FpMLdfPN7GWVl3cYwDzmvp7xF/yLGrf9ec3/oBrwL9mv8A5GDXP+vWP/0OgD3GPUrnw54ObUfFd5bNcWkTSXc9spCNgnAUHnJGBjua840HxZ4/+J091deHZrPw7ocEhjS4lgE8sjdcYbgnBBPAAzjJqL9pDUZ4PC2k6fG7LFdXTPJj+IIvAPtls/gK634LpCvwl0MwgYZZSx9W8180AcR4i8bfEX4X6rbN4hls9f0e4batwkAhY46rlQNrY55DAjp3x694a8R6f4r0G21jTJd9vOvQ/ejYdVYdiD/nFc38YdJh1b4X6wsibntYxdRHurIc5/753D8a8+/Zp1CZrbxBprMxhjeGdF7KzBlb8wq/lQBzPjv/AJOYg/7CWn/+gw17P8U/FFz4U8OLfWOsW9lelisNtJbCZrtuMKoyNuO55/lXhfxSu57D4/XF5bW5uJ7e5s5Y4RnMjLHEQvHPJGK6n4Ra/p3jP4gXmpeKZDceI8btOWX/AFMaDJKxr2Ydfpk9cmgDtvCC/FTWrSK/1rU9O0mJ8Mtu9h5krL/tDcuzP1z7CtXx58Q/+EYvbHQ9Jsv7S8RaiQLa13YVATgM59M5446HkV3VfMbSav4n/aN1L+ydVTTNQhnmgguJIVmCCJDGQFbjkK35mgDtvEp+MegaNLrx1zSp4rZPNuLG2tVIVBySCyZIHfkcCtz4XfFL/hPNPura5tY4tas497xRthJ16blzyOcAg5xkevEdx4N+Jd3bS20/xEt3hlQxuh0iH5lIwR09Kz/h58GbzwN4rj1lteiuYxC8TwpblS4Yeu49wD+FAHLeP/jB470LWhpUmmWuhPtWX5StzIUJ67j8vYj7vat3VfFXxT8V2kmq+DdJ/s7RlBa3aZYzcXK/3gr54PYAfQmuI/aN/wCSiWX/AGC4/wD0bLX1AoCqAAAAMACgDxz4PfFfUvFupXGg6+I2vkjMsFwibN4BAZWUcZGc5GO9dV8RPGev+EbCa50rwy1/bxRCSW9knVYosnGCgO9scZ6deteL/DYeV+0TPGnyp9rvlwPQCTj9K96+JH/JNfEf/YPl/wDQTQByXwX8da544GvXGszRMIJIRDFFEEWMMHyB3PQdSavePtf8XweMdD8P+EntEmvoZZZWuY9yoFI+YnsPw9K439mf/jy8Sf8AXS3/AJSV7i1haPqEeoNbxm8ijaJJivzqjEEqD6EgUAeYa3L8TvD2h3eraj4n8Ox21rGXci1bJ9AOOSTgD3Ncz8MviR4+8ceLobJ5LM6dB+9vZBbAbU9AfUngfie1Ynxs8bT+KvEkPhDRS01tazhHWLn7Rck42j1C5x9SfQV7T8N/BEHgXwpDYYVr+bEt5KP4pCOgP91eg/E96AKnjz4h/wDCMXtjoek2X9peItRIFta7sKgJwGc+mc8cdDyK5PxKfjHoGjS68dc0qeK2TzbixtrVSFQckgsmSB35HAriWk1fxP8AtG6l/ZOqppmoQzzQQXEkKzBBEhjICtxyFb8zXp1x4N+Jd3bS20/xEt3hlQxuh0iH5lIwR09KAJ/hV8UE8fWk9rewR22r2ih5EjPySoTjeoPIwcAjnGRzzxx3xF+MXjDw9crYQ+HV0VpkLRT3brO7LnGVCnYD7HdW18PPgzeeBvFcestr0VzGIXieFLcqXDD13HuAfwrlf2l/+Ql4d/64z/zSgBdd+KHxD1Dw5Z6r4csbiHSoYo47jUvsiO08wUeY20ghU3ZGQuM9x0HsfgHVtV1zwPpeo63B5GoTRkyqU2ZwxAbb2yAD+NT+CoY4PAugRxIEQadBgAesak/rW7QAV85fGHUJPFfxa0Xwern7LbzQwuAf+WkxUsfwUr9OfWvo2vlyNjP+08TKOmsMBn/ZBx/IUAfUMcaQxJHGoVEAVVAwAB0Fc18Rf+Sc+If+vGX+VdPXMfEX/knPiH/rxl/lWtH+JH1QnseF/AjWNM0bxRqU2qaha2UT2W1XuZljDHepwCxHNeza58V/B+i2Ms66zbX0yg7ILOQSs7dhlcgfUmvEfgp4a0fxN4k1G21mxS7his/MRHZhht6jPBHYmvWNZ+Bng7UbV1sbabTLgj5ZYZmcA+6uSCPpj616uNWG+s/vW+m2xEb20PKPhn4Z1Xxh8RIfEUtq8djDem+mnIIQuG3hFPc7sfQV9RV8raL4w8S/CzxdLo17dS3NjaTeVcWjMWQp/ejz90kEEYx2zX1LBNHcQRzxNujkUOp9QRkVjmim5xk/htpYcNj5r8Ff8nIzf9hLUP8A0GavoHxR4htfCvhy81q8VnitlB2J1diQFUfUkV8/eCv+TkZv+wlqH/oM1fQniHQdO8S6HcaVqiF7SYAttbaVIOQQe2CKMw5fbU+fayv97CGzPNvCOteO/iTYXerWmv2WgWUcxgihhsVuGLAAncXPH3hz+gqLwl8SNfs/iDJ4K8XG3uJ/MMMV5CgQl8blyBgEMMYwAQSPwuaP4o8OeFIT4V8A6Zd6/eK7SOIH/d7zgFpJj8o6AZAxxXmV3Lqsn7QdjJrUNvBqLalZmWK2YsifLHtAJ6nbjPvmtoUo1HNOKUbNrRJ/5/eJu1j6M8T+JNP8J6DcavqLkQxDCov3pHPRVHcn/E9q4LR9Q+I/jq0/tayvbHw3pcxzaq1uLiaRP7x3cYPrx9O5479ojUpJPEGjaQ0hW3jtzcEdsu5XPvgJ+pr6AtoIbW0ht7dVSGJFSNV6BQMAD8K43BUKEZ2vKV99bJFbux4poXxa1/RvHLeFvF8dvc4uham7hTy2RicK2BwVOQegIBz7V23xk/5JRrf0h/8AR0da+oeBPDWq+I4dfvdLjl1KEqVlLsASv3SVBwSMdx/Ssj4yf8ko1v6Q/wDo6OqVSlUr03TjZ3V+179As0nc5v8AZ448D6kT/wBBJv8A0XHVM+LvHus+NLrRfCep2OqWduQJb9rIRwxE9QWyd2OmR15wOK8h0zxdquleEG0KHzrfS729aS6nh4klXagaNWPA4wT/ALwzx1+qfBcOgQ+E7A+GkjXS5I98ZXqx7lz13ZGDnuMV04yHsJyqyV+bbsv67Ex10LGg2muWlvINc1W31CViChgtPJEfqPvHd9eK16KK8eUuZ3ZoYHjDxbp/gzQJNV1DcwBCRQp96Vz0UfkST2ANcUv/AAtjxJpY1Wyv9K0RJ1823sjEHk2EZUOzKwBI/wD1DpXJftBXz3PifQdG3iONITMWblcyPtyR7eX+td4PC3xLAwPiHBj/ALBMP+FejClGlRjNtXlfe70+5kXuznfAHxe1K88Tf8Ix4tt4or1pTBHcIuzEoyNjr0ySMAjvgY5zWD8fYPES3NpPf31s2jvMy2dpBuBUgDLPkYLc+vHbvnXk+ButXXiMa5eeKoJL03C3DyLZbSzAg5wGAHSn/tGf8gXQ/wDr4k/9BFdNKVD63B0ba7+XpcTvy6mh8M7Lx5/wjvh+ZNV0n+wtqt5DQt53lbuVzjGcZ7163XJ/DH/kmmgf9eo/ma6yvMxU+arLTq/zLjsISFUsxAAGST2rxzS/iJ4i+IvjC50fwtdWuj6fbxtKbuaATSugIXIUnHJI4/XtXsboroyOAysMEHuK8oj/AOFf/CfWbhdNS7u9cux5S2NuxnlCkghAOigkA8nP1q8Ly2kuW8uml18xSMrxF438afDHxJZQa7qFvr2lXYLiQWqwSbQcMAF4DDIPOQc9u3tNvPFdW0VxC4eKVA6MO6kZBr5p+NOo+ItUbRLnXNHh0qBhP9kgE3mTY/d7jIRwP4cAcjnNfQPhA58FaCT1OnW//ota2xdJKjTqWV3e9tvw0FF6tHgHir/k5aD/ALCth/KKvpivmfxV/wAnLQf9hWw/lFX0xTx/wUv8KCHUKKKK80sKKKKAKGraNp+u2iWup2y3MCSrKI2JA3KcgnB5+h4q/RUVzcwWdrLc3MqRQRIXkkc4VVAySTTu3oB5d8f76CDwDBaOVM9zeJ5a98KCWP8AIf8AAqs/DqyuPCPwWlvZl8u4a2n1Haw+78pK5/4Cqn8awrLS5vjD43HiC+ikj8J6axjsopBj7UQeTj0JHJ9AF65I9T8VWpu/B2tWka5aawnjVR6mNgK9CpJU6UMO973f+X+ZC1dzwH9ny3E/jy+uH+Yxae5BPXcXQZ/LP519K183/s7yAeM9TiJ+ZtPLD8JE/wAa+kKM1/3l+iCGx8s+IpToX7QMlxF8uzVopTjjIcqzD8Qx/OvpeLRtPh1q41iO2UahcRLDJPkklF6DrgD6da+ZvHEf9ofHqeCPky6jbRDHriNa+qK0zBtQpPq4/wCQQ3YV82eNrIeL/j8mmWKhwssMM7qMgBFBkJ+gyPwr2fx94zh8H6HvjXz9VuyYbC1UbmkkPAOOpAyM/gO9Y/wu8AS+GLWfWdZbzvEGo5e4djkxBjuK57knlj6/TJxwsvq8JVnu1Zf5/IctdDtb/RtP1O7sbq9tlmmsZfOtmYn92+MZxnBP1q/RVHWNXsdB0m51PUZxDa26bnY/oAO5J4A7k1xLmlaJR41+0XeQvBoOnIA90Xkl2gZYLgKPzOf++a9T8DaNL4f8EaPpc4xNBbr5q+jt8zD8CSK898F+G7zx14vf4heIoGitQw/smzk7Iv3HPsOo9WJPTGfYq7MTNQpRw66av17fIlLW5heNNHGv+CtZ0vaGa4tHEYP98DKH/voCvKf2cvE0t1pmpeG7h9wtCLm2BPIRjhx9A2D9XNe518ufARjb/Fa5ijHyNZzocegdT/QVwlH1HRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHK/Ev/kmniP/AK8JP5V5Z+zTd24i8QWhmQXDNDIsZPzMoDgkDuASPzHrXqfxL/5Jp4j/AOvCT+VeDfBnwFp/jGy1W5mvb+wv7GaI293ZTbHTcGyP0HofegD2b4xeIrXQPhzqccsii51CJrSCLdhn38MQPQKST+HrXn/gH4dXkvwR18tF/p+uwiW3iYYJSP5ovxY5I9iK7Ow+C+j/ANqx6l4h1XVPENxF9xdRm3IPqOp+hOPavSVUKoVQAAMADtQB8t/BX4jWng3ULvR9adodOvHDrMQSIJRx8w9CMAntgds17xq/xM8HaPpr3sviCwuFC5SK1nWaSQ9gFUn8zgepFYvi74KeF/Fd/LqP+kadey8yPalQjt/eZCMZ+mM1T8O/ATwnol5Hd3bXWqypyqXRURA+uwDn6Eke1AHRfDzUde17SrrX9a3QQ6jN5lhYlQPs9uBhTnGSW68+xGM14Z8N5E/4aJlO4Ye8vgvv8shr6O8QaH/b+mfYRqmpaau8MZdOmEUhGCNu4qeOe3oK88tv2fPDFndx3drrXiGG5jbek0d1Erq3qCI8g0AerTQxXELwzxJLE4KujqGVgexB6isz/hFvD3/QB0v/AMA4/wDCrGkac2ladHZvqF5fshP+kXjq0rZOeSoA46dKvUAU7LSNN013ex060tWcYYwQqhYe+BzXyfa3U3wu+NLy3cRENpeOsgA+9byZ+YevyMCPcV9eVyfjT4deH/HUMf8AasDpdRKViuoG2yIPTuCPYg98YzQBsweIdGudG/tiLU7VtO2eYbnzQEVcZ5Pb6HmvmH4d63p0fx2GqzXccFjcXd2yTTNsXDrJtyT0zkDn1r0/TP2dPDNpfJPe6jf3sKNnyGKorezEDJH0xWtpvwK8G2ep3F9d28t80kzSJBI2yGIEkhQi4yB05JHtQBzH7Qvh6TVdE0vxPp+LiC1BjnaI7h5b4Kvkds8Z/wBoV0/wP8Uw694AtbBpkN9pY+zyR5+byx/q2x6bePqpr0OPT7KLThp0dpAtkI/KFuIwI9mMbdvTGO1ecz/BLR7bWG1Tw5q+q6BctnIs5fkAPUAHnHtnHtQBQ/aE123s/A8Wj+YDd6hcIRGDyI0O4tj0yFH4+1YFz8Nb+x/Z3ls2iJ1QTDVpYAuWHABX6iPt65FegaJ8J9E03WV1rU7u/wBd1VCClzqc3mbCOhVfbtnOO2K72gD5s+CnxS0/w5ZyeHdfnMFm0hltbkjKxk/eRsdATyD6k5r1fxJ8W/CuiaWZrHU7bVr6QbbazspRK0jnoDtztGfXn0BPFZPiX4DeFdev5L61e50uaUlnS2IMTMep2kcfQED2rR8H/Bzwv4PvV1CJJ7+/TmOe7IPlH1RQAAfc5I7GgDb06HXbj4etHrrJJrNxZymVY0ChWcMQmB/dBC++K8E/Z71qw0rxhf21/cx27XlqEhaVgoZ1YHbk9yM/lX1DXlPiP4B+Gtd1iXUbe6u9Oady8sMG0xknqVBHy5/L2oAx/j/4s0WbwnHoVtfwXGoSXSSNFC4fy0UNksRwOSOOtbH7P99ay/DlLRLiI3MV1Lvi3DcuSCDjrjBq8vwS8LQ+FLjQrb7TEbl0ae+JVp3CsG25IwBx0A/OtPRfhX4X8O2zjSLea0vmjMY1FZd1wmRglSwKqcei49qAPEficy/8NBw8j5bmyz7cJX1HXlF58AfDeoX8l/ea34inu5W3vNJdRF2Prny669/Bsj+Hf7HPinxFjzfMN4LpPtBXbt2b9n3e/TOe9AHgfwikT/hek3zD52uwvv8AeP8AIV738SSF+GviMk4/0CUf+OmuRsf2f/DWm30V7Y634ht7qFt0c0VzErKfYiKum8RfDyDxRpdvp2oeItfFtFEI5EiuY1+0YOd0nyYY/kOBxQB5t+zOR9k8SDPPmW/H4SVxfj83/wAP/jhLrcUQ+a5F/BzgSo/31z7nepr2Xw98F9H8LX4vNH8QeIraQkeYqXMQWUA5ww8vkV1PizwXonjXTls9ZtfM2HMU0Z2yRHvtb37joaAKOjfE7wdrWlpfR69Y22Vy8N3OkMkZ7gqx/UZHoaw7Lx1ceN/HtrpnhSdxommkz6nqAj+WfjCwruHQnqeCcEjpk4UX7N/htbovLq+qPBnIjBjVsehbbz+Qr1LQ/DeleGtIGl6NarZ2wyf3ZyxYjG4sckt7n0oA+cv2jGB+ItmAckaXGD7fvJa+oQQVBHIxXlmqfAbw/rV/JfanrviK7upMbpZrmJmOOg/1XSuotvA32Xw5LokfijxGYnK7bhrpPPiUDGxX2cKfpn0IoA8H+G8iP+0VK6sCr3l8VPr8shr1T4/Rs/wvmZRkJdws3sMkfzIqvZ/s/wDhrTr6K9s9b8Q291E2+OaK5iVlPqCI69C1Hw7Zax4Yk0DU2mvLWWBYZJJWHmPjGHJAA3ZAOcde1AHm/wACda060+Fc8l1eQwJY3UpuGkcDywcMCfYg/oa9Ys7u3v7KC8tZVlt541likXoysMgj8DXk+k/s8+F9P1NLq7vL6/hjbcttKVVG9mwMkflXrqIsaKiKFVRgKBgAelAC18uftEsp+I9oAc7dNiB9v3khr6cvLc3dlPbLcTW5lQoJoCA8eRjcpIIyO2Qa8w1H4B+HdXvpL3Udd8RXV1J9+Wa6iZj6cmOgD1UEEAg5B6GvlzXJU/4acifcNv8AbFquff8Adj+de8WHgY6doU2kw+KfEbRvsEc0l1G0sCrn5Uby+Ac4OQegxiuRk/Z88MS3jXkmteInumk8xpmuoi5fOd27y85zzmgCD9ofQJ9S8HWeq26F/wCzZyZQBkiNwAW/Ahfz9qyPg98W9JtfD0Hh3xFeLZzWgK21zLxG8eeFJ7EZxzxgCvY9J0RdM0h9OuNQvdVjfcGk1J1ldlIwVJCgEfUdzXm+sfs8+FtQvWuLG6vtOVzkwRsHQf7u4ZH5mgDX8WfFbSrO3TTfC11BrXiC9Ihs4bRxKis3AZ2HGB1xn8hkjmfjv4f1K6+Hej6hcyLdXelsovZkTaG3qFZwB0G8Lx713Hgv4XeG/A7m40+GW4vmBBu7pg0gB6hcABR9Bn1JrsLi3hureS3uIkmhlUo8cihlZT1BB6igDxX4OfFbRz4atvD2vX0Vjd2S+XBNcOEjli/hG48Ajpg44Axnmur8YfFjRdHs/smhXUGs67cnyrS1s3Ew3ngFivGAe2cn9Rh6t+zv4Wvrtp7G9v7BWYloUZXQD0XIyPxJrp/Bvwp8M+CZ/tdlDLc3+CBd3bBnQHghQAAv1xn3oAfr0Go2XwZ1aHWbz7VqK6NOLmcgDdIY2yBgAYBOB9K80/ZlI3eKB3xa/wDtavWvGHgu38aWaWd5q2rWdrgiSCxmVFm5B+cFWzjFc3oHwV0bwxqAvdI8QeIrWU43hLmILIAc7WHl8igDA/aSdR4P0hCRuN/kD2EbZ/mK6L4YXL2vwL0+5gYCSG0uXQ4zhlkkI/UVN4r+EWk+M9TN7q+t66+CTFAlxH5UOcZCKYzjoO9XPC/w10/wnZXVjZazrU9jcwvEbW5uEaNN/VlAQYb9OTxQBF4TvdK+KPw4sptZtra/Z08q7jdB8ky8MRj7pPDDGOGFeE+MvBr/AA++Kuj23h+5lf7RLDcWasfnjYyFdhPcZHXuDjnmvY9M+DFl4ePmeHfE2u6ZOyhZWSVGSXHdkK4JrX0D4ZaXpGvnxDf3t9rOtEYW7v5A3l8Y+RQABx9cdsUAeZ/tJaHOZ9H15E3QBGtJWH8LZLLn65f8q7H4b/FzQtc8O2trrGp29hq9tGI5hdSCNZsDAdWY4OepHXOeMc16Nqel2Os6dNp+o2sdzaTrtkikGQR/Q+/UV5Ld/s4+GZrvzLbVNTt4ScmLKPj6Ejj8c0AbHi74mwXEsPhrwTdxal4gv3EUc1uRJFaqesjMMgkDJ74xk9MHS1HxbP4e+Ivhzw7fXiyWmoWLI0siKpe4BAViR03YIwOMsK0PBvw78O+Bon/sm2drmRdsl3O2+Vx6ZwAB04AHSq/jP4ZaJ461C1vNVnvY3toWijFtIqdTnPKnkUAc78VPhXoOt6HqWuWkEdhqttA9wZYhtSfapYhx0ycfe6+uelZP7N016/hbV45WY2Ud2vkZ6Bivzgf+OH8a6W5+FVxqFl/ZmoeN/EV1pXAa2eVNzgdmfblh9a7bRND07w7pMGl6VbLbWkIwiLk9eSSTySfU0Actq3xb8J6L4r/4R28uZxdh1jklWLMUbNjAZs57jOAQPzrua8z174JeHtf8ZN4huLq7TzZBLcWqFdkjDHfGQDjn6nGK9MoAKKKx/EWgHxDZx241nVdLCNuMmmziJ34xgkqeKAPlP4mTRv8AGTV5A42LeoC2eBtCg/kQa+w9w27sjbjOc8YryKT9nXwnLI0kmq688jkszNcREsT1JPlVM37P/htoRC2ueI2hAwIzdx7cfTy6AOR/aB8b6TqlnZeGtNuI7qWC4FzcSxMGRCFZQmR1PzEn0wK6f9nrw9d6V4PvNTu43i/tOZXhVu8SDAbHuWb8AD3rZ0X4H+CNGuEnNjNfyIcr9tl3qD/ugBT+INehPCrW7QoTEpTYDHwVGMcemKAPAf2mZEMvhmIMN6rdMRnkA+Vj+R/Ku++B0qSfCTSFVgTG86sB2PnOf5EVQ1P4D6DrV39q1TxB4lvbjG3zLi8jdgPTJj6e1aPhv4Rab4Uu4ptK8ReI4ollWV7b7WghlII4dRGMg4we+KAPQqKKzNe0Y67ppshqeo6blw3n6fMIpeO24g8UAfJ/xmlSX4ua6yMGUPCpI9RCgP6g19hKyuoZSCpGQR0IryOX9nbwnPK8suq6/JI7Fmd7iIliepJ8rk1PF8A/D0EYjh1/xLGg6Kl5GB+QjoA9H1bWtM0Kxe91W+gtLdASXlcDOOwHUn2HNed/DXxjqPjzxr4j1VJpo9Ato47e0tXwASSTvP8AtYUk+m4DtVab9njwrcPvm1fxBK3957mJj+sddx4K8EaX4E0iXTdKkuZY5ZjO8lyys5YgDGVUDGFHb1oA6SuP+KsbSfC7xCqjJFqW/AEE/oK7Cobu1gvrOe0uoxLbzxtFLG3RlYYIP4GgDwz9m7ULWLSPEFtLPHHJHLHOwdgPk2kFuewxye2RXOfHbTYdUvdO8aaPMt5pN7F9me4i5VZI2YdfcZA/3TXdRfs5+F01Pz31HUntN24WxZRx/dLAZx+vvXqL6DpUmhjRH0+3bTBEIRasgKbB0GP6+vNAGJ8OPFMPi3wRp1+syPdJEsN2oPKSqMHI7Z+8PYivMv2iNUW/k0LwvZAz38k/ntDGcsCRsjGPUlm/L3rp4fglY6TfTXPhvxLreiibiSK3nBUj09fpkmt7wv8ADHQfDGpPq2661LV3yWv9Ql82QE8EjsPr196ANPwN4dPhPwVpeiuytLbRfvWXoZGJZse2WNfO3wGsrXU/HWp2N7Ck1rc6VNHJG/R1Lx5FfRnijwuPFFpHbPrWr6bEoYONOnWLzQ2OHJU5HHbHU9a4rS/gP4f0S/S+0zXvEVpdJkLLDcxKwB6j/VdPagDyTVLPWfgd8SY7qzLzafLkxFjhbmAn5o2P94cfQ4OOa+jrPU9N8d+DJZ9NuFktdQtnhOeqFlIKsOxGeRWP4r+GGn+Mraxt9X1rWXis41RVSWIeYwBBkbMZ+cg84wPaqXhr4PaV4S1BLvSPEHiGHDq8kP2qPypsHOHURjI7evPUUAeG/DPxc/wy8c3lprMUkdpKTaXygZMTqxw+O+Dn8CcZr6Qn+I3gy30437+JtMMG3cAlwrOfYIPmz7YzWb40+E/hrxtc/bbyOa1v9u03NowVn9N4IIbHr1965vRv2efCun3aXF/dX2o7DnyZGWONvqFGT+dAHQ+APEWseM9R1PxC4ltfDzYt9NtZEAMu0/NMx65J44OOo6jNeMeL2U/tOwMCMDVtPyfoIc19LzadE2kNptrJJYxeV5Mb2mEaEYwNnBAx24rzOf8AZ/8ADd1fvfz634ikvHk8xp2uoi5fOd27y85oA9P1F1j0y7diAqwuST2G0182/s3kf8JzqYzydNbj/trHXt2oeA11Pw0mh3XibxC0GW8ycXSCaZWGNjts5X2x9c1zWk/AnQdCv0vtL17xHaXSggSQ3USnB6g/uuR7UAbdt4xb/hbWo+EryWMQvZRTWalQCWwTIue+Qc49FNcF8Z/hZoVt4cvPFGkQpp9zbFWnhjGIpgzBeF6K3OeOD6ZOa7fxN8JtE8U+I2166vtTtr/ZGsclpMqeWU6Mvyk56flVa7+FB1kRQeIfFuuarYROHFpJIqK5H98qMt9eD70ARfAea9m+F1p9rZmRJ5Uty3/PMH+W7cK9LqCysrbTbGCys4EgtoEEcUSDAVR0AqegDwj9pLWL23stF0iKR47O6Ms0wBwJCm0KD7DcTj3HpXZ/DXW/C2k/CvSZotRsbSCK3BuzJKqET4/ebsnOd2ceoxjtXReMvBOj+ONIFhq0b/I2+GeIgSRN3KkgjnuCMH8q4jQv2fvCulX63V9Pd6oEOUgnKrH/AMCAGW/PHqKAPL/h3q1ld/tCNqaTKtpd3t7LE8ny5V1kK9emcivWvjbeW158IL6e1uIp4ZJoQkkThlYiUA4I4PQ/lUOu/AXw3rniObVTd3lpHO2+W1t9gXd32kg7QfTn8K0NZ+DWha1bQWUmq63baZbqog0+3uUEEWBjIVkJ3Hkkkk5Y+tAGT+zs6t8OblQQSupSgj0+SOq/7ROhz6h4OsdUgTeNOuD5uOqpIAM/TcFH41v+G/g/pnhO7E+j+IvEUCl1eSEXUfly4PRlEfPp64PWvQLi3hureS3uIkmhlUo8cihlZT1BB6igDxX4OfFbRz4atvD2vX0Vjd2S+XBNcOEjli/hG48Ajpg44Axnmur8YfFjRdHs/smhXUGs67cnyrS1s3Ew3ngFivGAe2cn9Rh6t+zv4Wvrtp7G9v7BWYloUZXQD0XIyPxJrp/Bvwp8M+CZ/tdlDLc3+CBd3bBnQHghQAAv1xn3oA6Xw9balaeHrCDWLs3epLCPtMxAG5zycYAGBnA+ladFFAHzX+0n/wAjVo3/AF4n/wBDNfQuhuknh/TXRgyNaxFWU5BG0VkeL/APh/xxbxx6zas0sIIiuIX2SR564PQj2IIrkLT4KnT4DZ2PjjxLbaef+XaK52jH4YH6UAcR8Ymfx58T9I8K6IRcT2qGKV0O5Y3Y5fOOyqoJ/LrXWfHC7uPDHws0/SNMd4raWWKxdlOD5Sxn5fx2j8AR3ru/CXgPQPBUEiaRakTyjEt1M2+WT6t6ewwKv+JPDmmeK9Em0nVoPNtpeeDhkYdGU9iP88UAebfAnUvDth8Ni/2yztrxZpG1BpZFRgdx2Ekn7uzGO3X3rzDVte03Vv2i7bV7O6SSwbVbQLP0UhBGhOT2yp59Oa9N079nXwva6gJ7u/1C9gU5Fu7Kgb2YqMn8MVpeKfgb4a8SapBexSz6YEiWFobRUCMqjAwCODjj8OlAGn4y8fQeHdV8OSQ31s+m3OoPaX7KyuE+TjJH3SpYE+1S+OvhfoHje2llmgS11Qr+7voVw2e28fxj68+hFVr74OeFr7w3pug4u4LKxlaYeVIA8zsuCzsQcnp0x0x04qFfhXcxaf8A2Vb+OfEcelbfL+zmVCwT+6H25A7Y9KAPPf2b2votc1+13E2SQoZADlRLuIUj6jd+VcbYandfCb4w3T3EDNBBO8U0adZLdzkFfw2sPcYr6f8AC3hPR/B2kDTdHtzFFnfI7NueVsY3Me5/T0ArO8Z/Dnw946jjOqwSJcxDEd1bsElA9MkEEexBoAkt/iP4NutNF+niXTFhK7iJLhUcexQndn2xmsPwp4w1Dx540uLzSWlg8KabG0O94gPt07d+RkKo5wMHkZ64GBYfs5eGbe6Et5qWpXcStkQ5WMMPRiBn8iK9Y0zTLLRtOh0/TraO2tIV2xxRjAUf570AfJ1rdTfC740vLdxEQ2l46yAD71vJn5h6/IwI9xX1TB4h0a50b+2ItTtW07Z5hufNARVxnk9voeaxvGnw68P+OoY/7VgdLqJSsV1A22RB6dwR7EHvjGa4nTP2dPDNpfJPe6jf3sKNnyGKorezEDJH0xQB5h8O9b06P47DVZruOCxuLu7ZJpm2Lh1k25J6ZyBz619XRTR3EKTQyJJE4DI6MCrA9CCOorzbTfgV4Ns9TuL67t5b5pJmkSCRtkMQJJChFxkDpySPavRrW1t7G1itbSCOC3iUJHFEoVUA6AAcAUALdW8d3aTW0uTHNG0bY9CMGvk/wZcT/C34xJaaufIhSRrS4kcYUxP92T/dyEbPoK+ta5fxh8PvD3jiBF1e1PnxjEd1AdkqD0zg5HsQRQB0pljWEzGRBEF3Fyw2heuc+lfNXhfTW+Ivx7vtdtgTpdjeC7aY9GEZAiA92Kg49AfSvR4/gwDYLpdx408Ry6Qo2iyFwFUr/dPBGPbFd54e8N6T4W0tNO0azS2t1OSByzt/eYnkn3NAHmX7R7D/AIQLTlzydUQgf9spf8a6L4IkH4Q6H7G4/wDR8lP8XfCfS/GuoG61bW9dKA5ito7iMQxcAHapjOM49aseFPhrZ+DleLTNf15rV1cfZpriNolZhjeAIxhh1z+eaAPEPj5Ih+Klt8w+SzgDe3zMf5GvqSvKdR+AXhzV7+W+1HXPEV1dSnLyy3MTM3bqYvSvQPDmgjw5pQsF1PUdRRWykmoSiSRRgAKCFHAx+poA1q8P/aUjY+H9DkA+VbqRSfcpx/I17hWF4u8JaZ400GTSNUWTymYSJJGcPG4zhlzxnkjnsTQBy/w48S6Pp3we0W/vtQt7e2t4vIleR8bXDEbcdc9OPevNv2lHU69oKggkWsh/AsP8K7zwv8CPDXh3V4tSnuLrUpoG3wpcbRGrDoSoHJHuce1P1r4G6F4h1Fr/AFbXvEV1cEYDS3UTbV6hRmPgcnigDufCzrJ4R0V1OVawgII7jy1r5x8XSp/w05C+4bV1ewyfTAhB/lXu2heAovD2hXOkWfiLX2t5Y1jiaW5RmtQD/wAsjs+XOe4I9MVyk37Pnhm5vHvJ9a8QyXTv5jTPdRFy2c7ifLznPegDlv2ktDnM+j68iboAjWkrD+Fsllz9cv8AlXY/Df4uaFrnh21tdY1O3sNXtoxHMLqQRrNgYDqzHBz1I65zxjmu3i8M2beGf7B1OW41i1ZSkj6i4kkkBORuYAcjsRyMDvzXml3+zj4Zmu/MttU1O3hJyYso+PoSOPxzQBseLvibBcSw+GvBN3FqXiC/cRRzW5EkVqp6yMwyCQMnvjGT0wfSLWKSG0himnaeVEVXlYAGQgcsQOBnrxXM+Dfh34d8DRP/AGTbO1zIu2S7nbfK49M4AA6cADpXV0AFfOPx3+HV1Bqsvi7TLdpbOcA3yRrkwuBjeR/dIxk9j1619HUjKrqVZQykYIIyCKAPKfhD8UbDxFolpomqXSQa3bIIVErY+1KOFZSerY6jr3+nq9ea+Ivgb4O16d7mCCbS7hzkmyYKhP8AuEED8MVnQ/BbUIE8hPiH4gS0xgQpIyjHp9/H6UAcL+0hd283irSbeOZHmgtG81FOSmW4z6dK9t+G/wDyTXw5/wBg+H/0EVgaL8D/AAZpNwLm5trjVbjO4vfy7xn12gAH8Qa7TWNFXVdHOmw317pafKFl06QQyIB2U4IA7dKAPlD40yJL8XNdZGDANCuQe4hjB/UGvr6CVJ7eOWNgyOgZWHQgjIryeb9nfwpcTPNPq2vyyyMWd3uYmZiepJMXJrsvCXgaHwg22117XL22WLyo7W+ulkijGQcqoUYIxj0wTQB1VFFFACMyohdmCqoySTgAV8efCmeNfi/osrMAj3MgBPqyOB+pFfTnizwTF4uwlzruuWNv5flvb2F0sccoyTlgVOeuK4qP9nXwnFIkkeq68kiEMrLcRAqR0IPldaAPXay5PDWgzSPJJommvI5LMzWqEsT1JOOtR+HdBPh6xe1Or6rqe59wl1KcSuvAG0EKOOP1rYoAzbfw9olrOk9vo+nwzIcrJHbIrKfYgcV53+0HcxQ/DURO4Dz3sSovc4DMf0FerV5nrfwS0fxFd/aNW8ReJbtwSUE15G4jBOcKDHwKAO48NXUd74W0m6hYNHLZxOpHoUFWtS0601fTbjT7+BJ7W4Qxyxv0YH/PWuX8H/Dmz8FTA6frmuz2oVlFndXSvACf4ggQYP8AjXZUAfGPxG8BXfgPxE1o+6XT58vZ3BH30/un/aHQ/ge9fWng/wD5EjQP+wdb/wDotaj8YeEtN8aeH5tJ1JSFb5oplHzwuOjL/nkEitLSbBdK0ex05JDItpbxwByMFgqhc/pQB8o2Gp3Xwm+MN09xAzQQTvFNGnWS3c5BX8NrD3GK+krf4j+DbrTRfp4l0xYSu4iS4VHHsUJ3Z9sZqPxn8OfD3jqOM6rBIlzEMR3VuwSUD0yQQR7EGuIsP2cvDNvdCW81LUruJWyIcrGGHoxAz+RFAGz4e8T3nxH8UXz6c0sPhCzt3tmdowDfTOMZGRkKo54weRnrgeKeDLif4W/GJLTVz5EKSNaXEjjCmJ/uyf7uQjZ9BX1VpmmWWjadDp+nW0dtaQrtjijGAo/z3rC8YfD7w944gRdXtT58YxHdQHZKg9M4OR7EEUAdKZY1hMxkQRBdxcsNoXrnPpXzV4X01viL8e77XbYE6XY3gu2mPRhGQIgPdioOPQH0r0eP4MA2C6XceNPEcukKNoshcBVK/wB08EY9sV3nh7w3pPhbS007RrNLa3U5IHLO395ieSfc0AJ4k8R6b4U0O41bVJhHbxDhR96RuyKO5P8AnivH/h9o958UfF03j7xIgNhay+Xp1kTlAV5H1C5z7tn0xXZ+J/g/pHi/UpL3Vtd8QSAuWjgF0hihz2RTGcCrPhT4XWHg66ik0zxB4gNvGxc2U10ht3JGPmQIPrxjoKAOp17RLLxHod3pGox+Za3MZRh3U9mHoQcEe4r5Bjm1j4T/ABHkCMDdadNscZwtxEcHB9mUg+3HcV9ianYnUtNnsxd3VmZV2+fauElT3UkHB/CvMr79n/w3qd5JeX+ueI7q6kILzT3Ubu2BgZJjz0AFAHofhzxDp/ijQrbV9MlElvOucfxI3dWHYg8Vq1574X+EGk+ENRju9J17xAiq4eS3N0nkzY7OoQZFehUAZ+vRtL4d1ONBlmtJVA9yhr54/ZwvYIPFmrWskipLPZhowxxu2sMge+Dn8DX0vXkGofs8eGL3WJLyK/v7W2kcu1rEVIXJ6KSMgfXNAC/GSxtvHPgGe90G4S/l0S8JmEB3cBcSL7kAq3HYGqX7O/imG68O3PhqeZBdWcrTQITgtE3Jx64bOf8AeFetaHoeneHNHg0rS7ZYLSEYVBzn1JPcnua4fWPgr4evdZGsaRdX2g34beH0+QIob1C4+X/gJA9qALfxk1220X4a6oksgE99H9lgjzy5bhsfRcmsH4AeFLjQ/CVxq92hSbV2R40I5EKg7CfruY/TFa9p8H9Jk1SLUvEWq6p4iuYf9Wuozbok+ientnHtXcappx1LS5bGO9urDzAAJ7NgksYBB+UkEDpjp0NAHzV47Yf8NLwnIwNS0/P/AHzDWj8Z/AVx4W1uPxr4eDwW7zCSfyeDbT5yHHorH8j9QK7m4/Z/8N3V899ca54jlu3fe073UbOW9dxjzmuru/Aiah4Wm8P3niTXri3mk3STyzxNMybceWW8vG3v0znvQBS+GPxEtfHmgq0jJHq9soW7txxk/wDPRR/dP6Hj0z4X4/N/8P8A44S63FEPmuRfwc4EqP8AfXPud6mvWNP+AXh3Sb2O80/XfEdrcx/clhuokYfiI67DxD4D0XxVoNtpetJNdm3QLHeOwFwCAAW3AYycc8YPp0oAr6N8TvB2taWl9Hr1jbZXLw3c6QyRnuCrH9RkehrDsvHVx438e2umeFJ3GiaaTPqeoCP5Z+MLCu4dCep4JwSOmThRfs3+G1ui8ur6o8GciMGNWx6FtvP5CvUtD8N6V4a0gaXo1qtnbDJ/dnLFiMbixyS3ufSgD5y/aMYH4i2YByRpcYPt+8lr6hBBUEcjFeWap8BvD+tX8l9qeu+Iru6kxulmuYmY46D/AFXSuotvA32Xw5LokfijxGYnK7bhrpPPiUDGxX2cKfpn0IoA8H+G8iP+0VK6sCr3l8VPr8shr3v4lOqfDTxGWOB9glH4kYFchZ/s/wDhrTr6K9s9b8Q291E2+OaK5iVlPqCI66PxJ8N7fxTZxWeo+I/EP2VIkjeCK5jVJiv8bjyzuYnk9s9hQB5z+zOw+y+JUz8we3OPbEldr8YfHw8GeGDb2coGsagDHb4PMS/xSfh0HufY1DoXwU0fw1em70fxD4jtJWAD+XdRAOAc4YeXyKteLvg7oHjTX31jU9Q1dJ2RYxHBNGERVHRQyEjuevUmgDgvgF4ALMfGWqREk7k09HHXs0v81H4n0r1Xxz4tPha001LYQSahqF/DaQQy5OQzgM2AQeBnn1Irn4fgzYW0EcEHi/xhFDGoRI01JVVVHQABMAU2y+CHh+z1+y1qTV9evLuznSeM3dzHICyNuAP7vOMj1oA8d8fm/wDh/wDHCXW4oh81yL+DnAlR/vrn3O9TX0Bo3xO8Ha1paX0evWNtlcvDdzpDJGe4Ksf1GR6Gr3izwXonjXTls9ZtfM2HMU0Z2yRHvtb37joa84i/Zv8ADa3ReXV9UeDORGDGrY9C23n8hQBu2Xjq48b+PbXTPCk7jRNNJn1PUBH8s/GFhXcOhPU8E4JHTJ4D9pcj+0/Dy55EM5x/wJK910Dw7pXhjS003R7NLW2U52rklm7sxPJPua4PV/gZoev3pvNW8QeJLy4xtDzXUTED0GY+B7CgDtfBrq/gfQGUgqdNtyCP+ua1t1yfhLwHB4O2x2Wu63dWiIUS0vLhHiTJzlQEBH545PFdZQAV8yeNoD4U/aLstSmytrcXlvdhj/cYhX/UNX03XnHxi8AP408NLcWCZ1bT90luB1lU/ej+pwCPce9AHo9ct8SZEi+G3iBnYAGzdcn1PA/Uiovhx4vi8YeEra6Z8ajbqIL6FuGSVRgkjsGxkfl2NVvE3wzs/FlxM+peIPEH2eVw/wBjiukECEdMIUP65rag4qonN2SE9jyf9nd1HjDVFLAM1gcDPX94tfQmpapYaPZPeajeQ2tugJaSVwo/D1PsK8zi/Z+8LQSCSLVNdjcdGS4iBH4+XUj/AAE8LzSiS51PXbgj/nrcof8A2nmu3FTw1er7Rza+RKTSseH+Kb6X4g/Eq7uNItpHfUJ0jtoyMMwVQgJ9OFyfTmvrnTLIabpNnYKxcW0CQhj32qBn9KxvDXgPw34Sy+kaakU7Da1w5LyEem49B7DAq/r2itrtgLQarqOnDduMunyiORhgjaSVPHOeOeBWeLxUK/LThpGI4xtqfPPgl1P7R0jBhtbUb/B9crNXpHx61e803wHFb2jtGt9dLBM6nGU2sxX8SB+AI70lt8BfDlneR3ltrPiCG5jbek0dzGrq3qCI85rtL/whp+r+Ff8AhH9XmutRgwf9IuXBm3ZJDbgANwzgcdODnmtq2JoyrwqrVRstuwknZo4X4Iaj4fsfh2X+12lvdrNI1+0sioQcnaTn+HZjHbr715pquuadqv7QdvqtncpJYtqlqFn6KQojQnJ7ZU8+lek6f+z74Ztb8T3V9f3kCnIt3ZUB9mKjJ/DFaPib4J+HPEWpw3kUs+mhIliaG0VQjKowMAjg44/DpWkcRho1pz5m+ZPptcVnY4r9oDTlvm03xBYyxXNvDusbloWDeU4O5QxHT7zdfb1rqPhz8XdE1HQLWw17UIrHU7ZFieS5YIkwHAYMeAcYyDjmu40vwXoWk+Fj4chslk011IlSb5jKT1Zj68DkYxgYxgVwN7+z34bnvDLbajqNtCzZMIZXCj0UkZ/PNZRr4epS9jVv7uzHZp3Rr+IPiPHqOo2vhvwTdw32sXcgDXUQEsNrGDlnJ6Mcdhn88A2/jHx8JtayecQDPr++jrW8I+BNB8FWzR6TbN50gxLczHdLIPQnAwPYACqPiv4cWfjG4dtS1zXEtmKkWUFwiwKQAMhSh578k8k1hGdGNWPLpGLvfqx2djzH4XeEbLxr8JdY0u52pMNRZ7ebGTDJ5UeD9OxHcZrH+HXjG++Gniu58N+IQ8WnvNsnVufs8naQeqkYzjqMHtz634b+FGneE7oTaTr+vwoZFeSD7RH5cu09GXy+R27HB61B4i+Deh+KdZm1XU9V1l7iU8BZYgqLkkKv7vOBnAySa63i6MpzjN3hL70yeVnocciTRJLE6vG4DKynIYHoQe4p1cr4S8C23g7MdjrOs3NrsKra3lwrxJkg5UBBg8euOTxXVV5U1FStF3RojwT9orRZzPpGuImYAjWkrD+Fsllz9ct+Vdf8O/ivomt+H7a21fUrex1W3jEcoupBGsuBgOrHg57jrnPbmvQtS0yy1jT5rDULaO5tZl2yRSDII/offtXlV3+zz4cluvMttT1G3hJyYso+PoSOPxzXfTr0KtBUq1047NENNO6NbxZ8SYLiSLw54MuotQ16+YRJNbkSRWwPWQsMg4GT3xjJ6YPNftB280Xhbw8JZWnaKZo3mYAF22DkgcDOCeK9G8IfD/w/4Kib+yrZmuZF2yXU7bpXHpnAAHsAOlXfFfhXTfGOhyaVqav5RYOkkZw8bjow7Z5I/E1FOvRpVouC91derG02jmfh54j0jT/hJo99e6hBb20EXkyO742uGI24659vevQQcjI6V5j4Z+B/hzw/qseozz3OozQtvhSfaI1YdCVA5I9zj2r06sMS6Tm3Td73Y1e2pjeLtRuNI8H6xqNp/wAfFtZyyRnGcMFOD+HX8K8L+Al7pf8AwlOrXGq3Ef8AakkStbS3D/M2STLgn+I/L74z719FTQx3EMkMyLJFIpR0YZDAjBBHpXk15+z54auNSa4gv9QtrZ2LG3QqQvsrEZA+ua3wtalGlOlUdubqKSd7o4/4/wDiDStX1LRrPTr2G6lslmM5hYMqFymBkcZ+U8dq9p8E6jZXHhHQbeG7gef+y4HMSyAuFCKCcdcA8fWuf1f4NeFtR8OW2kWsL2H2eQyJcRYaR2Iwd5P3s4H0wMYHFWPDvwp0fwxpV3babf6jBeXYVZNQjkVZ1UEHah2kKDjngn36YurVw88PGnFu8fISTvc8g8Uup/aThbcNo1axBP0EWa+mJJEijeSRgqICzMTwAOpry2X4CeG57xruXWPEElyz+Y0zXMZctnO4ny85z3rv9L0JdO0iXTbjUb/U45NwaS/lDybSACuQo4/Xk81GLq0qkYKD+FW2HFNGB4Z+KXhnxZrb6Tps1wLkBmj86LasoHUqc+nODg4qx42+Ieh+AYLV9W+0ySXRYRQ2yBnIXGTyQABkd+9Y/hH4P6J4Q8SHWra7u7iVFZbdJiuItwwTkDk4JH41a+Jngbw54r0uK+1++m0+PTVd/tUbqNqHGQwIOegx3z061z4hUVP9ze3mNX6nQeFvFWk+MNGTVNHnMkBYoyuNrxuOqsOx5B/EVtV5N8A9Ek03wtqV8BMtjf3peyWYYZoVG0OR6n+les1gMbJIkMTySOqRoCzMxwFA6kn0rwnxH490Xx74lOjXmtppvhKzYNO/zB9QYHhRgcJkf164x6/4o8OW/ivQ5dIu7u8treVgZGtJAjMB/CSQRg9xjtXn3/DPPhL/AKCOt/8Af+L/AON13YSVCF5VG79LdPP1Jld7HR2nxL+H1haRWlprllDbwoEjjjjcKqjoANtJ4e8fx+MPGNxYaEqT6LZW266vHjYF5WOEVAcYGA3JHOD9Tzv/AAzz4S/6COt/9/4v/jddt4M8EaV4G02ey0triRZ5fNkkuGVnJwABlQBgY9O5oqfVYxbptuXmC5up4f4cg/4Vp8dfsF3+5sbh3gikY8GGTmM59NwUH0wfSvo+5uYbO1luriRYoIUMkjscBVAySfwrA8X+BtD8bWaQatA3mxZ8m5hO2SPPXB5yPYgiuZm+FF5fWC6XqfjfWrrSlwBbfKpIHQM3O4fUVVWrSxPLOcrNaPTfzQJNHnPwy02bxt8XL7xRJEwsba4ku8sON7E+WmfUZz/wGvb/ABj4w03wXocmpag25zlYLdT88z+g9vU9hV/QtA0zw1pcenaTaJbWyHO1eSzd2Ynkn3Nct4u+FOjeNdXGo6pqWrK6oI0ihmQRoB/dDIcZ6nmlUr0q9dOekFp8gSaWhxHg3xN4Wn1d/GHi/wARWkuuzjFvbbXKWEfZVGPvYPX3Pck13V58XvA9payTjXI52RSRFDG7O59Bxj88Cud/4Z58Jf8AQR1v/v8Axf8AxulH7PXhIEE6hrRx2M8XP/kOtqjwVSXNKUv66CXMjsvDfiWe78ER+JPEAt7CKVXuQBkCOAk7NxJ5JXB465HFeUyeNPD/AMQPFP2vxNq0Vj4b06TNppkm7ddP/wA9JMA8e34epPq3izwLp3i/SLXSru7vrSytiCsVlIqK2BhQwZTkDtXGf8M8+Ev+gjrf/f8Ai/8AjdZ4epho80pNpva3RA0zpx8VPAkaAL4htQqjACo/A9htp3gzxo/jXVNXuLCFRoNoyQW87oRJPLglzyeFAK4GM8g+1ct/wzz4S/6COt/9/wCL/wCN16D4W8M6f4R0GHR9N80wRMzb5iC7sxySxAAJ7dOgFZ1fqsYP2Tbb7jXN1NHULyPT9Nur2U4jt4XlYn0UEn+VfO37OOly3PijV9acHy4LYQbscF5GDfyQ/nXoXxm8SyW+hJ4S0hWudc1siFIIuWWIn5ifTP3ee249q6T4d+DYvA/hG30oMr3LHzrqQdHlYDOPYAAD2FcRQnjP4iaD4E+yrq7ztLdZMcVvHvbaOrHJAA5Het7R9Xste0i11TTpvNtLlN8b4xke4PQg5H4VyvxA+GGlfEFrOa7uri0ubUFUlhwdykgkEH9PqetdJ4d0Gz8MeH7PRbDf9mtE2IXOWbJJJPuSSfxoA1KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDz/4qX2tS+HL3QNG8N3+oy39tsNzFt8qMEkEHnJbA6YxyOa86+EsPi34fSalFqHgzV7m2vfLYNbqu9GXd2JAIO717V9C0UAMicyQpIUZCyg7H6rnsfen0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxWo/D9V8Ww+J/D2oNpGoPIv25FTfDeR5+YOmR82O/rz15rtaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKx/EHhjSfFMFtBrFsbmC3nE6xFyEZgCBuAPzDnoa2KKAGxxpDGkcaKkaAKqqMBQOgA9KdRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVFcLM9rKtvIsc5QiN2XcFbHBI7jPapaKAOQ8JeAbXw9eT6xf3Umq+Ibr/j41Gcc/7qL0Re2B/LAHX0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z
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text
| 340
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math-targeted-vqa
|
table
|
['scientific reasoning', 'statistical reasoning']
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PaperQA
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figure question answering
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คำถาม: โดเมนต่อไปนี้มี BPE Tokens มากที่สุดคือข้อใด?
ตัวเลือก:
(A) กฎหมาย
(B) โค้ด
(C) การสนทนา
(D) คณิตศาสตร์
(E) วิทยาศาสตร์
(F) หนังสือ
(G) ข่าว
(H) สารานุกรม
|
['กฎหมาย', 'โค้ด', 'การสนทนา', 'คณิตศาสตร์', 'วิทยาศาสตร์', 'หนังสือ', 'ข่าว', 'สารานุกรม']
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วิทยาศาสตร์
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E
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multi_choice
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCABfAF8DASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDp/Cfwg8Can4N0O/vNC8y6utPt5pn+1zjc7RqWOA+Bkk9K2P8AhSXw8/6F7/yduP8A45Wv4VvodM+FugXlwcRxaRak+pPlLgD3J4rj55te8XXLuiuYAcBA22NB6e5/WuXE4pUbRSu30O/BYCWJTnKSjFdWbP8AwpL4ef8AQvf+Ttx/8crm/Gnwp8EaRpcMtloYjkkmClvtc7cYJ6F8Va/4QrWP7kP/AH8FH/CFax/ch/7+CuGrja04OMabT73/AOAenh8uwlOopyrKSXS2/wCJ55/wg/hz/oHf+R5P/iqP+EH8Of8AQO/8jyf/ABVeh/8ACFax/ch/7+Cj/hCtY/uQ/wDfwVwc2L7y+9nsXyztD7keWy+ENCWVlFjgA8fvn/8AiqZ/wiOh/wDPj/5Ff/4qvVf+EK1j+5D/AN/BR/whWsf3If8Av4K2VfEpbP72Ry5b/c+5HF+CvAXhXVPEkVlf6SJ4ZUfj7RKuCBnOVYen616d/wAKS+Hn/Qvf+Ttx/wDHKxf+EK1j+5D/AN/BR/whWsf3If8Av4K6aWNrQjaUG/n/AMA87FYDB1p80KsYrskv80bX/Ckvh5/0L3/k7cf/AByvOPjX8O/CvhHwbZ3+h6V9kupNQSFn+0SyZQxyEjDsR1UflXXwTa94QuUkkVxbscFC26N/b2P61n/H+9h1H4XaTeQHMcupxMPUfupsg+4PFd2GxSrXTVmuh5GNwEsMlNSUovZo0TPJdeBvBOjQk7pdMtZHH/bJQP8A2b8q76xsodPso7aFQqIMfU+tefeDf9KufDitz9n0Sz2/9+EP/s1dx/azGSRY7OVwjlNwI5IOP6Vyxi6lWckru9vkjoxD9nQpUr2Vrv1lr+RpUVm/2nN/z4TfmKP7Tm/58JvzFbexqfyv7ji5o/zL70aVFZv9pzf8+E35ij+05v8Anwm/MUexqfyv7g5o/wAy+9GlRWb/AGnN/wA+E35ij+05v+fCb8xR7Gp/K/uDmj/MvvRpUVm/2nN/z4TfmKP7Tm/58JvzFHsan8r+4OaP8y+9Fu8tIb+0ktp13RyDB9vce9eB/FSaS08Bto07Za31mN0+nlTA/h0P417iNVcSRrJZSoruqbiRwScD+deK/H2EReWwH+tnjf8A8ccf0rJwlCtCVrPb5M7KMubD1Kbd1a69U1+h2ngH/j70n/sCWf8A6TxV2Fj966/6+JP/AEM1x/gH/j70n/sCWf8A6TxV2Fj966/6+JP/AEM10Zf/ABpesvzMM0/hQ/ww/wDSS5XNav42sNI1GWxazv7qWLHmG1iVwhIDAHLA9CO2PyOOlrjdJdI/iN4nMjKoKW2Cxxn92K9hnhxS1bNXQvFEOvzSxwabqNusYy0lzEqLn0HzEk/hW5uFRxSJIco6sB/dOaxvEWp6hpv9nfYLUT+fdpFNmNm2IercHj6ninstSd3oaWp6nb6Tp019c7vJixnbjJJIAHJA6kdSBXMf8LIsM4/sXXM9MfZV/wDiqs/EME+A9TABJ/ddP+uqVuYP9l4wc+TjH/AaTveyKVkrsybrxtpltplnfLFdTrd7/KihRWf5Dh+N2Dg+hPqOOaor8SNMLfvdN1aCMfellt1VUHqTu/8ArntzXNaAjeT4A+U8PfZ4/wBo10/xIUt4JuwoJO+Pp/vipu2rluMU0jqLv7kP/XeL/wBDFePftC/6mx/3o/5S17Dd/ch/67xf+hivHv2hf9TYf70f8pa8zGfx4/L9T1cB/u8/SX6HW+Af+PvSf+wJZ/8ApPFXYWP3rr/r4k/9DNcf4B/4+9J/7Aln/wCk8VdhY/euv+viT/0M1GX/AMaXrL8zTNP4UP8ADD/0kuVwM+kWfifx3rdpqqNNDZJB5CqxTZuQFuR159a76uO1HQPEUPiO/wBU0K6sI/toj8z7VuyNihQAAp9Cc579sc+xI8OL3Klvplr4W8b6NY6SrQ29+kxuVLlt+xCV69MH0re8RX+qWP8AZ39mWxn827SOfERfZGercdPqazNO0DxFN4jsNU126sJPsQk8v7Luyd6lSCCo9Qc57d88dftNCWj6BJ6rqc943vbjT/BuoXVrJ5cyCMK2AcZkUHr7E1sea32Dzc/P5W78cZqn4k0d9c8PXemo6o02wgk4HysGxnBxnGM4OM9DWB/Z/wAQPL8v7dofl427cP09Pu0N2YJJxM7R9d1G4j8FmScH7Y92J8Io37SQvbj8K6Dx1qFzpfhS5urRwkyvGAxUHqw7GsxvBmqWmlaGmm3NqL3SzOVMxbZmVs9QuTgZHQZ68dKj1Dw74z1uzaw1S+0k2khG8xbwy4OQR8vPPbv7dalNpWLai5JnbXf3If8ArvF/6GK8e/aF/wBTYf70f8pa9hu/uQ/9d4v/AEMV49+0L/qbD/ej/wDateZjP48fl+p6uA/3efpL9DrPBX7i58PluPO0Szx7/uIx/Su5XTHjklaK7dRI5fbsU4JOfT3rhY0fT/CvgfWEBKrpVrG+PaJT+oJ/KvRbeeO6t454mDI6ggiuOEnCrOKdnf8AB6nZiVz0aVS104pfOOhW+wz/APP8/wD37X/Cj7DP/wA/z/8Aftf8KvVyPjYakVtfsi3Bg+bf5AY/NxjOKupiKkI812/mYYbDwrVVT0V+tkdB9hn/AOf5/wDv2v8AhR9hn/5/n/79r/hXC+GhrH9uW/yXoiz+98xWC7ffPFXfGj6mupx+V9pFr5Y2mINtzk5zjvWSxtXk59fvO15ZBV1R5o6q97I637DP/wA/z/8Aftf8KPsM/wDz/P8A9+1/wrj/AAa+qNqxDi6NrsO8yBtue3XvVTxPJq39vXAK3YiBHleWGK7cdscfX3pPG1eTn1+8FlcHXdHmjte9kd39hn/5/n/79r/hR9hn/wCf5/8Av2v+Fc54HfUme6FyLj7MANpmBHze2fbr+FdjW1PEVJx5rtfM48Tho0Krp6O3kigdOkdozJduyo6vt2KMkHI7e1eK/tASiRbdR/yzljU/98yH+te7TSxwQvNKwWNFLMx7AV8+fFoPqPhWXWnUhX1aOJM+hilOPwAWpc5SrQTd3f8ABGlCFqFWb0SVvm2j2bw/pUes/CfQLNyAW0m1KMf4WES4Ncpa6zq3heeSwniBCH/VS549wfSsbw18ffCujeFdI0u40/WWnsrKG3kaOGIqWRApIzIDjI9BVu7+P3gO/UC70PV5wvTzLWE4+n7yt8ThXVanB2kiMFjo0YulWjzQetuz8jc/4T+6/wCfKH/vo0f8J/df8+UP/fRry3X/AIo+GrzU2n0my1G3t2UZieCJdrDg4w547/nWr4e+Lngew05o9V0fU7u6Zyxf7NCQq8YAzIPr071wrDYty5eb5nqzxGWRpqahd9ru53v/AAn91/z5Q/8AfRo/4T+6/wCfKH/vo1zP/C6/ht/0LWpf+AkP/wAdo/4XX8Nv+ha1L/wEh/8AjtafUsT/ADo5/r+Xf8+X9/8AwTpv+E/uv+fKH/vo0f8ACf3X/PlD/wB9GuZ/4XX8Nv8AoWtS/wDASH/47R/wuv4bf9C1qX/gJD/8do+pYn+dB9fy7/ny/v8A+CdN/wAJ/df8+UP/AH0aP+E/uv8Anyh/76NcF4h+Lngi/wBPVNK0fU7S6Vw2/wCzQgMvcHEh+vTtWXoHxR8NWeprPq1lqNxbqpxEkETbmPAzlxx3/Ks3hsWpcvN8zohiMslTc3Cz7Xdz0W51nV/FM0enwRBVc8xx5wfdj6Csr47aXHo/wo0myjOdmqRl2/vMYpsmprT4/wDgSxUraaJq8APXy7WFc/X95XGfFn4s6D488K2ul6XaalDPFepcM11GiqVCOuBtdjnLjt613YbCuk3ObvJnlY3HRrRVKlHlgund92f/2Q==
|
text
| 341
|
math-targeted-vqa
|
abstract scene
|
['numeric commonsense']
|
IconQA
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, E ในตอนท้าย
คำถาม: นาฬิกาบอกเวลาอะไร ตอบโดยพิมพ์คำบอกเวลา ไม่ใช่ตัวเลข มันเป็นเวลาหกโมง (_)
ตัวเลือก:
(A) หกโมงครึ่ง
(B) หกโมงสิบห้า
(C) หกโมงตรง
(D) อีกสิบห้านาทีถึงหกโมง
(E) เลยหกโมงมาแล้วสิบห้านาที
|
['หกโมงครึ่ง', 'หกโมงสิบห้า', "หกโมงตรง", 'อีกสิบห้านาทีถึงหกโมง', 'เลยหกโมงมาแล้วสิบห้านาที']
|
หกโมงตรง
|
C
|
multi_choice
|
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text
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math-targeted-vqa
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geometry diagram
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['geometry reasoning', 'algebraic reasoning']
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GEOS
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geometry problem solving
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คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ไว้ท้ายคำตอบ
คำถาม: จากรูปด้านบน ข้อใดต่อไปนี้มีค่ามากที่สุด
ตัวเลือก:
(A) a
(B) b
(C) c
(D) d
(E) e
|
['a', 'b', 'c', 'd', 'e']
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d
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D
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multi_choice
|
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
|
integer
| 343
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
|
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย
คำถาม: ลบลูกบอลโลหะสีม่วงเล็กๆ ทั้งหมด ลบสิ่งของสีม่วงเล็กๆ ทั้งหมด เหลือวัตถุทั้งหมดกี่ชิ้น?
| null |
7
| null |
free_form
|
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
|
text
| 344
|
general-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
Super-CLEVR
|
visual question answering
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ไว้ท้ายคำตอบ
คำถาม: จำนวนรถโลหะที่อยู่ทางซ้ายของรถโรงเรียนสีแมตต์จิ๋วสีฟ้ามากกว่าจำนวนรถประจำทางคู่สีฟ้าจิ๋วหรือไม่
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
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ไม่
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A
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multi_choice
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SpIL+7eFWNzLk9cORXhU+DMdWjzVpqL+9/hp+JjiuK8JzWpJy89vz1/A7W1u5bSXfGeD1U9DXR2t7DdqCjAPjJQnkf8A1q8kub1o4JJbid/LRcsWYniotCuLywujqgYx3cuPlPOyPsh/mfc/SvfyvIcRgP3ftuaL6W28076fcebU4gp1Vzunbzv+lv1PaKKy9F1u31i33J8k6D95GTyPceorUr0ZRcXZnoU6kakVODumFFFFIsKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEZVdSrKGU9QRXIvpUeva3NJBhLHTpNiA8rLcD7x+iZwP9rd/dFbPiC7ms7ON7Zz9pllWCGMfxu5wPwAyx46A1PpVmdMtYtPjjH2eBAqybuXPcn3JySfU152Ko0cRP2danfon6rutV87G0JSgrxZzWqaVeNGsSwOzlxt2jIP41oaR4Vitts99tll6iPqq/X1rpKKWByylg4ckW2r3VzlrUoVq3tprUzLsBdTikJIRdiEj+ENvA/wDHtladRSW0crlnGQVKMvZh7/57mnogjjVFzhRgZJJ/M8mvRSNb+6l2HUUUUxFe+uls7OSduqj5R6ntXnyW0UcrzBd0zsWaRuWJPU5rU8UeIrL7W1ktyjG3P7xEOSHx0Ppwe/rXKz6+c4t4f+BSH+g/xr5nMsDmOZ1/Z4eDUI6Xeib6vz7aXOmGa4LAU37WfvPotX+G3zOotzmEe3FTxyPFIHRirDoRXF2upXku/dcuCMYCnb/KpmurhvvTyn6uazjwRiFLmlWSfkm/8jy6nFdFtuFNtebX/BPTrHVI7hQkpVJemCcBj7f4VoV4bA7XupC6ViILVyISD96QdX/DkD3z7V6Z4d8TLfBLS8YLddFfoJP/AK9fVUMJWpUUqk+drra1/ldmNLNKVWryOPK35317dP60OmooooPRCiiigAooooAKKKKACiiigAooooAKp6tfrpWkXl+67hbwtJtH8RA4H4nirZIAJJAA6k1zPibU7S5062gglW4SS9hEiwncSqN5hUeuQmMehNFm1oTKpCHxOxr6HYNpmiWlpI26ZE3TP/ekY7nb8WJP41oU2NxJGjgEBgCAabcTCC3eU9FGaico04OUtEv0LXvPTqYmr6hPHdEW0pTyhzjoT3zTLXxN0W7h/wCBx/4VQZi7lmOSTk1nyp5chXt2r85jnmL9vKrCVrvbdW9D26eGpShySWx3Nte212uYJlf26EfhVivPFYqwZSQR0IrUtdfvLfCuwmT0fr+de/hOJ6cvdxEbea1X3b/mc9XLZLWm7nX15/8AEe/WQ2+l8MuPNlU8g54AP6/mK62y1y0vGWM7o5WOArdz7Gkn8O6VdXsl5cWazTvjc0jEjgYHGcV9TgcXQq/vYPmXkeFmOFrzpOlH3W+/Y8MEM9kf9HBmg7wk/Mv+6e/0P4elaunWN5q0ZksbSedQdrFYz8rdwfQ+xr2u3sbS0GLe1hh/65xhf5Vn6joQnujqGnzmx1MADz0XKygdFlX+MfkR2IrueNcfgWh5SyNTV6s9e6X5/wCf33ONtvCeqG3ElykVqiJlmlkGAAOTxmpPD3gtdTH9sX08ipKMWsartIh7Mc9C3XGOmO+a15ri+1+/j8P6hZG0WNfPvyrho7iMHCrGepVmzuyAQFIPUGuuAAGAMAVzyxM6jvsjupZVhqS2u33/AOAY9t4X0i2wfsokYd5WLfp0/StWKGKBNkMaRr/dRQB+lPoqJSlLdnZTo06fwRSCiiipNAooooAKKKKACiiigAooooAKKKKACiiigAooooAKw/D3+mXGqaueftVyYYvaKElB+bCRv+BVa1LWLWytbthcRG4ghaTy9wJBAzz6VD4WVY/DVjbqsimCJYnMgwWYAbm/E5P40OLvexKqQb5U9TYrM1m6aGJIo3KO5zlTyBWnXLX9x9pvHcH5Qdq/QV4PEOOeGwnLB2lLRenX/L5nXhafPO72QW3iO5hbZcoJQOCRw3+Fbdrq1nd4CShXP8D8H/69chdJhw479agr5vCcQYuhZSfOvPf7/wDO56k8FSqq60fkeiUVxNpq15aYCSlkH8D8j/61bdp4kt5cLcIYm9Ryv+NfTYTP8JX0k+R+e33/AOdjz6uAqw1WqIvGepf2f4emVTiW4/cr9D1/TP5141JaNFIZrNljcnLRn7j/AF9D7j9a91vtJ0/WDBLdwidYwTHliF5xzgHntT7fSNNtP9RYW0Z9VjGfzr6alXpwp2tdnzWMwFfEV+fmSja1t/vR4jp6z6jMbeC1nNyBuaEISwHqMdR79K6rTfCmsyRbWs/JGc7pGA/Tr2r0LU9ItNWjQXCsssR3QzxNtkhb1Vu38j0IIrCvdS17SoU02aNLm5unFvZ6kigIGPeVM8MBk8cNjHGcUSx87WaIhkNG93J/195z1r4Pk1fWZbaa6X7FYMPOeNciSfqEGcZCggn3IHY12Ft4Q0mDBeOSc+sj/wBBitLTNOg0rTobK33FIxyzHLOxOWZj3JJJJ9TVusfbVHq3uehDAYaCSUb276kFvZWtoMW9vFF2+RAM1PRRWbd9zqUVFWSCiiigYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVBcXtrasi3FxHGz/dDMAT9BTSvsJyUVdsypP9P8ZRR9YtMtvOP/XWXKr+SK//AH2K3K5zw5dJcaprUu1y810WDkfLsRVjCj3ypJH+1XR1KTW4KcZK8Xcr30/2a0kkz82ML9TXNx63eWcu1mE0fUB+v51oa3cbpUgB4Ubm+p/z+tYdym6Pd3Wvhc5zassc4UJtKGmnfr/l8j1sHRhye+r3Ojtdfs7jCyMYX9H6fnWorBlDKQQehFeeVYtr25tGzBMye3UH8K6MJxPUj7uIjfzW/wB235F1cti9absd5UF5dR2VlNdS/ciQuffArEtfE3RbuH/gcf8AhWrLHZa3p7ROfNtnIDKGK5xzg4wfSvp8HmOFxf8ADlfuuv3Hl4jD1qUXpr07Hh+oodRvJL1nMd27F/NXrknOD6j2qK3mmMyW88REzsFRkBKyHsB6H2/nXuFv4f0i1wYtOtgR0LRhiPxNW7mytbuze0uLeKW2cbWidQVI+le1LFpO9NHzcMlnJWrzv+f3/oeV6b4Z1qSXI06VFYYzLhMfn9KuXnha/e7ttKW4jjuboFnMeWMEI+856c8hR6k+xrqpTqHhWGSZfO1LR41LGMndc2yj0JP7xR6H5h6t0q34ds5RbyarebTf6htlkwciNMfJGp9FB/Elj3rCpjKk9FoddDJsPStJ3kU7HwNpVnFHG3myqgChd21cD6c/rW1baTp9mQYLOFGHRtuT+Z5q5RWbqSejZ3U8LRpu8Yq/4/eFFFFQbhRRRQAUUUUAFFFFABRRRQAUUUUAFc/qUEVvrXhuCGNY41upXCqMDPkSDP8A49XQVh67+71fw7N2F+0bfRoJQP1C0pbAkr3NysjXLjCJbg8n5m+natcnAyelcpdzm5upJexPH07V89xLjPY4T2Ud56fLr/l8zqwlPmnzdiCq90mVDjtwfpUjzxp3yfQVWlnaVSo+VSMcda+Apwaep7MIyvcrvKkQy7AVUkv+0a/i1VHDK7BvvA802vSjRjHzPTjRitXqaejSPLr1kXYn96K9MrzLw+M69Z/9dP6V6bX2PD/8CXr+h4Oc/wAWK8v1CiiivePHOd1S7toPEuj3SXEWTJLZT4cfKGQuN3p80QH4+9bltd294jPbTRzIrbSyNkZ9M1y3iXw/psQTUmt1kmk1G18wyfMNrSohAHphq6TT9NtdLgaCzj8uJnL7ck4J9M/SsIOrze8lb+rG81S5fdbv/Vy3RRTXdY0LuwVVGSxOABW5gOoyCSM9OtcfrPjELug0zBPQzkcf8BH9a5jRvFMuleJj9rlZ7WcKkzMc4J5D/hnn2rdYefLzMWAf1+vOhh9XGLk/k0rLz1PV6KQEMoZSCCMgjvS1gMKKKKACiiigAooooAKKKKACiiigAooooA5/xdBFH4T1uRI1WSa1ZHcDlgRtwT9K6CsbxdG0vg7WVQZcWUrKPcKSP1Fa0UizQpKhyrqGB9jS+0CSS0K+pXH2eydgfmb5V+prmK09auPMuRCD8sY5+prKeRE+83Pp3r844hxbxONcI7Q0+fX8dPkevhKfLDzYkqeZGV79R9az2ZVGWIA9SasvdE8IMe5rEvVYXBLEkNyMmvNoUubSTPUoU29GWJL5F4jBY+p4FVJLiWXhm49BwKiorujCMdkdsacY7HrFiMafbD0iX+QqeobQYs4B/wBM1/lU1fpNP4EfEz+JhWB4vmiTw/dkSxi6tkF5ChYBi0TBxge5XFb9ZOr+HrHWWEt1F5kiRNGgJ+XnuR3pVOfl9zcdPk5vf2LsGoWdzL5UFzFJJs3lEYEhfU+nWrNc34P06xTQtM1S3t1iuLmwh8wrwDlVJ46ZzXSU6bm43n+AVFBP3PxCiisDWfFNtpu6G3xPcjjAPyp9T/StYwlN2ic9avTox56jsjfyM4zzRXkOoeJNSg1K11Azl5VkLbScDAHK49CDXqemajb6tp0N7bNmOVc47qe4PuKurRdPc6adKc8JTxlvdne3ybWvrYt0UUVkZhRRRQAUUUUAFFFFABRRRQAUUUUAFRvbwySxyvEjSR52MRkrnripKKBNJ7mJ4S50AN3e6unJ9SZ5D/Wtl3WONnY4VRk1i+E/l0iaE9Yb+7j/AA89yP0IqzrVx5dsIgfmkPP0FceMxSwuFlWfRfj0/E1hDnnymHNKZpnlbqxzTCARg9DSMyqMsQB71A90Bwgz7mvyh885Ob3ep7kYPZFeRfLdlPbvVWS8ij4B3n26fnTNS3vtkLEjoR2rPr0KdGLXMz0qVJSV2WJLyWTgHYPRf8a7jweP+JF9ZW/pXn9eheEBjQU95G/nX0WQpLFadn+hx5slHD6d0btFFFfYnzJFcSwRRf6TJGkb/L+8YAHPbmsHwxqFtBoVrZTXUQlt5ZLJFZxufy5Ci47nKhT+Na+p6ZbatafZbtWaLcGIU4zg1zuhaBpY1TVVFoiSWOpAwsnBAMMTge4yx61hN1ef3Urf1c3gqXL7zd/6sddRRRW5gFBIAyTis7Vdas9JizO+6Uj5Yl+8f8B71534g8RX2o28zs/lxKPkiQ4AycZ9zzW1OhKevQwWIg8RDDRd5SaXpd21PVaK5zwd4iGvaUBKw+2wALMP73o34/zro6ylFxdmdtehOhUdKa1QUUUUjEKKKKACiiigAoqjq2rWmi2D3d2+1F4VR95z2AHrXFeH/Gdzd648l82y2uX2ImeIh/D+ucn39quNOUk2jtoYCtXpSqwWi/HyR6HXMeNNSs7HToGmnVLiG4huo0IPzKkgL/8Aju6unqteWNtfwSw3ESuJIniJIGQrDDAH3qLJrU5abgpXnt5f0ylHqEupvd2sVndWyrGNk9xEVWTPp/nPPSuYuluIpmhnBVlPK9v/AK9dL4XupLnw9bLcNm6tt1rcf9dIyUY/iVz+NW9R02LUIdr/ACyD7rgcj/61eHnOV/XoqrS0mlt38jtw+KhSnblsjiKKmurWWznaGZcMPyI9RUNfAThKEnGSs0e2mmrooX8eHEg6NwfrVOteePzYWTHPUfWsiu2jLmiddGV42NTw4M+ILP8A3j/I16XXm3hkZ8RWn1b/ANBNek19jkH+7y9f0R4Gc/xo+n6sKKKK908gw/FvHh5z/dubZvynjNblYfi3nQdvdry0UfjcRiqni7xLJoQggjXY1wrETEZC4xkAevIohFynZFxhOelOLk+y3NbVNas9Ji3TvmQj5Yl5Zv8AAe9cDq+vXmrviRvLgB+WJTx+PqayGv47uRpXuRI7Hlnbkn8eafXp0qEYa7s+VzOtjb8lanKnHs0199wAycCucuHEtzK652sxIz6Z4roZHMcTyAgFVLDPqBXNVtI+08PMP7tfEPyivxb/AEPUPh74k+1239j3T/v4VzAxP3kH8P1H8vpXdV892t1NZXcVzbuUmiYMrDsa9x0DWYdd0mK8iwHPyyp/ccdR/ntXn4inyvmWx6mfZd7Gp7emvdlv5P8A4Jp0UUVzHzwUUUUAFFFFABRRRQAUUUyWWOCJ5ZXVI0BZmY4AA7mgEr6IfRXm1747nuteR7DcLC2PQ8ecc8k+2M4/OvRLW5ivLWK4hbdHIoZT7Vc6copXOzFYCthoxlUW/wCHkyDVbmytdOmbUJRFbOpjdiD34rA8Ma68mjaNaCyup2EQt5rlYj5SMgKEk/VfwzXUSRRzJsljV1yDtYZGQcj9axNGP2LXtZ0w8K0i30I/2ZRhv/IiOf8AgQqLpNGMJU1HWN366f18zM1aG7tbpvNPyuSVdf4v/r1mV39xbxXULRTIGRu1cfqely6dL3aFj8r/AND718FnGTzw0nWp6wf4ev8An9562DxUai5Ho/zKFVr2PfDuHVOfw71ZoIBBBGQeorwYS5ZJnoxdncxKKfLGYpWQ9j+lMr0TuTvqetwDFvGPRR/KpKagxGo9AKdX6THRHwr3CiiimIw/B3/InaSP7tsi/kMVq3d5b2MBnuZVjjHc9/YetcvpurHRPhppd/5JkxawnHYbgME+3IrjrzXTqtwZbi7Dt2DfKFHoAa1w9H2iTexnilio03UoUZT80m0vWx0Gs+LLi+3QWe6C3PBb+N/8BXOUikMu5SCp7jpS16cIRgrRPisTUrVKjda9/Pp8jH1Zw10qjPyoAfr1/kRW94F8Sf2RqP2K5fFncsBkniN+gb6Hofw9K5q9cvezEkHDbQR6DgfyqvUTipqzP3jA5dD+y6WEqL7Kv623+8+iqK4/wH4j/tXT/sFy+by2Xgk8yJ2P1HQ/hXYV5k4uLsz4jFYaeGqulPdBRRRUnOFFFFABRRRQAUUUUAFFFcJ4t8ZeVcDStLkzLuAnmQ/dA6qD6+p7fXpUIObsjpwmEqYqp7Omv+Ad3SO6xozscKoyT7VleHdXGsaUkrEeenySj/a9fx61rUmrOzMqlOVKbhPdHF6X4ht7e710WEFxqKtcrcxLbRluHQA59BvR/wCma0ddiumCXaKfKKDIx8yfWn3cceleKdJuIkWK3uonsHVRhQw/eR/T7sg/4FW+QGBBAIPBBrhx+Dp4yg6L013/ACN1XhTmpU4/e76HnpJY5JJPqaStzWNEMG65tVzF1ZB/D7j2rDr84xeEq4Sq6dVa/n5o9ylVjVjzRGSoJImQ9xWQQQSCMEda2qzb2PZNvA4fn8e9PDy3iddCWtitXonhMY8Pw+7N/OvO69G8KjHh239y/wD6Ea+kyH/eX6P80cecf7uvX9GbNFFFfXnzIVh6Px4h8RD1uYW/8gRj+lblYOlOV1nxNKql9l1GAB3Itojj9al7oaN1nVELuwVQMkk4AFcjrPjFU3QaZhm6Gcjgf7o7/WuX1Txe2sttebyYc/LAMgD6nuaoo6SZ2Or467TmvRpYZLWZ5Gazx9C8VRlBd2n+D2JZZZJpGkldndjksxyTWbqzgWyJzlnyPoBz/MVfrJ1dyZYo8ggLu+hJ/wDrCup7E8HYf2+cU2/s3k/u0/FoXQtYn0PVYr2HJA+WRM/fQ9R/nvXuNndw39nDd2774ZVDKfb/ABr58rt/h94j+xXf9k3T4t52/dEn7j+n0P8AP61y4inzLmW5+n57l3t6ft6a96O/mv8AgHqdFFFcB8QFFFFABVHVtWtNFsHu7t9qLwqj7znsAPWp7u7isoDNM2AOg7k+grg9X8vWrxbi7j37OI0LHao+mcfjXm43NsNgpKNW7b6Lf80d2CwqrTvU+Fb/AORxuva9d6/fm4uDtReIogfljH+PqaW1yLWIEYwD/MmunGn2QGPsdv8AjEP8KvPpdnPCitbopCgZQbSOPauZcY4RNJ05JfL8rn1rx1GnCNOEbRRv+EtZ/tTTBFK2bm3AV89WXsf6V0Fee6dYS6Rqcd3ZzbkB2yRv/EncZH+FegI6yIHU5VhkGvSw+YYXGXlh538uq+R8pmNGEKvPS+GX4eRhWn/Es8X3loeIdTjF3F6eagCSD8V8tv8Avqt+sHxQhNpDd2xBv7CUXUEecGQDIdP+BIWH1x6Vq2d7DfRiWDLRMqskn8LgjIIPcVSr01P2fMr9vxOJxduYS+sIb+Dy5Rgj7rjqprjb2ymsZzFKv+6w6MPau8qC7s4b2AxTLkdiOoPqK8zNsnhjY88NJrr38n/mdOFxbouz1icFWXeR+XOSOjcit+/0+bT5tkgyh+646MKzLyPzIMjqnP4d/wDPtXw0YToVXSqKzPoqFRNqSejJfCwz4jtf+B/+gGvR6868KDPiG39g/wD6Ca9Fr7jIP92f+J/kjx85/jr0/VhRRRXtnkmH4m+eLS4P+eup2/H+63mf+yVj/Eqz87QIboD5reYZPorDB/XbRqPiO0uPFWn2kkU6Lp8888rCIuvyxtGD8uT/AMtO44yK1dRntvEvhLUPsZZ0aNghZSMsvzD9QK0pxlCfM0b5djacMVTlGXX8L2Z4pTkkeM5jdlPqpxTaK9M/T2k1ZmnYSyXReKcmSILyD65GOetTvpdu24rvQnoAeB+f+NR6QmIZHz95gMfT/wDXWjVJH5DxFnOJwGa1KWBn7OMbaK1m7Jt22v0vboZT6O2R5c6n13qR/LNbPhPULzw9qoaRC9lMQkwU5+jAdeP5ZqOuo8JaJ9qnF/cL+5iP7sH+JvX6D+dZ1eVQfMRheLszxP8As1ZRmpb3Vn66WX4Hd9aKKK8o6wooooAKKKKACiikd1RC7sFUDJJ7UN21YDZZY4InlldUjQFmZjgADua8k8X+L5NclNpaMyaeh+hlI7n29B/kdV4gvo9ZQ2pVjaA5xuK7yO5wentWKmm2KDAtID9Ywf514j4nwVGbSi5NdrW/P9D6TKqFLDv21aN5dF2/4P5HJafkJLxwSOfpn/Gu/wDA+s+XK2lzt8rktCT2buPx6/8A66it9Ps2tihtYgpY9EA9OmKrSaCqSLNZzvDKh3LnkAjpg9R+tXS4rwFduFW8PXVfh/kd+LxFHFxlTnpf8z0qsDXv+Jfqml60OEjkNpcn/plKQAT9JBH9AWrU066a7so5JNolAxIFPG7vik1W3tb3TLizvSBb3EbRPk44Ixx716ftacqftIyXLvfofHuLjLlZcpksUc8TRyqGRhgg1keHtTmudPgt7vL30GYLl15G9f4j6bhhgPRhW1RCpTrRfLqtmJpxZx2q6RJYPvTL25PDf3fY1mV6E6LIjI6hlYYIPeuT1fRmsmM0ILW5/NPr7V8XnGSOhevh1eHVdv8AgfkexhMbz+5U3/M5y/jyFkHbg1R6mtmRBJGyHoRislVImCkYO7BFeTQlzRse3RleNux65RRRX6efFBVTVZ/suj3twTjyreR8/RSat1yPjnW4rbTLrR2imaW+t/KRo13f6xvLxgc9+3rRZtOxMpxhZyduhc/szzfh7Fpu35l05EUf7SoMfqBXi9e8afrlhqN1LaWjOXhXLhomTbzjHIFeLa3Z/wBn65e2mMLHMwX/AHc8fpiuzDJxvBn1nC2KjUVSEXdb/o/0KKsVIKkgjoRVyzu7k3MaeazBmGd3zcd+tUqu6Wm68DZ+4pP9P611nt5v7GGCq1asVLli3qk+nmX3021cj5GT/cbr+earvpHBMc3OeAy/1/8ArVp0VdkfjeG4rzfD6Ks2v71n+L1/Ez7GPUNJ1GG8tCjSQncCGwCO4OcdRxXtGmX6anp0F5GrIsq52sMFT3H515zomlPq+oLCMiJfmlf0X/E16dFEkEKRRKFjQBVUdhXDi+W6XU9ynnWKzWCniYRVtE1dX/Fj6KKK4ywooooAKKKKACiiuf1zWAEezt2O4grI6kjHsCO/vXLi8ZRwlP2lV6fi/Q1o0ZVZcsTA8aeNPs/maXpcv777s06n7nqqn19T2+vTzyyz9rU4zgHP5Yrso9JsIh8trEf98bv51ctLG0EjYtIBlcHEQ9fpXmf634SmrQpyf3f5s+xw1bD4Oi6dOL831ZmeG9YOj6qsjk/Z5PklHt6/h/jXqwIZQykEEZBHevObjQLSXJiLQt7cj8j/AI11XhiWeOx+xXMiu0PEbA8lOwP0/wAK7qGeYHHNKlK0n0ej/wAn8mePm0aVZKvT36oseIrCXUNDnjtsfa4ts9sfSVCHT8yAD7E1b02/h1TTLa/gz5VxGsig9RkdD7jpVlmCqWY4AGST2rm9JuE0rUdQ01f3lu8hu7MRkE7XP7xQPRXJOen7wCuirXp0neckjxIxclodLXOaxoe3dc2i8dXjHb3H+FdHRWWNwNLGU/Z1F6Pqi6NaVGXNE87qG6j82BgOo5FdXrGieZuubRfn6vGP4vce9c1yD6Gvz3GYKtgK3LUXo+jR9Bh8RGquaJiV6P4XGPDlp/wP/wBDNee3MXlTsoHB5H0r0Tw0MeHrT6N/6Ea+gyDXESf939UTnDvh4+v6M1qKKK+uPmwrD8OfPLrU/wDz11OTn12qkf8A7JVzWNXi0W0S5mikkRpBHiPk857d+lc/4U8QWC6XZW7tMLq/lluFUwsM+bKzg5IwRhuop8km00u5m69OLcZSs9Px2PNtfs/sGv31qBhUmbaP9knI/Qis6ux+JNn5HiNLkD5biEEn/aXg/ptrjq9OnLmimfqOBre2w0KndL7+pMl3cRkbZn46AnI/I1rtZxXEavMh81lG5gcHOPTp+lYsSeZMkecbmAz9a6Q8mtEj4fjbGywDovCvkqSu21o7K2jfVN9NtDPfSIiTsldR6MA3+FV20q5TBRkY56K2CPzxWxUlvby3VxHBCpaSRtqgU2kfL4XjXN6TSclP1X+Vmd94Q1mbVdK8u7Vhd22EkY9HHZs9Pr70Vp6RpkWk2CW6YLdZH/vN3NFeTNpyfLseo6kqvvyiot9FsvQvVWvr+30+DzbiRUBO1QTgu3oPU8Gpppo7eF5pnCRoCzMewryjxNqY8R3JE0ebVDiKNu3+17H3rkxFX2cdN3sceKxkMMk5a36G/f6i9/OZJGAUcKgPCiqu5f7w/OuJ3XOn/f33VqP4xzIg9x/EPcc/WrsUsc8SyxOrowyGU5Br5Grk/tZuc6jbZX+s86cVy0ly+v8AwDqdy/3h+daZriYf9fH/ALwrSjmli/1cjLnrg4zWFTIFKPuz/AceJ3Ufv09PJ/8AAOkrZ0W762rn3T+orixq08SlpDGyjqWGMflTI/GenJMPLeSWZTwtqpmOffb0/Gs8Hgcbl2IVaC5kt7Pddd7f8Od0c0wuKjy6p+a/yuenbF379o3AYzjnFYPh/wD4ll9faA3CQN9os/eByTtH+425fpt9a1NL1CPVNOhu4gyhxyjDBU9wazfEqNZrba7EpMmnMWmCjl7dsCUfgAH+qCvvVa3PEyi77M3qKRHWRFdGDKwyCDkEUtaCIrm2iu4GhmXch/T3FcdqelyafLhhvhb7r46+x967amTQx3ETRSqGRhgg15WZ5VTxsL7TWz/R+X5HVhsVKi/I4LwxF5fiVE7KrY+mK9ArmYtMOla9HON0kexgu3lvpiuhtpJJYQ8sRjbJ+U1jk16MHh6mk7tv8Ou3p3N8xqKtNVI7WX6ktFFFe2ecYUAFx43u3UDbZ2McfH9+V2Zv0jQ/jWzDbw26FIYkjQksVUYGT1rG8M/6Qmp6keftt/KVPqkeIl/AiPP41u0ovQGlc8C1ez/s/WLy0xgRTMo+meP0xVKus+Iln9m8UNMB8tzEsn4j5T/6D+tcnXrQfNFM/TsHW9th4VO6X/BN6wTZZRgjBIyfx/8ArYqzTUTy41QHIUBc/SpI0eWRY0Us7EBVHUmtVsfz/meI+tY2rWX2pNr0vp+Bd0jTJNWv0t0yF6yP/dX1r1C3gitbdIIUCxoNqgVnaDpC6RYBCAZ5Pmlb39PoK1a8yvV55WWyPoMtwX1eneXxPf8AyCiiisD0gooooAKKKKAGSyxwRPLK6xxopZnY4CgdSTXJavrQv28qFwLYe/3/AH+lUPGGvi7d9MtmBt1OJm7Of7v0FcGbWax+ax+eHvbMcAf7h7fTp9K8XM1LEx9jCVl1t18vQ4VnNOhVajFSa7uyO23L/eH50bl/vD865K2u4rpW8skOpw8bDDIfQip6+f8A7Dh/O/uNZcV1YuzpL7/+Adrb826kdOf51JXMxO0aoyMysFAyDg9KtR6jcx4y4cDswz+vWuavw9UvenNP10/zNqXEVOT/AHsGvTX/ACOp0y7+y3IDH92/De3vXRsiuAGUMAcjI715g3izT4HEdxKnmd0ibe3/AHyOa7Pwxr0Os2jqqTxvCcYnTYzL2OD+Ve3kMcTh08JiI+7unuvNfr950VcTQrWnTev3Dbj/AIlHiyG6HFrqqi3m9FnUExt/wJdy/VUFdBVHWdNXVtJnsy5jdwDHKOscincjj3DAH8KZoepNqukw3EiCO4GY7iL/AJ5yqdrr+DA49sV9MtHYz6GjSEBlKsAQRgg96WiqEctrGim23XFsCYerL3T/AOtXLzxYvYmHR2H55r1GuZ1nQkV0ubfCoJFZkzjHPUf4V8nmOTKlP6xh/h6rt5ry/L0PawOP15Kn3nTUVXt7h55XBgdIxjazDGasV9RSqxqx54bHjSi4uzCsLxABPf6HZADM18sj/wC5ErSf+hKn51u1hD/TPHLHqmn2AH0eZ8n8QsQ/7696qXYEbIghWdp1iQSsArOByQOgJryj4jWf2fxMLgD5bmFXz7j5T+gFet1wnxPs/M0yyvAOYpTGfowz/Nf1rpoStNHrZFVVLGxXSV1/XzPMK1dIT5ZXI6kAH+f9Kyq3NNTbZKc/eJb+n9K9FbnrcaYn2OUTXWbUfxv+SZbp8UTzzJFEpaRyFVR3NMruPCGieTENSuF/eOP3IP8ACvr+P8vrSq1FTjdn43hMNLE1VBbdfQ2tF0qPSNPWEYMrfNK47t/gK0aKK8mUnJ3Z9pTpxpxUIrRBRRRSLCiiigAoornPFXiD+zLf7LbN/pco6j/lmvr9fSpnNQjzMyrVo0YOc9kLrGvxjfa2cys4JWSRWztI4Kj39fSuc3L/AHh+dcbNZHzmuLR/JuGOWyMpJ/vD+vWlt74PL5E8ZgucfcY5De6nuP19q+Ux2BljavtKk35LsYUeInSh+6pJ99dfy2Ox3L/eH51asyCHxz06Vx9XbU4h44O4nP5VxPIoNWU39xS4qnPR0l9//AOsqSCZreZJU6qc/WucS+uY+krH/e5/nTpfE1tZ/wDH5JBGT0Bk2n8j1rgnkeLoyU6LTa26P+vmd1HPMNV92Sa+V/y/yPS4pEuYFdeUcdP6Vi+JYGtrW21i1jzNpbmYog5eEjEqAf7vIHqq1l+F/FdpfXv2KJLkJIMpJLCUQt6Anrn+ldkQCMEZBr7zB1ZV6EZ1I2ns/X/LqS5Q5nyO6GRSpPCksTh43UMrKcgg8gin1geHT/Z813oDniyIe1z3tnzsH/ASGT6KPWt+uxO6EwrF1fRRdBri2AE3Vl7P/wDXraornxeEpYqm6dVXX5eaLpVZUpc0TzLUITs3FSGQ4IPWu58OjHh+z/3D/M0zWNGjvo2ljws2Oewce/8AjSaPJLDYWdqIHYKuHfHA+leDl2Gll2JcKrumrJ97tfl17Hp4rErEYZKO6f6M2KKKK+nPIMrxLdGx8NaldKMyx27mL/fKkKB+JA/GrFnptva6fY2pjR/scSJExX7u1QuR6cCs/wAS/wCkPpOmjn7Xfxlx/sRZlOfbKKP+BVu0k/eBpNWZw3xNs/N0i0vAMmCYofYMP8VFeXV7j4rs/t3hfUIQMsIjIv1X5v6V4dXoYaV4WPuOHa3PhHD+V/nr/mW9NTfeocZCgk/5+uK3KytIT55Xz0AX8/8A9VatdUT8747xPtczVNfYil83r+TQV3nhLRPsluL+4X99KP3YP8C+v1P8qwvC+i/2leefMv8AosJ5z/G3Yf4//Xr0SuTFVfsI8nKMFd+3mvT/ADCiiiuE+iOe8T6ZquqxpBaPCtsOXUuQzt+WMCuNm8La1D1smYeqMG/ka9TornqYaNR8zZwYjLqdeXPJu545NYXlv/rrSeP/AH4yKypbEpK09m4hmY5ZSMpJ/vD19xz9a94rA8XQw/8ACNX7C3iaeSPyY3aMEq7kID+BYGsJYOyumcqyhxfuT+9Hk1hfXt35clvYoAQfnlmwp7ZGASR6cDNX/suoTf6/UBEP7ttEF/8AHm3fyFeoJ4V0WOJI0sUQIgQbWK8D6Go38JaW3QTJ/uv/AI1P1SaE8vqxvyKNv673PNBo1iWDzRG5cfxXDmT9GyB+FXlVUUKihVHQAYArtn8GWZ+5czr/AL2D/QVXfwV/cvvwaL/69J4ep2MZ4LFPfX5lHwtqf2S++yyNiGc4Gez9vz6flXcsqupVgGUjBBHBFcY3g28U5juoSR0zkf0NdSlvJc6Z9mvwrO8eyQoeD2yK6sOpJcs0ehgVWhB05x22MXRL6HRkn0S9nCGylEdsXOTJA3MePXHKH/cz3rpa5jVLC10W80vUYIEW2jk+yXS4yPLkICuc91fbz6M1dPXQrLRHdHnesrBRRRQUYur6KZ9OmayOL+OQXFs7HpIvIGfQ8qfZjWhpt9HqemW19CCI7iJZAD1XIzg+46VarD8P/wCi3er6X/DbXRliH/TOUeZ+jmQfQVlTpQopRpqy/plOTlqzcrO16/bTNBvbyMZljiPlL/ekPCD8WIFaNcZPq8mr69Y6LeWz2my7a6PmjaJYojmPGep3lD/wE/g6lRRai93sVCnKScl0On0mwXS9Is7BDkW8KRbv7xAwT+PWrlFFaLQzOB+J9nvsLG9A5jkaJvowyP8A0H9a86s0Ml5EoGfmBI9hya9l8ZWf23wpfIBlo081fbacn9Aa8h0pA12WP8Kkj+X9TXfhneFj6vB472OTVql9aalb7rr8WbNdn4P0TaBqdwvJ4gU/q3+FYfh7R21a/AcEW0WGlPr/ALP416WqqiBFAVVGAB0AoxNW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YAgjBB70tFUI5bWNFNtuuLYEw9WXun/1q5eeLF7Ew6Ow/PNeo1zOs6Eiulzb4VBIrMmcY56j/Cvk8xyZUp/WMP8AD1XbzXl+Xoe1gcfryVPvOmoqvb3DzyuDA6RjG1mGM1Yr6ilVjVjzw2PGlFxdmFYXiACe/wBDsgBma+WR/wDciVpP/QlT863awh/pnjlj1TT7AD6PM+T+IWIf99e9VLsCNkQQrO06xIJWAVnA5IHQE15R8RrP7P4mFwB8tzCr59x8p/QCvW64T4n2fmaZZXgHMUpjP0YZ/mv6100JWmj1siqqljYrpK6/r5nmFaukJ8srkdSAD/P+lZVbmmptslOfvEt/T+leitz1uNMT7HKJrrNqP43/ACTLdPiieeZIolLSOQqqO5pldx4Q0TyYhqVwv7xx+5B/hX1/H+X1pVaipxuz8bwmGliaqgtuvobWi6VHpGnrCMGVvmlcd2/wFaNFFeTKTk7s+0p0404qEVogooopFhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHPeJ9M1XVY0gtHhW2HLqXIZ2/LGBXGzeFtah62TMPVGDfyNep0Vz1MNGo+Zs4MRl1OvLnk3c8cmsLy3/wBdaTx/78ZFZUtiUlaezcQzMcspGUk/3h6+45+te8VgeLoYf+Eav2FvE08kfkxu0YJV3IQH8CwNYSwdldM5VlDi/cn96PJrC+vbvy5LexQAg/PLNhT2yMAkj04Gav8A2XUJv9fqAiH922iC/wDjzbv5CvUE8K6LHEkaWKIEQINrFeB9DUb+EtLboJk/3X/xqfqk0J5fVjfkUbf13ueaDRrEsHmiNy4/iuHMn6NkD8KvKqooVFCqOgAwBXbP4Msz9y5nX/ewf6Cq7+Cv7l9+DRf/AF6Tw9TsYzwWKe+vzKPhbU/sl99lkbEM5wM9n7fn0/Ku5ZVdSrAMpGCCOCK4xvBt4pzHdQkjpnI/oa6lLeS50z7NfhWd49khQ8HtkV1YdSS5Zo9DAqtCDpzjtsYuiX0OjJPol7OENlKI7YucmSBuY8euOUP+5nvXS1zGqWFrot5peowQIttHJ9kulxkeXIQFc57q+3n0Zq6euhWWiO6PO9ZWCiiigoxdX0Uz6dM1kcX8cguLZ2PSReQM+h5U+zGtDTb6PU9Mtr6EER3ESyAHquRnB9x0q1WH4f8A9Fu9X0v+G2ujLEP+mco8z9HMg+grKnShRSjTVl/TKcnLVm5Wdr1+2maDe3kYzLHEfKX+9IeEH4sQK0a4yfV5NX16x0W8tntNl210fNG0SxRHMeM9TvKH/gJ/B1Kii1F7vYqFOUk5LodPpNgul6RZ2CHIt4Ui3f3iBgn8etXKKK0WhmcD8T7PfYWN6BzHI0TfRhkf+g/rXnVmhkvIlAz8wJHsOTXsvjKz+2+FL5AMtGnmr7bTk/oDXkOlIGuyx/hUkfy/qa78M7wsfV4PHexyatUvrTUrfddfizZrs/B+ibQNTuF5PECn9W/wrD8PaO2rX4Dgi2iw0p9f9n8a9LVVRAigKqjAA6AUYmrZciPy/KMFzy9vNaLb17/IWiiiuA+lCiiigAooooAKoaxDf3GnvDpzxxzPwXdiML3xgHmr9FJq6sTOPNFx7nmE3hDWoc4tRIPVJFP9c1nzaTqNvnzbG4UDuYzj869forkeDh0Z5UsnpP4ZNHhl1YpO4fLRXCcLKnDL7e49jxVWO8vfNktvsonliIBkRwqHIyM55B9hmveZbeGcYmhjkHo6g/zrlvDWg6Xe6Kt9PYxeZeTS3OVG3AZyUHGOi7R+FZPBu9kyP7Kmo25lLte/6HCGLVJyS9xb2yn+GFC7f99Ngf8AjtIdHt5P+PqS4uvaaU7f++Rhf0r05/CmlN0ikT/dkP8AWoH8G2B+5PcL9SD/AEoeGqCeCxK+G3y0/wCCcJDbwWybIIY4k/uxqFH6VoaZfvpt/HcrkgHDr/eXuK6N/BSH7l8w/wB6PP8AWq7+C7kfcu4m/wB5SP8AGl7CrF3SMPqeJjLmtr6nXxSJNEksbBkcBlI7g1gPKmheJ5HlcR2GqJvLMcKlwgwf++0A/GM+tXtDsrzT7M2t08bqpzGyMTweo5H+c1T1fw5A+lXbafAi3+/7TC7c5lU7gv8AukjaR6E16EdY3e57sZ1JRTStfe/T/M3LeeK6gSeFt0bjKt6ipKqaXeQahpVreWq7YZ4xIq4xtyM4I7Ed6t1WnQ0V7a7hVS4062u3c3CeYjxmNkblSCMH9Kt0VnUpQqJKavZ3+aKUmtjG8NyypZTabcuXuNOl+zM7HmRMBo3PuUK59wa2aw5f9C8Z27jiPUbVon/66RHcv5q8n/fIrcqo9gYVheGP9Jt77VDyb+7kkQ/9M1/dx/gVQN/wKqPirxDd6WLi1jtpEWeERW92QQiTudoyemBkH8DXR2FrDY6dbWltjyIIljjx/dUYH8qiNSM5NLoXKnKCTfUsVieL7P7d4Vv4wMssfmr9V+b+lbdNkRZY2jcZVgVI9Qa2i7NMdGo6VSNRdGn9x8710kKGOCNCMFVAP1xWNNZm31aSykzmOYxN+DYNdJZ2k1/eR20K5kkOPp6k166a3OrxAxHPTw+HhrzNy/JL82afhvRTqt7vlX/RYTl/9o9lr0cAAAAYA6AVW06wh02xjtYR8qjlu7HuTVqvNrVfaSv0PCwGEWGpW+09wooorE7gooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsTxZ/yAlOzeFvbNivqBcxk/oK26yvEtnJqHhnUraEEztbsYgP+egGU/8AHgKUtmNbmrRVbT72PUdNtb6E5iuIllQ+zAEfzqzTEFFFFABRRRQBV1Gxi1PTLqxm/wBXcRNExHUAjGR71V8PX0uoaHbTXH/H0gMNwPSVCUf/AMeU1qVhaT/oviPW7DojtFfRj0EilGA/4FEx/wCBVL3Q+hu0UUVQgrD/ANR47wOBd6aS3uYpBj/0ca3Kw77/AJHTRsfe+yXef93dDn9dtTIaNyuVt9Ph8Sz63d3HMMr/AGK2bH3ViJyw/wC2hf6hRWv4g1CTTNDubiABrkgRW6/3pXIVB/30RU+lafHpWk2thESy28Sx7j1Ygck+5OT+NKcVP3XsVGTg+aO5JYWv2GwgtfMaTykCl2OSx9asUUVUUoqyJk3JtsZLEs8MkTjKOpVh7HivGdI0y4N/PZIm6bzjDj3XOfwr1rV31GOzV9LjSS4EgyjkAMvfOSK5bR7+2sfEV+11p863VxeiANEA8cbsiMRuyOctzx0/GuqhJxTaIrYtLCVsI7pT5dbaaPv57HV6Xp0Wl2CW0XOOXb+83c1doornbbd2EIRhFRitEFFFFIoKKKKACiiigAooooAKKKKACsTwbx4K0RSm0rZRKw9woB/WtusHwpiDT7vTujWF7NDj0QsXT/xx0qX8SH0N6iiiqEFFFFABRRRQBhaF/oWp6tpB4SKYXcA/6ZTEsR+EgkH0xW7WFqP+ieK9Huxwt0stjJ7kr5qH8PLcf8CrdqY9hsKKKKoRh+Jf3X9kXY4aDUoQD7SExH9JK3Kw/Fv/ACAM/wAQu7Tb/vfaI8fritskKpZiAAMkntUrdj6GDfAan4ssrEgNb2ERvJwRkF2zHED+Hmn8BVzRtGi0WO4ihkdo5ZS6qx4QdlA/OqnhYG5s7jWXBD6pMbhMjkQgBYh/3wob6sa3qlQjJqbWpftJRi4J6MKKKjuPM+zS+TxLsOzp97HHWtDJuyueVeKLA23jm4dQAkqCcD6jaf8Ax7Ndz4W0X+zbT7ROuLqYcg/wL6f41g3t1PFrthd69pjGaG0kkZbXD5CumGIzgAF/U/lmu5tbhbu0huUDBJUV1DDBAIzzXVUm/ZqKJxNeONxFOrLeEEkmrPrd6/cS0UUVylhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBheHiLGe+0N+GtJDNB/tQSMWXH+6dyf8AAR61u1j65p9xKYNT04D+0rPJjUnAnQ/fiY+jYGD2YA1d03UrbVrGO7tWJRsgqwwyMOCrDswPBFStNBvuW6KKKoQUUUUAFYcn7vx3bY487TJd3vsljx/6MP51uViMfN8cRgc/ZtNfPt5si4/PyT+VTIaNuiiiqEFc9czqPGElwQWTTtKdnA/6auDj64gP510NYOgIt9LrGoyKHju7poUBGQYoh5f4gsHP/AqT3SDWzsVTqFr4j17SI7SQS21sr303s4GyNSPXLO3/AAAGuorldM0mz1HUtbuDF5SLcrbQGAmMoI0XJBXH8bP+QrqEUIioCSFGMscn8T3p+7vEiHtLWnb5f5DqKKKCxskiQxPLIwVEUszHoAOprF8LwmTQ1vJ48SX8z3pVhyN7bkGPULsH4UzxA7anPF4dgyTdASXjD/lnbA/MD7vjYPbcf4a3gAqhVAAAwAO1Tux9BaKKKoQUUUUAFFFFABRRRQAUUUUAFFFFABWFIRpfi1JW4t9VjEOeyzxhiv8A30hI/wC2Y9a3ap6ppsOrafJaTFlDYZJEOGjcHKup7EEAj6UmhouUVkaJqktyJbC/CpqlphZ1AwJB/DKn+y36HIPIrXoTuJhRRRTAKKKKAMPxR8trp038UWp2uD6bpVQ/o5H41uVieJDvi0y26tPqVvgeuxvNP6Rk/hW3Urdj6BRRRVCMPxL+9Gk2Q+9calAQPaM+cf0iqjr2uW9/p93o9pKUv7icWGzowDttZx7BNxz7Vdk/03xrCg5j020Mjf8AXSU7V/JUf/voVXv7C0vfGFjbG2iCRW011MVUAuxKomSOe8h+oFJcutyZ+0uuS3nc6KKJIYkiiUJGihVUdAB0FPqvZ2kdlB5MTysgJI82QuR7ZParFN26DV2tdwoorO1rU/7KsPMjj866lYQ2sGcebK33R7DqSewBPak3YZT08/bvFWqXo5itY47GM9iwy8n/AKEg+qmtxVVFCqAqgYAAwAKo6Lpv9k6TDaNJ5soy80uMeZIxLO34sSav0R2G9wooopiCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArB1CzudLv5NY0uJphIB9tsl/wCWwH/LRO3mAcf7QGOoFb1FJq40yvZXttqNnFd2kqywSDKsP5H0I6EHpVimRwxQhhFGiBmLttUDLHqT7mn0xBRRRQAVheHj9tn1LWP4Lyfy4D6wxfIp+hbew9mFbtNREijWONFRFGFVRgAegFJrUY6iiimIztdv303RLu6iG6cJsgX+9Kx2ov4sVH41LpVgml6TaWCHctvEse49WIHJPuTz+NS3Nnb3hgNxHv8AIlE0YJOA4zg++M9++D2qelbW4+hieE+dDMp+9Nd3UrH3aeQ/pwPwrbpscaRJsjRUXJOFGBzyadQlZWB7hWfq+qx6Vaq3ltPczN5dtbIfmmc9APQdyewBNaFVjYWzaiuoNHuuVi8pXJJ2rnJwOgzxkjk4HoKHfoJFXRdMksIJZruRZtQun826lUcFugVf9lRwPpnqTWnRRQlYAooopgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZesaU96YbuzlFvqVqSYJiMqQeqOB1RsDI7YBHIp+k6smpxyRyRNbXtuQtzauctG3bnup6hhwR+IGjTPJi88z+Wnmldhk2jdtznGfTNK2t0O4+iiimIKKKKAMJz/aHjGJF5i0uAyOf+m0vCj6hAxP8Avit2mqiIzMqKGc5YgfeOMZP4AflTqSVhsKKKjuII7q2lt5QTHKhRwGIJBGDyORTEY/hgfabW71ZuupXDTRn/AKZDCR/gUUN/wI0tl+88Z6vIesdpaxL7DdKx/PcPyrYhhjt4Y4YkCRxqERV6KAMAClEaLI0gRQ7ABmA5OOmTUpbDuOoooqhEV1dQWVrLc3MqRQRKWeRzgKB3NY2kwT6pf/27fRNCNhSxtpBhoYz1dh2duOOwAHXNat5YW2oLEl1H5iRSrKqEnaWHTI74PODxkA9qs0rXY7hRRRTEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z
|
integer
| 345
|
math-targeted-vqa
|
abstract scene
|
['arithmetic reasoning']
|
IconQA
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย
คำถาม: มีว่าวทั้งหมดกี่อัน?
