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answer
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id
int64
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choices
null
ground_truth
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/89.jpg" } ]
<image>How many flowers are there?
90
65,740
null
90
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/90.jpg" } ]
<image>Move the ruler to measure the length of the line to the nearest centimeter. The line is about (_) centimeters long.
6
65,741
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/91.jpg" } ]
<image>How many presents are there? Choices: (A) 2 (B) 3 (C) 1 (D) 5 (E) 4
5
65,742
null
5
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/92.jpg" } ]
<image>What number is shown?
8,441
65,743
null
8,441
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/93.jpg" } ]
<image>How many donuts are there? Choices: (A) 4 (B) 2 (C) 3 (D) 5 (E) 1
1
65,744
null
1
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/94.jpg" } ]
<image>How many stars are there? Choices: (A) 3 (B) 5 (C) 2 (D) 4 (E) 1
1
65,745
null
1
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/95.jpg" } ]
<image>What number is shown?
8,589
65,746
null
8,589
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<image>There are 8 dots on the frame. A full frame has 10 dots. How many more dots do you need to make 10? Choices: (A) 8 (B) 2 (C) 7 (D) 4 (E) 1
7
65,747
null
7
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/97.jpg" } ]
<image>Move the ruler to measure the length of the line to the nearest centimeter. The line is about (_) centimeters long.
2
65,748
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/98.jpg" } ]
<image>The first picture is a fish. Which picture is sixth? Choices: (A) sub (B) fish (C) turtle
fish
65,749
null
fish
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ly5f38bf3kLEVGVuRsRUZpmnmcrlEIhGPx7tzuvkoNZVKzc7OxmKxf3/jAcC+QqHQ1uXcvJaaTqcjkcg+JQGAvfX2c3NS8/l8KBTavx4AsLHefvKMPwBIw6QCgDRMKgBIw6QCgDRMKgBIw6QCgDRMKgBIw6QCgDTOwYf0t5xtVhpmtmCsFI3eN6f9znDAOTo8dDzs3nUeGWSQQYadMrY9qcvZ5uLd6s9/bjxYawohVI/iGVacikNxOIUQ7Y5htDv1Rrtcbwshjky4Xzs2cupln/R/JjLIIIOMA5hhdVLLG50vk+Vvfq08XjeCqjs45n0jOj7wrNVC7dZS7WayNDnmfPeV0fdjqjqyq0sNZJBBBhkHOcPSpN5Mlq9+X1QcQwHV8+oJ34hLsXKWEGIq4J0KeDda7cd69UayfP126cO3/WdiqsXTySCDDDLslTFgUrNF4+JX+u//NJ6b1GZCPospTxlxKYentcPT2iO9euW7wo/3ap++Fwr7t3HNgQwyyCDDFhnPehy7nG2e+yy79Hdj7sj4joO2mgn55o6M//awce7z7HK2afEsMsgggwy7ZPSd1PJG55Pra03DjB4d93lcuw/q8nlcLz0/3myZF7/WrRxPBhlkkGGjjL6TejNRWl03ZsNjEoN6WbPhsb9Wm1/8UBx4MBlkkEGGjTL6Turi3aoQYirglRvU1f2xP/1RH3gkGWSQQYaNMvpO6krR0Hx7+JpbzedeXhl8WYQMMsggw0YZvCEVAKTpO6lTY0qpavXJtR0oVZvHpgdf5iCDDDLIsFFG30k9PT8qhFgt1PYiqPtj3zwx+EoHGWSQQYaNMvpO6pnXtUlNyayUqvWW3KBqvZVZKR2dcp0/6R94MBlkkEGGjTL6Tqo64rh0dtKlmEv3dYlZ1Xpr6b7uUsxLZyetHE8GGWSQYaOMZz09dTzsvnZhZu6Q694D/VFOwkPoR7navQf63CHXtQsz1t9YRgYZZJBhl4wBfWG/88r56RvJ0tVbxbViJah5JwIe6/cd6NpotdcK9XypZhjtj97xL8S0bZ1OBhlkkGGXDEuTvxDTTs2PLt6pxG+XflkthdTh4Jh3MuB59llGu5MvNfLrNb3cmNCUD97STs2P7uYmXWSQQQYZBzzD6qNodcSxENMWYtpytvntncrSw9rtVEEIoXqc3mFFcTicLpcQwmi12p1OrdEu1w0hxAuHhk++6D49H5R1K1kyyCCDjIOcse27+h8Puz8OB7t/zhaNbMHIFo2VQu+TBtzTAWfY7wwHnNu6DRcZZJBBxn8gY1f1Yf/e/v3JIIMMMuyVwRtSAUAaJhUApGFSAUAaJhUApGFSAUAaJhUApGFSAUAaJhUApNmc1GAwqOuWPs0VAPCU3n5uTmokEkmn0/vXAwA21tvPzUmNRqOZTCaZTPJYFQCs03U9mUxmMpnul0NCCNM0hRCVSiWVSqXT6Xw+v5+BAGAfwWAwEolEo1FVVcXWSQUA7NjQ0JDgGX8AkIhJBQBpmFQAkIZJBQBpmFQAkIZJBQBpnnz0Cq9LBYDt6r0u9cm3TNMsl8vxeDyRSORyOXP/XL58eR9/ew8ZW5GxFRlbkWGaZi6XSyQS8Xi8O6ebj1JTqdTs7GwsFvv3Nx4A7CsUCm1dzs1rqel0OhKJ7FMSANhbbz83JzWfz4dCof3rAQAb6+0nz/gDgDRMKgBIw6QCgDRMKgBIw6QCgDRMKgBIw6QCgDRMKgBI4xx8SH/L2WalYWYLxkrR6H1z2u8MB5yjw0PHw+5d55FBBhlk2Clj25O6nG0u3q3+/OfGg7WmEEL1KJ5hxak4FIdTCNHuGEa7U2+0y/W2EOLIhPu1YyOnXvZJ/2cigwwyyDiAGVYntbzR+TJZ/ubXyuN1I6i6g2PeN6LjA89aLdRuLdVuJkuTY853Xxl9P6aqI7u61EAGGWSQcZAzLE3qzWT56vdFxTEUUD2vnvCNuBQrZwkhpgLeqYB3o9V+rFdvJMvXb5c+fNt/JqZaPJ0MMsggw14ZAyY1WzQufqX//k/juUltJuSzmPKUEZdyeFo7PK090qtXviv8eK/26XuhsH8b1xzIIIMMMmyR8azHscvZ5rnPskt/N+aOjO84aKuZkG/uyPhvDxvnPs8uZ5sWzyKDDDLIsEtG30ktb3Q+ub7WNMzo0XGfx7X7oC6fx/XS8+PNlnnxa93K8WSQQQYZNsroO6k3E6XVdWM2PCYxqJc1Gx77a7X5xQ/FgQeTQQYZZNgoo++kLt6tCiGmAl65QV3dH/vTH/WBR5JBBhlk2Cij76SuFA3Nt4evudV87uWVwZdFyCCDDDJslMEbUgFAmr6TOjWmlKpWn1zbgVK1eWx68GUOMsgggwwbZfSd1NPzo0KI1UJtL4K6P/bNE4OvdJBBBhlk2Cij76SeeV2b1JTMSqlab8kNqtZbmZXS0SnX+ZP+gQeTQQYZZNgoo++kqiOOS2cnXYq5dF+XmFWtt5bu6y7FvHR20srxZJBBBhk2ynjW01PHw+5rF2bmDrnuPdAf5SQ8hH6Uq917oM8dcl27MGP9jWVkkEEGGXbJGNAX9juvnJ++kSxdvVVcK1aCmnci4LF+34GujVZ7rVDPl2qG0f7oHf9CTNvW6WSQQQYZdsmwNPkLMe3U/OjinUr8dumX1VJIHQ6OeScDnmefZbQ7+VIjv17Ty40JTfngLe3U/OhubtJFBhlkkHHAM6w+ilZHHAsxbSGmLWeb396pLD2s3U4VhBCqx+kdVhSHw+lyCSGMVqvd6dQa7XLdEEK8cGj45Ivu0/NBWbeSJYMMMsg4yBnbvqv/8bD743Cw++ds0cgWjGzRWCn0PmnAPR1whv3OcMC5rdtwkUEGGWT8BzJ2VR/27+3fnwwyyCDDXhm8IRUApGFSAUAaJhUApGFSAUAaJhUApGFSAUAaJhUApGFSAUCazUkNBoO6bunTXAEAT+nt5+akRiKRdDq9fz0AYGO9/dyc1Gg0mslkkskkj1UBwDpd15PJZCaT6X45JIQwTVMIUalUUqlUOp3O5/P7GQgA9hEMBiORSDQaVVVVbJ1UAMCODQ0NCZ7xBwCJmFQAkIZJBQBpmFQAkIZJBQBpmFQAkObJR6/wulQA2K7e61KffMs0zXK5HI/HE4lELpcz98/ly5f38bf3kLEVGVuRsRUZpmnmcrlEIhGPx7tzuvkoNZVKzc7OxmKxf3/jAcC+QqHQ1uXcvJaaTqcjkcg+JQGAvfX2c3NS8/l8KBTavx4AsLHefvKMPwBIw6QCgDRMKgBIw6QCgDRMKgBIw6QCgDRMKgBIw6QCgDTOwYf0t5xtVhpmtmCsFI3eN6f9znDAOTo8dDzs3nUeGWSQQYadMrY9qcvZ5uLd6s9/bjxYawohVI/iGVacikNxOIUQ7Y5htDv1Rrtcbwshjky4Xzs2cupln/R/JjLIIIOMA5hhdVLLG50vk+Vvfq08XjeCqjs45n0jOj7wrNVC7dZS7WayNDnmfPeV0fdjqjqyq0sNZJBBBhkHOcPSpN5Mlq9+X1QcQwHV8+oJ34hLsXKWEGIq4J0KeDda7cd69UayfP126cO3/WdiqsXTySCDDDLslTFgUrNF4+JX+u//NJ6b1GZCPospTxlxKYentcPT2iO9euW7wo/3ap++Fwr7t3HNgQwyyCDDFhnPehy7nG2e+yy79Hdj7sj4joO2mgn55o6M//awce7z7HK2afEsMsgggwy7ZPSd1PJG55Pra03DjB4d93lcuw/q8nlcLz0/3myZF7/WrRxPBhlkkGGjjL6TejNRWl03ZsNjEoN6WbPhsb9Wm1/8UBx4MBlkkEGGjTL6Turi3aoQYirglRvU1f2xP/1RH3gkGWSQQYaNMvpO6krR0Hx7+JpbzedeXhl8WYQMMsggw0YZvCEVAKTpO6lTY0qpavXJtR0oVZvHpgdf5iCDDDLIsFFG30k9PT8qhFgt1PYiqPtj3zwx+EoHGWSQQYaNMvpO6pnXtUlNyayUqvWW3KBqvZVZKR2dcp0/6R94MBlkkEGGjTL6Tqo64rh0dtKlmEv3dYlZ1Xpr6b7uUsxLZyetHE8GGWSQYaOMZz09dTzsvnZhZu6Q694D/VFOwkPoR7navQf63CHXtQsz1t9YRgYZZJBhl4wBfWG/88r56RvJ0tVbxbViJah5JwIe6/cd6NpotdcK9XypZhjtj97xL8S0bZ1OBhlkkGGXDEuTvxDTTs2PLt6pxG+XflkthdTh4Jh3MuB59llGu5MvNfLrNb3cmNCUD97STs2P7uYmXWSQQQYZBzzD6qNodcSxENMWYtpytvntncrSw9rtVEEIoXqc3mFFcTicLpcQwmi12p1OrdEu1w0hxAuHhk++6D49H5R1K1kyyCCDjIOcse27+h8Puz8OB7t/zhaNbMHIFo2VQu+TBtzTAWfY7wwHnNu6DRcZZJBBxn8gY1f1Yf/e/v3JIIMMMuyVwRtSAUAaJhUApGFSAUAaJhUApGFSAUAaJhUApGFSAUAaJhUApNmc1GAwqOuWPs0VAPCU3n5uTmokEkmn0/vXAwA21tvPzUmNRqOZTCaZTPJYFQCs03U9mUxmMpnul0NCCNM0hRCVSiWVSqXT6Xw+v5+BAGAfwWAwEolEo1FVVcXWSQUA7NjQ0JDgGX8AkIhJBQBpmFQAkIZJBQBpmFQAkIZJBQBpnnz0Cq9LBYDt6r0u9cm3TNMsl8vxeDyRSORyOXP/XL58eR9/ew8ZW5GxFRlbkWGaZi6XSyQS8Xi8O6ebj1JTqdTs7GwsFvv3Nx4A7CsUCm1dzs1rqel0OhKJ7FMSANhbbz83JzWfz4dCof3rAQAb6+0nz/gDgDRMKgBIw6QCgDRMKgBIw6QCgDRMKgBIw6QCgDRMKgBI4xx8SH/L2WalYWYLxkrR6H1z2u8MB5yjw0PHw+5d55FBBhlk2Clj25O6nG0u3q3+/OfGg7WmEEL1KJ5hxak4FIdTCNHuGEa7U2+0y/W2EOLIhPu1YyOnXvZJ/2cigwwyyDiAGVYntbzR+TJZ/ubXyuN1I6i6g2PeN6LjA89aLdRuLdVuJkuTY853Xxl9P6aqI7u61EAGGWSQcZAzLE3qzWT56vdFxTEUUD2vnvCNuBQrZwkhpgLeqYB3o9V+rFdvJMvXb5c+fNt/JqZaPJ0MMsggw14ZAyY1WzQufqX//k/juUltJuSzmPKUEZdyeFo7PK090qtXviv8eK/26XuhsH8b1xzIIIMMMmyR8azHscvZ5rnPskt/N+aOjO84aKuZkG/uyPhvDxvnPs8uZ5sWzyKDDDLIsEtG30ktb3Q+ub7WNMzo0XGfx7X7oC6fx/XS8+PNlnnxa93K8WSQQQYZNsroO6k3E6XVdWM2PCYxqJc1Gx77a7X5xQ/FgQeTQQYZZNgoo++kLt6tCiGmAl65QV3dH/vTH/WBR5JBBhlk2Cij76SuFA3Nt4evudV87uWVwZdFyCCDDDJslMEbUgFAmr6TOjWmlKpWn1zbgVK1eWx68GUOMsgggwwbZfSd1NPzo0KI1UJtL4K6P/bNE4OvdJBBBhlk2Cij76SeeV2b1JTMSqlab8kNqtZbmZXS0SnX+ZP+gQeTQQYZZNgoo++kqiOOS2cnXYq5dF+XmFWtt5bu6y7FvHR20srxZJBBBhk2ynjW01PHw+5rF2bmDrnuPdAf5SQ8hH6Uq917oM8dcl27MGP9jWVkkEEGGXbJGNAX9juvnJ++kSxdvVVcK1aCmnci4LF+34GujVZ7rVDPl2qG0f7oHf9CTNvW6WSQQQYZdsmwNPkLMe3U/OjinUr8dumX1VJIHQ6OeScDnmefZbQ7+VIjv17Ty40JTfngLe3U/OhubtJFBhlkkHHAM6w+ilZHHAsxbSGmLWeb396pLD2s3U4VhBCqx+kdVhSHw+lyCSGMVqvd6dQa7XLdEEK8cGj45Ivu0/NBWbeSJYMMMsg4yBnbvqv/8bD743Cw++ds0cgWjGzRWCn0PmnAPR1whv3OcMC5rdtwkUEGGWT8BzJ2VR/27+3fnwwyyCDDXhm8IRUApGFSAUAaJhUApGFSAUAaJhUApGFSAUAaJhUApGFSAUCazUkNBoO6bunTXAEAT+nt5+akRiKRdDq9fz0AYGO9/dyc1Gg0mslkkskkj1UBwDpd15PJZCaT6X45JIQwTVMIUalUUqlUOp3O5/P7GQgA9hEMBiORSDQaVVVVbJ1UAMCODQ0NCZ7xBwCJmFQAkIZJBQBpmFQAkIZJBQBpmFQAkObJR6/wulQA2K7e61KffMs0zXK5HI/HE4lELpcz98/ly5f38bf3kLEVGVuRsRUZpmnmcrlEIhGPx7tzuvkoNZVKzc7OxmKxf3/jAcC+QqHQ1uXcvJaaTqcjkcg+JQGAvfX2c3NS8/l8KBTavx4AsLHefvKMPwBIw6QCgDRMKgBIw6QCgDRMKgBIw6QCgDRMKgBIw6QCgDTOwYf0t5xtVhpmtmCsFI3eN6f9znDAOTo8dDzs3nUeGWSQQYadMrY9qcvZ5uLd6s9/bjxYawohVI/iGVacikNxOIUQ7Y5htDv1Rrtcbwshjky4Xzs2cupln/R/JjLIIIOMA5hhdVLLG50vk+Vvfq08XjeCqjs45n0jOj7wrNVC7dZS7WayNDnmfPeV0fdjqjqyq0sNZJBBBhkHOcPSpN5Mlq9+X1QcQwHV8+oJ34hLsXKWEGIq4J0KeDda7cd69UayfP126cO3/WdiqsXTySCDDDLslTFgUrNF4+JX+u//NJ6b1GZCPospTxlxKYentcPT2iO9euW7wo/3ap++Fwr7t3HNgQwyyCDDFhnPehy7nG2e+yy79Hdj7sj4joO2mgn55o6M//awce7z7HK2afEsMsgggwy7ZPSd1PJG55Pra03DjB4d93lcuw/q8nlcLz0/3myZF7/WrRxPBhlkkGGjjL6TejNRWl03ZsNjEoN6WbPhsb9Wm1/8UBx4MBlkkEGGjTL6Turi3aoQYirglRvU1f2xP/1RH3gkGWSQQYaNMvpO6krR0Hx7+JpbzedeXhl8WYQMMsggw0YZvCEVAKTpO6lTY0qpavXJtR0oVZvHpgdf5iCDDDLIsFFG30k9PT8qhFgt1PYiqPtj3zwx+EoHGWSQQYaNMvpO6pnXtUlNyayUqvWW3KBqvZVZKR2dcp0/6R94MBlkkEGGjTL6Tqo64rh0dtKlmEv3dYlZ1Xpr6b7uUsxLZyetHE8GGWSQYaOMZz09dTzsvnZhZu6Q694D/VFOwkPoR7navQf63CHXtQsz1t9YRgYZZJBhl4wBfWG/88r56RvJ0tVbxbViJah5JwIe6/cd6NpotdcK9XypZhjtj97xL8S0bZ1OBhlkkGGXDEuTvxDTTs2PLt6pxG+XflkthdTh4Jh3MuB59llGu5MvNfLrNb3cmNCUD97STs2P7uYmXWSQQQYZBzzD6qNodcSxENMWYtpytvntncrSw9rtVEEIoXqc3mFFcTicLpcQwmi12p1OrdEu1w0hxAuHhk++6D49H5R1K1kyyCCDjIOcse27+h8Puz8OB7t/zhaNbMHIFo2VQu+TBtzTAWfY7wwHnNu6DRcZZJBBxn8gY1f1Yf/e/v3JIIMMMuyVwRtSAUAaJhUApGFSAUAaJhUApGFSAUAaJhUApGFSAUAaJhUApNmc1GAwqOuWPs0VAPCU3n5uTmokEkmn0/vXAwA21tvPzUmNRqOZTCaZTPJYFQCs03U9mUxmMpnul0NCCNM0hRCVSiWVSqXT6Xw+v5+BAGAfwWAwEolEo1FVVcXWSQUA7NjQ0JDgGX8AkIhJBQBpmFQAkIZJBQBpmFQAkIZJBQBpmFQAkIZJBQBpmFQAkIZJBQBpmFQAkIZJBQBpmFQAkIZJBQBpmFQAkIZJBQBpmFQAkIZJBQBpmFQAkMa5m5OXs81Kw8wWjJWi0fvmtN8ZDjhHh4eOh927ziODDMBOtj2py9nm4t3qz39uPFhrCiFUj+IZVpyKQ3E4hRDtjmG0O/VGu1xvCyGOTLhfOzZy6mWf9P+EyCADOICsfkJqeaPzZbL8za+Vx+tGUHUHx7xTAe/As1YLtfx6LV9uTo45331l9P2Yqo7s6lIDGWQAB1P3E1ItTerNZPnq90XFMRRQPZMh34hL2dZv2mi1H+vVQrne7pgfvu0/E1N3VkwGGcCBZWlSs0Xj4lf67/80npvUZkK+Xf7KR3r1n8elF54b/vS9UNi/jWsOZJABHHCDJ3U527zw/1Y3Wmb06LjP45LyW6v11tL93LBr6LP/PWXxIhoZZAAHX3dS+169Km90Prm+1jRk/jcjhPB5XC89P95smRe/1q0cTwYZgI30ndSbidLqujEbHpP430yXz+OaDY/9tdr84ofiwIPJIAOwkb6Tuni3KoSw8tTtDnR/7E9/1AceSQYZgI30ndSVoqH59vB6luZzL680Bx5GBhmAjfBKQACQpu+kTo0ppeoePlIoVZvHpgdfiSODDMBG+k7q6flRIcRqobYXv7X7Y988MfhiHBlkADbSd1LPvK5NakpmpVStt+T+ymq9lVkpHZ1ynT/pH3gwGWQANtJ3UtURx6Wzky7FXLqvS/wvp1pvLd3XXYp56eyklePJIAOwkcFvSP2/X+X++Kf13IQ2M77b/y/2KFf7Z6104jnX/3lvfLvvfSSDDOAg28ZtU24kS1dvFZ1OJah5JwKeHdwaY61Qz5dqhtH+8H/5F2LazorJIAM4sLYxqUKI8kZn8U4lfru0VmqH1OHgmHcy4Hn2KUa7ky818us1vdyY0JT/eUM7NT+6+/vIkUEGcABtb1J7lrPNb+9Ulh42f3/YEEKoHqd3WFEcDqfLJYQwWq12p1NrtMt1QwjxwqHhlw65T8+P7sXdjskgAzg4djipW2WLRrZgZIvGSmHLh2EEnGG/Mxxw/mtXxMggA9h3EiYVANA14OZ+AIDt+v/nKh+nV5W07AAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/99.jpg" } ]
<image>How many ovals are there?
85
65,750
null
85
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<image>The shape is made of unit squares. What is the area of the shape?
8
65,751
null
8
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/101.jpg" } ]
<image>How many pineapples are there? Choices: (A) 5 (B) 4 (C) 3 (D) 2 (E) 1
2
65,752
null
2
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/102.jpg" } ]
<image>The first picture is a bear. Which picture is tenth? Choices: (A) bear (B) train (C) plane
plane
65,753
null
plane
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<image>How many shapes are on the frame? Choices: (A) 2 (B) 1 (C) 4 (D) 3 (E) 5
5
65,754
null
5
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/104.jpg" } ]
<image>What fraction of the shape is green? Choices: (A) 7/11 (B) 10/11 (C) 5/6 (D) 7/9
10/11
65,755
null
10/11
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/105.jpg" } ]
<image>How many crocodiles are there? Choices: (A) 4 (B) 5 (C) 3 (D) 1 (E) 2
1
65,756
null
1
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/106.jpg" } ]
<image>Are there more bumblebees than tulips? Choices: (A) yes (B) no
yes
65,757
null
yes
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<image>How many ovals are there?
3
65,758
null
3
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/108.jpg" } ]
<image>How many cubes tall is the cactus?
2
65,759
null
2
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<image>How many fish are there?
3
65,760
null
3
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/110.jpg" } ]
<image>How many chickens are there? Choices: (A) 5 (B) 3 (C) 4 (D) 2 (E) 1
2
65,761
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2
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/111.jpg" } ]
<image>How many triangles are there?
19
65,762
null
19
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/112.jpg" } ]
<image>How many ovals are there?
90
65,763
null
90
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/113.jpg" } ]
<image>What fraction of the shapes are triangles? Choices: (A) 2/9 (B) 10/11 (C) 9/12 (D) 3/11
9/12
65,764
null
9/12
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/114.jpg" } ]
<image>What fraction of the shapes are circles? Choices: (A) 6/10 (B) 7/9 (C) 2/4 (D) 4/10
7/9
65,765
null
7/9
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<image>What fraction of the shape is pink? Choices: (A) 1/5 (B) 1/4 (C) 1/3 (D) 1/2
1/3
65,766
null
1/3
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/116.jpg" } ]
<image>How many dots are there?
96
65,767
null
96
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/117.jpg" } ]
<image>How many shapes are there? Choices: (A) 1 (B) 4 (C) 2 (D) 3 (E) 5
5
65,768
null
5
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/118.jpg" } ]
<image>How many dominoes are there?
40
65,769
null
40
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/119.jpg" } ]
<image>The first picture is a moon. Which picture is sixth? Choices: (A) star (B) rocket (C) moon
moon
65,770
null
moon
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NT+PYLWN+M2FOjt8dP/7M8azXPd75aE/hDlT2BWhYHq4QYU3OHIeqKRYv+XaCVVTvBV0FW6+6u9G3ddheZ4UnDUHj2C1jenHJsfjLX/9m7749Zotl48Xf/vOV6bVZv63k4Yq2E6wrccVkrvI5XT57W8DOJjjRkAp1Lc13hHMetizU6je6pgVd1Wq97diNvk3D9mZe1taKxrFbxvzmQkd4PDr57e+89eKpkwMDLiEWu37t1qfj16YOlFM6rOH8JiFkRpB77FXbQ8OJdP/Ynv2mp559/ri93ebzL1355OpE4OHY3hwtMxvTekUvJ+0Kuighh27urU7r1dXdNpp5WVsrGsduedOLkztmo63Ls5/O6f5JJ3Ny1Bb1HvfG+ZJzRNv5TUKInFKqOM8wNL3jRN/xV199ef2vu4eePTHyg7d+GJ8Vpvo33e46Gi1hf5WaNCzoYiSmWq1XX3fbaOZlba1o/YtGIcJaOd2uxfbVO8MT15+589nRu5M7ZsvIXKL1/GbaTKQ6vU69SDv9HWdf+v3MFzmWfemlL7V7syvrPSu12NXVtqCLUZhqtV4t3G1jW8+fb1lb0TpS6oH2bbQSr37yuXz2g2O7j1zff+DuU32Btq0Oq4X5zXBcLu8XT5aWNVNvR1fmfHdad09Ph97WEn88rIlG5XC85mJX84IuhjLVaj3NR80lXUDZy9pPvu7xzkfNdbWsrRHtN5BhfnN8WTpW8TyDTBVJyr1+LcmSlLFMP7Zci7vTa6CgK/cPfxmtV19322jyZW1NaB+7mN9MJJXFoFTh755IizAf9vt9/q7urszXpyYfBuWw8Gglam6pcO2A+mqhoEtWlDptvQo1+bK2JrQeDhFCML9JyHREilZ212eJEp/T9867fx8THu9aDy8vv3fpZ/4d60X0K6tybRZiVuvxyZXch0Vm5Gq1Xn3dbaPsZe3rA7/70afv/be/+e7/uvTXvwh/eOv4nVL3MJAaWNbWhPa9XfJofrPyDm/B+c3VR/2dGpzfvB2QjrIk/TyV8jzsn+On+L96480jh4bbrK2BQOizO2PuvhlPd5AQEo/JY4FavL1pjRR0SYx8g96uSutpPmou7QLKLdtZbF9dbK+0sLcWlrXVVxOxSzC/SQiRlRs+6Wh3Rcl7f5d7Kbo4Ne/m3VxSnwwM+9MdkHhMvuGTavP7u3YKuqrVenV3t408ZTtOn90WsLMJLmVILXcG5juXizxn3ZftbKdaiV3MbxKynrwHO0h5N39JC1niIcumO2lFo/Ltpdp9VmtNFXRVpfXq7m4bOZe1OYnsu7tnn27oxOeettvb/UuBK59cvb80dXffg/y//+pxWVtltRK7hJDpiGTR57jvZ/E25jf/7MKfGE3rj5yotflNLv/GRlm57RcHE2y1dncsBqXpSIGvt8AlbavaLugqs/Xq7W4bOZe1d07veLbj6DdeeyX916HdQ8+deOb7b/1tYjY+OeDJc7Z6XNZWWQ3FLmmO+U2qMKRQ8eZ0RJqPyXttbCU/usKafDtUTL+eUu1it2YLuipsva2G7R0RU9din05IV1dGZnsWi793zLYO22ci8r6MbzZOpJ0++9n/tGl1mmHYs2e/NPG/p6f6PVt1eNeXtV/Lsax9/7vTWbFbU8vaaqqt2G2G+U2Xs29k2TKqK7AWkUgqN32i3cg4W5lSw1dYk2cixa4ZjiQtLmdfSeevoloo6Mq6D0tVWi/nsH3XrGPIv+v5kyNOl0MQYjdu3L5+/fb9g+NRY4GugArD9qxl7VbB0G3rbN28D48Q0tnV1Wm0WWL8qin349TqellbNTUWu6Tx5zdPnzw1/v7UqO5qMQcHY3IwJjM8HTAxrQaaP3+FNXklrswIckkz1yPxvadPnir++OqqnYIuRVEWg1K1Wu/JYXtv0Lo3uOff/4cLG3uKjxw97Pzlhz/9nfTZ0Xv5P0WdYXvmsrbCKJmb8DJJskyYLT+ivpe11aJN7Dbz/KbL5RjqGDgTniv+6Y1ySpmOSCRCCCV6nlo5qmPWS6FSkpKUSURUEqlyNuKcEfqGOgZcLkfJ76yS2inokhRS8JskS/7Wyxq2d3p7v/hvP59Vx/GFL56+duOWd2Umzz3CVRu2Zy5rh83xxZXA4sJiT2/Ppi9qeiaQCq4atuye1/2ytiq06Ww8mt/MZzoiXfemKrxfgbAm/6snVcSPk6rzm+fPnjtBD5wRSh/aKySRVPyC7I3K0xFpOiJ5o7JfkBPJMjP3BD1w/uy5kt8JRbRe1t02DFH9/uH9Tx62o99lWW3N80Fq3m1jo2xHocTXv/iTd95fW1vb+NdIOPLuex/4B7J3QGeq67Id1WjT223y+U2DQf/6axesly4OBWZGDeOjuqi6TzWhI0nLSHzvUMfA+bPnDAZ94Xdsm/oq6CKElNR6m4btVBGTSfLEjbtESSRMvu9SlYftG8va084F/qHuv7/x5pGDw21t1lBo+bM7Y+7umZnefA9sJ/WwrK05bWIX85sGg/7C+Vc8nrm9Vz7+vbkFmUglPVSmbJzCUIVxOftOnzyl4dzChtop6DLK/F9ETuY/uNTWyxy2x63xGzduvfDi85kHiJI0Ne0O7wvnOYnaw/aMZe2JnTOBLt/DRTc/yyf1yeD+pbAlUcw5anxZW3Ma9Xa3eX6zN245utbVnbRQqhSMM15hJCr99aUfV/IVlRdnLpfj61/9WiWfW+9qp6DLbDL9lz//z1U//8Zu9DmX99cffTQ42N+/Y2DjX9/9ySWveTFszncrAw12o2csa4cs8ZAl3y7drdTysrbmNNvJcP7sucjbK0QgxSfvuvT8ZjL3/z2dxJ5ZHrQS3f1W7y9002oP3pct4+9P1cLgvV7UXUFXGdLD9lCrcH9w/M23f3hk936HozcWi90euzelzE7uK/zwse0YtjfzsrbmNIvd7Zjf1EnsuaW9vpbgz835Zv23jTKqWx3VXT0Tnou8vfL6axeQvIXVW0FXOR4N2+c6l5dbb8wvzRluGWVOjjgCi7Zibwpe9WE7ynY0pOW+3arPb6Ziyfst3l+XkbmUMBy1cVTHkPSOJkkhSZksi4oslvyTedk0TwRivXTxwvlXSr6S5lN3BV3leDRsJxYy7Vwo7xzVHbY3+bK2trQvl6jW/KbHM/e99//mVyVlLkf7jYzVSM3GLUtUFUlZiymRmDIbK2Ej+mXT/FBgxuOZq4VlqxpXdwVdW350XQ3bsaytIe1jt1o+vPLxqCHH851yajMwrlammEI4ylKLhVosxEHYlVXZvSJlPpIgj1HD+N4rHzf5ilkx6rGgK6f6GrajbEdDjTOZ4vHOj+oKz5QxPD3Yxe3r48ooPm5tYQ45+INd3JMPQHzSqC7q8Za4Wtissh4vslVBVz/r6Fgx5TmPto8XcTn7RpLZRQ1PSg/bJxbEMkqBhDX53rx40ycW05EsOGxH2Y5WGqe3q1C54KJcfwvb185UeMsri4UZMVJvUPIWeAyPoqiyFbcBZN2HJU9B163V1jx1tNreh6Xuhu0o29FK48RugeU4SoY7uNaW6vTuKUtdXZzVKI8F8i1oqFMB0RjqsaArSz0O21G2o4nGid18GHq0mzUYGavAd/p79IJBYeWV9mVvZ6iSs7a2MIcZ7uaSREouMIVsdVnQ9YRt2o1eqlKH7SjbUVkTxC4l6cztX+zc6d75zOEjDmdfTBBu3ro77p0c338/ri//17vJzBwm5KYftTdVUJcFXZth2A7FaPzYHe7gDEamK2zeM7vnm9/8ek9vb/r1F1489f57H4gP5DsH7ldyfpOZGe7gxpaa/e4eVVGbBV0lwbAdCmrw2O1vYdPzud0exxe/8PmNzE37g7NfufuXD+ajMyFLvJJPaW1hnDGm0AobFKEmC7rKgGE75NHIscvw1NG5vjXdsGI4dOhA9gGU7BocuLdyr8LYJYQ47ex8QmnmOzdXTe0VdAFUV+Ps233SwfZN5UCUyfXFVunhBpSlw7bqVB81g2IKuhaDVZuBXQxKtwvNvzfPfVhAcw37rdZm2FRCnmhJ3rp5+8nD3G7PiiVSlU+0WBizXuNH1NSLJn+8CDS5hv1Wc7Vu+tIWXd5f/eNHS35/5os//+AfPOx8qLXSGYYNO63o8Bal7gq6AKqoMed2GZ5m1f76bdH7vRPf+d4Pnnv6uMPRKwixmzfHxpYnHgznuENK2SwWhoRodSv9G1LdFXQBVFFjxu6AKcdPptuxGLYuz7kXdHf1MidHbcuzOwJKtWcF+o1Mkz+erxj1WNAFUC2NGbuthtxpGrYkwhb3tn601UhJgVuYAiF1W9AFULlGjF1KjFvEbn56kfYE7DrBLLNSxBbKc8uVPMxGWujmf0AICrqgiTVg7Or5Le9Znkd3qGXnxNA+11POnb2xeOLuvYkZvWd892TxTzRIoyxlOIoNvMVAQRc0pwaMXStXcua2ren23N/7jfMv796zO/3Kl2Xp7370jjKpjO0tXJCaxcbRIGK3aCjogmbTgBvIdKV/TQ5P/+nPPb+RuYQQhmHPv3LOGe21RnUqXAAANI8GTAi+9BkGY9h47NjhrBc5jh8aHLRFbCVfAIOiCQDYUgPGbhmoTA1P3FSbEMLreAbFSwBQVQ2YKSmp5HnVhDk5fjfH4y893vmoudgbXz2+ANz1HAC21oCxmyx9MXzJsfjLX/9mLbopYX/7z1em12b9tpJ34ZZxAQDQPBpwJ0Ok9NrchY7weHTy299568VTJwcGXEIsdv3arU/Hr00dKKd0OFp6dxsAmkcDxm6irM1bkztmo63Ls5/O6f5JJ3Ny1Bb1HvfG+ZI7roqklHcBANAkGjB2iUIyn/5dvMX21cX2Sgt7Y/FybgsAAM2jEWOXkJW4YjJX+Zwun70tYGcTnGhIhbqW5jvCOQ9bFhC6AJBPY8bujCCnH/1dFZxI94/t2W966tnnj9vbbT7/0pVPrk4EHo7tzTHzOxvDghoA5NOYsSunlPLmGXIamt5xou/4q6++vP7X3UPPnhj5wVs/jM8KU/1zmUdGozJutgsA+TXgBrK0mUh1ep16kXb6O86+9PuZL3Is+9JLX2r3dmQd7FlBVxcACmjY2A3H5Qofw5XWsmbq7egyW7KfQNPd09Oht7XEHw8XolE5HEfsAkABDRu7hJDx5So85UGmiiTlPo8kS1LGjQrHqvFxANDwGjl2E0ml8od+R1qE+bDf7/NnvT41+TAohwX9euzOLUm4xy4AFKORY5cQMh2RotGKBv4SJT6n7513/z4mPH7YRHh5+b1LP/PvWH8azcqqjOenAUCRGnMnQ6bbAekoSwzG8n/BPOyf46f4v3rjzSOHhtusrYFA6LM7Y+6+GU93kBASj8ljAbF61wsADa7xY5fIyg2fdLS7ouS9v8u9FF2cmnfzbi6pTwaG/RFLkhASj8k3fBLK0gCgeNmxqyiNGCGycsMnHewgFkv5yRuyxEOW2cxXolH59pKIzAWAgjKjdT2GGIYhdR64XP77kcvKbb9Y+QrbhsWgdNtfIHMLXBIANA1FURhmPRDWe7scxyl13tGlCkMKPSp9OiLNx+S9NraSAjZhTb4dKmbfAqWIXQAghBAiiiLHreftei7wPC/LsqIo9dvndTn7RpLZRQ1PSiSVmz5xYkEso5hCWJPvzYs3fWIxe8VGkhaXs6/UjwCAhiSKIq9bfx7uevoajUaFEKIohFJFUSitv4cwnj55avz9qVHd1WIODsbkYExmeDpgYloNNH/nV1iTV+LKjCCXtDN3JL739MlTxR8PAI1KURRJkgx6ffqvj2M3HA4bDAZZljcmIOqLy+UY6hg4E567bJov8i1ySpmOSCRCCCV6nlo5qmPWHzyckpSkTCKikkiVc//cM0LfUMeAy+Uo+Z0A0IhigmC1WtN/Xo/dtra2xcVFRa7vWwqcP3su8vYKEUjxybtOIYmk4k9WZ4LljNB3gh44f/ZcVc4GAA1gbW2tv78//ef12NXpdCzLipLESZLMMJTSepxnMBj0r792wXrp4lBgZtQwPqqL5l9hqzY6krSMxPcOdQycP3vOYNCr+NEAUKMURYnFYhzP6x7N7VLyaEOZz+cTYjGL2czrdCzL1ulUQ5rHM/fhlY+9cwsykUSqRheeUxiqMC5n3+mTpzC3AAAbZFkOhUIGvb67uzv9yuPYJYRcv37d4XTyPM9xHMMw9djhBQCoHenFtKnJyWPHjm28uKlL63Q6V1dWJElSlHrfxQsAoD1FUQJLS06nM/PFTbHb1dWVSqUkUUTyAgBUSFGUVCqVTCa7uroyX8+ewN2xY8fS0pIsSUheAICypfNzzusdHBzM+qfs2DUajQ6HIxgMSpIkSdJ66RoAABRNURRZlhfm551Op8FgyPrXHNsV2tvbbTZbKBSSRDH9ZiQvAECR0rHp8/lsNpvNZnvygNy7xLq6utqs1mAwKIqi8sg2XyoAQN1Lp+XiwkKb1drZ2ZnzmE0byLKEQqG5ubnunh6e51mWpY9s4yUDANSndOCmUqk5r9fpdObs56bli11CSCwWc7vdPM/bbDaO5zOTF/kLAJDOz/TEwtLSUiqZHBwcfHI+N1OB2E3z+/1er7fdbjcajXq9PjN6CfIXAJrPemwqikJIPB6PCUIoFHI4HFl7xXIqKnbTfD5fMBhMiaLFbDYYDCzLsizLcRzDsuvnQv4CQENL92olSRJFUZblmCBEo1Ge5+12+0btb0ElxG5aMpkMh8OCIMQTiVQymf7sci4fAKAOMQzDcZxOpzMYDCaTyWq1btzjpkglxy4AAFSijm8zBgBQj/4/Zd95obHv01sAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/120.jpg" } ]
<image>Use dice to measure the line. The line is about (_) dice long.
3
65,771
null
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/121.jpg" } ]
<image>The first picture is a crab. Which picture is seventh? Choices: (A) crab (B) boat (C) bucket
crab
65,772
null
crab
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/122.jpg" } ]
<image>How many shapes are blue?
6
65,773
null
6
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/123.jpg" } ]
<image>How many cookies are there?
90
65,774
null
90
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/124.jpg" } ]
<image>How many triangles are there? Choices: (A) 52 (B) 58 (C) 55
55
65,775
null
55
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/125.jpg" } ]
<image>What fraction of the shape is blue? Choices: (A) 5/10 (B) 5/7 (C) 5/11 (D) 10/12
5/7
65,776
null
5/7
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/126.jpg" } ]
<image>How many chickens are there? Choices: (A) 1 (B) 2 (C) 10 (D) 3 (E) 9
10
65,777
null
10
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/127.jpg" } ]
<image>There are 7 planes in the top ten frame. How many planes are in the bottom ten frame?
8
65,778
null
8
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<image>How many rectangles are there? Choices: (A) 3 (B) 2 (C) 4 (D) 1 (E) 5
1
65,779
null
1
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/129.jpg" } ]
<image>How many flowers are there?
90
65,780
null
90
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/130.jpg" } ]
<image>How many lemons are there?
80
65,781
null
80
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<image>How many rectangles are there?
1
65,782
null
1
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<image>There are 9 dots on the frame. A full frame has 10 dots. How many more dots do you need to make 10? Choices: (A) 1 (B) 8 (C) 7 (D) 5 (E) 6
8
65,783
null
8
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<image>How many dots are there?
16
65,784
null
16
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/134.jpg" } ]
<image>How many fish are there?
17
65,785
null
17
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/135.jpg" } ]
<image>What number is shown?
5,590
65,786
null
5,590
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<image>How many triangles are there? Choices: (A) 5 (B) 1 (C) 3 (D) 4 (E) 2
2
65,787
null
2
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<image>How many fish are there?
19
65,788
null
19
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/138.jpg" } ]
<image>How many shapes are orange?
6
65,789
null
6
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/139.jpg" } ]
<image>How many squares are there? Choices: (A) 5 (B) 4 (C) 3 (D) 2 (E) 1
1
65,790
null
1
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/140.jpg" } ]
<image>How many shapes are there? Choices: (A) 2 (B) 4 (C) 5 (D) 3 (E) 1
1
65,791
null
1
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/141.jpg" } ]
<image>How many hearts are on the frame? Choices: (A) 2 (B) 5 (C) 4 (D) 3 (E) 1
1
65,792
null
1
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<image>How many stars are there? Choices: (A) 3 (B) 2 (C) 5 (D) 4 (E) 1
1
65,793
null
1
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/143.jpg" } ]
<image>How many stuffed animals are there? Choices: (A) 2 (B) 5 (C) 3 (D) 1 (E) 4
1
65,794
null
1
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/144.jpg" } ]
<image>How many flowers are there?
90
65,795
null
90
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/145.jpg" } ]
<image>How many triangles are there? Choices: (A) 85 (B) 97 (C) 92
97
65,796
null
97
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/146.jpg" } ]
<image>How many shapes are green?
6
65,797
null
6
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/147.jpg" } ]
<image>What number is shown?
1,599
65,798
null
1,599
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/148.jpg" } ]
<image>How many flowers are there?
97
65,799
null
97
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/149.jpg" } ]
<image>Are there enough ties for every shirt? Choices: (A) yes (B) no
yes
65,800
null
yes
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/150.jpg" } ]
<image>How many triangles are there?
97
65,801
null
97
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/151.jpg" } ]
<image>What number is shown?
4,463
65,802
null
4,463
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/152.jpg" } ]
<image>How many shapes are purple?
6
65,803
null
6
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/153.jpg" } ]
<image>Is the dotted line a line of symmetry? Choices: (A) no (B) yes
yes
65,804
null
yes
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/154.jpg" } ]
<image>The first picture is a plane. Which picture is fourth? Choices: (A) train (B) plane (C) bear
train
65,805
null
train
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/155.jpg" } ]
<image>What number is shown?
9
65,806
null
9
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/156.jpg" } ]
<image>How many squares are there? Choices: (A) 4 (B) 2 (C) 5 (D) 1 (E) 3
3
65,807
null
3
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<image>What number is shown?