| null |
25
| null |
free_form
|
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qOf/AFD/AEo8lP8Aa/76NRzwp5D/AHun940AWKKj8lP9r/vo0eSn+1/30aAHR/dP+8f506oY4U2/xdT/ABH1p3kp/tf99GgCJv8AkJp/1xb/ANCWrNUmhT+00+9/qW/iP95as+Sn+1/30aAOd8Ut9o1PQNO25E16Jm+kYyR+v6V01cpKgu/iAiYJisrMH7x+V3b+q/yrp/JT/a/76NRHds3raRhHyv8Af/wLElMi/wBUKTyU/wBr/vo0yKFPLH3v++jVmBPTP+Wx/wB0Unkp/tf99Gm+Snmn733R/EaAJqqX3W1/67r/AFqfyU/2v++jVS+hTNr97/Xr/EfegC/RUfkp/tf99GjyU/2v++jQAQf6hPpRUcEKeQn3un940UAcL8D/APkkejf70/8A6OevQq87+CAc/CTRsMAN0/b/AKbPXoOJP74/75oAr3n/AB9af/18H/0U9W6o3Yf7VYfMP9ef4f8Apk9W8Sf3x/3zQAk//HvL/uH+VSDpUE4f7PJ84+4f4fapAJMffH/fP/16AH1HH/rJf9//ANlFLiT++P8Avmo4w/mS/OPvD+H/AGR70AT1DNGkzeVIoZHjZWB7g4zT8Sf3x/3zTCH89PnH3W/h9xQBheCJT/wjwtHB8yynkt3z6hs/yI/KtbWP+QJf/wDXvJ/6CaxdF8y08Wa7YZCpIyXUYx13D5z+ePyrY1cP/Yt/84/495P4f9k1EPhsb4n+I5d9fv1L9FMw/wDfH/fNGJP74/75qzASP78v+/8A0FSVBGH3y/OPv/3fYVJiT++P++aAA/69P91v5in1CQ/np84+638PuKfiT++P++aACb/Uyf7p/lT6hlD+TJ84+6f4fan4k/vj/vmgB9c34J/5Al3/ANhS/wD/AEpkrocSf3x/3zXOeCQ/9i3eHH/IUvv4f+nmSgDpqjP/AB8r/uH+YpcSf3x/3zUZD/aF+cfcP8PuKAJ6jn/1D/SlxJ/fH/fNRzh/If5x0/u0AT0UzEn98f8AfNGJP74/75oAWP7p/wB4/wA6dUUYfb98dT/D7/WnYk/vj/vmgCFv+Qmn/XFv/QlqzVNg/wDaafOP9S38P+0tLf3LWOnXN27ArDE0hG3rgZoGk27IwvDoNzqWuakWDCa+EKY7rHwD+v6V1Fc54Us2tPCmnjcMyYmJx13HI/QiugxJ/fH/AHzUw+FGuIadV26afdoPpkX+qFGJP74/75pkQk8sfOP++f8A69UYk1M/5bH/AHRRiT++P++abh/NPzj7o/h/+vQBLVS/62v/AF8L/WrGJP74/wC+aqXwfNr84/16/wAP1oAvUUzEn98f980Yk/vj/vmgBIP9Qn0opsAk8hPnHT+7/wDXooA4P4H/APJI9G/3p/8A0c9ehV5r8FLryvhPo6eRO+Gn5VMj/XPXoH27/p1uf+/dACXn/H1p/wD18H/0U9W6yru9zc2H+jXPE5/5Z/8ATN6t/bv+nW5/790ATT/8e8v+4f5VIOlUZ73/AEeT/Rbn7p/5Z+1PF9x/x63P/fugC3Ucf+sl/wB//wBlFQ/bv+nW5/791HHe/PL/AKLc/e/55/7IoAvUw/69P91v5ioPt3/Trc/9+6jN7+/T/Rbn7rf8s/cUAZGog2njvSbrdhLu3ktW/wCA/OPzJH5Vsax/yBL/AP695P8A0E1z/jC4C6faah9nnU2F3HOSyYyucEfjkVrarfB9EvSLe4wbeTB8vj7pqI6No3q604S9V93/AAGa9FVftv8A063P/fuj7d/063P/AH7qzAmj+/L/AL/9BUlUY7355f8ARbn7/wDzz9hUn27/AKdbn/v3QBOf9en+638xT6om9/fp/otz91v+WfuKk+3f9Otz/wB+6AJ5v9TJ/un+VPqlLe/uX/0W5+6f+WftUOo6hcJpV7JaW0/2lLeR4g0fBcKSB+eKANOub8E/8gS7/wCwpf8A/pTJWN4QZrLUoNxEwv8ATBeBraZ5A2GTmTcTuc7+HG3IDDHyitHwXebdFuh9nuD/AMTO+PCf9PMlAHWVGf8Aj5X/AHD/ADFQ/bv+nW5/791Gb3/SF/0W5+4f+WfuKAL1Rz/6h/pUP27/AKdbn/v3Uc17+5f/AEW56f8APOgC9RVX7d/063P/AH7o+3f9Otz/AN+6ALEf3T/vH+dOqlHe/L/x63PU/wDLP3p/27/p1uf+/dACt/yE0/64t/6EtY3jaZ4/DckEQJlu5Et0A7lm6fkDV83v/EyQ/Zrn/Ut/yz9xWNrl0174j0OyWGfZFI11IhTn5R8px9cipn8Jvhv4qb6a/dqdKIUt7aGGNdsce1FA7AcCp6oy3vC/6Lc/eH/LP3qT7d/063P/AH7qjDctUyL/AFQqD7d/063P/fumRXv7sf6Lc/8AfugC7TP+Wx/3RUH27/p1uf8Av3TPtv70/wCi3P3R/wAs6ALtVL/ra/8AXwv9aX7d/wBOtz/37qpfXuTbf6Nc/wCvX/ln9aANWiqv27/p1uf+/dH27/p1uf8Av3QBNB/qE+lFVYb39yn+i3PT/nnRQBxfwP8A+SR6N/vT/wDo569Crz34H/8AJI9G/wB6f/0c9ehUAVLz/j60/wD6+D/6KerdVLz/AI+tP/6+D/6KerdAEc//AB7y/wC4f5VIOlRz/wDHvL/uH+VSDpQAVHH/AKyX/f8A/ZRUlRx/6yX/AH//AGUUASUw/wCvT/db+Yp9MP8Ar0/3W/mKAKmtWf2/RL21CBmlhYKD/ex8v64rK0+8N98PhOfvGxdGPqVUqT+Yro643SR9k0nxNpZJzayTMi/3Y3Ulf5Goekkbx96jJdmn+j/Q7KiiirMCOP78v+//AEFSVHH9+X/f/oKkoAYf9en+638xT6Yf9en+638xT6AGTf6mT/dP8qfTJv8AUyf7p/lT6AK1pp1jYPM9nZW9u0zbpTDEqGRvVsDk/WsTwT/yBLv/ALCl/wD+lMldJXN+Cf8AkCXf/YUv/wD0pkoA6Soz/wAfK/7h/mKkqM/8fK/7h/mKAJKjn/1D/SpKjn/1D/SgCSiiigBsf3T/ALx/nTqbH90/7x/nTqAKzf8AITT/AK4t/wChLWFp22+8datdhsizgjtV9Dn5m/Igitx2C6irE4AgYk/iKxfBQabR59RkUK9/dS3BHoCcY+nFRLVpG9L3ac5ei+//AICOgl6L/vD+dSVHL0X/AHh/OpKswCmRf6oU+mRf6oUAPpn/AC2P+6KfTP8Alsf90UAPqpf9bX/r4X+tW6qX3W1/67r/AFoAt0UUUARwf6hPpRRB/qE+lFAHn3wRiRvhJoxKgndP/wCjnr0LyY/7i/lXAfA//kkejf70/wD6OevQqAKN3FGLqw+Qf689v+mT1b8mP+4v5VXvP+PrT/8Ar4P/AKKerdAEE8Mf2eX5F+4e3tTxDHj7i/lRP/x7y/7h/lUg6UAM8mP+4v5VHHDH5kvyL94dv9kVPUcf+sl/3/8A2UUAL5Mf9xfyqMwx+enyL91u3uKnph/16f7rfzFAB5Mf9xfyrjdWjisfE+oLswmoaW7dODIgP/sorta5Dx/G8Wn2moxcNbSMjn0jkUq39B+NRPa/Y3w+snDumv8AL8TrPJj/ALi/lR5Mf9xfyp9FWYFeOGPfL8i/f9PYVL5Mf9xfypI/vy/7/wDQVJQBAYY/PT5F+63b3FSeTH/cX8qD/r0/3W/mKfQBDLDH5MnyL909van+TH/cX8qJv9TJ/un+VPoAZ5Mf9xfyrm/BMUZ0W7yg/wCQpff+lMldPXN+Cf8AkCXf/YUv/wD0pkoA6HyY/wC4v5VEYY/tK/Iv3D29xVioz/x8r/uH+YoAXyY/7i/lUc8MfkP8i9PSp6jn/wBQ/wBKAF8mP+4v5UeTH/cX8qfRQBDHDHtPyL1Pb3p/kx/3F/Klj+6f94/zp1AHNeLJo7HS7yUKAzWjRrjrlmVePzrW0rTksdJtLVkUvFCqMQOpA5P51h+KY/tuvaFpxXcs0xkcdiqYYg/WurqFrJm8/doxXe7/AEX6kEsMeF+RfvDt71J5Mf8AcX8qSXov+8P51JVmAzyY/wC4v5VHFDH5Q+RfyqemRf6oUAHkx/3F/KmeTH5x+RfujtU1M/5bH/dFAB5Mf9xfyqnfQx5tfkX/AF69vrV+ql/1tf8Ar4X+tAFjyY/7i/lR5Mf9xfyp9FAEEEMfkJ8i9PSinwf6hPpRQB5/8EFJ+EmjYdh80/Ax/wA9nr0HY3/PRvyH+FcB8D/+SR6N/vT/APo569CoAo3it9q0/wDeN/rz6f8APJ/arexv+ejfkP8ACq95/wAfWn/9fB/9FPVugCGdG+zy/vG+4ew9PpTwjY/1jfkP8KSf/j3l/wBw/wAqkHSgBmxv+ejfkP8ACo40bzJf3jfeHYf3R7VPUcf+sl/3/wD2UUALsb/no35D/CmFG89P3jfdbsPUe1TUw/69P91v5igA2N/z0b8h/hWT4osheeF9Shd2IEDOBx1Ubh29QK2apav/AMgW/wD+veT/ANBNJq6sVCThJSXQg0G7Oo6DY3fmtueIbuB94cN29Qa0djf89G/If4VzvhAm1TU9Jc82V2wjX0jblfz5NdLSg7xRdeKjUaW36dCCNG3y/vG+/wCg9B7VJsb/AJ6N+Q/wpI/vy/7/APQVJVGRCUbz0/eN91uw9R7U/Y3/AD0b8h/hQf8AXp/ut/MU+gCGVG8mT9433T2Hp9Kfsb/no35D/Cib/Uyf7p/lT6AGbG/56N+Q/wAK5zwSrf2Jd/vG/wCQpfen/PzJ7V01c34J/wCQJd/9hS//APSmSgDodjf89G/If4VGUb7Sv7xvuHsPUe1T1Gf+Plf9w/zFAC7G/wCejfkP8KZOjeQ/7xunoP8ACpqjn/1D/SgBdjf89G/If4UbG/56N+Q/wp9FAEUaNt/1jdT2Hr9Kdsb/AJ6N+Q/wpY/un/eP86ViFUsTgAZJoA5a3JvviJdt5hKWNmsQ6cMxDfyJFdPsb/no35D/AArlPBq+e9xqjJtfUJJphnqF3gAfhg/nXXVENr9zfE6T5e1l92/4kMqNhf3jfeHYev0p+xv+ejfkP8KSXov+8P51JVmAzY3/AD0b8h/hTIkbyh+8b8h/hU1Mi/1QoANjf89G/If4U3Y3nH9433R2H+FS0z/lsf8AdFABsb/no35D/Cql8jZtf3jf69ew9/ar1VL/AK2v/Xwv9aALGxv+ejfkP8KNjf8APRvyH+FPooAhgRvIT943T0H+FFOg/wBQn0ooA8++CLEfCTRgI2PzT8jH/PZ/evQt7f8APJ/zH+NcB8D/APkkejf70/8A6OevQqAKN47farD923+vPcf88n96t72/55P+Y/xqvef8fWn/APXwf/RT1boAgndvs8n7pvuHuPT61IHbH+qf8x/jST/8e8v+4f5VIOlADN7f88n/ADH+NRxu3mS/um+96j+6Pep6jj/1kv8Av/8AsooAXe3/ADyf8x/jTC7een7pvut3HqPepqYf9en+638xQAb2/wCeT/mP8apau7f2Lf8A7pv+PeTuP7p960Kpax/yBL//AK95P/QTQBiEnT/iArCJxHqdqQeRzJH+P93+ddLvb/nk/wCY/wAa53xkDbWthqy5B0+6SRyOpjJww/HiukBDAEEEHkEVEdG0b1fehCflb7v+BYhjdt8v7p/v+o9B71Jvb/nk/wCY/wAaSP78v+//AEFSVZgQl289P3TfdbuPUe9P3t/zyf8AMf40H/Xp/ut/MU+gCGV28l/3T/dPcen1p+9v+eT/AJj/ABom/wBTJ/un+VPoAZvb/nk/5j/Guc8Euw0W7/dsf+Jpfdx/z8ye9dNXN+Cf+QJd/wDYUv8A/wBKZKAOh3t/zyf8x/jUZdvtC/um+4e49R71PUZ/4+V/3D/MUALvb/nk/wCY/wAajndvIf8AdN09R/jU9Rz/AOof6UALvb/nk/5j/Gje3/PJ/wAx/jT6KAIo3bb/AKpup7j1+tY/iy/ay8M3rBWV5E8lORklvl459CT+Fbcf3T/vH+dc54hzfa/oelgBk843co9Ag+XPsTkVM/hNsOk6ib2Wv3al7TbY6etjZ+WSYbTYSMckFcnr61qb2/55P+Y/xqFv+Qmn/XFv/QlqzVLQybcndkErthf3TfeHcev1qTe3/PJ/zH+NJL0X/eH86koEM3t/zyf8x/jTInbyx+6b8x/jU1Mi/wBUKADe3/PJ/wAx/jTN7eaf3TfdHcf41NTP+Wx/3RQAb2/55P8AmP8AGql87Ztf3Tf69e49/er1VL/ra/8AXwv9aALG9v8Ank/5j/Gje3/PJ/zH+NPooAggdvJT903T1H+NFPg/1CfSigDzj4KahZQfCfR45ruCNw0+VeQAj98/au//ALW07/n/ALX/AL/L/jXEfBAA/CPRuB96f/0c9ehbR6CgDKu9U083NgRfW3E5z+9X/nm/vVr+1tO/5/7X/v8AL/jReAfatP4H/Hwf/RT1b2j0FAFGfVdONvJ/p9r90/8ALZfT608atp2P+P8Atf8Av8v+NTzqPs8vA+4f5VIFGOgoAqf2tp3/AD/2v/f5f8ajj1XTt8v+n2v3v+ey+g96v7R6Co41HmS8D73/ALKKAIP7W07/AJ/7X/v8v+NMOq6d56f6fa/db/lsvqPer20egphUeenA+638xQBX/tbTv+f+1/7/AC/41T1bVdPOjXwF9bEm3kwBKv8AdPvWvtHoKpauo/sW/wCB/wAe8n/oJoAq6tcabqOk3dkb60JmiZV3TLgNjg9exwaq+GddtLjw5ZNcXdvHOkflurSgEFfl5ye+M/jXQ4HoK5rQVGn+Jda0oriN3F5DkdQ/DY9gcCoekkzeHvUpR7a/o/0NaPVdO3y/6fa/f/57L6D3qT+1tO/5/wC1/wC/y/41PGo3y8D7/wDQVJtHoKswKJ1XTvPT/T7X7rf8tl9R70/+1tO/5/7X/v8AL/jVgqPPTgfdb+Yp+0egoAoy6rp3kv8A6fa/dP8Ay2X/ABqVdSsH3bL23bapY4lU4A6nr0qaZR5MnA+6f5UTW8NzBJBPEkkMqFHRhkMpGCCO4IoAwdH1+e+1TU/tYit7GOGCa1L/ACt5bmQbnJPfYCBxgEA85qn4L1OwTRboPe26k6nfHBlUcG5kI71q6X4V0XRdTudQ06whtpbiJIWEUaqoVSTxgdyef90elVPBIH9iXfA/5Cl//wClMlAGx/a2nf8AP/a/9/l/xqM6rp32hf8AT7X7h/5bL6j3q/tHoKjKj7SvA+4f5igCD+1tO/5/7X/v8v8AjTJ9V07yX/0+16f89l/xq9tHoKjnUeQ/A6UAQf2tp3/P/a/9/l/xo/tbTv8An/tf+/y/41b2j0FG0egoApR6rp23/j/tep/5bL6/Wue0zULG88Y6rqMl5CscEaWkBaQAMOrEfj/Ouju7qOw0y5u5ANsKPIR64ycVm+D7Nrbw1bPMd01yTcyMf4i5yD+WKh6ySN6fu0pS76fq/wAvxLJ1XTv7SQ/b7bHkt/y1X1HvVn+1tO/5/wC1/wC/y/405lH9ppwP9S3/AKEtWdo9BVmBRl1XTsL/AKfa/eH/AC2X1+tP/tbTv+f+1/7/AC/41PKowvA+8P51JtHoKAKn9rad/wA/9r/3+X/GmRarp3lj/T7X/v8AL/jV7aPQUyJR5Q4FAFf+1tO/5/7X/v8AL/jTf7V07zT/AKfa/dH/AC2X/Gru0egpm0eceB90UAV/7W07/n/tf+/y/wCNVb7VdPJtsX9t/r1/5ar7+9au0egqpfKM2vA/16/1oAP7W07/AJ/7X/v8v+NH9rad/wA/9r/3+X/Gre0ego2j0FAFGHVdO8lP9Pten/PZf8aKtQKPITgdKKAOC+B//JI9G/3p/wD0c9ehV518EUJ+EmjESMPmn4GP+ez+1eheW3/PV/0/woAr3n/H1p//AF8H/wBFPVuqN4jfarD96/8Arz6f88n9qt+W3/PV/wBP8KAEn/495f8AcP8AKpB0qCeNvs8v71/uH09PpTxG2P8AWv8Ap/hQBJUcf+sl/wB//wBlFL5bf89X/T/Co4428yX96/3h6f3R7UAT0w/69P8Adb+Yo8tv+er/AKf4VGY289P3r/db09R7UAT1S1j/AJAl/wD9e8n/AKCateW3/PV/0/wqlq8bf2Lf/vX/AOPeT0/un2oA0K5nXcaf4n0XVeQkjtZS47huU/I5NdH5bf8APV/0/wAKyPE+mtqHh28hWRzIqeZHgDO5eRjjvjH41M1obYeSVRX2en36GtH9+X/f/oKkrJ0G8/tTSIb0SvmVQW4HDbQG7eoNaflt/wA9X/T/AApp3VzKUXFuL6Af9en+638xT6gMbeen71/ut6eo9qk8tv8Anq/6f4UxBN/qZP8AdP8AKn1DLG3kyfvX+6fT0+lP8tv+er/p/hQA+ub8E/8AIEu/+wpf/wDpTJXQ+W3/AD1f9P8ACub8EoTot3+8cf8AE0vvT/n5k9qAOnqM/wDHyv8AuH+YpfLb/nq/6f4VGY2+0r+9f7h9PUe1AE9Rz/6h/pS+W3/PV/0/wqOeNvIf96/T2/woAnopnlt/z1f9P8KPLb/nq/6f4UAc34vkabTbXSYmAm1G6EXuEDZY/hxn610qIscaoihUUAKB0ArloEbU/HUrFy0OlQlVPHEshPt/dyPwrqPLb/nq/wCn+FRHVtm9X3YRh8/v/wCBYhb/AJCaf9cW/wDQlqzVNo2/tNP3r/6lvT+8vtVny2/56v8Ap/hVmAkvRf8AeH86kqCWNsL+9f7w9PX6VJ5bf89X/T/CgB9Mi/1Qo8tv+er/AKf4UyKNvKH71/0/woAmpn/LY/7oo8tv+er/AKf4Uzy280/vX+6PT/CgCaql/wBbX/r4X+tWPLb/AJ6v+n+FVL6Ns2v71/8AXr6e/tQBeopnlt/z1f8AT/Cjy2/56v8Ap/hQAkH+oT6UUyCNvIT96/T2/wAKKAOE+B//ACSPRv8Aen/9HPXoVedfBFmHwk0YBCfmn5yP+ez16Fvf/nmfzFAFe8/4+tP/AOvg/wDop6t1Ru2b7VYfuz/rz3H/ADyere9/+eZ/MUAJP/x7y/7h/lUg6VBO7/Z5P3Z+4e49KkDvj/Vn8xQA+o4/9ZL/AL//ALKKXe//ADzP5io43fzJf3Z+8O4/uigCemH/AF6f7rfzFG9/+eZ/MUwu3np+7P3W7j1FAE1UtY/5Al//ANe8n/oJq1vf/nmfzFUtXd/7Fv8A92f+PeTuP7poA0KKZvb/AJ5n8xRvf/nmfzFAHNeFcaff6xohPFtcedCPSNxkAfT+tdRXJ6s7aZ4q0/VtrLFM/wBhnAI5DAFP1yfwrqd7/wDPM/mKiGmnY6K/vNVO6/HZ/wCfzA/69P8Adb+Yp9Ql289P3Z+63ceop+9/+eZ/MVZzhN/qZP8AdP8AKn1DK7+S/wC7P3T3HpT97/8APM/mKAH1zfgn/kCXf/YUv/8A0pkrod7/APPM/mK5zwSzf2Ld/uyf+Jpfdx/z8yUAdNUZ/wCPlf8AcP8AMUu9/wDnmfzFRl3+0L+7P3D3HqKAJ6jn/wBQ/wBKXe//ADzP5io53fyH/dnp6igCeormeO1tZbiVtscSF2PoAMmnb3/55n8xXOeMJ5ZdPt9JhG2fUZlhHPIQHLH8OM/WlJ2VzSlDnmokng23caRJqEyBZ9Rne5cegJ4H0xz+NdFVa1QW9skMUBWOMbFUEcAcAVNvf/nmfzFEVZWCrPnm5dyFv+Qmn/XFv/QlqzVNnb+00/dn/Ut3H95as73/AOeZ/MUzMSXov+8P51JUErvhf3Z+8O49ak3v/wA8z+YoAfTIv9UKN7/88z+YpkTv5Q/dn8xQBNTP+Wx/3RRvf/nmfzFM3v5p/dn7o7igCaql/wBbX/r4X+tWN7/88z+YqpfO2bX92f8AXr3HvQBeopm9/wDnmfzFG9/+eZ/MUAJB/qE+lFMgd/IT92enqKKAOE+B/wDySPRv96f/ANHPXoVedfBGVF+EmjAsAd0//o569B86P++KAILz/j60/wD6+D/6KerdULuaM3Vh84/15/8ART1b86P++KACf/j3l/3D/KpB0qCeaP7PL84+4f5U8TR4++KAJKjj/wBZL/v/APsoo86P++Kjjmj8yX5x94f+gigCxTD/AK9P91v5ik86P++KYZo/PT5x91v5igCeqWsf8gS//wCveT/0E1Z86P8AviqerzR/2Lf/ADj/AI95P/QTQBoUUzzo/wC+KTzo/wC+KAMvXdN/tbRNRtFz5jfNHjrvABH6jH41L4f1L+1tCtLs/wCsZNsgPZxw36ircc0e+X5x9/8AoK53SJY9I8ValpZZVt7v/TLfnueHH5jp6Coekkzoh79Jx6rX/P8AT7jpz/r0/wB1v5in1AZo/PT5x91v5in+dH/fFWc4s3+pk/3T/Kn1BLNH5Mnzj7p/lT/Oj/vigCSub8E/8gS7/wCwpf8A/pTJXQedH/fFc54JmjGi3eXH/IUvv/SmSgDp6jP/AB8r/uH+Yo86P++KjM0f2lfnH3D/ADFAFio5/wDUP9KPOj/vimTzR+Q/zjpQBPXMWp/tfxvc3OQ1vpcfkR/9dW+8R9BkH8K19W1WDS9Kub1mB8pCQvq3QD8TiqXha1Gn6DCJ5M3M5NxOW6l25OfcDA/CoerSOin7lOU++i/X8PzNuP7p/wB4/wA6dUMc0e3746n+dO86P++Ks5yJv+Qmn/XFv/QlqzVJpo/7TT5x/qW/9CWrPnR/3xQAS9F/3h/OpKglmjwvzj7w/nT/ADo/74oAkpkX+qFJ50f98UyKaPyh84oAnpn/AC2P+6KTzo/74pvnR+cfnH3RQBNVS/62v/Xwv9an86P++KqX00ebX5x/r1/rQBfoqPzo/wC+KPOj/vigAg/1CfSimQTR+QnzjpRQBwnwP/5JHo3+9P8A+jnr0KvPfgf/AMkj0b/en/8ARz16FQBUvP8Aj60//r4P/op6t1UvP+PrT/8Ar4P/AKKerdAEc/8Ax7y/7h/lUg6VHP8A8e8v+4f5VIOlABUcf+sl/wB//wBlFSVHH/rJf9//ANlFAElMP+vT/db+Yp9MP+vT/db+YoAfVLWP+QJf/wDXvJ/6Cau1S1j/AJAl/wD9e8n/AKCaALtFFFAEcf35f9/+grn/ABdBJBb2ut2yk3GmyeYQBy0R4dfy/TNdBH9+X/f/AKClliSeF4pFDRupVlPcHgilJXVjSlPkmpEUM8dyIJ4m3Ryxb0PqDtIqxXLeFJHsbm60Cdsy2BYxE/xwsQVP6/qK6mlF3Vwqw5JuPT9Ogyb/AFMn+6f5U+mTf6mT/dP8qJZFhheVzhEUsxxngVRmPrm/BP8AyBLv/sKX/wD6UyVb0vxCNQvUtJrC6spZbf7VCs+395HkAn5SdpBZcg4PP1xU8E/8gS7/AOwpf/8ApTJQB0lRn/j5X/cP8xUlRn/j5X/cP8xQBJUc/wDqH+lSVXvp47awnnlbbHGhdj6Ac0AlfRHP69/xOPEOnaGuGhjP2y7H+yvCr+J6j3FdRXOeE7eWeG51u6Urcai+9VP8EQ4Rfy/PiujqId+5vXdmqa+z+fX/AC+Q2P7p/wB4/wA6dTY/un/eP86dVmBWb/kJp/1xb/0Jas1Wb/kJp/1xb/0Jas0ARy9F/wB4fzqSo5ei/wC8P51JQAUyL/VCn0yL/VCgB9M/5bH/AHRT6Z/y2P8AuigB9VL7ra/9d1/rVuql/wBbX/r4X+tAFuiiigCOD/UJ9KKIP9Qn0ooA84+Ctn5vwn0d/tFwmWn+VJMD/XPXf/2eP+fu7/7+1xPwP/5JHo3+9P8A+jnr0KgDIu7AC5sP9Kujmc9Zf+mb1b/s8f8AP3d/9/aW8/4+tP8A+vg/+inq3QBnz6ePs8n+l3f3T/y19qkGnjH/AB93f/f2rE//AB7y/wC4f5VIOlAFP+zx/wA/d3/39qOPTxvl/wBLu/vf89fYVoVHH/rJf9//ANlFAFf+zx/z93f/AH9ph08een+l3f3W/wCWvuKv0w/69P8Adb+YoArf2eP+fu7/AO/tU9WsANGvj9quji3k6y/7JrYqlrH/ACBL/wD695P/AEE0AL/Z4/5+7v8A7+0f2eP+fu7/AO/tXKKAM+PTxvl/0u7+/wD89fYVJ/Z4/wCfu7/7+1Yj+/L/AL/9BUlAHHeJ7F9MurPXIJrljb/Jc/vDuMJIzj6E/r7V0UVpHPCksV7dNG6hlYSnBB5BqzNEk7eVKoaN42VlPQg4BFc74cmfSL+fw3dMf3WZbJ2P+siJzj3I5/X0qPhl6nR/Epecfy/4H9bGzLp48l/9Lu/un/lr7UsllJHE7wz3EkqqSiPMQrN2BOOBVub/AFMn+6f5U+rOc5Xw/putefPPrlvFHeToDJeW96XJweI1XYuyMZJAyeeTkkmo/BdiH0a6P2m5H/EzvhxJj/l5krrq5vwT/wAgS7/7Cl//AOlMlAGx/Z4/5+7v/v7UZ08faF/0u7+4f+WvuK0KjP8Ax8r/ALh/mKAK/wDZ4/5+7v8A7+1zHiSFr6/ttAt7m5bzR512TJkJED0+pP8AT1rqdRv4NL0+e9uDiKFdx9T6Ae5PFYvh6wnWzutWvx/p2oHzGB/5Zp/Cn4D+npUS1906KPuJ1X029f8Agb/cayaYkcaxpc3KooAVRJgADtTv7PH/AD93f/f2rlFWc5Rj08bf+Pu76n/lr707+zx/z93f/f2rUf3T/vH+dOoAyjYD+0kH2q6/1Lf8tfcVZ/s8f8/d3/39p7f8hNP+uLf+hLVmgDPl08YX/S7v7w/5a+9Sf2eP+fu7/wC/tWJei/7w/nUlAFP+zx/z93f/AH9pkWnjyx/pd3/39q/TIv8AVCgCt/Z4/wCfu7/7+0z+zx5p/wBLu/uj/lrV+mf8tj/uigCt/Z4/5+7v/v7VS+sADbf6Vdf69f8Alr9a16qX/W1/6+F/rQAn9nj/AJ+7v/v7R/Z4/wCfu7/7+1cooAz4dPHkp/pd30/560Vcg/1CfSigDz74I7/+FSaNt243T9f+uz16F+8/2P1rgPgf/wAkj0b/AHp//Rz16FQBRu/M+1WGdv8Arz/6Kerf7z/Y/Wq95/x9af8A9fB/9FPVugCCfzPs8v3PuH19KkHmY/g/Wkn/AOPeX/cP8qkHSgBn7z/Y/Wo4/M8yX7n3vf8Auip6jj/1kv8Av/8AsooAX95/sfrTD5nnp9z7revqKmph/wBen+638xQAfvP9j9apav5n9i3/ANz/AI95PX+6a0Kpax/yBL//AK95P/QTQBa/ef7FH7z/AGP1p9FAEEfmb5fuff8Af0FSfvP9j9aSP78v+/8A0FSUAQnzPPT7n3W9fUVk+ItJudQtormzZE1Gzbzbdxxk91Psa2T/AK9P91v5in0mrqxcJuElJGRpWrjWtJa4QLHKoKTQtndG46g1qfvP9j9a5rW9NudNvJNd0hNzlcXlqOk6f3h/tD/PfO5pmqWmr2a3VnJvQ8EHhlPoR2NKL6Pc0q01b2kPhf4eX+RZ/ef7H61zngnzP7Fu8bf+Qpff+lMldNXN+Cf+QJd/9hS//wDSmSqMDof3n+x+tRnzPtC/c+4fX1FT1yeqX8/iHUG0bR5dsKgreXi9EXIyq+pP+e9TKVjSnTc32XV9hrF/FuthVKto+nyZJH3biYdvcD/PWunn8zyH+5096SxsrfTrKK0tYwkMYwoH8z71JP8A6h/pRFW33HVqKTSjstv68xf3n+x+tH7z/Y/Wn0VRkRR+Zt/g6n19ad+8/wBj9aWP7p/3j/OnUAU28z+00+5/qW9f7y1Z/ef7H61C3/ITT/ri3/oS1ZoAgl8zC/c+8PX1qT95/sfrSS9F/wB4fzqSgBn7z/Y/WmReZ5Q+5+tTUyL/AFQoAP3n+x+tM/eeafufdHrU1M/5bH/dFAB+8/2P1qpfeZm1+5/r19fer1VL/ra/9fC/1oAsfvP9j9aP3n+x+tPooAgg8zyE+5096KfB/qE+lFAHn3wRkVfhJowOc7p+x/57PXoXmp7/APfJrgPgf/ySPRv96f8A9HPXoVAFG7lU3Vh1/wBef4T/AM8nq35qe/8A3yar3n/H1p//AF8H/wBFPVugCCeVPs8nX7h/hPpTxKmO/wD3yaJ/+PeX/cP8qkHSgBnmp7/98mo45U8yXr94fwn+6KnqOP8A1kv+/wD+yigBfNT3/wC+TUZlTz06/db+E+oqemH/AF6f7rfzFAB5qe//AHyapavKn9i3/X/j3k/hP901oVS1j/kCX/8A17yf+gmgC15qe/8A3yaPNT3/AO+TT6KAII5U3y9fv/3T6CpPNT3/AO+TSR/fl/3/AOgqSgCAyp56dfut/CfUVJ5qe/8A3yaD/r0/3W/mKfQBDLKnkydfun+E+lYOoaCVvm1PRbk2V+3MilSYpv8AeH9f/wBddDN/qZP90/yp9JpPcuFSUHeJy6+K7qyymsaNdQkcedbr5kbe/t+tY/hbxRa2elXECWl7czvf3cqpDATkPO7Lz64Ir0Cub8E/8gS7/wCwpf8A/pTJU2l3NPaUnq4fjp/XzK7prniH5LonSdOb70SZaaQehOPlH+ea3LK1stMWK1s4hFEqHCqp5ORyfU+9aFRn/j5X/cP8xTUbakzquS5VouyF81Pf/vk1HPKnkP16f3TU9Rz/AOof6VRkL5qe/wD3yaPNT3/75NPooAhjlTaevU/wn1p/mp7/APfJpY/un/eP86dQBTaVP7TTr/qW/hP95as+anv/AN8moW/5Caf9cW/9CWrNAEEsqYXr94fwn1qTzU9/++TSS9F/3h/OpKAGeanv/wB8mmRSp5Q6/wDfJqamRf6oUAHmp7/98mmeannHr90fwmpqZ/y2P+6KADzU9/8Avk1UvpUza9f9ev8ACfer1VL/AK2v/Xwv9aALHmp7/wDfJo81Pf8A75NPooAgglTyE69P7pop8H+oT6UUAcD8D/8Akkejf70//o569Crzr4IxhvhJoxJb70/RiP8Als9eheUv95/++zQBXvP+PrT/APr4P/op6t1Ru4gLqw5f/Xn+I/8APJ6t+Uv95/8Avs0AJP8A8e8v+4f5VIOlQTxL9nl+Z/uH+M+lPES4+8//AH2aAJKjj/1kv+//AOyil8pf7z/99mo44l8yX5n+8P4z/dFAE9MP+vT/AHW/mKPKX+8//fZqMxL56fM/3W/jPqKAJ6pax/yBL/8A695P/QTVryl/vP8A99mqWrxL/Yt/8z/8e8n8Z/umgDQopnlL/ef/AL7NHlL/AHn/AO+zQAkf35f9/wDoKkqvHEu+X5n+/wD3z6CpfKX+8/8A32aAA/69P91v5in1AYl89Pmf7rfxn1FSeUv95/8Avs0AE3+pk/3T/Kn1DLEvkyfM/wB0/wAZ9Kf5S/3n/wC+zQA+ub8E/wDIEu/+wpf/APpTJXQ+Uv8Aef8A77Nc34JjB0W75f8A5Cl9/Ef+fmSgDp6jP/Hyv+4f5il8pf7z/wDfZqIxL9pX5n+4f4z6igCxUc/+of6UvlL/AHn/AO+zUc8S+Q/zP0/vmgCeimeUv95/++zR5S/3n/77NACx/dP+8f506oY4l2/efqf4z60/yl/vP/32aAIW/wCQmn/XFv8A0Jas1SaJf7TT5n/1Lfxn+8tWvKX+8/8A32aAEl6L/vD+dSVBLEuF+Z/vD+M+tSeUv95/++zQA+mRf6oUeUv95/8Avs1HFEvlD5n/AO+zQBPTP+Wx/wB0UeUv95/++zTPKXzT8z/dH8ZoAmqpf9bX/r4X+tWPKX+8/wD32ap30S5tfmf/AF6/xn3oAv0Uzyl/vP8A99mjyl/vP/32aAEg/wBQn0opkES+QnzP0/vmigDhPgf/AMkj0b/en/8ARz16FXkPwgi8UN8MdKOm3Wkpabpti3EEjOP3r5yQwHXNdx5Pjb/n90L/AMBpf/i6ANu8/wCPrT/+vg/+inq3XI3Nv41M9mTd6IcTEgi2lwP3b8n5+n/1qseT42/5/dC/8Bpf/i6AOin/AOPeX/cP8qkHSuWmh8a+RJm90LG05/0aX0/36eIfG2P+P3Qv/AaX/wCLoA6ao4/9ZL/v/wDsornfJ8bf8/uhf+A0v/xdMSHxrvlxe6F97n/RpfQf7dAHU0w/69P91v5iuc8nxt/z+6F/4DS//F00w+NfOX/TdCztP/LtL6j/AG6AOoqlrH/IEv8A/r3k/wDQTWN5Pjb/AJ/dC/8AAaX/AOLqtqNt42fTLtDd6I4aFxtS2l3H5TwPn60AdfRXNeT42/5/dC/8Bpf/AIuk8nxt/wA/uhf+A0v/AMXQB0Uf35f9/wDoKkrlo4fGu+XF7oX3uf8ARpfQf7dP8nxt/wA/uhf+A0v/AMXQB0Z/16f7rfzFPrlzD4185f8ATdCztP8Ay7S+3+3TvJ8bf8/uhf8AgNL/APF0AdHN/qZP90/yp9cvLD428p83uhY2n/l2l/8Ai6d5Pjb/AJ/dC/8AAaX/AOLoA6aub8E/8gS7/wCwpf8A/pTJTfJ8bf8AP7oX/gNL/wDF1g+EYfF50i5+zXmjKn9o3uRJbyE7vtEm7o3TOce1AHolRn/j5X/cP8xXO+T42/5/dC/8Bpf/AIumGHxr56/6boWdp/5dpfUf7dAHU1HP/qH+lc75Pjb/AJ/dC/8AAaX/AOLpk0PjXyWze6FjH/PtL/8AF0AdTRXM+T42/wCf3Qv/AAGl/wDi6PJ8bf8AP7oX/gNL/wDF0AdJH90/7x/nTq5dIfG23i90Lqf+XaX1/wB+neT42/5/dC/8Bpf/AIugDdb/AJCaf9cW/wDQlqzXJm38bfblb7ZoefKYZ+zS46j/AG6m8nxt/wA/uhf+A0v/AMXQB0UvRf8AeH86krlpIfGuFze6F94f8u0v/wAXT/J8bf8AP7oX/gNL/wDF0AdNTIv9UK5zyfG3/P7oX/gNL/8AF02OHxt5Yxe6Fj/r2l/+LoA6imf8tj/uiuc8nxt/z+6F/wCA0v8A8XTfJ8beaf8ATdCzj/n2l/8Ai6AOoqpf9bX/AK+F/rWJ5Pjb/n90L/wGl/8Ai6r3dv41Jt83mhn98pG22l469fn6UAddRXM+T42/5/dC/wDAaX/4ujyfG3/P7oX/AIDS/wDxdAHRQf6hPpRXNQw+NfJTF7oWMf8APtL/APF0UAY3wP8A+SR6N/vT/wDo567u8ulsrSW5aOaVY13FIYzI5+ijkn6VwPwRcL8JNGGG+9P0Un/ls9eheaP7r/8AfJoA4LxN4l8+Sw2jU7K3hu7OZgbKZWmLToChwvAC5JU8klR2IPoHUVRvXSSSzikiDo84JV488qrOpGe4ZVIPtVvzR/df/vk0AJP/AMe8v+4f5VIOlQTyj7PL8r/cP8J9KeJRj7r/APfJoAkqOP8A1kv+/wD+yil80f3X/wC+TUcco8yX5X+9/dP90UAT0w/69P8Adb+Yo80f3X/75NRmUeenyv8Adb+E+ooAnrl9W1Ow1Gzb7WmqW8NtchDA1vJEb18MFRM4LjOG4OPlGTjNdL5o/uv/AN8msrxDZ6ff6RO19p1vefZ43liW5txIquFPIBFAD/DlrdWehwQ3ZPm7pGCGUymNGdmWPefvbVIXPtWrVWztrPTrVLWytEtrdM7YoYtirk5OABjqTU/mj+6//fJoASP78v8Av/0FSVBHKN8vyv8Af/un0FSeaP7r/wDfJoAD/r0/3W/mKfUBlHnp8r/db+E+oqTzR/df/vk0AE3+pk/3T/Kq+qzT2+kXs1qu64jgkeJcdXCkgfnipZZR5Mnyv90/wn0p/mj+6/8A3yaAOQ8OhLXWtNisrmWe3u9HNzcs8zSbpA0YSQkk4LB5OnXb7Ve8E/8AIEu/+wpf/wDpTJWtZ2On6cZTZWENsZTukMMATefU4HPU1j+CZANFu/lf/kKX38J/5+ZKAOmqM/8AHyv+4f5il80f3X/75NRmUfaF+V/uH+E+ooAnqOf/AFD/AEpfNH91/wDvk1HPKPIf5X6f3TQBPRTPNH91/wDvk0eaP7r/APfJoAWP7p/3j/OnVDHKNv3X6n+E+tP80f3X/wC+TQByUlqtx4rUWFzcy3cN2Jby6aUiOGPbxbhc7WJGPlxxncSDjPYVgjQ9DTXlu10SxF226c3AtF8zzNw+bdjOeetbfmj+6/8A3yaAEl6L/vD+dSVBLKML8r/eH8J9ak80f3X/AO+TQA+mRf6oUeaP7r/98mmRSjyx8r/98mgCamf8tj/uijzR/df/AL5NM80eaflf7o/hNAE1cR8RNYkt9Ku7CN7y3As3uHuIIJGzgHYgdVIXJGWJIwBj+LI7TzR/df8A75NU9ReOSGOCSLzIppBHJG8e5WUg5BBoAuQyrPDHKm7Y6hl3KVODzyDyPoafTPNH91/++TR5o/uv/wB8mgBIP9Qn0opkEo8hPlfp/dNFAHCfA/8A5JHo3+9P/wCjnr0KiigCpef8fWn/APXwf/RT1boooAjn/wCPeX/cP8qkHSiigAqOP/WS/wC//wCyiiigCSmH/Xp/ut/MUUUAPqlrH/IEv/8Ar3k/9BNFFAF2iiigCOP78v8Av/0FSUUUAMP+vT/db+Yp9FFADJv9TJ/un+VPoooAK5vwT/yBLv8A7Cl//wClMlFFAHSVGf8Aj5X/AHD/ADFFFAElRz/6h/pRRQBJRRRQA2P7p/3j/OnUUUAVm/5Caf8AXFv/AEJas0UUARy9F/3h/OpKKKACmRf6oUUUAPpn/LY/7ooooAfVS/62v/Xwv9aKKALdFFFAEcH+oT6UUUUAf//Z
|
integer
| 346
|
math-targeted-vqa
|
function plot
|
['algebraic reasoning']
|
FunctionQA
|
textbook question answering
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย
คำถาม: จุดตัดแกน y ของฟังก์ชันนี้คืออะไร
| null |
1
| null |
free_form
|
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
|
text
| 347
|
general-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
Super-CLEVR
|
visual question answering
|
คำถาม: จำนวนรถเขียวเมทัลลิกสองชั้นน้อยกว่าจำนวนรถสีม่วงยางขนาดใหญ่หรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
|
ไม่
|
B
|
multi_choice
|
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text
| 348
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general-vqa
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natural image
|
['numeric commonsense', 'geometry reasoning', 'arithmetic reasoning']
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VQA2.0
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visual question answering
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คำถาม: ชิ้นส่วนเหล่านี้ตัดเป็นรูปสามเหลี่ยมหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
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ใช่
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A
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multi_choice
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text
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math-targeted-vqa
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bar chart
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['scientific reasoning', 'statistical reasoning']
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PaperQA
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figure question answering
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คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ท้ายคำตอบ
คำถาม: ความสามารถใดมีสัดส่วนสูงสุด (%)?
ตัวเลือก:
(A) Rec
(B) OCR
(C) Know
(D) Gen
(E) Spat
(F) Math
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['Rec', 'OCR', 'Know', 'Gen', 'Spat', 'Math']
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Rec
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A
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multi_choice
|
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
|
integer
| 350
|
math-targeted-vqa
|
abstract scene
|
['numeric commonsense']
|
IconQA
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ
คำถาม: เลื่อนไม้บรรทัดเพื่อวัดความยาวของเส้นตรงให้ใกล้เคียงที่สุดเป็นเซนติเมตร เส้นตรงยาวประมาณ (_) เซนติเมตร
| null |
4
| null |
free_form
|
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
|
text
| 351
|
general-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
Super-CLEVR
|
visual question answering
|
คำถาม: มีวัตถุสีม่วงทำจากยางน้อยกว่าที่อยู่ทางซ้ายของวัตถุสีแดงเมื่อเทียบกับจักรยานสีด้านขนาดเล็กหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
|
ใช่
|
A
|
multi_choice
|
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
|
integer
| 352
|
general-vqa
|
natural image
|
['numeric commonsense', 'arithmetic reasoning']
|
VQA2.0
|
visual question answering
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ
คำถาม: จะมีคนกี่คนพอดีกับรถคันเล็ก?
| null |
1
| null |
free_form
|
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
|
float
| 353
|
math-targeted-vqa
|
scientific figure
|
['algebraic reasoning', 'arithmetic reasoning', 'scientific reasoning']
|
SciBench
|
textbook question answering
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการตัวเลขทศนิยมหนึ่งตำแหน่ง และให้ค่าสุดท้าย เช่น 1.2, 1.3, 1.4, ตอนท้าย
คำถาม: ณ เวลา $t=0$ ถังบรรจุน้ำเกลือ $Q_0$ ปอนด์ ละลายในน้ำ 100 แกลลอน ดูรูปที่ 2.3.1 สมมติว่าน้ำที่มีเกลือ $\frac{1}{4}$ ปอนด์/แกลลอน ไหลเข้าถังในอัตรา $r$ แกลลอน/นาที และส่วนผสมที่ผสมกันดีไหลออกจากถังในอัตราที่เท่ากัน ตั้งค่าปัญหาค่าเริ่มต้นที่อธิบายกระบวนการไหลนี้ โดยการหาปริมาณเกลือ $Q(t)$ ในถัง ณ เวลาใดๆ และปริมาณจำกัด $Q_L$ ที่มีอยู่หลังจากเวลาผ่านไปนานมาก หาก $r=3$ และ $Q_0=2 Q_L$ จงหาเวลา $T$ หลังจากนั้น ระดับเกลือจะอยู่ภายใน $2 \%$ ของ $Q_L$
| null |
130.4
| null |
free_form
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
|
integer
| 354
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
DVQA
|
figure question answering
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ
คำถาม: มีอัลกอริทึมที่ค่าความแม่นยำสูงกว่า 90 กี่รายการ?
| null |
0
| null |
free_form
|
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
|
text
| 355
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
UniGeo
|
geometry problem solving
|
คำถาม: ดังรูป เส้นตรงคู่ขนาน a และ b ถูกตัดด้วยเส้นตรง c ถ้า ∠1 = 50.0 องศา แล้ว ∠2 มีขนาดเท่าใด ()
ตัวเลือก:
(A) 150°
(B) 130°
(C) 110°
(D) 100°
|
['150°', '130°', '110°', '100°']
|
130°
|
B
|
multi_choice
|
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text
| 356
|
general-vqa
|
synthetic scene
|
['arithmetic reasoning']
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Super-CLEVR
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visual question answering
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ไว้ท้ายคำตอบ
คำถาม: มีรถมอเตอร์ไซค์ขนาดใหญ่จำนวนน้อยกว่ารถยางตัดหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
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ไม่
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B
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multi_choice
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
|
text
| 357
|
general-vqa
|
line plot
|
['statistical reasoning']
|
FigureQA
|
figure question answering
|
คำถาม: ปลาแซลมอนขรุขระที่สุดหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
|
ไม่
|
B
|
multi_choice
|
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text
| 358
|
math-targeted-vqa
|
puzzle test
|
['logical reasoning']
|
IQTest
|
figure question answering
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้องด้วยตัวอักษร เช่น A, B, C, D, ที่ท้ายคำตอบ
คำถาม: ลูกบาศก์ใดเหมือนกับลูกบาศก์ที่คลี่ออก
ตัวเลือก:
(A) A
(B) B
(C) C
(D) D
(E) E
|
['A', 'B', 'C', 'D', 'E']
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A
|
A
|
multi_choice
|
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
|
integer
| 359
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย
คำถาม: ไคลีย์ใช้เวลาหนึ่งสัปดาห์ที่ชายหาดและบันทึกจำนวนเปลือกหอยที่เธอพบในแต่ละวัน ตามตาราง อัตราการเปลี่ยนแปลงระหว่างวันพฤหัสบดีและวันศุกร์คือเท่าไร (หน่วย: เปลือกหอยต่อวัน)
| null |
-7
| null |
free_form
|
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|
text
| 360
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
Geometry3K
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ไว้ท้ายคำตอบ
คำถาม: ถ้า $\frac{I J}{X J}=\frac{HJ}{YJ}, m \angle W X J=130$
และ $m \angle WZG=20,$ จงหา $m \angle YIZ$
ตัวเลือก:
(A) 40
(B) 50
(C) 65
(D) 110
|
['40', '50', '65', '110']
|
50
|
B
|
multi_choice
|
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
|
text
| 361
|
general-vqa
|
medical image
|
['scientific reasoning']
|
PMC-VQA
|
visual question answering
|
คำถาม: ช่องทรงกระบอกอยู่ในส่วนใดของแม่พิมพ์?
ตัวเลือก:
(A) ครึ่งบน
(B) ครึ่งล่าง
(C) ครึ่งกลาง
(D) ครึ่งด้านข้าง
|
['ครึ่งบน', 'ครึ่งล่าง', 'ครึ่งกลาง', 'ครึ่งด้านข้าง']
|
ครึ่งล่าง
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B
|
multi_choice
|
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
|
integer
| 362
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย
คำถาม: ลบกระบอกสูบสีฟ้าออกทั้งหมด ลบวัตถุยางสีม่วงขนาดเล็กออกทั้งหมด เหลือวัตถุทั้งหมดกี่ชิ้น?
| null |
8
| null |
free_form
|
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
|
integer
| 363
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
|
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย
คำถาม: ลบตัวบล็อกโลหะสีเทาเล็กๆ ทั้งหมดออก ลบสิ่งของสีม่วงทั้งหมดออก เหลือวัตถุทั้งหมดกี่ชิ้น?
| null |
2
| null |
free_form
|
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
|
text
| 364
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
UniGeo
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ในตอนท้าย
คำถาม: ดังแสดงในรูป AB เป็นเส้นผ่านศูนย์กลางของ ⊙O และจุด C และ D อยู่บน ⊙O ถ้า ∠ABD = 50.0 องศา แล้ว ∠BCD มีขนาดเป็นเท่าใด ()
ตัวเลือก:
(A) 30°
(B) 35°
(C) 40°
(D) 45°
|
['30°', '35°', '40°', '45°']
|
40°
|
C
|
multi_choice
|
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
|
integer
| 365
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ในตอนท้าย
คำถาม: ลบลูกทรงกลมสีเหลืองขนาดใหญ่ที่เป็นโลหะออกทั้งหมด ลบสิ่งของโลหะเล็กๆ ทั้งหมด เหลือวัตถุทั้งหมดกี่ชิ้น?
| null |
7
| null |
free_form
|
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
|
integer
| 366
|
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 |
2
| null |
free_form
|
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
|
integer
| 367
|
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 |
14
| null |
free_form
|
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
|
text
| 368
|
general-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
Super-CLEVR
|
visual question answering
|
คำถาม: จำนวนรถโรงเรียนสีเหลืองด้านมีมากกว่าจำนวนรถยนต์เหล็กสีเหลืองขนาดใหญ่หรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
|
ไม่
|
B
|
multi_choice
|
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Yw5I9DRyrsHPLuN0aytm0WyZoIyTCpJKj0q99htf+feL/vkVBon/ACA7H/riv8qv0cq7Bzy7lf7Da/8APvF/3yKPsNr/AM+8X/fIqxRRyrsHPLueS/GPwTZ3ujPr8MgguLRQrIF4kUkDH15rY+Gvw6tvCmmvc3MqXd5eKrM2zCouMgAVd+J0n/FMw23/AD9XcUOPXLf/AFq7C2Ty7WFP7qAfpVuKUEzNTfOxn2G0/wCfeL/vkUfYbX/n3i/75FWKKjlXY055dyv9htf+feL/AL5FH2G1/wCfeL/vkVYoo5V2Dnl3K/2G1/594v8AvkUfYbX/AJ94v++RViijlXYOeXcr/YbX/n3i/wC+RU6oqKFUAKOAB2paKEkthOTe7CiiimIKKKKAOf8AAn/JPPDX/YKtf/RS10Fc/wCBP+SeeGv+wVa/+ilroKACiiigAooooAKKKKACiiigAooooAKiupWgtZpljaRo0Zgi9WIGcD61LRQB5VoWqXUmp/21r+g6tPqbMVhj8gmO1TPAX3x1Ndh4o0iDUtHnu5ZryJlgyEjmKD8RXS1na/8A8gG9/wCuRoAoeFdFg0/Tba4inu3aSBcrNMXUcdgeldBVDRP+QHY/9cV/lV+gAoopGZVUsxAAGST2oA4fx6ftWs+GtO6mS9E2P9zmu5HSvN7jW9N1v4r6ZBbX0Mq2UDsMNxvPGPrXpFaTfuxREN2wooorMsKKKKACiiigAooozQAUUUUAFFFFAHP+BP8Aknnhr/sFWv8A6KWugrn/AAJ/yTzw1/2CrX/0UtdBQA1wxRthAbHBPrWf5Osf8/Vt/wB+j/jWlRUyjcuM3HoZvk6x/wA/Vr/36P8AjR5Osf8AP1a/9+j/AI1pUVPs13f3le1fZfcjN8nWP+fq1/79H/GjydY/5+rX/v0f8a0qKPZru/vD2r7L7kZvk6x/z9Wv/fo/40eTrH/P1a/9+j/jWlRR7Nd394e1fZfcjN8nWP8An6tf+/R/xo8nWP8An6tf+/R/xrSoo9mu7+8PavsvuRm+TrH/AD9Wv/fo/wCNHk6x/wA/Vr/36P8AjWlRR7Nd394e1fZfcjM8nWP+fq1/79H/ABqjrUWqDRbwyXNuU8s5AjIJ/Wiw8Z6RqfieXQLOV5bqKFpmdVPl4VgpAboSCRV/Xv8AkA3v/XI0/Zru/vD2r7L7kUtIi1U6PZmO5twnkrgGMkgY+tXfJ1j/AJ+rX/v0f8afon/IDsf+uK/yq/R7Nd394e1fZfcjM8nWP+fq1/79H/GsPxjaeIJ/COpx2lxE8zQnasUZDH1xzXX1n61fppei3l67bRDEzA++OKFT10b+8Tqu2y+5HyP4ds9Tn8T2MNhHML0XC4Kg5Ug8k/TvX1nHBrIiQNd2xYAZ/dHr+dYnw60sWfhqO7liUXV4xmkbb83J6ZrsKupBXtcinUdr2M3ydY/5+rX/AL9H/GjydY/5+rX/AL9H/GtKis/Zru/vNPavsvuRm+TrH/P1a/8Afo/40eTrH/P1a/8Afo/41pUUezXd/eHtX2X3IzfJ1j/n6tf+/R/xo8nWP+fq1/79H/GtKij2a7v7w9q+y+5GZ5Osf8/Vr/36P+NX4hIIlErK0mPmKjAJqSiqUbEym5dAoooqiAooooA5/wACf8k88Nf9gq1/9FLXQVz/AIE/5J54a/7BVr/6KWugoAKKKKACiiigAooooAKKKKACiiigAooprqHRkJIDAjIoA4fyI7f4zWkcMaxoNEmOFGB/rUrY8V315baXdRwadJcRtCd0isAF/Os4/DbSjqQ1A3uofagCok8/kKTkr06ZArf1pBH4cu0BJCwkZPU0AU/Ct9eXOm20dxp0lvGsC7ZGYENx7V0FUNE/5Adj/wBcF/lV+gArhvH9w+oTad4btzmS+lBlA7Rg5Oa7G8u4bG0lurhwkUSlmY9gK4zwXbza3q954rvEIExMdmrD7sY7/jWtPT330/Mznr7vc7a2gS2to4EGEjUKB9KloorI0CiiigAooooAKKKKACiiigAooooAKKKKAOf8Cf8AJPPDX/YKtf8A0UtdBXP+BP8Aknnhr/sFWv8A6KWugoAKKKKACiiigAooooAKKKKACiiigAooooAKzte/5AN7/wBcjWjWdr//ACAb3/rkaAHaJ/yA7H/riv8AKr2aoaKQNCsiTgCBefwrjtf1++8T6k3hrwxKVXpe369Il7qp9aqEHJkykooj1q7m8da//wAI9pzkaTavm/uF6OR/ADXoFvbRWltHbwIEijUKqjoAKoaDoVj4d0qPT7CPbGnLMfvO3difWtSqnJP3Y7IUItavcKKKKzLCiiigAooooAKKKKACiijNABRRRQAUUUUAc34FuIR8PvDQM0YI0q1BBYf88lrf+0wf89o/++hXF+C/C+l3HgTw9NJE5eTTLZ2Ic9TEpNbv/CJaR/zxk/7+GgC1q2sQaZp0t3uSTZj5Q45yatpdwPGredGMjP3xXMa94NsZtHmjtIHaY42jzD61fi8I6SIkBhkzgZ/eGgDa+0wf89o/++hR9pg/57R/99Csj/hEtI/54yf9/DR/wiWkf88ZP+/hoA1/tMH/AD2j/wC+hVDTNag1Br1dyJ9muDBy4+bCqc/+PVX/AOES0j/njJ/38NZWjeDLKJ9S+027gPeM0XznlNq4/UGgDrPtMH/PaP8A76FH2mD/AJ7R/wDfQrI/4RLSP+eMn/fw0f8ACJaR/wA8ZP8Av4aANf7TB/z2j/76FULvWoLbVbCy3I32tnG8OPl2qW/pVf8A4RLSP+eMn/fw1lX/AIMsn1zSpIrdzBG0nnHeeAUYD9cUAdZ9pg/57R/99Cj7TB/z2j/76FZH/CJaR/zxk/7+Gj/hEtI/54yf9/DQBr/aYP8AntH/AN9is7XriA6DfYmj/wBUf4hXOeKB4U8I2Md1qYmAkbZHGjEs59hXDyRp42a7fSBJY6bZRh5N7nzJM9OPSrhDm1exEpW0W5uR67feL7a20PRJvs1jFEq3d6TtPTlVrvdD0rSvD+mpZWLRKo+8+4bnPqTWVofg/RV0a0ZLYoXiVm2tjJIrQ/4RHSf+eMn/AH8NOc7rljsEYWd3ubH2iD/ntH/32KPtMH/PaP8A76FZH/CJaR/zxk/7+Gj/AIRLSP8AnjJ/38NZlliz1qC61C8tdyL9mYDcXHzZq/8AaYP+e0f/AH0K5PT/AAZZJq2ovNbuIXYGI+YeRWr/AMIlpH/PGT/v4aANf7TB/wA9o/8AvoUfaYP+e0f/AH0KyP8AhEtI/wCeMn/fw0f8IlpH/PGT/v4aALGpa1BYS2Sbkf7TcLDkOPlz3q/9pg/57R/99iuT1jwZZSz6aba3cql2rS/OeEwc1q/8IlpH/PF/+/hoA1/tMH/PaP8A76FH2mD/AJ7R/wDfQrI/4RLSP+eMn/fw0f8ACJaR/wA8ZP8Av4aANc3UABPnR8f7Yqhouswato1rflki89N2wsMjnFVm8I6TtP7mTp/z0NZnhzwZZweHbGG9t3W5SPEgDnrk0AW9a8d6D4f1KCx1G7EUkyb1bGVxnuRWpYa/pOqRh7LULeZT/dkFcF4s+Edn4h1W2uVvTaWsUZV16knPXJrT0H4XeGvDzR3EZlklXG2R5cD/AAoA7uikUAKAOgpaAOf8Cf8AJPPDX/YKtf8A0UtdBXP+BP8Aknnhr/sFWv8A6KWugoAKKKKACiiigAooooAKKKKACkpaKACs3W9csNA0573UJhHGvQd2PoB3NVfEviaz8NWPnT5kuH+WGBOWkbsAK5zRfC99r+ox+IPFYDyD5rWwP3IR2JHc1pGCtzS2IlLXljucvN9q8cePNEPiKxa20uWKaSwhJwW2lM7vrkflW7cQRWvjjXoLRFjgTSEDogwAdzY/rXYa/wCGrPxBBbiZ5re4tX8y3ubdykkTYxwR2x26VnDw1aeH9A1V4pJ7i6uULT3Nw+6SQjpk9gPQUpzcvQcYcvqbmif8gOx/64L/ACq/VDRP+QHY/wDXBf5VfqCgooooAKKKKACiiigAooooAKKKKACkpaKAMvxELRvDmoC+uPs9sYW3y5xs4614x8MZr3xdriafq2pzNZ6IN9rAco1yGY4dueQAK9k1/wAN6f4ltorXUhK9ujiQxJIyq5HTdg8j2NQ/8IjpC+IrbXIoGhvbeD7Ohjcqpj9Co4NAG7RRRQBz/gT/AJJ54a/7BVr/AOilroK5/wACf8k88Nf9gq1/9FLXQUAFFFFABRRRQAUUUUAFFFFABWH4n8SW/hzTjPIPMuJDtggX70jdgBWnfXsGnWM95cuEhhQu7HsBXEeF9On8Uas3izVoyIskWFu3RE/vY9a0hFfFLZETk/hW5Y8MeFrm4vf+Ei8RYl1KXmKI8rAvYD3rt6ybhtdE7/Z47UxZ+XcTmp9PbUy7/b0gVf4fLJqZScndjjFRVkZ1j4y0rUvE8mg2jvJcxwtMXCnYQrBSAe+CRWhr3/IBvf8Arka5X7PHb/Ga0SGJY0/sSY4UYH+tStnxXcanFpd0lpZxzQmE7naTBH4YqSjT0T/kB2P/AFwX+VX65/wtcanLptst5ZxwwiBdjrJuLcemK6CgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOf8Cf8k88Nf8AYKtf/RS10Fc/4E/5J54a/wCwVa/+ilroKACiiigAooooAKKKKACiimu4RGdiAFGSTQBwXjOSXxD4j03wjbsfJci4v2XtGOQp+td3DDHBCkMShI0UKqjoAK4j4fo2qXms+Jphl724aOEntEpwB+Yru61qaWh2/Mzp6+93CmuodGUkgMCMinUVkaHGH4a6O2pDUDdaj9qAKiT7U2QpOSvXpkDit/WkEfh27QEkLBgEnJ4rUrO17/kA3v8A1yNADtE/5Adj/wBcV/lV+qGif8gOx/64L/Kr9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAc/4E/5J54a/7BVr/wCilroK5/wJ/wAk88Nf9gq1/wDRS10FABRSEhQSTgDuah+2Wv8Az8w