89
65,808
null
89
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DcKmIwFISQUkJVlDKPgeEp3K06FVr2B8RO591g+yYTZuHPgmukpWUBKmE45CU7wyhazjnEOnsuTAhm1SAW/ZcTynpAXaVKgC4oYmUK2260xSwE7viaYqKnqZgYU5TFt6m9Q8wnkEvI1Ygx/oHGfiH8mT+geyCC/sHd0r/YPxsdkrcQZW4483RmCN0uYPjOLc14MHVqWffzQuwgCIFASXAghUtDO4IHSFC+FNW4V7Z3itAAApE2pmyBJhZMQADYP3pm3A9ny1VbdgfDTufdQPUIBB6ImKy56VAQikFIulJ/WQJTCwBhlKslAERStkXA1DG1WZdudhfd+EscpqCoIrDnKZ41+hpyiJYdfyDwtz8g/GzUdzB0+EOpSQqcEfZMf2/ECwFyOKOsuuxkhKIZEaqizsaEk62JIOpjFzZ7FGKIRhQIGGm0kwrgn1JT6Lizq3LwGp/93BkEsEAlsi/r9qC52LnHPoTgx0iTwqO8Zr6lTAolRmMyBK38NXfvJlB6MkWF+tbLrCNhqs4AN/Vhqo4yFQlK3Zitg1kmioOXQ0aVHF4N0wVx4z8AzMwv/7BoFaDO8KeXt8j5HD9H8oKYKWUZC550vVUvuTlpRovebkyZ1xvxFWjRa/gsfID8FD6ubq4Y3tbbWQ6QiOsvGeGYoOGDCZSUAqsoCSgzN/U77diQL/8SAnc2pwCT5d/WbJJrSHpBAkoTIoC/KcDaKxq0SvY/mecrAK48/aGzm3LzIsRdbsfHfJvc5oCvya08jQlW1JFBan4d1akWpJUZCp6XDTtpKIg2WVMaEy3bdCe6rXHv1U/TVl4m5F/YN8/qHnyD7auqyKg0zmLUE5zMtwBMAW4Q03EHZNdCR9kqok7OJxnMeMMYyX/3o4KBCKoUKmHCr2uSu3vGjETarFSUfJ7QwUA2z4yb3K1bHtb7eG+bGVo5j8dpSAcwF9X9oSC5WRoIsAU4Zck5VBHfeK94fxHJz171acpubITM7naBOMKpyllfZqC+ThNWRy7Cv/gJw2sfwCCtYrZ+wfjZxuSsawrLe4Iu9fKQyR77kAGZptfBrv0A9wB5v1dwxNxxx1t1fRWn9vY8qveXEWOz2wGSo9QQQgoBdIjDx2O6ZGz/R9//BzcE7gujpzLYLW9qiP/qFgQJ1WsKPuk9DMiYZMGFHk6kW2b93eNBE9HKQBFT703XPhI4dnZnKaU9WkKPbg6ObPTFP0Dr6EqDsOiCwJ4XUNyhuqzezc2H+7NTvAPDNCM/AO0b7iSfyhewT8YP7utLf2rvlwoi0GVXt/kgHzcwYCYFneEBxfGHYXq5mf3bGza94sP7Bg01jbj79zRBtD+7mEzlcyASAq1e3XtmUypx5aaVQYUzHZLUAAeWl9/eriQK5S3tabXfWTIOqtlezY2He7LWlwwWS6MHPt07BL3F33l09FLPBToAaRUXYJyRZ0dW0w/O+p6xweLzNyYjM13Hv8qqjimOU0REGqhT1Ou1g735V46m3njkmHRJUFg1iy6OVduX5783M3LptdCjviHaPw0G//gp7CM852pfzB+loKdUE0oh7JncKjAHWoC7oDv9fd3DU+BO6qMCjsak+31yd6c25yKDRe9AB/piTOT67+6Kp1w7l+dynuyRx8OMgDEicuMwL1ykDE8dC6jP39sy/IqDns+LOPK7sECFuRVn6F97pbmL/+8J3TmazdpQuf2FhDtf2cYgvx1lYyJ3auSZzLlnpwXRlUhBMFmI2QGq4c2NJ4ezueK3tblNR2NC70LHu7LHTw7+ublQq7MjakYACJyPTWQLw+Mlx/sqN+9tm7vTY0zRF4zt8mqOELv7JWrOJgIVNbBr4xWccA4a3u7WFUcT79+8funRzua0huW1excu4wwOYvuKxcK3zo2Mo0W8oz8AwV4Nu3M3D9wyD/w9P7B+NkAd0xyHmdxRxCSh8/jRPD3gclehnnHHY9vbX3qtd5Pb1h2fCB/fLBgdi3F+48OADBOVggohqCRIv/16/2h8dPmpvhD6+u//tuBIAsT4Fn2r3tvaarusKtiv+rL/fPZ0d/0u1nXa0wnwEwkimVvsOANjJcfXF+/e3Xt3puXVf1Vn6Gta0iua0yezxSb0/HhvGdfe7KvMZs8lxBQEkKkBe5fnc6Xcz1Z5WfP4w7KKhQthZ7LoXMj+v7x2xd0F3zqyMX/eSazrjG1oTl91+oEGYXUQDGPBOVc72cX3W91n1tTG9v3sRXVbGO9bk9TZmIvHB/85jsD7Y01H29vInBZMZiFQyRBmmlMN0YJ1MTEpuW1m1rSYyX1tTf6E7++PKkm4RT+QQX+gW0KtMI/AMAM/QNP7x+MnsL5rLv1W29b3EGGGpEEiDrvbDO4I/icko7YvbomwB0muJgSd3x2fcPp4fyZkeK25alf/dHW6j6YjOvd/q23TX45Mn4CERC+h/nEfPvQyIFgmwqPHwylHr19+bMP3VzdYc/Rnjpy8QdnRjuWpTc01QSbvNY9M3NAOVdeyLlnh/Kra52pNvz5tr99re/p1/oe2bz8+GD++GAetojTPCMQBJnDSYSfkbHNzcmHOuq+/tbgpOvKuGlW3f9mx8Lg2RdODP63t/rXN9c2p+OGWlAIO/kRtKUpWogo53rvDuYTkE/dt6Yq8lxr/+ubZrXbl1TLNZn/U9gP/T/13wht4QMJVmDuvL0B4P3vDNsaD4aS+k+//Lsrv7xrgVSfM67c94uel85lJ9FC9uc5pEkoiKDvmQXRVFrIV+8fYNOkk/mHYBHO1D8Eegoad4DRnI5VItPg3s9NqLSj7l+dXp0WpuyGFZSMU/CLg0FY3HFmtAhWj80D7mhMxp75xPpIQTKHizMYLE1xBocLhiruZXji9H17fRxKNSadpx/oqPqwZ20vnBi85/kT3SPlj69tXNOQKklVVlxSXGYuS1VWXFbsKZSlSsedW5prHt60/KbldV97c+DhH5zpHiws8Gif3LmqIem8+O7gcV3yqUIzPM29fTonB/Nf/+0AlO3Diawr89Me3dKyAE52tOh1/vj9ff/Sd0trXW1clCVbmkFVZq0hQlpJpCzZY5SsfkE64dy1sm5DS/0fHeo5cHJ47iPZ1pYOFUpGDpnNfeigJtiW/DlEeP37ZyqVpym3NiX9H7kApll0D5wY3rGyjmFm0rW0jT4PQzDb9r4s2WMqqYBFd98v+8I/+er9A0f8g/lcRj+/Ov8Q8M8+ensrCJ/uWHZ7azpcsbj/7cv7jw6EXgMFpUaK8q+PXDryYd76KbW5OfFn25tCQw+/MDY8ZN5z87xE349tbd3WmgZhU1ONTWJEnWYwfWZjiFO4QjM0lXb8j9za3JspAtx518plqckFKxfYMq591ZfX1iYcXxzICgWxXnZlhZLisqKSUvqFT8djd62s37C8/o8Ona/Kqz5za0w6z3xyfXC0MunTMfcSrEKL3jrWyBIPXob22hiAhjg988kN8/0tMq639/vvHjgxtGNVPbNhW44INflcrlrASdqrZndlJGP0rza2PPduZt8vL8xxMJHTlMrAP3RUWOkygvc38p6C93cN7+8esWmceTxNmcosi26xrS6RCrHolhW5gWM18kURFt3wzE/Nojsn/wCeu38I/OyTO1c1JDTuGDePsMLrXy3uiLxCGncsnz/c8Y//+taGhAPCrtV1lbsWRzYJsLpzeerxzU2R11gFr3pa4Itbl58aHgf40S2tX7nnmmCYHy16e7733oETg3eubmBGWbFWK6pYagZhKZSVKisqeewx6SWYitGDNzc/dzLz5Vfn+qpflT12e+u2tlowNrXURHCWX/7tb3V21cWJg6cT+fvmeT1ya1NvzoVST+5cNd89+KNFb/dzx7v6CyvqkilHlBQbtKVV8sJPQZn5L4U3P+NqqeSpza21x4bLT/x0TlzaezY2TcCz0YgToexhBJepSe4jqRhzmlKfMEfcC1PFYVl0UZuIad0t15MBYbnRIeRyoEnIEU1C/xOrSXg651VoEk7nH6IgEpiJf2i5Kv8Q+NkAdyBUoDsN7lATcAeHXhX2X6Ew7lhfxWdTYesakoc+f/upoQJAnXeubNEJEH9U+pW2e9Hbl8f+oas/NInBn25qSvz5x1adGho/eml86/L0vI555pZxvd3PH+8ayLfVpZIOacUKjWe1IKbe20uBq+WS8kNaVWaUlHHEm9tqu4fLC0yb/8Lvb9K9YbvWNNjVVbFVB9c7W1OPb24CwnGGsk5WpWP0xa0tp4YLUOrRra1fnv9dcO/3TvZkXQhRExd65o0LsK+9a/AX7FMg43DD2FYjX09taKp5PycPnJh9VPG5W5rDpVd2JhnMndtbOu9oqQA6SYFPrUl11DkIepwi2C2SXmD10IbGFTUxANsWpIrDsOiCQORJ1gKdvh6Eq9jMs0JIMhWu3sC8kFqEL//KvHFZ6j8dufxqX0BUOJ1/QNQ/KN8/qEr/wNo/rDw1lD96aXxr60z9Q0S3xuAOTMQdahLcAY07MElwx0Fwt5C4Y1tb+oV/fevxwfwrPZmv3tv+xe1tO1bUAggtu8kCUqUATgvsWl3753ev7Lxz5cHTQ0cu5La2pg994fZrhK9oz4vvns+6IJGOCbvPw/WC3d5VXDLu1Ui8REKtMLby1IZlNacz5YVMIHQ0Jl/+/JZTIwUAnTtXtug4y2AKGawxJe0uODBp2LupKfnnv7Py1FDh6KWxbW21C5A37/zR2a5+fXwHCSp6qqRQDM+8mX8EDlehzFraxLhak1tUqsxwpexYlvqbIx8evjA2uyHZ0xS+Hk9TKsxoEsIcUAcNwVKVFBkuXU87X3aV5c/V7jWsheyFWXRVSWF7W20Fi+7U/kFO4R9UpX/4nah/+PxM/YOpN/CtJ+Pe+52ulbWJlnTsSF/OtvfZU7ngHgDd2ZbesSL9D8cGK0/lADCnY/QHtzW/c3n86KWxR7e2Lth5fXd//gs/fG+oUN67sfmT6xsLnjo1XOjNlk4NF8Doy5XyngLQ3pCoiYl03Flbn9jUXLOpOQXgyIXcwdPDQ0Xv0S2tz3xy/TXiZDt/dPbAiSF9KtreWLOuMUVCaLF5QUQirDtPRJozX596s+HP141WvnwhWACvvD/895/pWMgihINnhr906OzK2kTnzpVHL4+/0z9+9NK4XWNhShT7DyxqS8fojhW1u1bXtTckvt3df/TS+La29Muf39KYnN+8+au92T0vnrRn+qIlndiwrIaIhCMIJBzhn4mbR0EgEAkSukYV8IkHifkz69IE/mnvOIEH8+VzQ+PH/vT22Q3sb1/re/pI3yO3hao4gjP0OVZxBMB2Aao49rx44tXenK2REHHHuXV5WggSJEgIu8AFEQQJIlN1IIiI9KoGAQKsJSH2dKQB/t89Y8RMhJdPD/3ne1dVsOguvH/QuhWVB4pd/eO7n+vetbp+x8raF08MDBWlKYaAfRlEiMAiVPsABE52U3PqkduaX/kgc6Qvu62t9qVHNi/kUVLGlX/5sw9eODGQjtGutQ13tNVuap6unqYvVzrSlz3aPz6ULzem4vt2rXly56oFG+30drg3+/CLJyAcgCCcttr4umU1BAgnRoBwHHtlsxyFALNjrgSljBqxAJR6qKOWmH/alycls658d2Bs1q/67Kyrf/zRfzo1mC/vvaX5kx2NBU+dGir05kqnhvIg6su6eclgtDcka2I0YZVnD54ZGcp7j21tfeqBjgVYUQ9/98ThC2O2EE0k4rFNTSnhONbV6qfAjhODnn/AEQJQgoxgtdFJZRaEz66rEaAffZDVirMvnx3+2j2rnpwVl3bGlbd/661sSYI59G4ShH/139aIMhuYIwkH2HdWhXK7SgJ4dHPLs5+dX2x04PhA56GzxsmakTvL0/GWdBKAo7cxxzFbGqwMuGNdLSuHCIZF10rLWF5dKPnmh2OeJ4/9aSXqXGD/MLmfxVS4AzAle/afT4472mp3ralrb0h8u6v/6OUFwh2TWlf/+L6f9xzuzYKQjom19cn2hkRNPJjxgid7M6W+nJsvKxAaEs6TO1c9sXPloox2Ktvz3ROvXhjzyyETcWdTc9rs83bxWSwLoXGurd/0kax/fbijBqD/3ZMjMDG/fHb4P99TueHPt2Vc7y9/3vPCsYF0XOxaU3/Hiiut8mzpyMXs0UvjQwWvIel85Z72J3auXIBxHjg20Pnjs7YK1dSltqbjTTVx4Qgi4T8FAQ3ASAgikMGwZv45iCfAgYgk8MaFrJSTeIGZDk87KW0Eg1t9POuXzdo/DuNZAAAjaOP0kSy318V7c25DnI7/u7vmO57b/Z2uroE8SITrf4XjrKiNJ2MxIggnZrEtCeGYWE2vcz2TenrtrNp7zaLLb17M5Vxv/6fbJ2V3XDD/MKWfxXS4owBCX9bNewxMhTtyB88MLyTumMa6B/LPd/cf7st194+HSosi1z23NO+5edn96xqvNQYD86pDmMJ+4YCotS7ZlIwJxyHSSJYcR8Bc4ejASmNYIoISsMz5ep8P7flv9GWUUl1/smXZgm8t3QP5//iz9zWrRjou1tYn2xsTNbHQKi/L3lypL+vmPQVGYyrWedfKBcjy+7b7ue6uy+PGBZirIIiV9clEjBwTT8SI4DgOAMdEFVpx1tcskEKrQhjlVGhuAVLqzQ/HcsXS/gfXzZrj9d7vdHf3j29qqdFvJRgWFYbTBTbdx4g7oixV0JXnl4LBVNE+cmvTi+8OQakv37N2vg8YR4veum/8BoAfq/nzLJxYU9JJxmM+nnViDgFCX4Vl0fXVZwVISV+DllhqFt3fXBqHlHtuavzHz9001TAWwD9M52cxF9xR9BoSC4c7Zmjns25PxtVXPYf3tTcA2N5We43kYSfa7u90dw2MR/t8hHDEitpkMiZMAGtyWI7Q2Sv9ickMWq02CiMp9j958+JcX/U5Wlf/+IHjA6/2Zo8N5Cdd4iDsublp7y3Nu9c2LCSDQcaV7f/1TQOy7MxrR0CCmmviCUOEJXxs60+9wVx6nsGCNaQ1mgUa5Jak+s3FHFjt2VD/j5+bZXg++WkKQt1f1/BpisHj4RkO5lmQI2rjsWTcSTp0z6raD8a8iwXW0yx0Thx6bq3+sZ1tghLMBHUhV7qcc/VJYPbf33XF8cyff7iCn9XWPZD/y599oFlE03HH4g7hn1ZEcQc3puILjDtuVMu4sv2//jporATBMTs/EbXUJuMO2VfdIYIQDhE5jqPzs1ommpTU6MkRBCUd6N2eoGRZsX7VH95Q/z9m+6pXy3oybq9d6MxMRLvbGwjY2ppelHjo+WP9T/z4XCjj6VhHYOa/NhlPCKpJxD6+sub8uOobV46j599kxgNsBRArhxhKOvYosjdT6M+X9Il29t/fOetxXr+nKX/4w/deOjvi574nneeYECtrE09ua/j5h6U3B8uOydU6Cc0Qq0GDmVUdK0hfk7AvU/SrrV/6f29cRHZHIrrybG5rTb/8+S0Gd5zPHhvMnxq2vZvhp7ZIuOMGtoOnhyOZNU18IwgAEw0VvLpkLOFwKo6PtSZ6xtXFvBLC1BhYHWIlQKQ16JUiRliJvs9I1OHlc5lF/aIA0NGY7GhM7m5f7HFYe+nMiMHU8Odf/wmBwURjJRWLOTVx3N2WzF1wz+YUMQuHBJAUouRpBWWrAE0sOJj/TLHcX/B8XPlqX27WLDPb22pf+P1NXzp0dqjgfXX3ushpCmSIIXqq05T0rjX1odOU2pc/v3lhziciWsgm6RHOIBMYHsNoIQvhxByhWDgU1kIWvrLZ9JqEfYvMojvTCd3eVru9rRYVuANMWGTccQPbwbMjQGgh+vcCYDAhV5LxGKVifHdbMnuheC4HUixiICAVI9fTeIodBGz5jgCkcgQyhfLlgvTbUg735XZXkVDq+rdR14s4JhF9CmAQPKku5uVfvTEcj8UEkYgJ8tSWpvinV8effa9AymQPHQF4SmMuMEYLpaxrhGH0/L/aO3s/C2DvxuaXP5989J9O/dUvevbe0vylO1dOdpqipqni+Hb3Zf80ZcEOgS2Lrm3F9q9+QsPy6kpmyUBZkQOh+J3habSQNYtuSAuZgQiGXxy76jm91nDHDWyZohc4Vm3+C2/588uSL+TVX70xEo85QqdqWb/qyWffLQh90q1YwPxHksGcGStnXE87C72Uf9m75Gcj1pcthXDWhKdgmF4Fg5nJ9RSEICWFEG8PuV3DpXD2UEglAM+TZakKZU+LpwZoi7myEODqbXtb7a/+eJs+TTl4elifpuzd2ISNU9KJ9GVL33t30D9NefoT6xf4NMWy6PpIliNaBqJClVaBBCslSUgVYtG1XYKVWsiwWsgAGJnF1kJeQqDXrvVmXbvIAgwV3uf9TxTD9RQESMKJOW8PlrqGPWJ29DksQFCOedW5UPJY1/EAPp6d+6t+g1lPpmh5XaNoK7iG6fABxSxYKiWZygyYs29S0iOCkn77JioOoEAYLXpzH3BjMvbsQzc/uXPVX/7sg1d6Mq98MDrD05R9u9YuzmkKY5L5FDThc4avgwC/UgIApmXRpaA6mHB+wVl0K2zJz1671pNxK1PgzJYHniI7v311mdiTEqCylACIFRGzNFfWDYUaSZFRqNf/tiqv+o1lFODWytlWgE97X6FKp/uSAGYGpFKADno50hRgDp/NUzivqfurYZHTlN7ssYFr9zSlIekYsYZgbq1jDWbVCe4hAGlbwGCKfxE0GQcsusFsmzlfdGW/JT97DRtZvOkjoMhrb/d8xRD2vUUgDKNfdZYK5srm70v/hbd7PriKr/qNYQ1JJ9RtVYFkQy4gmPOQzog2/aeWFLRz6zKw2t89HEVeCkDVRYaui9OUCZqEHL1nG/5bvQOWQZrc/5uIahJOroVcZU3CWdiizbVRryRqSIiPjlLpVVlDIvSqB3s7Rx1uSEzIvOrSD6wq6EXMq66l24yDMIv1GtETq4plXNk9UADmpJO2va1WdwpNmO0KhKUn2p//cGMrh5xpeLYN2koJdCxLvTeYn7+czbV8mjKtJmFoAwvrd0XaKwCE53PhNAlnYQvqZw/35V46l3njQ6NeKYRgVlq9cihf/tS6uvvX1k+vXvmRsu1ttYd7M3bxidBL7u/59vXW6m0QYGVlDX1XawMonhC6MlIOOhpS7w2OX+/pWS2JWEWdNIZ1l2GEpZMtQpiQ33/tjbSfrVq1B1ygQFFqf9eIpd0zzrco+b2hAm6sTW7mZjUJIzluCA7Wc4BkbawQCIADCCdhKvQjGLiGtJCxYH726dcvfv/UaEfzXNUrP3o26Z4/Yf9XVn2eCMrkBwFod+Evwf3dI1EqaC5K9d5QHuBFX4iztqdev/iD00Yn7c7VSdKMWRN00n72oft3xz5YXTvTpfW5jc2/6s0FeFa7gIrDGR9nKTvzROCQNLfiwAuEkBdYEVAXo1xJZw9r532arj0zWsiVK1yBROf2ZhgtZKtHC5mMOREtZL+rjaOTHGLR1VrIC8OiO72JK/+VudmB44O7Xzj5zlBp17qm1XWJsmJDO+1pbR+joeSxUa/87Mbmm1sbvvZG/57/ebZLK0p9VG3vLc1AKA8VCjlDwdFEoaCJehZhaucA2xK4Pmac8qIHVrOwF04M3fP8ie7hqE6a9HXSMEEnreWm5fUz1Enbs7E5hGfDIT933tHSua057DTBnCT+1JqajlrL8Wq5dCPPJYgt8ND6+hXpOJTa1lpzrbFqLIwZFl1UaBIG5W4Vazst1P2r06trHfO5YdH1pWUWk0X3ijaPfjbjys4fv//lX/bd1JyuT8bciJKV8gKdn0BSTd+nYmLn6ob1LbV//OPeudDOX++25+am6Kuut2tAqeBVDxGWJ0l9ak2qo1YEL/lE6b2AY5QfWt+wIh0Dq22t6evrVbc6ab0TddK8QCdNBTppUuukcTruBDpp0y6tjsZke30ShGZDSR7a0oDIJscMpdIO7l+dWl3rhLe6OKJKXGylD1kdOpc5M1IA+LEti+8FFsuurEkYgg5Gk/DiuL+BbW5O/Nn25slmeCE0Ca/KrsxvMDvT6pXdg8UH1jc1peMAhDBcO7BMnf49mDW/USDIzEoIAvPxgfwdzbGn778mFLoW3m7/1lu9uVJzKjZc9MK99p07WkG0/50h8wkRgKZU7D/c2fKj8+NHPgzAWpy4rCwis7nCCiz81P1rrx2+3StaxvX2fO+9roH8AxtalqUcIRwwWx5eu5b06tK8WZbIQ68oQQQoQdR9eezO5Ymn7ptSNPup1/qeeq3vkS3Ljw+MH9fCKsIBfE4sPfMCBFv7aZlemUHY3JR4aH391387AERjERWZ/2P/dsf1tclV0UIsun7DQpiqPMSiG9DihCrKIycQ9sjRP4dYKBbdK9qMeGRmYVq98nyu3FaX3LmqwSf614zoVMGL7udqASJYTkkQQwgQ8+nhQnta7H9wXdXHWTHm7oECgIbkNVT/EHrV88cH8wFBop4w38kaWiYKjggAAJubkg+tr/v6WwPB8Xc0dXDdveoZ19v93PGeXKmtLnnXqnpD+6rXl9aV0JlZrXFgUrTks8Hqe73YBOH0UH6apZVxvdu/9XbWbyXyGV01s0/YySJM1BI2y/EaZA85QMGsHr19+YLpjFybZlm7rNPU81nBoguba6+cXgQzzAhYdMHttVVg0a2WT5gvP3vvd7q7h4oAbWiuXd+YDNikDJIl4QgwhEPEsNQnGtsSKRYCGncYhMvq3Kj76Kb6x6vN3Xe4L/fS2cwbl/z6B2JmXf8wmC8/uK7+vrV1D9/U0LF4Pmi06G3770eDBtzAvSKEraKvOoUL7KO5XXvSHcZT19ervvu5Y10DeQhnfWPqppY06TiJIIQDwDDtC61lYCMno2vg49lgdQlBZ4bGH79t2WObmyf9dYa1y0dPkfmfFG0hIKSYyPFq8Wx7fbw3U2xMOt3/Zsei17Euus2ARZfCa3smLLoHz4zkS94sWHTnwyfMi5+1YlYEctobk+uW1UyipAQiQcJAW41hIfwDYrCwB+c+F/0r74/+/Wfa50K3EbanX7/4fXtITWFMHa1/uJBzzw4XVteIfb+7aPUPhuo7/KoHm3wI2/oLcaJFqmjNnq9f9YaEOP7v7rym9COmsbnrpJHWkrLkhPqT6XXS7vlO17GB/KammlMjhQnzb29gXTAhLqis7DsVaUkwT+GRW5tfPDkA8L5da68RyfrFtfMZ954KFl3GBCcbZdHtHrT/unKGv7h1+exYdOfPJ1Tfz77am9nz4rsgw5faUptYvyxl2OaFA808zwZ3OELAMP9DOBrJGpShVa0+s7aGCD/pyQmiwXH3/ZFC959smeMIXzg++M13Btoba5bXJm12GMKx+QxmEkKjbFgENFZWJ/rHkqSeum/N9sUodbzn213HBvPt9YneXMmiKoQys2S7wk1dZ5yozKHuGqACVT1yW8uLJ66zV71CJ625Jn5TU43l22erlmbx7ESdNKNuYHXS1tUSjE7aYMGbRhLxfNa959tdK+sSLanYkYs5Uy0Lq7slArUCUMgLBNlDWxlKnBb0B5ub37k8fvTy2KNblj/72Y0LNXnXulkW3bodK+tePDE4VPQq57kiVkPIa9kVvqk59cWtyw+eGblaFt359glEgdhXdezp1y4AQRiVdZUrUfSUK1GUXFJUlL4Us74nIxQs4RpZZjJa7Z6SDE8ZKezGVPziWPmbb/fPemwZV3b++Ny+X/bd3JyuC9c/MEoelxXKHpeZypLLzH4VhMdIxcTdqxvWt9QtVv3D//g/bm1IOAA+1dFoXeekZVsSzHcuTz2+pcmWFkULvJjTAl/cuvzUUB7Mj25pvV6cLICnXuuztZYEIOepolSu0jLUVPSUXj+uoqJkV5EbrDfSa8+IfntcViSZPaaSp0qKGpPOh3lvqqW1riH58ue36JC2886VLTXxaFGdL0OtYBTR+8OfmKoPqE3LEn/+sZWnBvNHL49ta00/88kNCzt/17RpFt3jg4VX3s98dXf7F7e17VhRF1rnofI4U0sT1CGkHexapRW/2753cvBIX3ZbW/rlz8/IyS6YT6gmng2pV5KPO5an483pRKDwE6hXwsgI6tyZIzS/kZFaCQRXNCM9gadUr5yJheofli2rSdj0BZu8XlAF4dc/kMnxhU6obf1D/On7pzyknifrHsjf++2uXWvrd62p/3Z3/1DesqNW5AfZ76+nIKQyTaLY1JR85Lblr7w/cuRibuvy9KEvzFIBcOHtSjppRpLS10kzqLZCJ420xgGBpUNARCctq5ScRift4JmRLx06s7Iu0XnXyqOXx9+5PH60fzyCs1CRGTf58bTjK6Inv911+Wj/+PU18wtpVpOwtPeWlmk0CVvS8ZaUM3dNwgXzCVXOG9z7na7ugQLIClFYMau22kQqFtOKlYF6pa9iKXSikYmMDruYTMnqiuqV01i4/uGuVQ0mlxdVhNelECKUkRF+Lk4zXZpiYz6zIPUPEy38qp8aLhzpy039qtt/wwCQjvmveuLbXf1H+8e3tqYPff56etWtTpoTrC4hhJiJTppRRbWKv2wys6ysZtpMddK6+/Nf+OF7Q4Xy3o3Nn1zfWPDUqeFCb7Z0argARl+ulPcUgPaGRE1cpGO+F6gB+MiF3MHTw0NF79Etrc98cv11NPMLbLPQJDzaP36kL3u1moQL6ROq6WczRa99JuqVsRgxOzGNQWJWjZ0dElDKESH1Sv0yWCXLUln+5tLYFdUrJ7VQ/UN6faPOF9uKS+GE8noEU/8AQQR9eMKR+gedOz43WnxsU8PCaxd2D+S/8L/eHSp4n1zfuHdjc8FTvVn31HBRv+oFqXqzJRC118dr4k46JtY2JDc1JTc1p+2rPjRUlNfdqx6SRAytK4R00gQJxxE6VxvSSSNTSxvVSdN4FpPopF1REjHjyr/82fsvnBhMx8SutfV3tF3JC+RKR/qyR/vHh/JeYyq2b9ea66hOeRFtghZyor0xabWQGaC5axIupE+opp+9gnqlELUJJxmPpWLi4yvTPWPexSIs5LCpA80/HyBZm0CoUK9UKvsfrqxe6VvkkLohtU4fnpAgAUGO3cbMOTURCCSE2als/YMB2rrILFT/sG7hixAyrvzLn33wwvGBdFzcsaL2Ux3L1k7LjdKXLR25YF71hqTz5Xuup5YEbTZpEImT/DVGJGoTsWRMpOKOWVoFNstKkNBVtKEVJaCIWYQUUvsyxctGEnFGwqhd/eP7ft5zuDcLIB0XaxuS7fWJmnhUET1b6su5+bIC0JB0nty56omdK6+Xuo5rxLr6x184Pvhqb6a7Pw+EGhP8e8K21vRjt7fu2dh8VQwGC+wTqulnI+qVEHCEzaYF1xjRyrrkk9saf/6hO516pQDJsCa7zJbkhVmpV77am93z4snJ6x8cBwx7rysf/OpLZUNOAmulWF3/kCIiXf8wMO5+UI36h9lZ8KoTNG5tScVa0nH/LxQ82ZuxrzqhIeE8uXNV510rr8dqzT/8p1MvnR6GoIkrykZOIh5z2mqcP7uj6WcXir8dkroOQRAlY44njQaqQxzVSZOOoEyhdCFXskcr8uX/65YZ6vd0D+Sf7+4/3Jfr7h8PtUdHrntuad57c9N96xqulzaQa9M0i+4HmWJvtqSntiHp3NFWu7u9YRY/beF9woz0bmdoEfXKSfSUAIZH1DfuffXXI07McYQQSgnHCatXUqCnxCSVwBTqlRdmql759JE+/UX1Vdc/CFZEQuigUtormeJ2c69YEJFiAgnFBJBiyQTmsiKCWpaKXxzLfvPt/ifubKvWHM7ctrfVvvz5Ld39+eeP9x/uzXb356d81Tc27d3YfF2/6pPrpAVVlgBQVlPppCWm1UkrzVonbVtr+plPrgdw3hJp92RcPaj72hsAbG+rvY6SM9eyWRbd2XjVibYoPqFqftaqV7I9B7eVg6FFrK+SWUqGVMJxSMp3hsLqlYiqV3qupyZRr5wZBNdC6GEGgDLj0ni5JZ0A2HGYlBIxhzwO6h/0PcMRAlKZIxQCKRaEH54b8+sfiFVDKv7UG5ce29KyWK/Ttrb0M23rYV714vlsybzqzPeva+Qb5VXv1YJ9E1TRImsMwOx00rQxdNHYpH0e09u6huT1u4d91GyxfEJV/Wyk3dN3tVZezTQjBgyqSikQSU+rV4LAZFtCK9UrOaJemZ2ZeuU3f/uhdfrBifywq2IxmYqZIzjh2cS2o3ct0ruZ8JiIhLKpbpA9lDN68QSUpMqV1MGzowt/IFZhN/ar3pNxg164yhU1USEVmE4nDSyl0UlDtIkDjCWdtBvdFssnVK9PIeim92UntKutWNBhKhMVKqdXrJRiVlIpZo70L0X79Ak92SurV44WvW5NX2s6oM20Kub+gsqVpC5xL0oUPHZZF7pTUcFlpyjZZVGUMJ8rFKVyGcWyciVcT7kKWbecKykAB89mqjaHSzapBQcgvqiJ320VWl2+NlSI7BlQYMlgJRUDSkoOtyAjvGKBJZ20G9oW0SdUDc82JGNZV9ogLiwUWKFkpb+er7FuRT6AgM1oEvXKyIuxvfXK/PMvnR2xCMhm8WwBv1I8XFK1rJJxJ0lq16pafUhNHjuWgoQUC7NHkfCbJkx5LwRk35gBPi+dG63WHC7ZpBbVSfOv1dJJw42qk7ZkFbaIPqFqeHZ7W23QElqJF2DpjX08a3FHtG3Rttn5HJ2Rn5Zy6NamJGBI0Ka3g6eHg0wxKotCWPGYpzKuFCTubo03p5yCZFdRweOiIk/vWpKLtomzUFau4qLHuo340rh3ebzsP6RXe3PVmsYlm2jb22pDXA0c5GdRsaJCSmhKBi2bE5qPJzCWIuXg1uYUmK8+Pbtk140tok+oapWPOUyYKL8cklQzaj9W6T4SBnL45dnfNRIg3Ar1yhlwQUbqHypOq2H2NI/RN+599dejjnCcmK5/ELb+Ia8bJUwxEBDUPxS9TLFsxwnwVdQ/LNksLZLxZyidjfUjJJiUQkQnTTtTmD8NbfOT6KR5Widt8QX7lmz+bBF9QtX8rFWvBADrXjlIDuhPtFZooF6p62YphFYm5nBnqV5p6x9ClQ/Rs+lI/QMzyko4IMnvDKNrKOcI8jvTnKD+oex6rGRIaC+c3Fuy+bG9tzRHJL6NJGJYaB1GGFFot+sfjoUPZjkUIVXqpNXFtSTi4gtQX5s26nrHB4vMc5JqX3RbRJ9QNT9r1CuDvcKq2xM6t7fAqFeSj2eTMbF7VSpQrzQFNlVTr7T1D7C5mAln05PXPwhZliDAYyJQedL6B//BmNvMzOoflmx2tvfmpn0//yCEZ+3hlVKdd7YBtL972KrPSpBICrV7dfpMptwz5tkalfAWXvnfQ+sbTg/nc275utNJm1ezUu2FbIkbUzEAROR6PJAvDYyXH+yov29t3Z6bGmcu1b7otog+oWp+VqtXns8Um9Px4bxnB0qhha7DPQElIURa4P7V6Xw515NVBncoFXdgOJLDSlZWvVLfz1S9suK1pDDGCX+ucZBjp1j5hyesFMNmisMFQByeVgZwfgb1DwtmGVd2D+RB1JC4hgR45mLrGpOae7c55QwXpUGvYXH1IE4isEwnYvevrsl7qidUPBAnLrN9dsEzZTAfen9Ur7dHF7s+7xqxp45c+MGZTEdjzYbm9I5VCd0HRUIQs099nXO9Vy663+p+f3VtbN/H2qpFwD+/tng+oZr52Udvb336tb5Pdyw7Ppg/Ppg32Vgh9r992Qqr+Ur3aqTIf33kUlAXztjcnHyoo+7rbw1OimeNm56xemVD0jFltsF+BXOKEskd+7SBApC6fdkOaar6B0SmGDOqf5hX09Dj15cL4x4akg4IAJUkD4yXBqzYxsJDj4wruwcLYDQknTnyoz++te2p1/o+vb7JLC37Suw/2m9EJUxmlgAaKXp//XqETLZSJ21C6kAjlM/dMrl6zUfHXjgx+I23+jua0x9f2yiEKEkVlo8iELHRWKuJx25pdm5tqcm53td+PRh/4/Iz96+5xlMKi+gTqulnn9y56pu//fDFdwfN/qBRho81hIDyi8z1fYSp8+Rg/uRgofIs2D+sMIhj+QwJI7a1pTXfT7BHRe4rcscCLG2/cDRfrMJjqKh/QEd98r3hwjxpBl/RRoves0f7v//eaEdLen1jaueaJAEkiNhKbggixlhZ/vRC4VvHR1alxFc+vnL3mnnkvvnVhbF/PjPym/5itiQbaxJgJhKuJwfy3sBY8cENjbvX1O69edm6+qvz+J13rfzmW5dePDkYqjqAeRYCYAoys8ETDPKzJ4cKJ4fywGTP1DrZx25f/lFOGowWva/8S+/Bc5lPbGhOOFRWgNJ9UCwEQVm9NS3/YzKVAkrVxJ27VtaNe+rxQz3/8XfaplJam7Xp+EwzscywJXoqW0SfUGXdmoh6pUk5T1CvtKUPGnZF/r1/duyHeKzA3F531eqVD3/3hDk8MWMI84fRZFfyW/Gi44kWovkk+Rwwvb/wuY17N84IZVfRXjgx+I23B9Y11bSkE2QJL4ygMMFIvsJKsoKIeMyVJwfzCcj5EOB56vWLP/DllYKR6MFoiiPKlbwLudLZocLqWrHvY1cnuTadTlpYwifU51NpHHkl9AO1OmnO8X+3o+p8Wj6ib0w61zLWs1LthQc2NC1LxY3AWoSzynKwEoReYFZvjchwsApC9+XxHS2JubPgH+7LHTybefNyfsxDQ8LRjIRuND67d03d1a7hxfIJ1dcHQ0S9Mm8Xva8PSlbDKlBVijtUlj5op2DHoEC98sV3h6DUValXfuO3H375Fz0GL8NnLPW1HnxNTX9UMJgoSGWEDk9UBPuAmVjVxSlXLAPc/X9vvypatjlaxpX7ftHz0rnsAxuaUjEHRJbv3XRkB/dkFY0MzxALQTnX+1Vv9v97V0u19INfODH4397qX99c21wTE0bzTcCKxuuxGcFNozhLWdd7d6gQV95VBZtaJ81KInJ0XZFJTDF8VxsnKnP46CyaTZsfnbRKRK+YRAWir9t7c+PVIvr5s0zR2/388Z5saUV96s5VdVaX2gH5Cn7Cf44i+hwtMWDAx3p6cLy91pk1C/7Tr1/8/qnR9c3pjsZUAB1sfKZ/b66kLmSLZ0eLVxufLZZPmBc/25Nx79XqlTWxIxdyFrBa4XsgvEsY3bpjg0GdY+jLpGP0B7c1z0698nzW3fqtt83/QRTsUcLp3NEa1D/oCSUkY87uVTVB/YM/nspDapPR++z6htPD+TMjha0tqdf+eNvc522GlnHlnhdPdg0WH7y5uTYRsxS+Gl8Y3kyNYQUJCyTDV60lzN0D4zua5wo9Mq7c94vzL+lgMyaEBjpOgGTNJ+a32xvt9IGxkvzV+ZG/uHumwWZEEvFCDoAJicLY1sZJk0siAvppph0riXhp7NHbW5/9bBWU1Z86cvEHZ8KI3p9/HwBiLoh+nmz3c8e6BgogWr+s5qbmtNE5sZoU2kRwY76IICY268ooB9uHe3a48PhtjVebQNCp4XVN6ZbaBOklTBAitH78+WRDuT1WUkcv55rj+Nq9q2eCbRfLJ1DVdRgBdDQmX/78llMjBQCdO1e2aMJT9ru/wmJqWrduINKrY7t3NjUl//x3Vp4aKhy9NLatrfbpBzquahi6/gFAczoWwTIBgQgHeRbmtFD3r06vrhVBf5qScYqOKlr/cGa0CObHt7ZWdf6mMy220TVYbKtNxITQsnGuVCUrHudKLjFKEmUmV6oSW1E5yWVGWbLHpO9va0kfHy13/qRn1oMZLXp7vvfugRODd65qYHBZsfntnhaz8yXtrICdUmXlj0F5ilMxevDmludOZr78ywsz+Y3rGpKHvnC7kUS8a2VLOmbOtSLPyDDJWklEvytMAvpP1aamxJ9/bJWWRNxq6Q3nYi+cGLzn+RPdI+WPr21c05AsSaUF+8qKy3rmFXuKy4rTidgtzTUPb2q5aXn9194cePgHZ7oHCnP87XOxJ350rqt/XDsdSaLoqZJE0VMlRUWPXWVWlJawLGkhS6nKDC2fWpJcVnCVXnWqrLgkVcey1F+/9uHhvrEZjsGIIf5L383La+uT8ZLH+ud4irQYYklqMUR//aCktBgi3dPeuGZZ7R//uPf5E0NX/EWL6BOqj2e1HTwz/KVDZ1fWJjp3rjx6efyd/vGjl8ZtZsTiDoTSszbvFhGz6u4/eml8W1v65c9vmUXu7G9f63v6SN8jty0/Ppg/PpA3AcLk+eJJ8nrT1j8Em9ixf7Nj3UIlDe59rrt7oAii9c3pm5bVaJhhldZCuMPKbJDZS21wR0AEffC7g/k/3dw4C76xjOvd+9zx87lSW13qrlV1+vcLn4bezxf7qFbDOv8ghRCgIcLpwXx77Uwl12YkiThxdUV00qwk4px10jKut+8XvS+dy3xiQ1Mi5oTmP4zofSxPROzPAwyiH/2Lu1urfnw0E7OM1xrTiZZ0YsMyLdUuSIulGo01k6W1z9HKZAGCrFgq+DPtaQL/tHecwIP58jRS7WELiSE2LauJTxafWZ0uM5MV8ZlZzzOMzxbFJ8xL3sA3q15Z3ntLc1S9Mg+ivqyblwxGe0OyJkYT1CuzB8+MXJV65UTLuPL2b72VLYUJyEP5FxFWivUTGuE+IkvJiPARis3LKAXwo5ubn/3sxurM15Ws89DZAyeHdJiztj7Z0VRDgXKwQwz/9bD5WQ544NnwwGsCbHNPRKxe6cn8/YNrr7b+cfdzx7oG8hDO+sbUTS1pAumcrK84i5DibDAeCvJ6ggBWgvQI6czQ+OO3LZuhu/F10qaTRIzopCU2NaWqrpM2WvT2fv+9roH8J25qaUw4whGAr5mq782GB/Jz5fYEXz8FsCDqvjR25/LEUwsuovzwd08cvjBmMpVEibizqanGaKxZrROyqlmO44Sfo87Jkq+RBTzcUUOgH32QFYJIqUPnRv/TrhVPTsuCb8UQvba6xM5VDdArWacsGKJyFVn1YkHwXbzVNQDz2ZHi2hrsf3C6wHdRfML8+lnMSr3yyMXs0UvjQwWvIXkV6pVTWaT+ARpGT9i7YDfHiuIHRDJ64XPqWdQ/zNEiYhtEbbXJdn1QQNAqwgZICSFA/qGBRbVGWJtgXozPtNcQ8NPeMQIyxfJ7A+PH/vQqBHg6f3T2wPEhjQXaG2vWNSa19KHB10L4yNpHsjav56vPkjmt1p8wE/DK+8P/8JmO3TNLWRqdtBMD6diMl1ZVddKmQ/RBftMkZ6dC9DbC4NNDhZkj+qqYqd+I6K1Ra22yKRUTjlZX80WDDcIlQSIi1W5UhAlGIEuwfqZKAL++mPU8eexPpwsX/PhsQ3N6gx+f+esHYWyLkO6sdfQmIxyKzwbyf7rlCvHZwvuEefez2iaoVybbGxM1MeF/h7mrV05jofqHwoQdLHIoZ+sfRFnaygcClD6tDmp4Z1f/MEfb8+KJV3tzVu1VxIVzW2saIF/XyKBac2UhHIISpLEVkdInwlrtVe3pqAX4f58fJyWFoJdODf3n3auf2DGjRPPh3uzDL57wFWdb0nF97COcWGgMloteo2xf9d6iaXNCrdRnO2rB/NPePLEaLHjnhsZmEmz6FtVJo7UNqUpJRE/2Zty+XKnqOmkTEL2vk+ogUEu9IqIPNFOvCtHP3XY/1911eTysSw3hEGhlfTIRI8c8zRgRImssiJD0c5SCgq7/II2g1JsfXkGq3YohhuMzBIqzRtxbZ6F05UMkGnBMfDAhPvsg8/f/6grx2QL7hAXys9q6+scPHB94tTd7bCAfqoKMXPfc3LT3lubdaxuqWCZ1PuPeo+sf0rEjfbnQtIZDg+gh9TzUP8zFzA7s1/oJAjnL0/HmdFyQIKGFXR0Sk2BJYXJYbNGHhR5G7RUE9euLuStCD9/2fPfEqxfGbFZLJOLOpuZ0GPoIh3T6QtgzYltkFuTy7BjwcEca4B/3jOmRvHxm+D/fs+pqJdcWXictIpjaWLOuMeUnMvVEVOQ0gyxtBaL358Qi+r//TMcCFCGEpNqFzVE6el0RUXNtIuFoPCsmYFs/QoLVqNZLy2gK6JVWkmp6qfap4rNwSjgyk5XxGYiDmOBq47MF9gkL6md90+qVWrqOwQTa3d5AwNbW9DypsXb1j+9+rnvX6rodK+tePDE4VPQi1ZfhIxS2GRmEeZ4AVpuaU4/c1vLKB5kjfZltbXUvP7K5caG0Y+/9Tlf3QMEsShAcByDhOG218VQ8RoATi4Hh6NyWlt8QDhE7QoDZsS8zlDJKWYKg9V+ZBeGNvsxYSe7/dPsVD8RCEt+OrzjbWp9sSsZsZs0hIj9LS0G+0mTWSCmdxBAgsHQIeoRgKUBvXMgqpbr+ZPOyWbUMVOqkge9vb+Rq66TNANFzgOsZQcZWYy7tLFhpwfOHfEQPNZi/akQ/O7PPEeHnGL6vS8atVHtNz7i6OK6C5wt2hFbzI2LpAPo5klX2E4S+TPFyvqxriiaVap8mPjMHcVwRn/nnDXYt0STxGZR0ZhafLaRPoCrq3c7crHrlwv3G7W21L/z+pi8dOjtUkF/d3W4OqS+Pg2xJh0ny6KAglJNRnI6JCfUPtS9/fnPVe4emsoyrxTbsCPUiEKSY+/OyKUXJeIw85et0Cs9PFwghQb6ikWbM9JQAkVKCTVqt5KmxMgM4eDZzRT+7/61LgL8Eoe+H8l5MOElWwnGIlRAxYghBwldYEkQSggRJ/ds1HrGM9GSxNquyQs71XprBSCa1hdFJe+q1vhDqQa6sip49cjSyfaTF+4THZDVThQRpzVQB8yzAAuQpAHClEkBj0vlw3PvG2/3THx/N3Q6eCSkLGDQXSkQSjZWVy5SK092tyWzZPZdTZkWBk44oSSXY1xTQ7lUJYsEsmDOud7ng2TwmXu3LVUTxITFEAARGmXFprNyUjhMrxx7bRhS6GIKEYBCIFEIxgRLAD98fs/EZeUo1pGJPvf7hY5ubp9lcF9gnLAKeXSybuv6hAEJf1s17DExV/5A7eGZ4KO89urX16dnWP8zObNo+FOKFUC05sXScUvF4UtA9a2o/yHoXXWhEaQIuxY4AlEYc0r4SIFaCmJS6MFa6nHN1zWn2P0wCPXwLBZtBRk/jICJqqU3GHXKcGGCRtRMjwNGZSlNXAIPjlEYi0iE9NiIly4rfvJgF81TB5rVgFgmGngVRa930iN6GvX4+EdMjetn1J1tmh+hnaJ/97vFf9eVsRlLAEdFvZFAtCYcExWMxInJiDoG2NCU/vTr+7HsF0itK52Tt6gLzaKGcLUlIrWchwbzvYyu+smt1+LdXxmfCAUXjMydmax70KmLhOMTsODo+0/NmY4JQfKZncubx2cL4hMXBs4tl29tqf/XH23T9w8HTw/qQeu/GJkxNTdCXLX3v3cGjl8aHil5Dwnn6Ex1PzO2QehZWKbYBMuiDAUHMPF4mV6kVtfGdyxPZEp8d94RDgiEEJUCSITxfywiC2WIQJlZZV4ttmObUidBjipFQZCQAEw0VvNpELBlTqbi4uzXRM64u5pUp0BEkCAIWzzILUCijZzBRX9bV4Oqlc5n5ndM5mEX0AIJ5GCqEET0H3zp0H0H07CN6Mhue/aSskCvKWSP6GVpvthRCsvaqv5gfGgvBYGbhegpCaOKYo0Nu13CJmIVgoZQABKQwUu2qUPZYV+/rwyIA4FD5KVARn8EvnBImPquhRMwROjIACxICNlYjQRJCx2cQFKBpG6sxC3DJkzOPzxbMJ3yE/CyAxmTs2YdufnLnqv/4s/df6cm88kEmHRdr6xPtjcmamA4xGCBb/1DMewxGYyq2b9eaJ3euXpgSrgozYhvChniAfQ3gf+IxXxgvf/XNUUfjDqUch26rowfXpp49OaaXoENMSh9/KYfAUmVKXqZQNu4SAOPw9H5Wy9hVjsS8qEwYK0uXKRUTd7clsxeK53IgxU6MIJGKkSuVQ4BiI/tBfrCpBFGmUL6clwBABIXDfbk5kjPNh2Vc2dU/Fmbn0NuMYro0Xm6pTcZZOU4MSjmOTiPESLLjCJIQQpA09csOEaRyzHk97L0qS86VPBDNt1j9eSPVrldRVFkgYGWNUAUyWEopWehyUpSNSLsgSGlV/oDgmMi62gqp9oNnRiKMASG2E8U87Kq0olRcJMH3rEh9MOZdLIIUHIdMBYKUQpAwtQ1+RljPKqDUhbEyAIBeOjs6k6lYGJ/w0fKz2ra1pg99/vau/vEXjg++2pvp7s+fGi4G9XSAf79nY9PeW5rvW9uwYB1fE82IbUTILHw8i9CyJqmUFAKeIhJCyXeG0TUypk+EjTsDk5KSuezJoieVDL0YMFBmGssUPftyhkcSQUNlyRfy8qtvjMRijiASjiM8dduy2IOrk8++VxBaH1Sxn8sjKDBnCuWMWwaCoplf9l6Lfvbg6eEQCou42gmIPhlF9Ca3KCRbRK+Vpvw8tUb0pQVC9EElxkQdgYmKwlZFmIzqGjPAzIoBSBWIS016rZBqD82hHUooR8yM8TK7rFak4ztbE1mPz455fq4/CXgshGfjAJAIxQRCqczVxGdhm2+fMEs/ewPoBW1vq93eVgtb//BBptibLeknPt/1D1dlgdiG71IjGCTKCa8YghlKKiGVVrVgQQQpQYD0GMzS1xIOFV0DYM6WphPg6Q1kP3zsEx2P/UQypKcgHJLSidHRwVL3sEfMjrBIVipHwPNkWXHBLbO/nO1wKoLNa8QOnh0BQk4KUyF6iiJ6QHIqJjypa0ttbKHz1AIa52YK5ct5D1gIRG+l2kNPM7ha7TWtw+bzsSK60gJmAIYv1d49HHGyYEyQajeCLhVzGPmEPeXHZ3BiMVLKcWK31dv4zKwfLYYYjs9kKD6jK8ZnE23+fMJV/BtN2v/m5UKuHNYLUgP5stYL2r22bu91pRekzdY/NCz2QKawwMmSQR+VYZ0IoQ9/iSsfoCplqduAQIjQ/OgI+ujJuNMMpCdjZewM9rGU7ZU4yA82FZPwpARRWUoAxIqIWSliVr7odzAG+5uoMti8Rswi+pBO6uSIXv3VGyNxjeiFQ6w2N8UfXJ189t2CgEX0MP+RZDBnxkoZ11swRL+9rTYibVm5lkL3CJXlB4X6gN9yqq+oXF0pgY5lqfcG8xU7po3PQif44Uwx4K8uqZQkgbIiRwjlvTPMXSNjfvpLSO1kpVSTxmd8xfhsGqu6T5iRn33qyMX/eSazrjG1oTl91+oEGWZ1vyqQSVDO9X520f1W97k1tbF9H1txfegFXQ/WmIoFAXsl7gjUKEznNWCWvgi9MECoC5s7tzYCvP+dIfuG+K4ZV1B7DSGOSpeKirGFgk1Y5S79+6QCwGH3GowhCD8rgs1rxHqzbgTTTY3oFcMNEH3MInolBMQ1gOgZHHWyCEm2hO/tEwFplB2JnAC/J2p/10ggLgWAuSj5vaECJqhTn/fncPL4jC2YCMbDUkkhpJJ6XRGBLHRgMHtydvHZQtoVeBF9wrffbW9c3ZjShG9lqTyFsrLkb4yy5HQ8dktz6uFNrTctr//arwf3/M8zXYtK+HbD2LbWdJAnqsx/hTusEVW7kpZ8MkLdZv9V5KelHLq1KRn8tCmsIeEEeLnSRYZfvCiPkT8GtqRzliC5c2tj59bGyHexP//aTEb1ZNwgUQdEcpqoeDrmOzLgSVlWXPRkweO8K8c9lXO9bFkNFbxMSeXLkoN/Ffzg0eI8+ojPbWyxwXV4tAwGlDJXhKj/OEwYqCZSAgacVWCwInB9HPq+cvOO/N6JFOyRRgB7DZFbMrNUillJpdgmwWYVny2kTelnR4te54/f3/cvfbe01tXGRVlyyeMyk+XW5LIy7JOGEVIqj1GWKp1w7lpZt6Gl/o8O9Rw4ObyQX+aGtXBGzC7l6H14udvXQPP8hp2dUmDe3zWyv8vm0ZQCuOip94aLULxtWn3c7W21lSPhsJONKm5N+L0h9mH7CcIOmgGkCLc2J8F8TaZnQ0c3E17pyV1tZLNRYMnQDkInc+wcTo7o59FH7NnYFGRFtWO1a6nzjpbO7c1+9KPHnyT1qTU1HWEmVpaRlRZxu3hoff2KmpheURWdI6ZjaqJ79b97MB6gYnv2eYSDDZs7tzZ2blsWePngZ+La0Xue3M9mXG/v9989cGJox6p6ZpQUXE3V7PnkzZbIWQU00trtliR7jGSM/tXGlufezeybGYXzkk1le/UrYRxcWNBYL0GbEGB/IU68hhxc+OVnBYCY6xMmvTC9nwUQRdahkRgMG0JDwW+RwRg4MpL9XSP7u4bC20ZRqkmDzWvEooi+ghwP0dmocLKhZxTakAyi50l+zrwi+o7GZHt9EoTmVCxYV2G59SieTTu4f3Vqda0TWlcch/12wbZqnv6hc5kzI0WAH9uyvOJXzzg+i7pvE5/Z+8Ct+/GZXYF+fEYcZGMW2ybxs6NFb/dzx7v6CyvqkilHlBQb1nRPhZnVy6ydLJV8Pn8VdrVU8tTm1tpjw+Unfnp+4b/YDWN7b2meCs923tHSeUdzELAzg1XSwafWpDrqRARrhBFB1BE8tKFhRSoGYOvy1PT0PaGRVKDpqZB1+PXzg037woTdPQNKB5ukv8sVMsWLZNvbakOBbTj3XTEbUznZqMMN8Jf9OYSUYIvo5xfTP761Fcyf3rDs9uVpwDabKt5/dGD/2/1RV6u0VPuRC2P+5r15WezP7mi26HJieso4wb23TFbwz9F6lfAqmjQdEYmEohs28/6u4SA+YxufjRSh+JrGs3u/d7In60KImrgoKbieEasoMVwvELFwJXTqoKTIONwwttXI11Mbmmrez8kDJ5YSCLM0I7bBaK6JW6zhh/x2mYbcVlrw/atrVtc6FkUqsIwLNclLzgrgQ2dHz4wWweqKAjx7brbIOuxiGFATgk01WbAJFXH6YSfLCuCH1jesSMfAamKweS2Z39YRdrKhOMOvJ50U0UddkkX09qep8PHR/Gaon9i5siEZe/HE4PHBfCUSR2hjQHSbtM/x5FDx67/tD/3NSTb1RyeTat+7sSmYQxWat8jpAodWqT9v0TkMVlHk35r4TM0sPlsoq/SznT8629Wf1x0aElT0VEkZvSDjZPVVIXC4CmUm1/MdrnHKJaV1hGTHstTfHPnw8IWZ6gUtWYU9evtyED69ftntrekgUQDe/9bl/UcHTEhlkeNI0fvrI5ePXBz3X4/NTYk/295ssWT4VY8o0e+5ecpeQ20djcn2+gQIzTVa8y0cAnPoBTOZu3TMBpuho4wg2AycrA48+dD7o2dGimA8Op+tUHOxvbc0A9PmysOh96SIHhzJbEb/zkIi+sZk7JlPrI9UiVQmN6JOjVXku0wS2pv79vo4lGpMOpNq+k0zh513tHTe0RJakwwlkwKfWpPqqHcic1hxTBdC0A+tb1hRM6P4bCEt4mdf7c0eOD7ot8Hly9bJsrkax2oQrna1KDGFcC65+ojM4wfW1P7e6hotybe5tfZL/7tncb7i9W9P7lzdkHBefHfw+EA+lKWdgD4qjyYMijw5WPj6b/snwZKh0/9HN7fMZFE+vrUNDBtssn/8tf9o//6j/dGlr0YK3l8f6T9yYdxH1puXxf/sjubKV3TC6fbnblkEsayZWIDow7lyH9Fvaw6+RYDoUx21wuYWw7ly66r8/xYc0T+2tXVraxpEm5pqoiH8hLjHpgvi5DtZFcWYZl09cmtzb6YI8FRk6kF8lr5SfKYUYOOztOOPAUoF8RlXRmmHzo2cGZlRfLaQFvGzT73WFzQUgnJlLnrKVSh67DKKnnIVFSWXWBQluwpF7WSlcplce1+yGpkes2RyPVVSaEw4H+a9b7zdvzjf8jq3xqTzzCfXW9wBAJHXYOLhgEkXhE9po2G7dYXttXGAG+I0Q83XJ+5a2ZiKvXhi4Phg3hw+mBCPA3cZQT1+NlZBqZPDha//pr9ybJFDGPXYZMHmNWIBovdVnCfHs2FEX2OOj6z7sIh+Eix26P3RMyOFhUT0/+Nf36oP93atrqtEtRPWz53LU49vbqrMNdv1lhb44tblp4bHAX50S+tXppYaMfFZx1TxGYdXUTQ+Yyi1uSlu47NobASEr3tuXrYwczgTC3gRJ9MLEq3peFNN3OdU1xS8AkZg1cibai5Ioxfk8/YzgUO8RHjjQlbKmZL2L9lEu/c7Xd39+fbGRG+mBGjCoykUOkEA4g6VzRGZ/gHRE23m2QnwHDg20Pmjs+aXMOxvF8EAQlz0k1Xbh06HAT+/1l4X780WG5LO8X+7Y8G4fWdhT73W99RrfY9sWX58IH98MB/QCepvLSY8EcDOBgBsbko+tN4KprJ9IqwCN80MVsf+7Y4F22y6+/P3fqdr15r6HStqX3x3cMj0/iKqLDDZoVyw8fOmpuQjty1/5YORI325rW1XUBGOiCH6v4usQleFGKJeSIgWLgPB7CEUE9iZfHRzy7OfvWpqzYwruwcLYDQkne3Vy49H9BQm0wsSBDGtXhDrtsIJekHSMufDagddWS9oyaa3noy7+7nuFen4tGIb+p7vXFG7oy39D8eGguwbguscBXju+XbXscH8pqaaUyMF42phFZYMI73uGhIAgyhOVGZMNhKDPh65reXFEwMA79u15iv3LCAD/NXbaNHb9t+PBg24gXsFhANM+kQsJz+H1aX8YLmylOqx25fvXyhJJG0zkmqPfAvzXdLOBKn25elDX7gyloqIIQYrOepkLaV9MJJw5bI/kyqo2m6vvWqB1F9dGPvnMyO/6S9mS7KxJgHFJITryYG8NzDmPrihYfea2r03LZsLnUDgZyfoBQmr6u6QoOaaeCLmTKcXRLB85pV6QRrkXlEvaMlmYlZso37HylorthFyr8HOPwX6AMC8qTn5yG0tr3wweqQvt60t/fLnt1wtfjyfde/5dtfKukRLKnbkYs68KtrJ+jDWvhhGXql7MDwUH9KmHfqDzc3vXB4/enns0S2ts8AgC28m8vMdRCSeCGFbmv5ZVJyzc3t9vDdTbEg4x//dIiD67v78F3743lChPJ1UO9DekKiJiUkYr08PDxW9q5Jq1/FZIIaIqeMzIgBxceX47OCZkXzJm2F89tTrF39werRjWVrLDpGR1gUZMTcQUc71LuRKZ4cKq2vFvo+tnJ10W+Bnnz/W/8SPzwWBj8+pToYtvzYZTwiqScQ+vrLm/LjqG1dayccwnPvoVTP2s3KILYc/C6A3U+jPl3RYlP33d85irEum7eDp4c4fn1uRjnXuXHX08vg7/eNHL41Hsa2POEIYijkdd+5ordm1pt6KbYzNReWseyB/77e7dq2t39Fmg81KfK2JZmA72aNIhBnApmXJRzYvf+X9kSMXczPEQdeIWUSfOjVSnBzRh2KLGSH6W1tePLnIiD4k1U671jbc0XYlqfZc6UiflmovNyRjVyvVbuOzWEs6fnXxGRCsJVTEZ7lHt7ZdMT574cTgf3urf31zbXNNTAgBwFyNgLnhbCFfq5go63rvDhXiynvm/jVXW3IX+Nk//OF7L50Z0bmCcH42fB+LOStqYn92x7KfX3B/M+QRCeEIIURSkKeUAAtohlND3kysP0GmWL6Qc/1Dj5f+z1uWWGbmYl3943/4T6eG8uW9tzTvWlMPICy2MVQoDxUkpoEeVmzjmU90zAU3mWCzNtG5c2Ugr4QJwaa2kKdNxyiQV+rqP9o/vq01/fK0Gb1rzQyir0201MwZ0fs+4tpA9FGpdrG2PtneMFGqvdSXc8NS7U/sXDmLtdTVP777O9271tj4rGBpIf3U9hViAoB5R1vNH9zWcvDMyJG+7BXjs4zr7ftF70vnMp/Y0JyICaHxq2NQLBEECQNmtX8kJpA9f0Ku5P3q/Ohf3N12VfLvgZ+dWi8ooknl6wUJIhGLETBRL8gRgPT1gjBaKGVdL3wmPlEvaMmu1kaL3pd/0XPg2EA6Lnatqd+1tmFt/XT5o75s6cjFrC+28ZV725+4a+Xch9E9kP/C/3p3qOBFg0331HDRBpsSRO31iZq4k46JtQ2JTU2pTc1pgEPB5vJnPrnhOnKy2iZH9Agd4CDEDgxEEb1p9DDHR9ceou8eyD/f3X+4L9fdb6Ol4GqipT23NO+9uWmOUu02Poub3bp//OilsQDJmvzsZPFZzLmjrWbX2vr2+sSLJweP9OW2tdW+9MjmafhhR4ve3u+/1zWQ/8SGlsaUI4QD+GrEDoyqrsGzQhA0K6G+ZyVIAEoQdV8au3N54qn718zwOwZ+dtvfvd2TcSP52Uo8aw/H7CcmSyvIsZUGWutJo9qoXlBQfwelvvzxlV/++JKfrYK92pt96rW+w31Z/QJsaqppb0xYsQ0AsGIbbt5T+hT1iZ2rnty5qoovcyjYFLvW1l9NsOk1JJ2v3LN24SXXqmUzPT4K2xSIfmvrFc7oF8vOZ92ejKuv2tPe196Aqkq1z1AMUe/Ts47PMq5373PHz+dKbXWpu1bVCbIHTFopUztcgk7RCpOi9ZEsE4HY4FxBOD2Yb68V+x9cN5MvGPjZhv9yxOaYAgXKynsKZW818tUInwGj9URKekRQ0naS+HWdKvik847lzzwwo/Et2UxMi2388nzmmK5pDSEO/37PzU17b2nevbZhnjpkbLCZAVE6JtY2JDWGtX/OBU/ZYFOCSAebU5WyX0cWQvRNn1y/7MqIvj6xqfkGQfRVtEzR2/eLngPH+tNxR4shXmG3vvr4bPdzx7oG8hDO+sbUTc1p0srEgLDKxGAIrc2sc7Ia55JBsgQWBHPPSgg6MzT++G3LZpJACPvZ1/UHYcQaIFmyTtavQwifqwJBQMQKiqNEISooR2eGkntuavzH/9fGmc3/kl2FadxxPuOez7rax+420CO9MOfXXf3jB44PHO7NdvfnzUfhmkcCGHs2Nu3d2DzHYPOaMoPojw+k41eD6C+PDxWue0RfXTO7dV8WjHRcrK1PThKfZUt9uSA+e3LnqidmEJ91/ujsgRND2mu1N6bWNaZIOIKIBJHfGkBkP4AICg9YAEQsQAQm6F4BEDMBr7w//Pef6bhiEULgZ9f+1zdN2XAoG1uJYQP36hcVhw86/BY6hlKdWxuh9YIihBQSzPt+d+VXds00tbFk16OFgs0igRi4v72BqxpsXmtWeXxUiegnPz66ARB91W2y+KzyuufmpvvWNe65uWkm8dnh3uzDL57wfVpzTfym5hrTDQAIx6Bac2U/Y2uytLYzgHUfwEMdtWD+aW+eWA0WvHNDY8f+9PbpB0BE5hlPrRfkhNL2woITZSVJ/LQ0IvWAYKMXFGpMnEovaMluPFvXkLxh4OoMbXtb7cuf39Ldn3/+eL9G9LrydKKbuPEQfXXNF0M8n3F7ovHZtrZ0YzJ231XKdj31Wl8YFOY8VfTYtFYJQczCIfJYOEJ4TEKQZCEESQgikgbJCoAUC5CnAMCVSgCNSfFh3vvm2/1P3Nk2/Rii9QZ+0bWw9QagIIGAUMcLkxGX9sXaONqbEaEpCROs8Qufu2nvxmuUKGTJlqwqNgWi5+1tdTcqor827cCxgc4fnwMQPmdqrUs2JWPCiRFY+H0AIMcRBLJ4VmNYI2BOUIJI9wSA2SGApQC9cSGrlOr64nR1DgGe/dzG5l/15gI8qyWF/bJqYigFElBWw50ISh+CScDu1SrabhwQZCgC6mKUKwHMerNasiW7ge0jiOhnaBlXdg8UAG5MxhZABW7/W5dMgR2C5t2hvBcTTpKVcARJJUSMGEKQYBaOxrNEHoQQJJUAhXlaiFlQwNxSVsi58qVzmenpBIyf3bOxed8vemxoE1a7ROeOFoD2dw+DfalhkRTYvTp9JlPqGfMCJ4uKrm0f2+Kh9fWnh4u5Ynlba83S+luyJftI2a/6cv98dvQ3/cWsKxvTCTATiWJZDhbKA+OlB9c37F5du/fmOXEITGoZV3b1j08ss1OgS+PllloRZ+U4DpRyHIdYCSdGHjuOThoI8lSQn5XKIQIrBwArh4iUKivOlTwAB8+OzsjPar2g3pzbnIoNFz3jUpUy6QId8guLZ1mlE879q1N5T/Zo/WcGgDixaS70ac00OyerQ+cyGttO1AtasunNcggt0P6/ZEtWRQtzCNy5OmkLVMk2XGkOAfmzD92/O/bBXDgEJrWDp4dt84htFdGNDwATDRW82kQsGeNUnO5uTfSMq4t5nbGFECQIAiE8CxJQxLo/wGDbvqzRP37pXGb6kQR8XSHCt/HjgwVbJxvm0bFthRrVCtu9zgzC5qbEQ+vrv/7bASBy/FXBf76QhG8zsYwruwfyRFSfENeOmpDd/92s64X2f2+w4A2Mlx9cXz9P+/+SLVm17IUTQ//trcuWQ8B0WwEQgohh2API9FwBmkOg/O5gIc7ymd9bs215FSDFH/7TqZdOD084ZyI4jk9oGY/F2mpif3bHsp9dKP52SBKRE4sBSMWEJ5VDDKkcwZZ9UDrEGuFmCiVDJwCGlC//X7fsnoJOIMKLmHG927/1dtaV/h+Gymkp4mQR2h8iZru2w4yQIVbNR29ffrUUfPNhh/tyB8+O/vpSYVyiIenohvSS5IHx0kC+/OC6+vvW1u25qXFRvFiEQ8hvSpmw/58bKfRlirUxPHXfmiru/0u2ZHO3EIdAUyImdOeVzx6AcLeVhrfQTa5GdGCsJH91fvQvdrY+tmWup+UPf/fE4b5s4GTDba7RfldHiFhMUxE65NDmZfEHVyeffa8gWAkoUoa8RUARM1hlil6mWA73B+z72Mqp6AQifhY+a1eY8C3g1oyS7yLsahnQRWBUwUIEAEppwrfGpNP9b3YsbrXg069f/P57ox0t6fWNqWB3BcjfYxm5kuzLFs+NFlelxFc+vnL3mgXyYlEOoZnu/29eHGuOo1r7/5It2RxtMg4BDjqv+Go4BFoTT903p0L7CXQCtjPAmarrVRDIicUI7AhBzI4AKSkIJKUj4HleWXHBLTPC8pRXoBOo9LMA7vlO17GBKIWz3/dVyaNDoBApJCoI3wyqfeTWZkv4tnYaKYv5theOD37z6EB7U01LOkGAsGSTdqOFuWrIDhBhzJUnB/MJyKfuW1NFcvWJFt3/HUEVNmH/J90OyIIIwFhJ/uzcyFc/fnUcQku2ZFW3jOvtfu54T67UVpe8a1W9ll0x75oQBNNtVbmqwxwCMP8JwumhfHt6phwCk1rDf3nd5mfD5AERnpZKFhe/05UBgFgRMStFzCqgagnrkpn/pqETIKJKvduQXlC9qT0IV8JGVYNCekFRyWilAK0X1HJqOA/wo1uWL5aTzbiy88fn9r164abmdH0iVpJcZipJVVJWAl2qMqOs2GOUPfYUyoo9RamY2Lm6fn1L3R//uPf5E0PzNbyit+d77x04MXjnqgYGygpaUS0Ym7knfV9WSstcekwlyZ7iVIz23try34+NfPmXF+ZpkEu2ZDOxPS++25N1QSIdc0p6JUu4MqSWrbjEVJJcVuRKlPV9+KpXu0LJUxuW1XwwJg+cHJ79gEwLFQFh5l8FIPTJpPrEWmFPMlhJxQzl11Mxok1Y5vPzuiJgCqv0s+saki9/fotmyum8c2VLTTzIsSKQjNYu/O3LY//Q1R9lMFBa5nrTssSff2zlqcH80ctj21rTz3xyw+wnaw6WceXDL548cGJ4x4o6kNbiRUnLnmtH5lW4M/uYpdKf18ScBzcse/5Udt88eLGM6+1+/njXQL6tLpmMUUlZSXaptIR7WVFJcilwtVxS5I9Nj9ZTKEnesbK+e7jc+ZPzVR/kki3ZTKzzR2e7BvI6qSiJXI9dhusp165qq5PNJSZXcZntvX/Vatn2fXSl6liW+pvXPny1b2x2Q9KQcUKcPWnkXeFko5rQtg+gc2tj59ZGcMjJ2p8/fS1QpZ8FsL2t9oV/fevxgfwrPZmv7m7/4va2HW21AZ6NuNSo6iqrtINdq+v+/O6VnXeuPHh6WLNqLhaFc8aV9z7X3T1YbKtN1MQdo8UbQotal7ckUdZKvRxytYyyNJixzLitJX18tNz5k57qjnDS/b/k8cT931+glfs/w988NjTXnM6U57T/L9mSzcoO92YPHB/weWPHS8pV7HrKZXI95frrWfpXrZytHavRyTbr2VMPrE3/3poajWo3t9bN+r3b3lYbsNbBPzfSNf5WtzH4PMzE4gunV0isRx00IUW4tTkJ5unpBCY/ldq7senQ52//wg/f+6tf9Ozd2Pylu1ZOqRdUn6iJi3TMJ4Ws0YRv3+66fLV6QVW3h188cT5bBlE6GXMlkyk5NnRnxOZK/r00V9JX09EMUkyEjsbUuZHCgRND1dKRjOz/INdjEkKwIiGEVCQEebb5j4hUZGy28xqWQ0gJAnlqY3P6b177cF19YqkIYckW0p56rS/cCDCBQ0AJRwjJdlULUbmSIxwCUjFAJanoajgEJrdKenKfuUW3XFGk0xW601WaSlsAUCH0qvZ3j4Sk4AHFRVbvDRUAbJu2KrTyHCxsGVf+5c/ef+HE4CwonBtTsX271lyVXlB1zTChgSCctQ3JjqaaEDePQ4ZrkoRDMAw9ML0fmlpC807abhAYzh71ygeZv/9Xa+euu1PBIdSWjq9bVkNEQqsIB0xCrOmH9fmsY64EpawLBnGEQyhbku/2567IIbRkS1YtM3VKfnVqhENA10r5nFiaSQCOT62t3ywoQVZjEEqAoJWzWQnCG70ZqdSxP73qsPibb13a97MPjJONsGaHmQjtNaKwF3bQxqVG0wuAkgSuiyFXklDy2L+5Y6rOgIDfYFJrTDrPfnbjEztX7ft5zyvvZ155P5OOT0b45pNClhWAhqTz5XvWzk4vqFr2am/2wPFBkIAgEAqSNVokVkI4AkykGXpIeCBBpqNZsiBh9lhWBJDHgugz7TUE/PR8jog2L6/p/EnvsT/dMscRPvVaX6hyAyMl1SZVRKTdEUIqMiUvQvCE/d/i2YBDyFOCUBMTH45733i7/8nZ7f9LtmRXac++dRlAuNsKREMFzSHAwoElZAk4sYQGN1IzvUbxrHavuueKmJjLjJwrr9jbOtH23Ny07+cfmKMwn04ABKjOHW2GTiDU6ZoktXt1+kym3JPz6QQQYSIM9bgC/ND6+tPDhZxb3taanr796squ0BC+hfSCpiR8q4ZeUFXs6SN9gF98RllXFhWT7mJWymJGocnQSLIQDkmbUhAEyY4g3cUMpSQD4BITpFyWin04Xv7m0YEndrTOenjPH+t/tS8LCD/UKiu+XJBNSRKO4xO1OQ4B7DgCkh0fceuFCN0OqLG2/Kf3xwyHkJICVJ+MPfPrS49taV62eFvdkn1ELMQhEKJrYSjWHALJOCvhkFCa3VUJxyEJR1MRWs0CUkoIkGKHCCx9DgEYDgEFoln42Y7GZHt9ojdXitAJ+EkDzS8oBJQECTClk879q2vynurJlgydVkAnEM3kgsF86P0MlALj0SsNbLq8waS2AHpBc7QDxwc6D52tUDlbno43p+PClzXTdX26pk+EeNS1/g/Y7K66lxkswFognaB+fTHneXIWUYxvu7/T3TUwHlGpEEIIsaI2mYwJTdSmKd6FcATB3gtdV2hG5fMGhXZ+fX3z4liuWNr/4LpqpZKXbMmmsgPHBjp/fDbScxVSYyEStYlYMuak4uLjK2sCDgHSLyFZHiy9kk3DlVHOZhbgvmzx8nhJH0xl//1dVzu8EJ1A/vhgPqJUENAJhJsDNPQx/3xzU/Kh9XVff2swxEHoH6AFpa7T0wlcIW8wqV37hG/f/O2HQUreiuINuxxzZCouiJQTE4By4JBiEbO0vsSOEFDs2GMxKOUIIiWFICh2LBma66mxkprF7qrtyvu/UsIRQrHZ/4VDDMcR8DSqVYIEKSkESJr8rEOAVA4RsSpLzpW82e3/S7ZkV2sHz45E9OgQujIzYaysXKZUjO5uS2YvuOfGFCkWDgQjGROuJwVBaLiglCAmpRwBSOUIZArly3lpA38c7stNxSEwlT1x18pvvnXpxRMDtvWAwYBgk+LQeJYZCCkTE2kNAzBODhdODuaDigVT5hUqdWX12O3Lr+gSJ6nruq4t43pGnCo4/WQQKVaXCzJXkq5CwVOuQsFjV6HosauoqNhlUZRwmYqSXVN0gqKnXEVFT5Ukip5yJWeKcqzMAA6evQJDz1QWcAj569FuBppDKFfmoscKuLs1sbwmVpTsKhTMqOCyMCPUI/e4pFD0lL66EuezJf2Tr8ghtGRLNnfLFL0KDGhO6u2qBlBWfCGv/uqNkV9ecgseFyUKnuqocx6/KVGUKOpPyqoouegpV3GhrAqSL2RLF8bKwY8j/LI3d7XDa0zFnn6gw75lYYqrUIXsJNegodaqHZrOAP9ftdfFoVRD0nn6Ex1XHMaN5mcPnhkBQhVz8BnFiBnDJc6UZFFCKv7YilRLUhQVCkq7VxSZih5cJu2Ii1K5CkVPuhJFaRxZ75ju+qCXzo7OcoRnR4Kd34zQXhkMjJVVtsxgvrst2ZSgokTB46JCQUIS2Xu9SZhF6UoulpWrcGm8fDnvmR/HONx31etyyZbsqqw365o7DhxipM4U5l4xXE8VPJUvy6LE24Pu/+/YeKEsi5LN1VNFiawrBwuyN1vOlFXkN7Hvt6/OHtvaurU1DcKmppQZW9DxFXasvjK3imvQWuFwgypa+chtzb3ZIsBP3LViJgf+N5yf1WgxtJcCQQKBmcfLyLhSkNi5PNGccuzuiqIiT2knyxrt6p1W41lXcqGsLue9y+NlEPRienVWXixT9ILDQ23B/m8+KEt//y8V7G6/vk48flPSjEqiUOai5KLHruKCx/nw/m9HOIv9/yNlGVcevjB2uG+se6Cw2GO5stnR5q6p0fZk3CA+06f5JgCfsv+KAU/KsuRiWRY8Ne56457Kul62pIYLXqak8mV99qz/fvC7Rove7Ab5P/4PTSdAlk4gzCNoHS4Ma8Gdy1OPb2kK9b5GusXSAl/cuvzUkKYTaP3KPe0zGcCNdh6dcWU0W+SjWtO/AcBj9I2Vv/rmqEPkxBxSynHEbXX04NrUsyfGtGiwQ0xKH38ph8BSZkoyUyjbAmaNFsdmUUjbm3XBWtOSw5ms0AjNvd7/IUASTsx5e7DUNewFHEIAQTmAlLIkLYeQNh9YzGr/n4tdm3y+YfvVhbF/PjPym/5itiQbaxJQTEK4nhzIewNjxQc3NO5eU7f35sZ19dcEt+91wETstwDo84ZIOwBH1zYbOVfWAgJaIksxgaUCwH72k3ylQX1vFvT0HALT2LqG5KEv3H7vt7t2ra3vvHPli+8ODuU9EENJMxL4dQjq7cvjb18e88kRws21m5YlH9m8/JX3R45eHtu6PP3MJ9fPcAA3mp89bxjOEdpj/eKz0MQJkkpJIeApIiGU984wd42MCbBgFsRCn4EqKZnLnix6UklLP6Gv4dTE1ZjZ/0MU6Xo8BtD6C1QEo2ViT0qAylLCcgjpNLyStgcaE/Z/wmhRTjqG6trhvtxLZzO/vpwfK3N9MqYpHN0on+/DNzV2LDYr+VNHLv7gjOX2X5UgIUgT0sGSSAG5kvezi8W/6x6pOrf/VY+2QokAkzMR/+xD9++Ovb+61lms0TYknGwAbirca0X/ldXJJl1KZXuuVISQpXPrMrDa3zU8sVl2LrR521rTL/zrW7906MxQ3vvqve1HL4+/c3n86OVxqxEjI9ewMdIO3bGibtfquvaGxLe7+o/2j29rvTo6gRvSzwKoxIYW24rIUlAMwQwllZDKg082KCUIkB4Ts6cLOCbJN2VKs/JiQdIgvP9PQLVaCtP8OivqTibs0vt/sOdzMKrwkg1mY34szOd715plhBCTr7nnXEn99ELhW8dHFpjPN2w+t+/H1zYKIUpSCSEglaHms511ANKJ2C3Nzq0t6azrfe3Ngfgbl565f80CywVFR+uY0QK6wjTERKzSceeW5ppbW9JZt2xGu+BMxNvbag/3ZkOI1XesvsagvrdXCLCEEFDsQ8aI9koENCgwUg46GlLvDY7Pcah7NzYd+sLtX/hf705LJyBBpFux0jGxtiGxqSm1qTmNCJ3A8mc+ueGqyjpvND8bShfQhD02/PhDuy4AXcfBDEAF1I6A5ODBV+abqCczGy/WkHCypYn7P08YZ2j/10vT3/8jzlR1bm0Es93/OXDTV+IQmou9cGLwG28PrFtW8/GOZaQb0nSbsgQRSJouOyLUxMWmltpbl9eOud5/en0gQZfmm883bBXcvmUFYrZjM0y+JJW+J+g+QCKodNy5a2X9WEn+0Y/O/8XdrQvD7TvZaBVNYOEIRkta7Fql4zEz2kMLN9rAgmalClc7DYeAdqb63/N0HALMRU+9N5THlTgEZmLbWtOvffGOv/zZBy+cGDh4ZljTCezd2AQ0TfVP+nKl750c0HQCDUnn6Qc6nrh6OoEbzc82pmKZYrkyNxSg2nD7HQMAMRSbGjrzpzaQUQrgzq2NAO9/Zyj4J9bVzi7/WLn/oyLU4lB45YTyWVbOPbz/6/R8xQZASIE7mpPvDeYpUtZQHcu4ct8vel46l31gQ1MqFit5Sjhauk7Aswz5gshTZLt9tAtOxcTONfW5ovfHP+79i7taFqC2N+D2v6mFGZqQXgjdfeSrabAgAvnjtNz+SgmiVIwevLn5uZOZYwOFp+6fE7f/FS1T9PZYJQIGynrrMr2LmtFC9ysKe++3ZRMUR0Y7WJijEsHMbe8tzYd7MxNAQwWeDXVhIRzDReFOpU42gxWB6+KUKwGstrfVzn3AjUnn2c/e/MTOlft+3vPK+6OvfJBJxybSCXDBU70ZTScgQdSQcL58z9rOu1bOThHmRvOz21rTh3uzod11AkOPvvdxorIMPbo4GaGAJaizC3/OKYc66hPvDeeDc6erNbP/+wXPDBHe/+EfEYT2fwrGULH/d03kEGLLIVRl2Jhx5Z4XT3YNFh9Y3wSQK5UQwiAsK79MwnBEQLdREBNMSwUk18SdT29Y9typbPdg8en59Fya2/d8rtRWl0o6VFJ+l33gnkixr09hEKK034J0rz0A3tya7h4qdP7k/Fy4/WcyWq1EoJmINZINmNssqvWZLsinX9F4XDNygDe31XYP5ed1tGHbe3PTvp99MCHxRVCq884Qh4DJyYqk4N2ra85kyj1jXvSNs9FY5D88tL7h9HDecghULcWv6QS6+scPHBs43Jft7s+fGioAwemXf79nY/Pejc1zpBO40fyssYpTTqUgHGDi7qrTBWTcsW9Btgj7u4atUzP7bdFT7w0XoWaJZ/fe0mzxLCIYNtj/Ycc8/f7Pk3AIVe7/1Tzx13y+53Oez+dbQXwDzS4mLcLSbAxGA4pI2eBX4LaW9PGRQudPevY/eOUa79nZnhffPZ91IZx0TJQUCEoIw24B+LwWhjUCKui1h2GQYEEw98wbmmvODI0fODk8TyG5YSIWjmYiJqWEMCwcUCwcPW8imE97bz7RW4Kh+lQbltWcGZ7H0YZtXWOyvUFzCDjDRVm5eslyCJh3TaWTFHAIWKvkEAjBiEPvj86QQ2AWtr2tdvsnaxGhEygSiMH3tzcyeHtbXVXoBG40P7t3Y9PhPh/PTsCwKkweocNwslf7Iyp31yCEAUDMdQnKFSVmmy3a63MIVYxwyv3fcgjNaP/n6P5fzQ7pyfl8LY2k5TmbkEmUVv1JM0UQyJsXPt+wXR23b3i0YNtxT0axShlu347Gmnni9q0aE7EeLQDM42gn2uNb2556re/TG5oMh4CFAvuP9hsyAROZEYhGCvzXR/qBiRwCAyH3ajkEQtfP3TKPe8Z80wnMtU8h48rDfblfXRjrGshXZUBztL23NNvHDADBAwM672jpvKM5QKbMYJV08Kk1qY56Udl4F5QxqzBmfGhDw4pUDMDW5amOxtk8mHWNyfb6BAjNKceMEH6vdPjesLunHdy/umZ1rRNSsuA4wt0p4RQHH3p/9MxIoer7f+ePznYPFECAEJ5kV7FrdB+0BhSXFIpG90HrUwTqD4Yt30iVGGGeskJ7Q/JvjvTPrt1jGqvg9s97mttfalZ/V485zO2vfOkUpcdfUkJ/o5KnPrE2/Xura0oKJTUnbv8Zjna8pFzJVoPAVyLQsi5GXyOiROApq7URUiJglKTc3Fpb9dFOap13rWxMxV48MWicrP/fxLfJrGFpm1kZSp0cKnz9t/12JfutATK0qtWjM+AQuJZtNnj2cF/u4NnRX18qjEs0JB0QACpF6yX33NS4KLXT6xqS7Y2p3ozbnI4Nmw5UH8+GnJrOe4LSgk0Ukyn5p59xgbL0WSYR3lcPadYMVo9vnT0votn/1zcdH5y4/4tQZpYAGil6f/16f/ifT73/+10uqO7+b/l8SWOuguSix0KQxlyG1ZeZNKOogMFfns/qq5MGmggNhs+3d4zAm5fXPPHT3u4/mSufb9ieeq0vIOgBcuUQt78hw9Tsw0J4HDD8ShDpYNygwgi3r1QCaEw6Vef2rWAiznmqODsm4rASgacIaEw4c1IimLEtS8WefqCj88dnbQuPreEhisSOhn6QgzRd+IAjWkWj13N7fbw3U2xIiGdmwCFwLdvV8SKG6yVDJ7ahqklGriT7ssVzo8XFqpf829f6nj7S98hty48P5o8P5CtZ00EQOoQJXsVw9nNzS/KhDs2EFq5R1ffSv3b/f+6YHZ4FMFr0tv33o6EGXLJjQ2icmGqElf3jE7GwUo/dvnz/QzfPbngTbc+LJ17tzfka93Hh3NaaBsjx9SkiVxbCIQRn96Y61WpS7OmoBfP/7h3XrKMvnRr6z7tXz4XPN2yWps/KREe4/R0iCOEQaVZ/chxLjGnUNMxBmd7rNKu/Q4Dm9mUpQG9cyColu/5kS1W4fY0SAQSciUoEDhGFNAgqlAhsGiFgItb0mME8C8IbfRmlVLVGO73d8+2uY4P5TU01p0YKdlUjIB7U7x3rVc0gihOVGZOsZwtuHrmt5cUTAwDv27V2sdSyq2I6kzYjP/vC8cFvHh1ob6ppSScIMJrsvsG005CAgWGEMVeeHMwnIBeyXhJAxpW3f+utbEnaWlpESCepwsmSdWT+wRRsjQFXokVbR/Xo5pZnPzsnL2bcgf8bKcSAGV6avpOdaNPs/0nn+L/dUS09iwifr6UWNXy+msTX58fV/0sLzecbNsvtG2EfFk4Ft69h+BXG7Rq4YN3WwnH7VpmJOMzluuBMxOez7j3f7lpZl2hJxY5czNm3j6xTMI5Bf3hnW3rHivQ/dA8G/z6opeG0Q3+wufmdy+NHL489uqV1ju/aohsRXTk/m3Fl54/P7Xv1wk3N6fpEzCqtBvqUWuC6rNhjlD32FMqKPUWpmNi5un59S90f/7j3+RNDC/B9tDUmnWc+uT44zYd1Q5FsUSj74xNGIMTQgwqGHgWo9ro4wA1xmnlf81T22NbWrcs1h1CNORBjDup2gzFUcAiFKNoCDiEjg7x347LeTBHAE3fOiENohhbh87XXYVdlS6qoUPRUUcJSNSpXhYklyZUoKSr6OVBl84mGzlHq3G6mpP75zOjch5pxZVf/WBCGW1SluX3HPE2JqfnYuChVkUWEcFLTBmk1Vp19lkrTY2o14lxJ+dy+VRrtuNlpQ1FLMFpDFahHpYqKChIui4Idp6tE0WOXUfT0mFVJGkXnYlllSypXkiD652qM9oqmOQRODeVB6LxzZUs6ZqGAjLxHzFDy7ctj/9DVb88hlFWZlWC1qSnx5x9bdWowf7UcAteyXcHPZlz58IsnD5wY3rGiDkS+hHUgwe0FeuuBKLcyzrckVU3MeXDDsudPZff98sLCfCUAj93euq0tDcam5nSkh2qSxLxZBHGazOH6yXjmRzY19eZcsHpy56qqIC/LIYRdq+ttVsu60YoDgYBDaMIGYK9f3Lq8L1ME+NEty79y74w4hGZiGdfrNiecfiUyQKSY+/MyV5LG1ZorFaWyHL6ioKkmle8UNJFjcC0pZFxvrKRQJbbcg6eHw7nOsKs13L4lLpQVA3e3JpfXxIqGiRhFJQwxpoSrfM62YJzzwe1bbSZipQk8/TH3WiatlxeKiVhzCBwfyL/Sk/nqve1f3L5ih+4sCN61sFi3Cr9xacG71tT9+d0rO+9cefD00JELua2t6UNfqE6UMxfTR/2HL4x1zYEmbTrUM3m9pFLCCXS0dKul6Z/x6/sqKvsWpF6ywl74/Vt3P9cNYNfa+iN9uUjfV6QiVQDqzhW1O9rS/3BsyFb8RTqs0jH6g9ta3rk8DqUe29r65SqliiyH0Du71jZ03hXiEApGKEwug9Xbl8cMh5CfybKHe5uakl/c1nbw1NB87P8Hz1i2fGgX4BPfCMU87Kq0olRcJMG/uzL1Qda76IIYjiDSQa6Uuv/K8QukwsG4UhfGyvoXzZrPNzLasyNAKAXk3wuAwYSxsgxx+xfP5UCKnRggORUTnm6sUJatjaC5/UkqIShTsNy+RFCz4fafZLQchTqhMYeUCDg8WhEDAakYadlNYnYwhRJBYU5KBLOzvRubD30hNQMOAdFeF5+CQ+DSUFE+evtVcwhU0TQ10huX8uMS9QlHCMGsSgr946XBfPnT6+ruX1t/VdRI0+Vn732uu3ugCKL1zembltWQ0dHS/8/PwZkErabkMJWSQb0kgso+8LmRwmObGhZMTKWrf3z3c927VtfvWFn74onBoaIXpOd1ziiMfSrMurNNzclHbmt55YPMkb7strb0y5/fUl0d34Nnhr906OzKukTnXSsNh1D/eGicYVzmjw0A0jG6Y0XtpzoaWmpis+MQmon94Q/fe+nsiMkaT1B/0v9nLOasSMf/bFvjzy+6bw55wlpSkMea+cyKPum8odI5RJV1vQs510+GvPR/3jJHwfaHv3vicF92+tH6OdB4zGhek6DNTfEHVyeffbcgoAQUKSNRpUcOVplCOeN6NshVYLXvYyu/smv1wo7WKNttaYp/Ohitns95H+1VWcaVmkMgHROaQ2BT83QnNH250pG+rM8h8JV71s6CQ6Aq9vTrF79/erSjKb1hWY09cwqdPxlSN3khWzw7UlydnhGp23TnYJ0/OnvgxJA+A13bkOxoqomcKbNRYxcOQUsEmzPQoHDdEIsYTVZzBvrKB5m//1dr5/g6zdwOnh7u/PG5Fel4586VRy+PvdOfP3pp3GIcX5trkm6rdMy5o61m19r69vrEt7v7j14a29ZW9/Ijmxtn1d08vXUP5L/wv94dKnh7NzZ/cn3jZPu/AlF7fbwm7rSkYi3p+KampL//Hzw9PDsOoZnYw989cbg3C0H2BF+YYzrHqTjTd5yYQ3BiMSJynNhtjc6Da1LPvjsmCCSlIyyeVdIBs1KZkswUSkGiRsovf3zllz8+J1+w7e/e7skUQw6LIBw7WrL1EpF7ApxYjMCOKVCD0OOU0hHwPK+sLLdvlF2/SqN1TfWLcIK59cdZOVpBEE7MsaMNMxFLB/A8ryy5UPIYClKGk2NzH+0srKt/fN/Pe3T3YzpGaxtSlkPAoIaCJ3szbl+ulC8rEBoSzpM7Vz1x18r5eMuuaAeOD+5/Z6C9sWZ5bVJ33AEQQoBtr6C51x6PwDxWUicHxhLET923apru0Cn97Ku92T0vngQJCAKJlnRiw7IaXf8ihKMFYgkkHCFA5JfFWDyrz20JIIYgWy95PkdEg/nSuaH8sT+tZr3k9NbVP/7oP50azJcDLzZU6M2VTg0VQOjLunmPAbQ3JGpiIh131tYnNjXXbGpOAThyIXfwzPBQ3nt0a+szn+ioLpINW2T/X1N/x4or7f/Z0pELC7H/b/27tw2lbxhkBe5VmCoO7QhIgAQ5QhA5wiFiR7MEwCqYQklPlaR0NZ9vVH9p7pir4b+8DuhjbceONjK2EE4Mf27rOjjE7cus/Fy5igqcsAKrzjtan3lgTnnwhv/yeuhEPnCmU2BbCkbup3VZETFLc+XgdME/PjVnp507lj/zwELQHUy07v7888f7D/dmu/vzE9kDtO3Z2Lx3Y9McOQRmbRlX7vvF+ZfOZR7Y0JSKORQ1QYAt/iNdP0MEfc8siHIl71fnM3+xs/WxLZNXrNNUerdPH+nTf65Li7KuLCompRzHdIjrzmtd7E2ShXBIKkFB3tYRBKvArjUoSkyQclkq9uF4+ZtHB6pVL3lF295We/iPtu37Rc8LxwYOnhnWXmzvxiZsbJrqn/RlS997d/DopfGhoteQcJ7+5Pon7lo5r4OMcAh9kHmlZ1IOIb3/aw4hpZfpXDiEZmLntfoDwbwTzFYJQvjY32SKDT8DWClJYT5fW4MsPQaz8isrUJENz86Ozzds5tWlYLRBvFLB7R+lE2LdhM2MBeT2DfLIc2UiZhlSIpB+S45tz5mDEsHcbVtb+pm29YhwCLg6BX1/eyMD29tqF/GwSx/1dw8WH1i/DCBXnznB55HQLZAEzQJsTp4U6bMoIrCqiTufvqnp+VPZ7sH80/dPfngzyft54PjAq+ezQVgNKjNdGis3p+MCikgIsHWp4c5rYbK0EgIwnSpQAvjh+2O2XpI8pRpSsade//Cxzc0LNrnLUrFnH7r5ybtW/eXPP3ilJ/PKB5l0XKytT7Y3JmpiIS9Wlr25Ul/WzXsKjIaks2/X2mpVF8zENIdQeP/XqYNIbS8BjD0bm+bOITQjC5ysVXmIOK8KPl/y6UL8nh/lk90AUOEuO45eZ8nnG7Yot2+Ymmcm3L4Tnelk3L52zHPnQqs2E3GFEoF2ylUb7dxtvjkEZmH2qL/cVpesicdKPmsHCZMClezzzxmSdQkBAyBIKX3yJIBbW2qODU9J6jaJn43US9oDmWGXY45MxQWRcmICUA4cUixilveI2BECih1LzAGlHEGkpK46cGwpteupsZI6eHZ0wQ7EtOlTrK7+8ReOD/7yfObYYP7UcCGEbnwcQXtubtp7S/PutfUdjamFHKE/ztD+XzyfLZn9n/n+dQu9/zcknawrKxFWxB1EmUYN2vJpegCyHWuGz7cB4P3vDEfqOghQau56YtvbakNcqCKMsoMR+qy+gdsKkw1ZDKjHjHCHEoOQIu5orA63b/WZiCs2sJASwVzHeoPaw989cT5XBqg2ES96Sji63dl2MyoWjoBmWFaGVVkIzUtHugoFFtUKovWNqXOjxedPDD0+wbNV+tmM63X354OMlSnlEYrV5QKaWSTjjv5lxOzoHnadkzUd4iQ0n5DuEPeUAJFSgk3vSslTY2UGcPBsZoH9rLbtbbWaLbgn4/baQEZ7g93tDQC2t6XnLw97VXYt7P/b22pD/GdTIS+fyVdYZQpp6201hg111kVahAFWKYc6GhLvDc6Bzzdi/pYZZWsL8aKZVQ2Y0UKafwXrtmAwuOX2hY/Hq8zta2KUKjERT1QikFqJgOeuRHDjWeePznYPFnTi21OqxCBDWq8Mi5sg8pgECQ8GyRpmCRiSTx/n6l5HwrqGxH86crmjIVFx1F/pUA6e8SsQ2Vbz6YBRMGO4xGmWul7yntW2XpLgkKmiJZ2ZldIxLYAgJXWlgUOAUhfGdJ6IqlIvORfraEx2NCZ3V62i/8a1yvzmNGz5IT5f4yBCeNDw+Y6EkJcCUPTUe0NFgO+YM1tuiNt3Cm5/w4WKoE7ZT4kEaRmb4rAtKv4hWHW5feeHiTjAtgSui+nRcnWZiG8Aq6BGyntc9JTjONBXmOhcOL5P83sCLBGoUjZvS59ZmybCT3pygmhSaqTKfjDTo+LXb2qzj5aZx8vIuFKQ2Lk80ZxyCh4Xpe6oIU/BZb+XhosSoU4VLpTV5bx3ebxsE/+oOiHejWRV6UKZu+3d2BRKqviENfBdj3nJOdxYWdEcLIO/Gbgt486IuT5B+pO5Y649NzdF3aVlEFaq846Wzm3NQKSPLknqU2tSHbXC1DwgPFpbY8ABHn9ofcOKdAysqsLtu3fS0WLS0coJo5WhGQ6PNhhzdUd7g1noqB8gyrrKlabrT7dcm8ZxL0xEiRILV2nyTzaUlQqux5LhKS4rlDzVmIpfHCt/8+0Ix97EvIEM7Zmw4VUE4XqMvrHyV98cdYicmENKOY64rY4eXJt69sSY6VHRHTVgjWRZykxJZgplG6DpHpWxBSukvS7scF/upXOZNz6cpAtlKF/+1NV3oczd9t7SvO/nPZMixM47WkC0/50hCIA1nbNMxp3dq1JnsuWerBc4kTCqDTKJDFaGlbzobV2emrsv6GhMttdrbv/YcNGbgBB9bn+pyW3SSSfg9rfou5LbP7jyofdHoSSqxO27LhitViJgTKdEINOJ2BWUCPwaCbAdrQLmRYngurYJR/0oMy6Nl5vTCQI7MZiqKhWuqkIIzyrH5GTNIdgPz+UsYTwgZUMq9tQblx7b0uKfo1T6WVMsiaBEL3TSHSqXESSVkkLAU0RCKO+dYe4aGRNg3fMjNG+QkpK57MmirpcErOMOkaEtGfDU6xd/cGq0ozm9YVnNzrXLpupCeeVC4VvHR1bXzKgLpSq2riG5rjF5PuM218SHC54tM6LIKx1SM00Lvn91Ou+NBXy+jDhx2T/yCgCXAvOhc5bP9/bq1PlZbv9lhtvfZjz3H+03nVehXOdIgf/6yGWA/Eowy+07GMkp+/fV5vatJhOxzSmHUwd6zPOqRHA9WnDUH+oIHXZlLCZTsRh5mufXSgeRlhklw1jq64YA5iyKFQHC8roRUJKcix71V/YpNPw/rxuXOnlHimPbBKP3Ps2grjSQEgRIj4nZixZOh+6fuLPt6d/7qOdHp+tCcQy1Myq6UMrqZP+Vu1CqZX/7Wu/TRy5My+c7HVvu1Hy+9ihszny+YZuW29cBMP1ozUbig4B55vatKhMxh+KGYLSP3r782eoxEd8ANlr01n3jNwAqPRuRcGJNSScZjxGRcGIEODGHABHzO2DZIQG2fB26Hy/g7pCCUCp7v7k0Din33NT4j5+7CcBkvIgVRemV14rKxygxq+6ikVKBlZIKYBmqnaz8mVWol7yuLePKzh+//+Vf9t3cnK5Lxlyf80yhJNljKnuagtKyoLH+HKmY2Lm6YX1L7RM/u7j/6MB8j/PJnasbEs6L7w4eH8iHMon+yxwhbwzlbU328ORg4eu/HYgwpUVyuwrAo5tbquJkYbn9I4dLwWhDBH2VVzUJW5tPnskKSrXXx6FUQ8J5unrc/tOOtkLuZYrRBp/ouZXR0V73SgRVt5c0fQ+ColUf2yrFPuGnVOp3VqRaklRkKnpctBxphUmY59hVKEqT4e0dMzwqL50b9X9ppZ9tTMUmca/hMN93tZFgKpSwDxP3gTu3NnZuW2ZerairXQAsds2aJZwc2rGyjolKESeryop9YknrZKlsPmdPoaRUTdz5+NqGf/pgrPMn5+d1qJbPN6S6NpWK2kQXwJO6MLP1ttfGUCU+37CFuH1TZt1OdPEc2R7i4ClcmGldfeTW5t5MEeAndlaT2xfzw0T8yG3+aFddI0WK144FdJRBDTLM/xAYGPNUpugJortb9VG/pv3kohKehKuoKFHULMbSOllPuZKLnurPy8tjZd9xv9prjvor/ey21nSolrACyVaw91fQZk84WQ6ukZ+WcujWpiSIq1Qvef2Z7kLpHiy01SVq4rGSTymt4EoVkgXksqKSRbUlhZJCmO3XY9zWku7Nq/l2tY/d3rqtrRaMTS01oTrTCTUGCJ5+nCy24gpHHOLzzbpQVePzDZvh9gXtWl0fKn7y+XyVXZlhbt+K7cFc0w6+uHX5qeE8wI9uaf3KPdXPdFWHiViPVuCLW5efGsqD9WivY7mXebKMK8OOFYieRQFgeKC+ce+rvx79lw/dokShrIoK62rxRxtTBU+Tr6uigrkvy6LkfFldzHt9uVLo5IkP903hZ2F/YzTvo5PrPMGBqtBeqoKXKgjQsL9r2DYCmmxX0VPvDRehPrp4NtSFYqimrXv1VSp0QYnRMTU4VztZL0Sm7ilPYX1j8nTWOzDPihUv/P6tjakYGLv8EpGpEeKdranHNzeFVkWoCIlV2sEXb285NZwHcxX5fMNmuP2HCwi4/eE71ugqtdz+EfRt3PGmpsSf/868c/tHlAjuCo+20o1GRhtJbkxQImi9QZQIqm7ns27Qyjdl1M4AJJuC1IJEviTfGfb+n2NjRcmFsixIoyRSKMucxwOFct+Ylyl6+sf4P98HkpUxxd6NTaH+n2hHDYQ5IlAhDUtdlM402dBt9WKAaEDMdQnKFSVQhXrJ69GiXSg8sy4UEBlNUyKfO4KJjDLrxqbU3xy5vK4hOX9FCB2NyZce2bz7ue5dNfWdO1caPl//7N5PMbIE0duXxt6+NGb+ZTSasXy+o0cvjW1rS1cx11lhmtv/S4fODBW8r97bHnD7mnUrQ9dQXMUAkHZwx4q6Xavr2hsSmtt3a2v6ULW5fScb7dlpRwtTfBa8a4sz2uvaAmokZgjdqGJp9Zkh/JUcdBIqpUAky6YBnQhkjvQVK8VBZK/rWAyxBBgZ11AjVdYbnM+6W7/1VvBQKSBt69zRCqL97wwHZ6CEZMzZvarG1kuG2f4nnCwzg9VnNzScHsyfGS1ubUm+9sfbFnB6rwl7tTez58V3/WqNtvpke0PScRwwtBqrIxxAn2zC8RWFGYZDSOuYavUKIk04+ZPzOYdotFA6NZSvrkD3RLN8vrHOnauOXh5/p3/86KUxe5jga0D4p+HT8PmOb2urfemRzfPHNKYtxO3b9Mn1yyy3r3tquIiA2580L1o6JtbWJzY1pxaG23fa0V6ZiVgzukWZiIeGivLRLa3PfHL9kpOdyhr+yxHj30RE/nLyqipyQLrew+r1IhTlI5Q45Yp7CfCe9fX/+Pu3TMKLuK4h2d6Y6s24zenYsFbpQCCREvwCi2LSgk3ttF8vCY4LlGWYmSkIfA6dtfWSWxeIF/GasqdfuwAEZTojBdlWC8GWBc0IcYcJJ3UPtSAFqxQb9FNrwsmyIg8qnYjpLpQn7mybv/HvvaV5XWPyD//p1F/9omfvLc1funPl5Hy+PCWf77ffuTxUmHc+X9+2taZf++Idf/mzD144PnDwzIjm9t+7cbp60r5c6XsnB45eHh8qeA1J5+kHOhaM2z8Y7YkohyeaphxttvS9kwM+E/FTD3Q8uUhKBNeLNSRjhhopwK0IwYJwwZwfq+kKcQ0i9f8Pkqidt1tqJL+2ynpLv915Ep7vv32t7+kjfdPWSxJAV18vaSolq1sveR1ZSKA7qEpeno43pxMEMpV6jqMJ1O19yPnqxIKRkrZaW7pqD0Ssfv3hmOd51RLonsZGi96Xf9Fz4NhAOj5jVvKLWZ/P9yv3ts83n+9Ei3L7X5nbV3P7zyu37w0z2uvLPvvd47/qy4FDFcrhLgGEcC58UXQ/SgudXdnq785ty6DU/u5hH8+mBDrq4+8NF/Z9bOVX7lkzuZ5CxpW3f+utbEkGCd2Azp1MKXXgZH1mL78GELbGYEJHja3uenRzy/WuyT4Lu/c7Xd0DhSBUIQESwhFttYlULEaChHAEQStW+f9PkK5zZtvkx9a9apUtJmLBTMCbF7M519v/6faFIULr7s//5c8/0Nn8GfL5PrFz1ULy+U465kpu/wnXheP2XdjRZlzZPZAHUUNCLPoRdMaV3QMFgBuTsQXmxjVSTIFni6psTHINeTnf/KKAiHOrUMtWL3xu496NTVPq1hjk5cNp+BkK26nCob6a4O9U5GfD9bYK4PbaeG/ObYjT8X9310ctf5Qpeu0z6UKJxYjZiTkECnWhQCtTGJUtXxWK/S4UKpXLv/lwHKz23NTwj3tvWrDvFebztWEXgpXDAOHhm5s+d0vz7rUN104EE+L2LxKIgfvbGxi8va3uGlyZs2YivqYYM37Vl/vns6O/6XezrteYToCZSBTLcrBQHhgvP7i+fvfq2r03L1s3z4P5xm8//PIveiyIpAh69bO0QIBngcAH8oQevEjJoAIzKVmXoFzRA7j7/97e0ZicTofx3u90dffnNzXXGDJshPx6pY8nAHGHyn7+wi8O9xsTmB+5tenFd4fA6su71s5HKc81bnbrCglthVAtCVGbcJLxWComPr4y3TPmXSxCEJEQgsgoVkCzRoBg9GJ9gW7B3JdzL2vtWFbZf3/Xwn/B8xm3J+uej/L5ErDtmuHz/UjZ069f/L5lzKiWbuus7anXL/7g9GjHsvSGJjsYghYWtPeUc+WFnHt2KL+61pnXwZzPulu/9XbQ6EyB8FrnnW0g2t81bB2dAFHSEbtX15zJlHtyXujHhBq1wsE6q8+ubzg9nD8zUty2PPWrP9oKYEp9MAAv/P6tu5/rBrBrbf2RvhxIkxBP5MEUgLpzRe2OtvQ/HBuKIllzTcfoD25reefyOJSap3rJa99CXSimkiSUltFdKFxUXk0seXdrIufx2bGyYxmDEgwF7WqJlNaO1QyYprc669ouFIbuQrmvfaGJ0NY1Jtc1JvFR56tYfPMZM3atawI0gw8L4esCaJ0rJYSoiYlNy2s3taTHyuprb/Qnfn256owZL5wY/G9v9a9vrv342kYhnJJW2dJVNEqRFW8FVDru3NJcc2tLOuuWv/brgfgbl575vTXbllc/pRBQI+mjfvJllgCEAKLlU047uH91Ou/lerLK/AjmuAMDK8NVVawAPnRuRN8/dvty/5dOiWcBdPWP736ue9fq+h0ra029JIcgtAa58LuDo1ZZL5k50pf9/7f370FyVVeaOLrWPvmqrHeWqig9SiWBEOiJQLRtgWDAA2NAYtxz721wC9r+9e/2/IaSO+JOdNxuC9oR7u4bdyQi5nf7jx4jrntiHDwkt7G7x74WCKaNTRuBjDFIVOkBeqFSlR71rsysfJw8Z+91/9h7n7NPZtZTWQ+5a0EcHydS5cmsfdZZ+1vf+j7pHPOvs7rRqFD5etZ8xWLMClmWrGQt6/aG0MPLYi9+mmUgJCartNBIMCAgkbTdZM7xBzFJPPvFeTCRXox5jyLfVlkx6gCGOsHJMs6vbQEBGEC64L7Xk/zzu8b1bZ3mxbh73ul5/ULywdWNkZDFtHksgnc9urJGQEBERcWXbrJjBf7epdE/v7v5qXWVFxsr0+o3Mdmyu3Yjy61LeK3+0npWzvIRkOj6ky0SKJsIN5Ch+ZLhjq2tx/vGPunPHr+W0RVZEVPSOy/Llxzb1FLzxhPr5sWZfSGENuiW+CwDq5Sv5yO28hVmWQhgWdKgW1avyIgzABSuALIdbrtCcEPsWQgg2vOFm67ToHuBx4Jq6SyQMHxbGxvjYQBgzEKp/SZZK8Y5aAaLTLXK4YohEJ0cyN6RCI3n2zrVi8m7O378WedA9sHVTfUxizELiOR6ZpZ+d6VLJ+Q56iEdkJp/IBhiV9/YnUsie+9bXqEvSV+e3+ov7T8FNdKU+4bRf/JUPgKiWoY/m+AAYLb6J8+zANDZn9n10zODWcfnTpfyJWFcvuShc8ND2bnjSy7YKCM4iUZiNctb/+nK9BNVkpgJdTfTmELRg6RCqKFSITq2ND//wO/aBv5Ib/rQ+dHf9OUyLtRFLbmdKnAayBQGss7DK2vvW1Gz4+b62e6iLMwwfVu3Lq1TlSMiUwUkQwSV2kysFgARJI8FAZCAMUCis8O5tjgr69s6tYtxt79ysjtdaKmJ3rW0VvJm1BUxhiD/H+gC16usldOgPJeXxxDODmWv52LGC9UvkeH1n8rUszDOrt2jVAGAV8mWb/VPKc8CwGje3fNO98Ebii+50KLuv/5a7wOmPoViARi/4ImmUAKKTTturv3Bv791Hj9sZWPfr6/8+LPR9qb4qvqYqn3Mlg5DJEgXeG8qf2E0vzTGnvtS6/blcyGCvnDi3pe7uobyALg6Ub2qPipnC5VMtUxtFgMCZpmzhdq3VRBjIKtIVeGSuDBq71pbW+rbOpXY/sqJzoEsMGtVfezmpjjKyhqBGbOOHiscfIa4Wc/618MQzw1nnr69oeIAwr0vd3X1Z9Y2VcmS0WDUmnCBz5wNW8zhwsBzDT6VEACgWv1CPHtPoNU/1Twr40bkSy6cWPF3H6opFK9Q9SrZ4hqW+Y9TUyDY728KIGMKxVR9Vfjs0md/J3CDgycHXzg+0NZY1RSPIAAz4D2zb6645ACIMGbz04PZCPC99y3fPLfEzPmKjjfPHzg1JB/PbfXRlQ1VatRF47My1SJDpkpbWcOCriX1nCEIBHkOCPT256P/4ytt03WW0hfDALGtvmplfUy9PWN+PeuVtyZKq+tZ+e4ox3BA1dpvfz78P77SXlkSQnfSvvflztbqSFM8dLQ3rVUjjPvO200C3tkS33JT/PsnBn2tLyhq9Sc+6cscvza2a2NzkbD69PKsjCBfspgpKc933NK489bE9hW17fWx6/sqfndCT6FI6QqdWKc1hSIM1Qg5hUJif+e4Uyjz+WmvO5I23/NO9+ufpx9ob4iFLUD0UcUijA8RZB0kWyhEjGHadt/rSf0/72qaWUV2A0WRYkZTdWRVQ8yyLACwmAUIWj2jRDHDkpWsoZjB8CsrqlD7tg5m7M9HctNSzDjSk3rstVPeqk7EwjcnqhBRTTZaITSnHFH5hljqqK4BiRgDEOKR9mok+nlvFgUfzLkXhjIn/nhDZb+9YKt/YCjPA61+AKVpYOKzXvit/tgTtyd0q7+MasdEvK7xYnNL9eaWagDoTto9muzt8SUBYPMiX7JcIHgGlMY8tRDALK2L5rlsMTVVHdieAAAZhDlSapNehSsNuofzUAnL6/kNs6UDiDZX6QARleaDS8gAuWDIVO3DSdZliIBcVIWth1c3vHomdWIwv+/+G/uRM3EUKWZI31almKEeRcQQDcUMhhwYInJAAMYNxQwhOAEQOQKQpG9ralqKGXvf7zXRzLQr8q5gloWy2UWCWYxxgahAA0akfqfyCPIIKIgBckEAWHAFAtRHrKtZt+LyHZtbqg9+da2SSdu+UksjZQAAgBuaBr6DnDeJFw/hHS3V25ZrmbS+zKaW+BtPriub/aZdzy7GzKL8FIoCECaeQglOVfvQQUCgBwWvibB03vGmUObto15f6JaO21Id2bqsDhAtxkC2cQiYpfzTEJRbmofugYnxaczx/EhuRRXuf7h9vj/WrMT0FTP0tl26zwlDMUPpZviKGUD8w6tjrsunqJjx6on+3W9dKOLSNNdEG6MhZlmI8hrQshioI1j694gSjQUhlTrUWDkCKLFQzhA/6EkKEp3/2/qGSpdxfqv/1sSX281WfxYQjVZ/tCqE47X6n9rYvPeB9rL6EjOpZxdjZvH4rYlnlUG3TJpCzSogdGyWBt3DykcWGYCIWmz7spiaQkGtaDn+FMojq+vPDmfTeWfjkqobN8kCwGOvnbqUcgAxHg3ZnFBubGUF5NU+RMj8OsiviVxiCCCIIaBLiNBeH7swnDtwamhuNB/mOHzfVuNo+LYKxizm4Z6oYBbFXXIJEaUyBvOaToZ6BpbzbZ0gXvy4T10DATDVqR/KuSFmRUlWtd6DkDEiZIwR+PU1ySRLDL0xHFMySTiE6Tx//Xyy4r/KzS3V731907d+2X3wxMChs4ZM2prG8f5Kb6rwo08HvVb/vgdX7d46Uat/Mc/OUegplHwiHg5MoShJYFKwAAtOoTjp7pTw8Nnxp1DAMOheMv5VLPToePN810BOVvQuJ1sQCs4sC0EwsJCIWYiSgux6HEyUM07y5lQYnxDqHHFlffSvft2/si4y3ZbOAo9k3u0ayAIAYIDjKQj6c6IxyqPhEArBQiEkYYUsRGJooSAG2reVC4tplJZzVc8qQAYKDk87AogOTSG1JW3e2Z8BRDVJBep6BOG1jNNUHQ0LwSzGBClJe2YhgWUxcMliDEEwZCg4Y4CcLIbAuaWSLIIQjqB0gQPiz6aW9Kcb9dHQi4/c8s2tS//iF5+/3Z18++JoPGzpVj8D3SMLtvqpPhbes23FVFr9i3l27uKpDc173+99qL3h5GD25GDWw2T3H+vzhYS1S8VInr5z9JpB6hp/CkUmaK0btPOWcR/ClQpjTMCqYE//3Z7UgZODgEw2wnOcbJeQqduSAXn4rHaaMPR5uaYlAaDri6D/vCeNgOuWVHX8c