/99ik2luNJvYnoqD7Za/8/MP/AH2KPtlr/wA/MP8A32KOZdx8suxPRUH2y1/5+Yf++xR9stf+fmH/AL7FHMu4csuxPXP+NtQ/s3wfqM4OGMRRT6FuBWz9stf+fmH/AL+CvD/iZ8T4Lq6k0G0t/Mt4ZlM0u77+D0FVCUeZXInGXK9D1vwhp/8AZfhTTrUjDrCpf3YjJrcrC8NeJdO17QLXULeZI45ExsdgCpHBFa3221/5+Yf+/gpSmm22VGDSskT0VSfV9ORirXsAI/2xSNqVpcQSrbX0Al2kKxccHHBpcy7j5Zdi7kZxnn0rP17/AJAN7/1yNeca9pLeHdKtL6DXbm58RS3SBHEuUly3Kleyhc/lXf6zdwv4fug08JkMJyFcdaOZdw5Zdi1on/IDsf8Argv8qv1laLd2y6JZK1xECIVyC49KvfbLX/n5h/77FHMu4csuxPRUH2y1/wCfmH/vsUfbLX/n5h/77FHMu4csuxPRUH2y1/5+Yf8AvsUfbLX/AJ+Yf++xRzLuHLLsT0VB9stf+fmH/vsUfbLX/n5h/wC+xRzLuHLLsT0VB9stf+fmH/vsUfbLX/n5h/77FHMu4csuxPRUH2y1/wCfmH/vsUfbLX/n5h/77FHMu4csuxPRUH2y1/5+Yf8AvsVMrK6hlIZT0IOQaE0xNNbi0UUUxBRRRQBz/gT/AJJ54a/7BVr/AOilroK5/wACf8k88Nf9gq1/9FLXQUANZQ6lWGQRgiqv9k2H/PpF/wB81copOKe6KUpR2ZT/ALJ0/wD59Iv++aP7J0//AJ9Iv++auUUuSPYftJ92U/7J0/8A59Iv++aP7J0//n0i/wC+auUUckewe0n3ZS/snT/+fSL/AL5rwPxx8MbgeOYbfTp4tupszxo3Hl+tfRNcLq3774saKuc+TbOcDtnNaU6cbvQzqVJWV2aXhPwZY+G/DltpjolxJGCXkZfvMTk/hW3/AGTYf8+kX/fNXaKz5I9jRVJrRMpf2Ppx/wCXKH/vmornS7OG1mkg0+GSVUZkTbjcwHArSoo5I9g9pPuzynw7DrFkZrnVPB9xdX9zJukYzDy4xngIuOABXcaxp1mugXUos445PJzjHKmt6s7X/wDkA3v/AFyNHJHsHtJ92VtH0yxfRrJ2tYyzQqSSOvFXv7J0/wD59Iv++aZon/IDsf8Argv8qv0ckewe0n3ZT/snT/8An0i/75o/snT/APn0i/75q5RRyR7B7SfdlP8AsnT/APn0i/75o/snT/8An0i/75q5RRyR7B7SfdlP+ydP/wCfSL/vmj+ydP8A+fSL/vmrlFHJHsHtJ92U/wCydP8A+fSL/vmj+ydP/wCfSL/vmrlFHJHsHtJ92U/7J0//AJ9Iv++aP7J0/wD59Iv++auUUckewe0n3ZT/ALJ0/wD59Iv++asxxrFGqIoVFGAB2p9FNRS2QnOUt2FFFFMkKKKKAOf8Cf8AJPPDX/YKtf8A0UtdBXP+BP8Aknnhr/sFWv8A6KWugoAKKKKACiiigAooooAK4Z8y/F5QSAIrIEe+a7muGthv+MV/uP3LCMr+NaU+voZ1OnqdzRRRWZoFFFNkdY42kY4VQWP0FADqztf/AOQDe/8AXI1yzfESSOJNQl0K7j0Z5vKF45AI52hivUDNdPrjB/D94ynKmEkH2oAk0T/kB2P/AFwX+VX6oaJ/yA7H/rgv8qv0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBz/gT/knnhr/sFWv/AKKWugrn/An/ACTzw1/2CrX/ANFLXQUAFFFFABRRRQAUUUUAFYEHh+SLxrda+bhTHPbLCItvII75rfopptbCaT3CjNFFIZkXMfiE3Dm2udPWHPyiSBy34kOKfbPqVtFPNq09o0KIWzBEy4AGTnLHNalIyhlKsAQRgg96APM/HMrahoMeu2mqwXPh9Gid7EKAJsOBwRznOOPaum8RS6rNoEkunrapavbBisyncMgcDBpqfDvwul6LpdOIIk80RefJ5If18vdsz+Fa+vDGgXoHTyjQBR8KnVzplt9v+y+R5C+X5SkN075NdBVDRP8AkB2P/XFf5VfoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDn/An/JPPDX/YKtf/AEUtdBXP+BP+SeeGv+wVa/8Aopa6CgAooooAKKKKACiiigAooooAKKKKACiiigArO1//AJAN7/1yNaNVtQtftunz227b5qFc+lAEOif8gOx/64L/ACq/VextvsdjBbbt3lIEz64FWKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5/wJ/yTzw1/wBgq1/9FLXQV8cWHxf8d6Zp1tYWeu+Xa2sSQwp9kgO1FACjJTJwAOtWP+F2/EP/AKGH/wAkrf8A+N0AfX9FfIH/AAu34h/9DD/5JW//AMbo/wCF2/EP/oYf/JK3/wDjdAH1/RXyB/wu34h/9DD/AOSVv/8AG6P+F2/EP/oYf/JK3/8AjdAH1/RXyB/wu34h/wDQw/8Aklb/APxuj/hdvxD/AOhh/wDJK3/+N0AfX9FfIH/C7fiH/wBDD/5JW/8A8bo/4Xb8Q/8AoYf/ACSt/wD43QB9f0V8gf8AC7fiH/0MP/klb/8Axuj/AIXb8Q/+hh/8krf/AON0AfX9FfIH/C7fiH/0MP8A5JW//wAbo/4Xb8Q/+hh/8krf/wCN0AfX9FfIH/C7fiH/ANDD/wCSVv8A/G6P+F2/EP8A6GH/AMkrf/43QB9f0V8gf8Lt+If/AEMP/klb/wDxuj/hdvxD/wChh/8AJK3/APjdAH1/RXyB/wALt+If/Qw/+SVv/wDG6P8AhdvxD/6GH/ySt/8A43QB9f0V8gf8Lt+If/Qw/wDklb//ABuj/hdvxD/6GH/ySt//AI3QB9f0V8gf8Lt+If8A0MP/AJJW/wD8bo/4Xb8Q/wDoYf8AySt//jdAH1/RXyB/wu34h/8AQw/+SVv/APG6P+F2/EP/AKGH/wAkrf8A+N0AfX9FfIH/AAu34h/9DD/5JW//AMbo/wCF2/EP/oYf/JK3/wDjdAH1/RXyB/wu34h/9DD/AOSVv/8AG6P+F2/EP/oYf/JK3/8AjdAH1/RXyB/wu34h/wDQw/8Aklb/APxuj/hdvxD/AOhh/wDJK3/+N0AfX9FfIH/C7fiH/wBDD/5JW/8A8bo/4Xb8Q/8AoYf/ACSt/wD43QB//9k=
|
text
| 369
|
math-targeted-vqa
|
function plot
|
['algebraic reasoning']
|
FunctionQA
|
textbook question answering
|
คำถาม: ฟังก์ชัน (f: R → R) เป็นฟังก์ชันทั่วถึงหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
|
ใช่
|
A
|
multi_choice
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text
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general-vqa
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scientific figure
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['scientific reasoning']
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AI2D
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textbook question answering
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ท้ายคำตอบ
คำถาม: จากแผนภาพของสายใยอาหารที่แสดง หากจำนวนเฟิร์นลดลง ปริมาณปลาแซลมอนมีแนวโน้มว่าจะ?
ตัวเลือก:
(A) ลดลง
(B) ไม่สามารถบอกได้
(C) คงเดิม
(D) เพิ่มขึ้น
|
['ลดลง', "ไม่สามารถบอกได้", 'คงเดิม', 'เพิ่มขึ้น']
|
ลดลง
|
A
|
multi_choice
|
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
|
text
| 371
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
GeoQA+
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ตอนท้าย
คำถาม: ดังรูป ใน Rt△ABC โดยที่ ∠ABC＝90° จุด D, E, F เป็นจุดกึ่งกลางด้าน AB, BC, CA ตามลำดับ ถ้า DE+BF＝8 แล้วค่าของ BF คือ ( )
ตัวเลือก:
(A) 3
(B) 4
(C) 5
(D) 6
|
['3', '4', '5', '6']
|
4
|
B
|
multi_choice
|
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
|
integer
| 372
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ
คำถาม: ลบลูกบอลสีเทาเล็กๆ ทั้งหมดออก ลบกระบอกสูบทั้งหมดออก เหลือวัตถุทั้งหมดกี่ชิ้น?
| null |
2
| null |
free_form
|
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|
text
| 373
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
UniGeo
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ท้ายคำตอบ
คำถาม: ดังรูป ในสี่เหลี่ยม ABCD, ∠BAD = 120.0, ∠B = ∠D = 90.0, หากหาจุด M บน BC และจุด N บน CD ตามลำดับ เพื่อให้เส้นรอบรูปของ △AMN น้อยที่สุด, แล้วขนาดของ ∠AMN + ∠ANM คือ ()
ตัวเลือก:
(A) 110°
(B) 120°
(C) 140°
(D) 150°
|
['110°', '120°', '140°', '150°']
|
120°
|
B
|
multi_choice
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
|
integer
| 374
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
DVQA
|
figure question answering
|
คำใบ้: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ
คำถาม: ผลรวมของค่าความแม่นยำของอัลกอริทึม calf และ ivory คือเท่าไร?
| null |
13
| null |
free_form
|
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|
text
| 375
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
Geometry3K
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ไว้ท้ายคำตอบ
คำถาม: จงหาความยาวของ $AC$ ในรูปสามเหลี่ยมหน้าจั่ว ABC
ตัวเลือก:
(A) 1.5
(B) 7
(C) 11
(D) 12.5
|
['1.5', '7', '11', '12.5']
|
7
|
B
|
multi_choice
|
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
|
integer
| 376
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ตอนท้าย
คำถาม: หักลูกบาศก์สีม่วงด้านออกทั้งหมด หักลูกบาศก์สีเทาขนาดเล็กที่เป็นโลหะออกทั้งหมด เหลือวัตถุทั้งหมดกี่ชิ้น?
| null |
7
| null |
free_form
|
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text
| 377
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
FigureQA
|
figure question answering
|
คำถาม: Orange Red เป็นค่ามัธยฐานสูงหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
|
ไม่
|
B
|
multi_choice
|
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
|
text
| 378
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
GeoQA+
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ไว้ท้ายคำตอบ
คำถาม: ดังรูป AD เป็นเส้นมัธยฐานของ△ABC, E เป็นจุดกึ่งกลางของ AD, พื้นที่ของ△ABE เท่ากับ 2, ดังนั้นพื้นที่ของ△ABC คือ ( )
ตัวเลือก:
(A) 5
(B) 6
(C) 7
(D) 8
|
['5', '6', '7', '8']
|
8
|
D
|
multi_choice
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|
text
| 379
|
general-vqa
|
scientific figure
|
['scientific reasoning']
|
AI2D
|
textbook question answering
|
คำแนะนำ: กรุณาตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ท้ายคำตอบ
คำถาม: จากแผนภาพใยอาหารที่แสดง สิ่งมีชีวิตใดที่จะได้รับผลกระทบโดยตรงมากที่สุดจากการสูญเสียต้นไม้?
ตัวเลือก:
(A) ม้า
(B) แมว
(C) ไม่มีอะไร
(D) หมี
|
['ม้า', 'แมว', 'ไม่มีอะไร', 'หมี']
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ม้า
|
A
|
multi_choice
|
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
|
integer
| 380
|
general-vqa
|
line plot
|
['statistical reasoning']
|
ChartQA
|
figure question answering
|
คำถาม: กี่ปีที่ค่าเปอร์เซ็นต์สูงกว่า 4?
| null |
6
| null |
free_form
|
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text
| 381
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general-vqa
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synthetic scene
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['arithmetic reasoning']
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Super-CLEVR
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visual question answering
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คำถาม: มีรถบัสขนาดเล็กสีฟ้าด้านขนาดเล็กแบบมีข้อต่อทางด้านซ้ายของรถโรงเรียนขนาดใหญ่มากกว่ารถบัสคู่ขนาดเล็กสีเหลืองด้านหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
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['ใช่', 'ไม่']
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ใช่
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A
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multi_choice
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text
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general-vqa
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natural image
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['numeric commonsense', 'arithmetic reasoning']
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VQA2.0
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visual question answering
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คำถาม: อาคารที่เห็นผ่านหน้าต่างสูงอย่างน้อยห้าชั้นหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
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ใช่
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A
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multi_choice
|
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
|
float
| 383
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
ChartQA
|
figure question answering
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการตัวเลขทศนิยมหนึ่งตำแหน่ง และให้ค่าสุดท้าย เช่น 1.2, 1.3, 1.4, ในตอนท้าย
คำถาม: คุณจะได้ค่าเท่าไร หากหารค่าแท่งที่ใหญ่ที่สุดด้วย 2 ?
| null |
131253.5
| null |
free_form
|
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
|
integer
| 384
|
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
| 385
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general-vqa
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line plot
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['statistical reasoning']
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FigureQA
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figure question answering
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คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ตอนท้าย
คำถาม: Cyan มีพื้นที่ใต้กราฟน้อยที่สุดหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
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ใช่
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A
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multi_choice
|
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
|
text
| 386
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
Geometry3K
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ในตอนท้าย
คำถาม: หาค่า x
ตัวเลือก:
(A) 5
(B) 10
(C) 10 √3
(D) 20
|
['5', '10', '10 \\sqrt { 3 }', '20']
|
10 \sqrt { 3 }
|
C
|
multi_choice
|
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
|
integer
| 387
|
general-vqa
|
natural image
|
['numeric commonsense', 'arithmetic reasoning', 'statistical reasoning']
|
VQA2.0
|
visual question answering
|
คำถาม: จากลูกบอลสี่ลูกในรูป มีลูกบอลกี่เปอร์เซ็นต์ที่อยู่บนพื้นดิน?
| null |
100
| null |
free_form
|
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
|
text
| 388
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
Geometry3K
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ในตอนท้าย
คำถาม: แสดงอัตราส่วนของ $\tan M$ ในรูปแบบทศนิยมโดยปัดทศนิยมสองตำแหน่ง
ตัวเลือก:
(A) 0.38
(B) 0.42
(C) 0.92
(D) 2.40
|
['0.38', '0.42', '0.92', '2.40']
|
0.42
|
B
|
multi_choice
|
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
|
text
| 389
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D.
คำถาม: ดูตาราง แล้วตอบคำถาม ที่ราคา 320 ดอลลาร์ มีภาวะขาดแคลนหรืออุปทานส่วนเกิน?
ตัวเลือก:
(A) ขาดแคลน
(B) อุปทานส่วนเกิน
|
['ขาดแคลน', 'อุปทานส่วนเกิน']
|
ขาดแคลน
|
A
|
multi_choice
|
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text
| 390
|
general-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
Super-CLEVR
|
visual question answering
|
คำถาม: มีเครื่องบินเจ็ตน้อยกว่าทางด้านซ้ายของรถ SUV สีน้ำตาลขนาดเล็ก เมื่อเทียบกับวัตถุทางด้านขวาของรถยนต์ขนาดใหญ่ที่เงางามหรือไม่?
ตัวเลือก:
(A) ใช่
(B) ไม่
|
['ใช่', 'ไม่']
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ใช่
|
A
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multi_choice
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/wAALCABgAGABAREA/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/9oACAEBAAA/APf6Ky9R1210+dbRUlu7913JZ2y75CPU9Ai/7TED3ql9h8Qan817qS6XAeltYKrygejSuCPwVBj+8etH/CF6JJzeQXF+3c311LP+jsQPwAo/4QbwoPu+HdMRu7JbKrH6kDJ/Gj/hEra3503UdV05u3k3jSIP+2cu9B+Ao+167o/N/Cuq2g63FlEUnjH+1Fk7/qhz6JWvYahaanardWNwk8JJG5D0I6gjqCO4PIq1RRRWPqF/dXF9/ZWlMi3IUPcXLDctqp6cfxOey9ABk8YDW9N0y20uBo4AzPI2+WaQ7pJn/vO3c/yAAGAAKu0UUUVkX+ky/am1LSpEt9QIHmBv9VcgdFkA79g45X3GVNnS9Sj1O1MgRopo2Mc8D/ehkHVT+hB6EEEcEVeorL17UpdN00m1RZL64cW9pG3R5W6Z/wBkcsf9lTU+l6bHpdkIEZpJGYvNM/35pD9529z+QGAMAAVdoooooorn9eB0idfEEAIWHC6go/5aW/OWx6x53A/3dw7it4MGUMCCCMgjvWGvjDQmmKC8cpu2LcfZ5fIkfONqTbfLds8bVYnIIxwabb/8TPxpdzNzDpMS20Y/6byAPIfqE8oD/fb1roKKKKw7vxLHFdz2mn6dfatPbEC4WyEeISRkAtI6KWx/CpLDIyBkZv6VqdrrOl2+oWbM0E67l3KVYdiCD0IOQR2Iq7RTJGRYnaUqIwpLFjwB3z7V5r/aB1H4ca5peiyyXi6fObVGttxZ7QsrYTHLYiYoMddnHUV1mn6x4a1qC207Srm0v4Y9jCK0YOtuEwyb8fcwVGAcEkdODhfCH73TLy9P3rvUbqUn1AlaNP8AxxEroKKKQ52nHB7VwHh29v8ARPDX9jQ6PqE/iIPKZTJbOkEkzMxMrTkeWU5B4YtjgLkYrqvDej/2B4es9MMpmeFP3kp/jckszewLE1rVQ1PVrXS44/PLvNKdsNvEu6WZvRV7+56Ackgc1zWtw6heQQjUREbq7kEVjpanfFG3UyTf89NgBcj7oIAGTtarOj6fBoPi59PtgfKn0uJtzHLO8Ur7nY92bzgSe5FdXXPeCuPDESd47i5jb6rPID+oNdDRRVa/voNNsZry5fbDEu5iBkn0AHck4AA5JIFYfh/UNWl1vULPWCiu0EN5bwqB+4Ry6mPI+8V2Ak88txxgDpaxLnWZ7u5ksNDjjuLhG2TXUmfItj3BI5dx/cX8SuRVjTtHt9NeS6kle5vZFxNeTkb2A5wMcKo/ujA79cmqWhg6teS+IZQfLmTytPU/w2+c7/rIQG/3QncGiT5viFbY/wCWelS7v+BSx4/9BNdBXPeHf9E1HXdMPHk3xuYx6xzASZ/7+GUf8Broc0maM1z8H/FQ6uLs86XYSEW47XE4yDJ7qnIX1bJ/hU1Br15b6L4n0fVbqZIbaaKexldjgbiBKn1P7pwB3LY71Ps1HxD/AK7z9N0o/wDLIEpc3A/2iOYl9h857leQdu2toLO2jtrWGOCCNdqRxqFVR6ADpWLrpOrXkXh6Iny5k83UGH8NvnGz6yEFf90P3ArfVQqhQAAOAB2rA0n/AEzxbrt/1SEQaeh7ZRTIxH4zAH3T2roK57Wv+JTq9rr44g2i0vvaJmykh/3HJz6K7HtXQUYrD1iea+u00KxlaOWVPMu50ODbwEkcHs7kFV9MM38ODJdalbaUIdJ0y1+0XixqsNlBhREg4Bc9I046nk4O0MeKwvEWlTW+mJ4g1O5+032n3EN0AmVht41kXzAi/wDXPeC55PsOB2uKqalqEOladPfXG4xxLnaoyzk8KqjuxJAA7kgVV0HT5rO1kuL7adRvH8+6KnIViMBAf7qqAo9cZ6k1NrOpjSdLluvLMsowkMIODLKxwiD6sQM9uvam6HpjaTpENrJIJZyWluJQMeZK7F3b2BZjgdhgVpVFcQRXdtLb3EayQyoUkRhkMpGCD7YrH0y4l0u8XRL6RnBBNjcueZkH8DH/AJ6KP++l+bkhsXNZ1RNIsDOU8yZ2EcEIbBlkPRc9hwST0ABJ4Brn9HF9e2rppk4Vbl/NvNZKf69zwRboeqgAKrNlQAMB+TXS6dplppVuYbWMrubfJIzFnlbuzseWPuadqVjHqel3dhN/qrqF4X+jKQf51S8L30mo+F9Mup/+Ph7dBOPSQDDj8GBqr/yHfEeOun6TJ+Et1j9RGp/76b1St6R0iRpJGVEUFmZjgADuTWHYo2vX8WrzKVsYCTp8TDBckEGdh7gkKOykk8thd+iiqep2tld6fLHqAT7Mo3sztt8vHO4NwVI6hgQRjNcRc6XK2rW+peIGudZ0SGECzeGPcEDcl7iIDc5I2jIBXAyVHWu8s7u2vrWO5s54p7eQZSSJwysPYip6K4q11CbSodW0Wy2nUTqskVkrDIHnAT+YR/cTzHJ/3No5IrZ+16X4V0+100SSSTbSIreNTLcTtnLPtHJJYksx4ySSRTE0+81yRZ9ah8izUhotN3hsns0xHDH0QZUdSWOMb9FFFeb/ABD8QpdeHdWis7jS5NOtfMtL57i98smcrxEo2MHK5yVyuSAM8MK7+waB9PtmtpUltzEvlyIwZWXHBBHUY71nXfhfTbi6ku4BPYXkhy9xYymFnPq4Hyv/AMCBqH+y/Elvxa+JIZl9dQ05ZG/OJ4h+lH2fxg3H9p6HH/tf2fM/6ecP51yeo2mnab4rnvdd8Q6x/aDWYEn9naZLHEIQcljIiOVH3ckOMYGegx3Wj6TpWmwGTTIIlFwA7ThjI83HDNISWfjuSa0qKKKKKKKKK8h1jX7HWb3V73SfEUd3dzyR6da6RZzxyfbIVPzZ2DzUBLyfOrKAFBORXrUEMcFvHDEgjjjQIqL0UAYAFSUUUV//2Q==
|
text
| 391
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
UniGeo
|
geometry problem solving
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D, ในตอนท้าย
คำถาม: ดังรูป จุด O เป็นจุดศูนย์กลางของวงกลม O จุด A, B และ C อยู่บนวงกลม O โดยที่ AO ขนานกับ BC และ ∠AOB = 40.0 องศา ดังนั้น ∠OAC มีขนาดเท่ากับ ()
ตัวเลือก:
(A) 40°
(B) 60°
(C) 50°
(D) 20°
|
['40°', '60°', '50°', '20°']
|
20°
|
D
|
multi_choice
|
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
|
integer
| 392
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายสุด
คำถาม: คุณฮัฟแมน ครูพละ ฯ เขียนบันทึกน้ำหนักที่นักเรียนแต่ละคนสามารถยกได้ มีคนกี่คนที่ยกน้ำหนักได้อย่างน้อย 46 ปอนด์? (หน่วย: คน)
| null |
1
| null |
free_form
|
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
|
integer
| 393
|
general-vqa
|
bar chart
|
['arithmetic reasoning', 'statistical reasoning']
|
ChartQA
|
figure question answering
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ
คำถาม: ความแตกต่างระหว่างแท่งสีน้ำเงินเข้มที่สูงที่สุดและต่ำที่สุดคือเท่าใด
| null |
54
| null |
free_form
|
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qfun8jXe6N8JfBOhakNQs9FQ3CNujM0ryiM/7IYkfj1FLp3wp8G6Ve3N5ZaS0M86su9LmVTGG6+WQ2Uz6jBwSOnFAHnvwcdT8W/HWGB3TSkc9R57UeM3X/hpnwx8w4hhB9jmT/EV6LpPwt8HaFqceo6Zpk1rdowYSx39xk8g4YeZhhkDIOQe9MuvhP4LvdTbUrnS55b5nEhuG1G537h0IPmZGO3pQBlfG6Tw+PATRa4jtLJMFsPLbayz4ODk5AUDO7Pb3xXOWGjf2r4PtPDGr/FHRLjSVWNZY7No/OdFwRGJS/3QQOdueB9Kl+LGraTN4j8OeA9W2W2ky+Xc3N/cEs6ICyqqu2SCdpDOc8NyetTXPwi+FYtzdNfrb2+N3mDU12AeuWJoA9Ik061s/Bs2naVGotY7F4bdIzuGNhAwe/1ryP8AZ41zSrHwpq9peahbW0yXnnss0qp8hRRu5PTKn6V1Xwh06HTYteh0e7urrwyLpBpk1wfvkL+9K8DKbsAEDBwa0bn4PeBrvWX1ObRFMzv5jRrK6xM2c52A4/Dp7UAeZ+BNd0y8/aK13UIb2H7JdRTJBKzbVkOU+7nrnaSKvXevR+Mvjdd+G/E16bfQNPLrBYPL5cdzKmMeZyN2fmYA9gB3OfUYvh54Ti1qXV/7DtJL2Qqd8qb1TaoVdin5VwAOgFVvEHwv8IeJ9XGqappQkuyAJHjlePzAOm4KRn69eBQB5Rq+p6Ef2jPDx0u5slsLSJLdmtyohjbEnygj5f4gOO/FdJ8cG8M6vpmh2093CmqXcv8AxLr0TBYYoyV3vI/I8vp05z0712GqfCnwVq/2EXOhxKtknlRLA7RDZknadpGeSTk85J55rz7xjd+GfEPxTsPBOuRWumaLo8AKSHERldkUrEr8bEwRxxkr9KANZ9EtfFtvpuneJ/iPpGrafaSLJ9mszHG9y4GB5j+YSeCegGc+vNSftAaRJefDeCe0izHp93HK4TosRVkzj0BZfwqnqXwl+FVlavc3OqGzhAzv/tJf0znNdT8KrB4/AklpcGe50p7mZdP+2r88lmThNykdDyQMdCOKAG+Cvil4c17wta3N9rFlZX8USrdw3U6xMHAwWG4jKnqCPX1rY8LeLP8AhLb3UbjT4AdDt2WG3vGBBuZRneVB/gHyjPc5rGb4KeAXvvtR0THOfKFxII8/7u79OntXdWlpb2FpFa2kEcFvEoWOKJQqoPQAdKAJq8za9t/+GkEh81fM/wCEc8nbnnf5xfH128/SvSJ4UuLeSCTdskQo21ipwRg4IwQfcc1xX/Cn/A32z7Z/ZE32rdu8/wDtG5359d3mZzQB5l8etBuNB8T6V430vMUjyIkrqPuzx8ox+qjH/APevUPhboNxo/hBLzUMnVtXlbUL12HO+TkA/QY49c10mpaBpesaQulajaC6sl2ERyux5QgqS2cnkDvzznOTTtZ0Sw1+wNjqKTPbltxWK4khJ4IwSjAkcnjOKAPAPgpPE/xp8RurqVlt7ryzn73+kRnj8Oa6D9pR1HhzQ4yw3tduwHcgJz/MfnXaW3wb8B2c6z2uiyQTJyskV/cqy/QiTNWtW+Fng7Xb1rzVNLmu52JO6W/uDj2A8zAHsKANHwLIknw/8OMjKw/sy2GQc8iJQax/HPxDtPDscOmaVPa3XiK9mjgtbQneFZmC7pAp4HPTIJP44gHwT+HoGB4fOP8Ar9uP/jlWtL+EvgfRtTt9SsNDEV3bOJIpDdTPtYdDhnIP4igDyf8AaTdf7e0BNwLrbSMQPQsP8DX0WjrIiujBlYZBHQiuKv8A4R+CNUvJLu/0iW5uJDlpJb+4Yn/yJ09q6LQfDel+GbRrTSopooCR+7kuZZguBgBd7HaPYYoA1aKKKAPAvDl/a6R+0z4hGoTx2wuI5I42lYKCzeW6jJ9QDiqnxc8RaRffFTwn9l1C3mSwmiNzJG4ZI/3ynBYcZAGT6V654n+GvhXxffJfavpvmXSqFM0cjRsyjoG2kZ/HmmP8L/BkkdhE+g25hsAwgiJbZlsZLDPzn5Ry2aAOG/aMmim8B6S8UiSI+oqVZGBBHlycg12HiZ0/4UnftuG06GcHPBzFxVzWfhp4R18wf2jpPmRwJshhjuZYooh6LGjhV/Ac0+X4d+GZ9Aj0KW0un0uNty2zajcFRwBj/WZ2jAwvQdQMk0Acx8ASD8L4cHpdzZ/MVzHgN0P7SfizDDmG4UfUSRZH6GvT9H+HvhrQLW6ttJtLqzhul2ypFqFwAenI/efK3A+YYOOM4qjbfCTwVZX32610u4gu8lvPj1G5V8nqdwkzzQB554gnisv2pdHmuXWKJoUUM5wMtE6j82OK9I8TeKNAeOw068+x6hpmp6gdLuiXDJFJsLAHtncFHbGc9qs+KPh74Z8ZXVvda3p/nzwLsWRJWjJXOdpKkZGSfpk460+++H/hbUdCs9EudIiOm2b74LdHZArYIzlSCT8x5J689aAPE/iF4Bm+FVza+LfCOqT28JuBEbd2yyEgkAH+NDtIIPPTr2+irKWWext5po/KlkiVnj/usRkj8DXNW/w58Ow3trdTRXl61o261jvr6a4jgPYqjsQK6ygAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKZLGs0LxMWCupUlGKnB9COQfcc0AeE/EF1P7SHhEBhlY7ZTz0PnScfqK95riLj4ReCbu+N9c6VcTXZYMZ5NRuWkyOh3GTORXW6fp8Gl2aWls05iQkgz3Ekzc/7TsWP50AeJfCiAeCfi14m8J3eIRdASWhbjzVRiyY9co5P/AT6Vf/AGgLt9RtNB8J2A87Ub68Eywry2ACi59AS55/2T6V6X4i8HaF4p8h9VsvMntzmC4ikaKWI/7LqQfw6VW0PwFoGgak+qW9vNcam42te3s7zzY9mcnH4YoAp6xr+k/C3wFZLeSB/slsltbQKcPcOqgYH5ZJ7fpXLeE/EfhK1vpvEviLxVpNz4jvF2sVmBjs4u0MXoB3Pc/r2viT4feGPF17Fd67prXc0Uflxk3MqBVyTwqsB1PXGfyrF/4Ul8PP+he/8nbj/wCOUAVdYOk/GWwv9C069lTTbGaGRtRhGVllw2Y1BxkAEEn1I+tZv/Ck77/ooGv/APfxv/iq9G8PeGtH8KaadO0SyFpamQylA7PljgEksST0HftWtQB8y/BPwVP4ht59Ti8QX+nrZXsZNvbsQk2AG+bkfSvpqsTw34R0Pwjaz22hWP2SKd/MkXzXfc2MZy5OOK26ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvBvhG6v8a/HLKwIaS5ZSD1H2nrXtup6XbavZm0uzcCEnJ8i5kgY+26NlOPbOK5Wy+EfgrTLr7VYaXcWlxgjzYNSuY3wevIkzQBV+M/h2bxF8N72O2jMlzZOt5GgGS2zIbHvtZqs/CPW4Na+GejNHIpktIRaTKDyjR/KAfqoU/jXbKoVAozgDHJyfzNcdefC7wvdXlzcxW93YtdnN0ljeSQRz+zIpx+QFAHnPg+2/4TP9oPWvFEAEmm6aSkcy8o7iPyVwe+QGb8vWun8efEKy/tj/hDrDXLbTJpAf7R1ORwBaR90T1lOf8AgP16egaLoWl+HdMTTtIsorS0TkJGOp9SepPuea5KT4LfD+WRpJNBZ3clmZr64JJPUk+ZQBFpvjn4b+EPDiWWm63Yi0tYyVihffJIe545Zie9Zmo/DKXxrqkfi/8AtvUtCvL+0i321ucmJdo+QsCCegJHrWxH8Fvh7FKki+HhuQhhuu5yMj1BfBrvqAPmb4t/Du48JeFLW/m8UanqqyXqQiC7YlVJRzuGWPPy4/E16/8ADnwVP4XtWu5fEF/qS3lvERFcsSsPGfl5Prj8K6LxH4X0bxbpyWGuWf2u1jlEyp5rphwCAcqQejH861YYkggjhiXbHGoVR6ADAoAfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXOfEBlT4deJSxAH9mXA59TGwFdHWH4h8I6N4qjEWswXFxCBjyVvJoo25zyiOFJz3IzQBwv7PZB+GjYPS/lz/AN8pWJ8dtNm0vxD4Z8awRGSOxnSOcgfd2SeYmfqd4/L1r0nQfh54Z8MXAn0WzubNg24ol/cGNjjHzIXKtx6g10N7ZWuo2ctne28dxbTKVkilUMrD0INAGbq/iOw0zwlc+IhcRPZx2puI5N3yyAjKAf7xIA+teY/s+aFJpXhXU/EN9iEahICjSfKPKjB+fJ6Alm/75rrl+EnhJRHC1teyWMT747CS+me3VvUIWx+ddRqeg6Zq+hyaLeWoOnSIsbQRO0Q2gghQUIIHA4HbjpQB5PqPjjwz49197TVNds7Lwpp8wzbyy7X1OUcgsO0I7D+I/p2kvxN8MCaw07RLy31S9up47eC1tG4UE4LEgYVVXJ/Cqn/Ckvh5/wBC9/5O3H/xytLQvhj4O8M6tHqmkaMLe9jDKkpuJZNoIwcBmI6EjpQBxsXwJe2eY2njXWLVJZGlZIfkBY9Tw3Xpz7V574j8AXGnfF/QPDreJdSuJLy3WQX8jHzYctIMKc9Pl9e5r6irEvfCOh6j4ls/EV3Y+ZqtmgjguPNcbFBYgbQdp+83UHrQAeFNAk8M6BFpcup3OpNGzN9ouTl2yc46npW3RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB45+0eyjwHpqEjcdTQgeoEUmf5ivTfCpB8IaKQcg2EH/otaydc+G3hXxJeG61mwuLyXJI82/uNqZ67VEmFHsABWpoPhfSvDMJg0qO5ihKhRFJeTTIgHTaruwX8MUAeQWUA8D/ALSlwbnEVlr8cnkzNwpaQhyM+vmLt/EetdP8edYjsvh3JpisGu9UnjhiiHLMFYOxA/4CB/wIV3XiDwxo3imxWz1mxjuolbehJKsjeqsCCp+hrJ0z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/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aiuZ/wCFieDP+hp0j/wLT/Gj/hYngz/oadI/8C0/xoA6aisfSvFfh7XLprXStasL24VDIY7edXYKCATgHpkj862KACiiigArE8UeEtH8Y6dFYa3btPbxSiZFWRkw4BGcqR2Y1t0UAecf8KL8Af8AQJm/8C5f/iqP+FF+AP8AoEzf+Bcv/wAVXo9FAHnH/Ci/AH/QJm/8C5f/AIqj/hRfgD/oEzf+Bcv/AMVXo9FAHnH/AAovwB/0CZv/AALl/wDiqP8AhRfgD/oEzf8AgXL/APFV6PRQB5x/wovwB/0CZv8AwLl/+Ko/4UX4A/6BM3/gXL/8VXo9FAHnH/Ci/AH/AECZv/AuX/4qj/hRfgD/AKBM3/gXL/8AFV6PRQB5x/wovwB/0CZv/AuX/wCKo/4UX4A/6BM3/gXL/wDFV6PRQB5x/wAKL8Af9Amb/wAC5f8A4qj/AIUX4A/6BM3/AIFy/wDxVej0UAecf8KL8Af9Amb/AMC5f/iqP+FF+AP+gTN/4Fy//FV6PRQB5x/wovwB/wBAmb/wLl/+Ko/4UX4A/wCgTN/4Fy//ABVej0UAecf8KL8Af9Amb/wLl/8AiqP+FF+AP+gTN/4Fy/8AxVej0UAecf8ACi/AH/QJm/8AAuX/AOKo/wCFF+AP+gTN/wCBcv8A8VXo9FAHnH/Ci/AH/QJm/wDAuX/4qj/hRfgD/oEzf+Bcv/xVej0UAecf8KL8Af8AQJm/8C5f/iqP+FF+AP8AoEzf+Bcv/wAVXo9FAHnH/Ci/AH/QJm/8C5f/AIqj/hRfgD/oEzf+Bcv/AMVXo9FAHnH/AAovwB/0CZv/AALl/wDiqP8AhRfgD/oEzf8AgXL/APFV6PRQB5x/wovwB/0CZv8AwLl/+Ko/4UX4A/6BM3/gXL/8VXo9FAHnH/Ci/AH/AECZv/AuX/4qj/hRfgD/AKBM3/gXL/8AFV6PRQB5x/wovwB/0CZv/AuX/wCKo/4UX4A/6BM3/gXL/wDFV6PRQB5x/wAKL8Af9Amb/wAC5f8A4qj/AIUX4A/6BM3/AIFy/wDxVej0UAecf8KL8Af9Amb/AMC5f/iqP+FF+AP+gTN/4Fy//FV6PRQB5x/wovwB/wBAmb/wLl/+Ko/4UX4A/wCgTN/4Fy//ABVej0UAecf8KL8Af9Amb/wLl/8AiqP+FF+AP+gTN/4Fy/8AxVej0UAecf8ACi/AH/QJm/8AAuX/AOKo/wCFF+AP+gTN/wCBcv8A8VXo9FAHnH/Ci/AH/QJm/wDAuX/4qj/hRfgD/oEzf+Bcv/xVej0UAecf8KL8Af8AQJm/8C5f/iqP+FF+AP8AoEzf+Bcv/wAVXo9FAHnH/Ci/AH/QJm/8C5f/AIqj/hRfgD/oEzf+Bcv/AMVXo9FAHnH/AAovwB/0CZv/AALl/wDiqP8AhRfgD/oEzf8AgXL/APFV6PRQB5x/wovwB/0CZv8AwLl/+Ko/4UX4A/6BM3/gXL/8VXo9FAHnH/Ci/AH/AECZv/AuX/4qj/hRfgD/AKBM3/gXL/8AFV6PRQB5x/wovwB/0CZv/AuX/wCKo/4UX4A/6BM3/gXL/wDFV6PRQB5x/wAKL8Af9Amb/wAC5f8A4qj/AIUX4A/6BM3/AIFy/wDxVej0UAecf8KL8Af9Amb/AMC5f/iqP+FF+AP+gTN/4Fy//FV6PRQB5x/wovwB/wBAmb/wLl/+Ko/4UX4A/wCgTN/4Fy//ABVej0UAecf8KL8Af9Amb/wLl/8AiqP+FF+AP+gTN/4Fy/8AxVej0UAecf8ACi/AH/QJm/8AAuX/AOKo/wCFF+AP+gTN/wCBcv8A8VXo9FAHnH/Ci/AH/QJm/wDAuX/4qj/hRfgD/oEzf+Bcv/xVej0UAecf8KL8Af8AQJm/8C5f/iqP+FF+AP8AoEzf+Bcv/wAVXo9FAHnH/Ci/AH/QJm/8C5f/AIqj/hRfgD/oEzf+Bcv/AMVXo9FAHnH/AAovwB/0CZv/AALl/wDiqP8AhRfgD/oEzf8AgXL/APFV6PRQB5x/wovwB/0CZv8AwLl/+Ko/4UX4A/6BM3/gXL/8VXo9FAHnH/Ci/AH/AECZv/AuX/4qj/hRfgD/AKBM3/gXL/8AFV6PRQB5x/wovwB/0CZv/AuX/wCKo/4UX4A/6BM3/gXL/wDFV6PRQB5x/wAKL8Af9Amb/wAC5f8A4qj/AIUX4A/6BM3/AIFy/wDxVej0UAecf8KL8Af9Amb/AMC5f/iqP+FF+AP+gTN/4Fy//FV6PRQB5x/wovwB/wBAmb/wLl/+Ko/4UX4A/wCgTN/4Fy//ABVej0UAecf8KL8Af9Amb/wLl/8AiqP+FF+AP+gTN/4Fy/8AxVej0UAecf8ACi/AH/QJm/8AAuX/AOKo/wCFF+AP+gTN/wCBcv8A8VXo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text
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math-targeted-vqa
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table
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['scientific reasoning', 'statistical reasoning']
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PaperQA
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figure question answering
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คำใบ้: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D ที่ท้ายคำตอบ
คำถาม: สภาพแวดล้อมต่อไปนี้มีจำนวนวัน GPU น้อยที่สุดสำหรับการฝึกอบรมคืออะไร?
ตัวเลือก:
(A) HomeGrid
(B) Msgr S1
(C) Msgr S2
(D) Msgr S3
(E) VLN
(F) LangRoom
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['HomeGrid', 'Msgr S1', 'Msgr S2', 'Msgr S3', 'VLN', 'LangRoom']
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LangRoom
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F
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multi_choice
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
|
integer
| 395
|
general-vqa
|
natural image
|
['numeric commonsense', 'arithmetic reasoning']
|
VQA2.0
|
visual question answering
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คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ
คำถาม: อายุเฉลี่ยของคนในภาพนี้คือเท่าไร
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10
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free_form
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text
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general-vqa
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scientific figure
|
['scientific reasoning']
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AI2D
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textbook question answering
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คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง เช่น A, B, C, D.
คำถาม: จากแผนภาพห่วงโซ่อาหารด้านบน หากสาหร่ายทั้งหมดตายลง ประชากรสัตว์น้ำประเภทไรน้ำจะ
ตัวเลือก:
(A) คงที่
(B) ลดลง
(C) เพิ่มขึ้น
(D) ไม่สามารถระบุได้
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['คงที่', 'ลดลง', 'เพิ่มขึ้น', 'ไม่สามารถระบุได้']
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ลดลง
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B
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multi_choice
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|
text
| 397
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
GeoQA+
|
geometry problem solving
|
คำถาม: ดังรูป จุด A, B, C อยู่บนวงกลม ⊙O ที่มีรัศมี 2 และ ∠C = 30° จงหาความยาวของเส้น AB ( )
ตัวเลือก:
(A) 1
(B) 2
(C) 2.2
(D) 2.5
|
['1', '2', '2.2', '2.5']
|
2
|
B
|
multi_choice
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
|
integer
| 398
|
general-vqa
|
natural image
|
['numeric commonsense', 'arithmetic reasoning']
|
KVQA
|
visual question answering
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และให้ค่าสุดท้าย เช่น 1, 2, 3 ไว้ท้ายคำตอบ
คำถาม: อายุห่างกันเท่าไรระหว่างบุคคลสองคนในภาพนี้ (หน่วย: ปี)
| null |
3
| null |
free_form
|
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|
integer
| 399
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'arithmetic reasoning']
|
IconQA
|
math word problem
|
คำแนะนำ: โปรดตอบคำถามที่ต้องการคำตอบเป็นจำนวนเต็ม และระบุค่าสุดท้าย เช่น 1, 2, 3, ไว้ตอนท้าย
คำถาม: รูปร่างนี้มีเส้นรอบวงเท่าไร
| null |
6
| null |
free_form
|
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pV+8PrSUq/eH1oA2aKKKACiiigAooooAKKKKACiiigArk/F/ha61a4tdW0e5Ftq9nxG5OA6/3SfxPtyQa6yuTl1K8X4oQacLhxZtpxlMP8Jbcwz+lAHGzSePV8TwatNoSSXsFubZSqZjYZJycNjPzHoQK6Lw54Y1q819PEXimVTdRLi3tlIIj9zjgYyeOeeTXeVx3inVru18X+GbCzunRZ5n+0RIfvJlcZ9vvfrQB2NFFFABRRRQAUUUUAFFFFABTZP9W30NOpsn+rb6GgDHooooAKKKKACrB/48B/10/pVerB/48B/10/pQBXooooAKKKKACiiigAooooAKKKKACiiigAqxZ/8AHyPoar1Ys/8Aj5H0NAFeiiigAooooAKKKKACiiigAooooAKKKKACiiigCxd/fT/cFV6sXf30/wBwVXoAKKKKACiqGp63pejReZqWoW1quMjzZACfoOp/CuD1j41aDZbk023uNQkHRseVGfxPP/jtduFy7FYr+DTb8+n37EynGO7PS6r3l/Z6dAZ726gtoh1eaQIPzNeIt47+IPi5jHodi8EJON1rDnH1kbgH6Yqez+D/AIj1qcXXiLWBEzddzm4l+hJOB+Zr1P7Dp0NcdXjDyXvS+5f8Ej2rfwq52GsfGDwxpu5LWSbUZRxiBMJn3ZsfpmuMuPip4v8AEczW3h3SvJz/AM8YjPIPqSNo/Ku60f4T+FdK2vLaPfyj+O7bcP8AvkYX8wa7O3toLSFYbaGOGJfupGoVR+Ap/XMpwv8AAouo+83p93/AQuWpLd2PEIfhn428USrP4h1MwITnFzMZXX6IDgfTIrsNH+DfhvT9r3pn1GUdfNbYmf8AdX+pNeiUVz18/wAdVXJGXJHtFW/4P4lKlFFWw0yw0uDybCzt7WP+7DGEB+uOtWqKK8aUnJ3k7s0LCf8AHlL/ALwqvVhP+PKX/eFV6QBRRRQAUUUUAFFFZeteIdN0C282/nCsR8kS8u/0H9elKUlFXZpSpTqzUKau30RqVxXiT4iWGk77bTtt5eDgkH92h9yOp9h+dctfeIfEXjm6aw0qB4LPoyoccesj/wBP511vhv4e6fo2y4vdt5ejkFh+7Q/7I7/U/pXI6062lHRd/wDI+gjl2Fy9KpmLvPpBf+3Pp/W+xymn+GPEHjW7XUdZuJIbU8qzjBI9ETsPf+delaPoOnaFa+RYW4jz99zy7/U/5FaVFa0sPGnru+55+Pzavi17P4aa2itF/wAEKKKK3PLJbb/j5T602X/Wv/vGnW3/AB8p9abL/rX/AN40AMooooAKKKKACiiigAooooAKKKKACiiigAqxcf6mD/dqvVi4/wBTB/u0AV6KKKACiiigAooooAKKKKACiiigAooooAKsQf6mf/dqvViD/Uz/AO7QBXooooAKKKKACiiigAooooAKKKKACiiigAp8X+uT/eFMp8X+uT/eFADrn/j4f61FUtz/AMfD/WoqACiiigAooooAKKKKACiiigAooooAKKKKALEn/HlD9TVerEn/AB5Q/U1XoAKKKKAClX7w+tJSr94fWgDZooooAKKKKACiiigAooooAKKKKAMfxLoEfiTSxYyXMtuokEm+PrwDx+tcA3wpn/4SBIlvbk6d5GWuty7w+T8uM5xjFer1yPi3xXeaXf2mjaNZrd6tdDcqv91F55PI9D3AGMmgDI/4VJa/9Bu+/IVr+Hfh5pfh/UV1BZri6u1BCPKRhcjGQAOuMjmuWj1T4i3Ou3WkR3lqt3bxCV02R7QDjABK+4qbQ9a8bSeLrfStWu4oCGDyQyxxqZY++whcHj0P8jQB6jRRRQAV51448Y6pZz3FvoMiomnhWvbgorAMxAVBkEZ5yf8A61dP4s15tD0tRar5upXbeTZwjks5749Bn+Q71ynifQl0D4W3NuzebdSSxy3Mx5MkhcZOf0oA77Sp5LnR7K4lbdLLbxu5xjJKgmuB0288ZeINS1dbDXLe2hs7t4VWS3QnGTjnb6Cu60P/AJF/Tf8Ar1i/9AFcdb+CPENrd6jPZeI1sVu7l5/Lig35ySRknHY0AdFoFl4ktZ5m1vVbe9iZQI1ihCFTnrwBW9XEeHfEOs2vid/DPiNopbkx+ZbXMYx5oAz0wOwPYdDXb0AFNk/1bfQ1h69e+JLW5iXRdJt72Epl3lmCFWz0wSO1Gh3niG6a4XXNLgsowg8topg5Y9+hNAElFWNlt/z2b/vmjZbf89m/75oAr0VY2W3/AD2b/vmjZbf89m/75oAr1YP/AB4D/rp/SjZbf89m/wC+alKw/ZQPMOzd1x3oApUVY2W3/PZv++aNlt/z2b/vmgCvRVjZbf8APZv++aNlt/z2b/vmgCvRVjZbf89m/wC+aNlt/wA9m/75oAr0VY2W3/PZv++aNlt/z2b/AL5oAr0VY2W3/PZv++aNlt/z2b/vmgCvRVjZbf8APZv++aNlt/z2b/vmgCvViz/4+R9DRstv+ezf981LbLCJgUkLNjoRQBSoqxstv+ezf980bLb/AJ7N/wB80AV6KsbLb/ns3/fNGy2/57N/3zQBXoqxstv+ezf980bLb/ns3/fNAFeirGy2/wCezf8AfNGy2/57N/3zQBXoqxstv+ezf980bLb/AJ7N/wB80AV6KsbLb/ns3/fNGy2/57N/3zQBXryHxr8X5bDUJ9M8PxxO0JKSXco3DcOoQdOPU/l3r1fXGWDQNSmtZn+0R2srRYXneFJH64r4+JJOSck19XwxldDFynVrq6jay9e5hXm42SPRLD4z+Kre6WS+kt7+LoY3hWM49igGD9c16vafEnwvPokOpzanDbBx80EhzKjDqNoyT9QK+ZK774YeBtP8Z3l8dTubmG3tAhxAAC5bPBJBx92vezjJctVL281yKO/Kt+lrbbmVOpO9lqdnrHxw06DdHpGmzXTdBJO3lp9QBkn9K5/+3fib404sILi1tX6Nbp5CY/66Mcn8DXr2j+BPCWhbWsdPhEq9JZUMj59dzZI/DFdDstv+ezf9818x/aeAw3+6YdN956/ht+JtyTfxM8P0z4J3t3L9o1/WQHY5dLcGRz9Xbv8Aga7zR/ht4V0ba0WmJcSj/lrdnzT9cH5R+AFdpstv+ezf980bLb/ns3/fNcWKzrHYnSdRpdlovw/UuNOK6FZVVFCooVQMAAYApasbLb/ns3/fNGy2/wCezf8AfNeUWV6KsbLb/ns3/fNGy2/57N/3zQBXoqxstv8Ans3/AHzRstv+ezf980AV6KsbLb/ns3/fNGy2/wCezf8AfNAAn/HlL/vCq9XVWH7NIBIdmRk46VFstv8Ans3/AHzQBXoqxstv+ezf980bLb/ns3/fNAFemSyxwRNLLIscaDLO5wAPUmsfxJ4v0Tw5GyPO1zeY+W2i6/8AAj/CP19jXnSjxN8Rbvk/Z9OVupyIU/q7f54rnq4iMXyx1l2PZwWTVa8Pb1n7Ol/M/wBF1NvxF8SlVzZaAnnTE7ftDLkZ/wBhe59z+Rqlovw/1HWbn+0vEk8qBzuMTNmV/qf4R7dfpXc+HfBWh+HUV4nae8x81xInP/AR/CP85rodlt/z2b/vms44eVR81Z38uh01c2o4SDo5bHl7zfxP07f1ojOsbC0021W2soEghXoqDH4n1PvVmrGy2/57N/3zRstv+ezf9811pJaI+flKUm5Sd2yvRVjZbf8APZv++aNlt/z2b/vmmSV6KsbLb/ns3/fNGy2/57N/3zQAy2/4+U+tNl/1r/7xqxCkAmUrKxbPAxSOlv5jZlYHJz8tAFWirGy2/wCezf8AfNGy2/57N/3zQBXoqxstv+ezf980bLb/AJ7N/wB80AV6KsbLb/ns3/fNGy2/57N/3zQBXoqxstv+ezf980bLb/ns3/fNAFeirGy2/wCezf8AfNGy2/57N/3zQBXoqxstv+ezf980bLb/AJ7N/wB80AV6sXH+pg/3aNlt/wA9m/75qWVYTHFukIAXjjrQBSoqxstv+ezf980bLb/ns3/fNAFeirGy2/57N/3zRstv+ezf980AV6KsbLb/AJ7N/wB80bLb/ns3/fNAFeirGy2/57N/3zRstv8Ans3/AHzQBXoqxstv+ezf980bLb/ns3/fNAFeirGy2/57N/3zRstv+ezf980AV6sQf6mf/do2W3/PZv8AvmpYlhEcu2QkEcnHSgClRVjZbf8APZv++aNlt/z2b/vmgCvRVjZbf89m/wC+aNlt/wA9m/75oAr0VY2W3/PZv++aNlt/z2b/AL5oAr0VY2W3/PZv++aNlt/z2b/vmgCvRVjZbf8APZv++aNlt/z2b/vmgCvRVjZbf89m/wC+aNlt/wA9m/75oAr0+L/XJ/vCpdlt/wA9m/75p0aW4kXErE5GBtoAiuf+Ph/rUVW5kgMzFpWDZ5GKZstv+ezf980AV6KsbLb/AJ7N/wB80bLb/ns3/fNAFeirGy2/57N/3zRstv8Ans3/AHzQBXoqxstv+ezf980bLb/ns3/fNAFeirGy2/57N/3zRstv+ezf980AV6KsbLb/AJ7N/wB80bLb/ns3/fNAFeirGy2/57N/3zRstv8Ans3/AHzQASf8eUP1NV6uusP2aMGQhcnBx1qLZbf89m/75oAr0VY2W3/PZv8AvmjZbf8APZv++aAK9Kv3h9an2W3/AD2b/vmgJbZH75v++aANKiiigAooooAKKKKACiiigAooooAK4MhYPjOpmx/pGn/uM+o64/BWrvK5yfUNGu/GsGmS2MkmqW0Xmx3BQbY1xnrnPf070AYhu4dG+Lty97KkMOoWKiJ3OBuGBjJ4/gP6VF4z1C1ufFvheCwmjmvo7wM3lMGKISuQcevP4A11mveGdL8SW6RajAWMefLkRtrpnrg/0PFUdA8CaH4duvtVpFLLcgELLO+4qD1xgAD64zQB0tFFFAGB4i8JWPiWa1lu57uF7YMIzbyBT82M9QfSuI8beCLLRfC9xfQ6hqc0iMgCTzhkOWA5G0V6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
|
text
| 400
|
math-targeted-vqa
|
line plot
|
['scientific reasoning', 'statistical reasoning']
|
PaperQA
|
figure question answering
|
คำแนะนำ: โปรดตอบคำถามและระบุตัวเลือกที่ถูกต้อง (เช่น A, B, C, D) ที่ท้ายคำตอบ
คำถาม: Retroformer ทำงานได้ดีที่สุด (อัตราความสำเร็จ %) ใน Episode ID ใด?
ตัวเลือก:
(A) 1.0
(B) 1.5
(C) 2.0
(D) 2.5
(E) 3.0
(F) 3.5
(G) 4.0
|
['1.0', '1.5', '2.0', '2.5', '3.0', '3.5', '4.0']
|
4
|
G
|
multi_choice
|
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