8+JP55dEfQ5jkPSt9WsHzXfU/q2VhOPhkMxIXzFDBLIGOOgHksAzBUMAV1dOQKgEIwAQVwec+TPf/386OQX442Vm7PkDAGAEIdybnUkFCWKheELzdHuMX4l57W8UF+PYIDoCgbIhEACBv5V9SZtuRd840JyVr5NAADY1Bw//OSGzv7MgZMD7/akTgxkzwznwPtYHsKKoFv9U5VGWsyzcxe7ty797kdXX/t0UNenQlWv3lF45hnyPCA8fHowe3owVzyFori0qiLetb5p5eyABhMoPw1mnYdX1ty3ovaxm+var0NLcN/RXgCPTIMpm+cFoRCWZYEQlupZM6n5gJwYs7xWGNNpF0hIbTMpgl4QiII3xEJXM84Lxwd2b/ndUZefkmIGd6tqpqaYIR9anmJGwVDMwMkVM1TSN+0GjWsjhDFH2ISxEN3dEkk5+QtjgIJYCJBDLMRsV74vWdKKCQmFsBjIijuZc/pyXLeR4Uhvevtsbk3GafUTAkpppI3N8enq/C72weY0DMHJKUyhyD9gBumWJxmCk0RNMWso58yS4OS+X1/58dnR9sapKT9VsT1fnInYktHS8UfjlsTDiXhYyvAyxrQir8EMVRxMOaFPmn0ptPcEaQ6m+M2V9NRbOjdEXLdiRsZTybh+xYzHfnjqSG9KD9qUuQbvhDEWDlnyN4oM1zeGH1oWffHTHJMqdELIEwYCiYBEMuckbdewfBV7vtB6Y42VL/bB5jqe2tD8wkfX9BRKVrMIZD0rGdma4KVNNcIWOpx8PDcwhUIA9MRtjYfOjYAQ39y6orJJxFd+amssVn6SmJpSfkJf+akwQ+WnQEtH12XDtghZPBZhKIQVYkDCsiwUglkhzcEkizGQdRCBxPIsWZcxBEEWqsaO7YqxKbd0bojQvq2GObakDAL550SAwIk4J+CCWRZy/skQdA6ntWIGKLFNwQWA7bi2KwQ3fFsNPv4E0SPNDZl3DVB0Dd4PEgC2K4ABcrBC1rHBQuewi0SWoapsIbgudzjlCi7JqVb1AxDIx9JuoBjHV3wxZi0OfnVtXdQCgm3L63xBCgoMzioLbiGUQTeI4Otq3DYegm9sbDoznMsW3F0VFZxM2rzjrc+f/VXvzYl4bTRkc+EIbWbOySVlfl7gyuRcvwKxEG5dVreqqfrrb/YcODU85bdzu/plSyfQPRdEfTmetrktMOcKW0COU15gngtbYF6QTSzPwSbURyoQ5F1hC8y7VOCUd4XNKZl3xxwCgEPnZxHdm+NQvq1gMqxlRsSi1AagICYhBCcquNx2RbbAsy5lCjztiKTtjthiNO/mXBLStzUgmAIp7ds6XnRr/NS4ntJr8ESyCYgIyOXc4ZR3eM4VmYKbcUXKdlOOGM65yYLIOpz8MSiPvAqjebf8RSzgWMyzcx3t9dE3nlx/ZiQHAB1bW5tiFoCeqdVmxd4Q7bG+se93Dhiv+Me1jdG/3LbszFDu+LX0ppbqfQ9UjCIqxwQOnBra0loDgLZOr/pIOr0KR6fXAhcugcPJJSwIURW2Hrq58dUzqT2/ujyVdzx0bgSgqNUgby0kguECJQs8z4EL+sJNsSVRlheYEyq95gnzLuRJJeI810dOeU62gLwresYc+UOn0tK5YcJPWwiepj4W6UgVsa1NXTdBQggiwYUgInOfVOQagNCdyk9yMd6fByMt+qlfH42Gre9BAAKIE5HgggAEFyTbvN70o/8ZAYAupQqV+grnLBZxg3mIcadQ5MJCUHJF3hbMC6GmUHauaYiH2WunB4/2pje1VI83hTKDMJWfYuFQIcBgFYwx5IRM9/eF5LGCZD4iAgqh5uURbm+qOjGc6/jnS5OKLamWjtlIMXroRJRxyCZxUzy8dUkkVaDzGZdZyAgYwwggJ2CuptkDMs9pAghJpGy3L+N4G9h3e9O/GwSvKfi2CtVWVQRsDPi2QlAxo9i3NZB2NzdXT3IxEcuXGfSPVO56JHNcXglXMBH4da4879jYoMbKjYlH+V/n2E+sIrGYZ6cdo7Z7cjBPdF0WcjvXJN54MrqrvEG3nkLhFGdsRX0UiOJha20itjZRtaI2AgBHL6cOnRsZyrrb2+p+8NW1FRx0fuyHpy6lHQCsjoRtf2jSkmis7FZrZX7Z5Re+8hMXahYLUU7yrKqPXRjNv3pqaGKdgaTt3aJGnxpMzBFcQZfHnG9/OGohWiELhbAsvL0GH14Re/HUmHT/tVA2UkhifMRFsuAmcw74Q89w5Hclz25uqT7SmwqmMwFo+ZUgswDkfxX+E4y4/z2TwcUWmiBoJNmYhe21kc+Gc+RvNMa/GGluKK/Hq2q9V/z0aqlz2ZMQppeB39otqcohZkF7XeyzwcwNCM8u5tmphRQ//W1/LlUgKVWOyGwuBjIFaSF33/Jpi59e1xRKzq2LTj6FMt3oePN812BOtrBdIQoEKFOqGn/0tAU8BivoWSNAYcxlyXl5EAxhZV3kr4/2tU84JnApZeu5eP2S14RBoxfDkAvBGQNXIDIm+CfD0DkyxoAYEUPdNxecEzkuz7tccKF/HMgG0e8Uv6ZUMYN0IiuvmIHFihkGvLC/c8SvcIWnmJEDElNqafqzjqRtrsyaGlTylYkVhBYIK2LRqOp1f9eIOYYDRHkuPhvKAsCmG1DZfTHPThJ7j17+p3PJlfVVqxPxLUsjUpgDGUPyjpi23bev2P/frs+XV4f2fKFl6uVSyRRKciqCk4Cwa8OS57+8urLsAj0moNQVsi7lXWFZFsgj6M6+hcB9vioKYz5dCMYQuFR+invKT+uWVO3+ec8Eyk/KaQLKdcwlmmBWu4KAEYHggnEhJ+uIIQLngADcJSRyverMuI0BgChVmKSlc6PEjjWNUqQUAPxK1gMH5CseR1t+hwxBTEUxgwAAhaiJYDovt+qTpLadtyaMehbl78iorwkIAElfT9Hv1HhU+DV1QMEDgWpCmC7ADSqTtJhnx42Dpwa/+3F/eyL+xRUNjGGBC7k1Rk8OmSsFqapw6NaEtbapasx2/+Y3g5EP+vbdv3zqkEL5KRS/OvCP051CmVYYYwJQXvlJHkuVn4SnE4pMKT/R9JSfFFzg4YxFR/N2NVo0oDvjAMKXPwfgBqJX1O+WnfHfiZi2YkaIbV86A8UMd9MUFDN23tK455cX/SvxcGEhOu5sAcD9XcPqSgQHZFEmti+Ln0s63WOuMXoOwSvx/31kVd3Z4WzadjY1x1dexyzMfMVini0TSdt99l96fnZu9Ms3N0WkX7oAZumJIyHxSkKmG0HaQ7QqbN21tCbjiKcPd//F77VMSwHemELJ96QKFZlCmXocODnw7qWU7/kG4BBcyziJeASBrBCgEExPE+lUC1qNnyEJpR+qRKPhJxfSCmpAAM7rYqG9H1x7an1T2Rq8PhZK5p1AnSWPrGQ7rJAFApJKvjI1+xNxEmfs2FgPQPs/GfIb8RovuBGrobIxDcUMwYGxOCtSzEAQYrq+reNeTH20rTbSky4kYtZwnvuYrEy45vQjIBCPR0L3L6vKuqLbIA+EkRwyUVo/7R6+MCpf33Vj0p8X82xxJG13x48+6xzIPbC6kQAcAUiEDNBVG2RU0m0IcmxRaWhqLXqEmIX/bk3ilU+TJwZye6cvftpeH2uvj22fW38vf0wAfAZrsfKTaogRQybtT5Tyk6ebBcCErzPASDAkJEIAm9MEYwKbmuNHelJAAIwCVa23zZRJRDZSVDsFVbcaNNQIXpogBfaBbKkDEOmWTvZ3CaDdtaF5X5FihhDAyilmCDENxQwK6GbsmJpixtMbW/a+3/vQqkZ1MSq90v7j/Ur/UyGzCIAjefc7R/tNOs26xugjq2r+9qMBdXFUIv4JBEI8fmvl7W/nIBbnbgMxmnfve/Vkd6pwU23szqU1WhHKAgCrWPlUWTQbDp2km0UgXzk7mG2rYfsfqrCFXMVjNO+u/O5vAaDUeZdZocaoFQ2HEJGFQkigVE1DFiqVfrKQAQk1mW5M9SglU4SC4/72WgY433Fz/Q8ev7n0AvQIqQRjDV+JwLlx1BoIAAbr1nBq0jcnBwKflQwEnB/892t2jt9pvLHC8G31VA6m5dtatBsAL50BlPFtnThG8+6m/348mXeNBqa+htLrCcz+mddjorTm9RAIsWvDkiJLmNkLKZaEiLXX7am8OHdbHDt/dLo7VQDGqkKswMHbFDPGXKlzqpQ6JS4JUslfd9vVllmdk1jVGDs/nDtwavip9Qv6Ifz65MpPIhq2fOWnHKFLrEj5yVN7As/ZSTACBqJ3zJU/f7wxgZ1eS8dE97waVhAw0Oie0jPTR/DrVoCSukwlXySqiWA6z+HG7FaPF/VR6/kvrwooZhQzDdCv/T2unNEX9FHswIad2mrCPWleF8bnv7xqihfTEAvte6C9463zQfBH+PsSETQxLB5nkMcAsUz+Kttqwz3JfF2EPf9geyW+tnFD0oo+7MuNKU9lBICKeCovzoP5sfvNC539WfnlcmR5VxQE5F1REJh3yRZgcygQ2JwKAmxB+hxtDgU5hKpeRz0rJdobYt85evVI79h8f7iJwlB+Ct6EkggFMOaKZN5FwLubI4mYlVNzVpQXzOVgC8xzyMvRWA7yu5IDr3lX9GW18hOAVH4qvYCdtyb0bSnf1pN8hI47mjruSPjVDRGQiFrwb5fH2mtZ8aQcmFNGZkun7qZYCAA2Lond0CLopfHUhuZNLdVAsLapKpCeBAcQ/rkHCAgRRu8b4/63pKp+DkRP3NbYk7ZBiOmaqD61sXnjkjggrG2sUkmWNH9AmNNo3vi4CIM3G+a9HrjmJ25P9CTzALR769LZM8Ta9+srd7908m+PDzlW+K7lDfe319+1rG7r0trfW153b1vdf1jf8p+2Lm9pqP755dxXf3bxsX88d+Ty9O7oxTyr4t2e1KsnB7xNTdbhKskS5LkoENguFQhsFwqEttDpVWAhmHYdAQUuHlhe/W+WVTkCC1ysb65+5p+75/vzTRRJm/sJzhwTMGofF7A34377N6P/ctXOc8g6Ii9gZTX80ZpYzhV5TnlX5AWoc4fnOWUdcSXr9qYL5lDmkd4yeXZlXbStPgYEiXjI7zIDGFtaI4ESxRndv6xqWdzyb07iYWaqQAT+/OHzI+dG80Di6Y2/O7qIXoyjmEGBhKUfReMqZoBUzECpmAFCzEwx4x/+w211EQsQti2r1WwQX/dLn6vfy51LYk+vb1SPBPORqX7L8I2NS84MZYFo1/rm5yon32HGwZOD2w+e/mS48KX2xmU1EVeAw4UrwJH3skuOQMclhygWYmub4o/ekljTXPfXHwzs+KdznQO5yd8AABZ+nk3a/Ehv+r3LY51SOn7WYu/7vbrmYgCYdkRezsur6oxswrwrbII8p4JgeU62QFuATTLhymoXZbXLiTih7fKCkBZy4rvH+mf1+q8nAspPBgWq9BVOwuaUc0SeQ7bAPxl2/88TY3lOOYfnOORdnueQc3japYGc0zvmJvNc/hiv4zFeN+CpDc2A8FB7w4bmuJlY93/ct//4QLA6EyN59ztH+45eyXg357rGyJ9uTihMFowKDsA8TrGlc2NFiWJGCEDvCbwkq6vIgGJGIB2LtY3RP/u91jNDuePXxmasmLGyLnr4axvODOUAoeOu1qZ4SA9EFKdREPxY39j3O/sD9SxIVF2sbYz82ReWnhnMHu8b29gcnzp8MfVI2rzjrQt73u29uTFeGwkpaSRXSyZpBQ9HkEPguOQKcAS5SiypdlWi5utv9bx6amgq77UQ+2BHetOHzic/7MuOuVAXsYChbFibKMljN9e3Tx8lGS8OnBjoeOt8UDcTm6ujjbEQsxhKrUxEZik5T2VmB8gYaAu5gPIpAknnJfnKby6nXL5wxU/r/s9fK3wWPYNIvxVWoiiK+v/KZhSAVjaQyZGEIFOBjLhxI4mOLc3PP1CGS1Hc0gFQb6GO8r0YIMiGdUAdDzXlQB2DHEwQcus69ZbOjRiHzg0/c/h8a3WkY2trQDEDdEtqnIm7eAjvuKl627KatrrIS139x69J39b117NJVxdTE+m4q/V4X+aTvszx/kygEeddink9YF5M9KXOvuP9mY3N8cNPVv7GMT2VG6rCiFLXWOopy7tb6SxLXzVEKDrKO71rILMlEZnYU1n2dRZQnt336ys//mx0VVO8vT4mO/vIEEkLSzNEonRBXE7lz4/ml8bYc19q3b582pLSpbH95a7O/gxYgW47ArbWRqMhxizpGxpCBMuS3AMLJfeAtBIrSFdO2ToDpUuvTOX4h1cz6Xxh/8MrF6b4ad1/PaqbYEZiDXT8LdUvVikYfNqQ2b4QZnfYq6R8mUcA2rGq9gdfvbXsZRgi6GTuLfyeteqng98oA92tBg16CBNwEADUVh3uSduzJIK+oGJy31ZOQOP5tirFjAl8W6cVXQPZr/3PT4dy7s41iS+vqs+54sxwridVODOcA4LedCHrCkBsqw1Xha14iK2oi65tjK5NxAHo6OX0obNDQ3m+a33z819eNRtJVnkqx8Nbl9eD9FRWfsDA2HieygzIt9uRystAdH4kv6IKJvBUXkB5Vg5frWyMN1VHUOZVBP2Akfe1fqoQMIYAMGa7pweyEeR771t+PS5VSdtt+7vfqtLJs2hGBsgQMVEdiVhKzN+sbS3GEI3pfvLU+4mBZo8CIIgCF7+9kgYSO1bX/uDxhVhPrfi7D5Xyk1eo+rbnnh6+Ucai5wEBAB591Wdf+spPVNyKefaLrc9uG/fhf+/LXV39mbWJKjURB0ZCL6JzAQJAWE6RgNG487vVJFs6r306BEI8e8+KCurzLthI2q5UzIiHmVTMWJuY6NboTRWOXkl5ihnP3dNWQcWMpO1+6xfdB08NxENTvpjLqeP9maGsvJgVu7curdTFmHHvK11dg3kAXNUYX90QY5bFEKQ7B5NGHer/yHpWH1Fy50n6d0i+vGQZXRjOPXVb3XhV1ILgdSVtvued7tc/Tz2wqjEWsgouMUtq4zMQxBiCVM53BTKGICfZBUOMhdjW5bXpvPv1t3r+/K6mGZeKh86O+M0fSWxS7SAiZMNZtzoajoSoSlrIZcTljLAs+XyzEMhiDLnQxshKDR7lZJTgDKWFHALB67NpIXc9sakl/l5vGmgC5SdZORoTPsAmVH6C8ZWfJoqDX127/ZUuANi2ovZob8qgBJFfw5JMvuLOm6q3tMS/f2KohH0JQBQP4R/c1vRJfwYE37Wx5V9DkoVJFDMm9G29Z0q+rdO+mEdv2b21dc8vu9++mHy7Oynr1rbaSFXY8mD7nMt7koXetJ11BCDURaxn71nRcVfrLE0/Kk9lRGDMFVQgQFd7KlsWutpTmQFIWqfMP8J0n5MG6dPwVJ7nenZ8lMSrFlVxyxABlBOUwkcQQDXy6MQUUJLx4g9/8tnr50aMeraMz1I4ZLXEw3+6qf6XV+zfDrnKrophlDFXKDsjz2FJGskxIgYimXcvp22v3/r6//XWBSjK548JAGhklhnVK/OHBQJoKQZ+ikJFtRCJqm2F0QARQOLg45OMCXT2Z7a/0rVtWe2W1urXTg0O5V0D1/PwWSh+d/8aAIjWJqJP3N709sXRo73p60QbkzbvGszB9clgzkuYihn+IEPwOKuKGWZ09WdfPdl/pCfV1Z8teyVAsGNN4841iftW1s2egsG7Pakdr532dq5N8ciqhirdfmGMgapo1akaRNJVrdq5ql01gvZUHkOAwUzhwnC2rKfyPNezSZvf+3LXpTG3pSZSFbZsLl3d9dFiqpLl3rMF9VOFGDIUAvX81e2J+InRXMc/d0+AkowXo7YbqGe9I/gkJ4eLyxn3L38zHA6FENAKIQqxvjH60LLwi5/lDJ9OCRcgCg5AyZyTNGd1AN/tWYjipzuKxwQ80ZbxlZ+8urJ0kicwvklA01N+2txSffDfr+1468JQzv329rbjfWOf9Ge1CDpXmgZo6JYa00TxkHVHS9W25bW6pTO2qaXmjSemLYL+3uWxn50b+W1/PlXg9VUREISM2S4fyLoDY/mHV9dvX16z85b6lbUV68TORsyGb+uMY1NL/PmWVQBwKWV3J/OXUoXupI0ABHR/Wz0BbG6pngP0vEQsiducUAgrpHTpyngqKzc8klp0Uscj6KkMIHhD1USeyvNZz25/patzIA+IqxLxmxuqpHmp72YKRgfQq23VU0UOA6mqVj9h6MJo7qm19dMdvtr498cuya19mXrWx2rN/jsisyyLISpklhGT8tIgLJAWciJXcMkr6Dzf0C+0PrvwrDovpeyN3zvmj0saUGzHnS0glZ/81zFqse3LqnzlJw8bpfLKT4+uqjs7nD03kt+0JPbeH22cyiX5LR2vi6JaOjlA6E3ZWZcAoK0uUhViJS2d9KFzw0NZd9fG5ucfbJ9Wkt179Mo/nhttb4ivbqwKdAVkn0CZ+7qX04XzQ7ll1WzPF2Zi7rsY8xLjeypHmMZmmWWpLAQKq/U8lX0qkcEsmoqn8nzWsx1vnu/0UBJOtiAUxKyQ0oUi8vWxpPKpiZIIwbyEK3yUpK0u+ldH+1bWhadVM15KBtmj3hE8TJBUDaVrPQJyXS677YgAjkAE4hwRBNf07xLEEGTtvPBCKz/ZiXhIKz9pzVAwqlRlOoJxC+5fFs+6WvkJAIgqpfwkY3NL9ZE/2vTsO90HTgwcOjdNEfS8Wxex9n151e67ptHSOXhq8L993L8qUf2lFfWMsQIXjDHZCfC4LhKqikdCtyas25riKdv9mw8Hwh9ce/7fLN+05EaCFP51RomnMoL0VA7xWDiEICwrBKanMidmMSTPU9kbuxcMA57KQGRN6Kk8P/WsRklUhViMkuhSFr2nykQoCX2lLW6iJJ+PZCeQlC4NzR4FE5AtqWpL8ErUhETQnHDQHGyfjG1MwpAAIXbcXP+Df79mVr7T64v/8n7vvqO9T9y+5ORg9uRA1uDJour4ezQDD5k1ENIJlZ80g5VE159smS4O2NWf/dYvL0pYYyoi6HVRa/fWpdNq6SRtd887Pa9fSD64OhEJ6Yazt5Uy91KqsFXyCrJnMFbg710a/fO7m6clg7kYcxxJ2237b79VPQYW2KEisxKxUDRsoeQUSXIRQ/UPYwwAEZhkGpDXidFVLQkGVHD5b6+OAYkdq+uKxJLmrZ7VKIkack3ZoiAIOJe+TyxkKYVTYUpK+/UsSgcqoUp3KSldEIBCNFSFr/Q4E0lKl4S2kNOYLJhVrdaEl/rwAXcjQ+E/0G3XFnJdw6X17IJtpHxz69IXPrr62qeDPt9AOTh5R9Ka/LL7b0pxw+nB3OnBXLHykzeRJaRy6JIZNFtkF6uzP3Pw5OCvLiVPDHoi6MHvH3FmLZ3RvLvzx591DuQevDlBRA4nRSgUgjELkLydE0iEDqQlpb+vioXw4VsSr5yeoQzmYsxNHDo3AiT75rqyVKuXEdFwgeLEY2EWRbqnNXYx5V6xAREsRE9n2UIEzi2VaiWbCCW/CIS4PKGn8jzk2YCkNCAQOATXxpzGeBhdshiiqxe356tKoDRPEdEFLSaN8nnyk8/HfJREiIklpUsjaCEXSB/a44gCyRRNzSGtS28qn4JJbBIAEGPQ3hD7bDBbrkde+ZCSboBYF7GmyCz2lZ8gKLZtKi2Zyk+kN19g4rNGktXfRlv1tJWfSsNs6VxK2ZdUSwcQYHtbHQBsbonPgFGQtN3tr568lC7cVBOLWqwgQHmgkUBJ12NMVa/o+Z4hglB6u3IsBQGA1jVXdw1lp2LuuxjzEoansnEX6p0ZEWUctAVvrY6U8VQmEOARNz1PZQkgEBMiOZmn8jzk2QBKAqqqHbKFFRKxMEMhLIshEgNUKInuAFqWRklEMUqilrsQFgObi7GC+Nn50Yk9Vr0gH5ktcuj0+u8yrXhsUAz4LIGRkgBAiP2d2kJOzyblOX02lIPZFOU70pt+/ULyg6vZDIfaiMUYIxIFAf2ZwmDWeXhlzX0rah+7ua59fMbMUxuaX/joWld/Zm1T1ZmhnLbSY4o/q6zOJWigPKDCFnO4CHxvAGYN640JfHPriop0k9vro+31UaiQCPqO1z69lLKBWVUhVhCEQIxJbE46oTHgxiwQaDalx6CUxGK9Glcnqs4NZQ6cHr6xAISK+Dcv/CjjqSzD78eAS9CbkZ7KYIVCMhcpT+XTY1Ly1GKlnsp8Uk/luc6zSdvtGsjqYQryjFIEUX+WN8YwErYYCWYxBgKRMblNkxr+HBgiE34liwHNU8GACgU+ViAAeP18cop59vE1Te/1pI1Ktsj1npWr6QzfUBk+Ld/EJaWFHNSEMW0TzIKFXNLm+4/1Hb6YXlITXd1QtXVFg2Ycq+a4bpHzt6/kvndiZFkV2/PFcVvkB7+69t6XO4HkmEBaPWZAfl4PKpGaBnhnS3zLTfHvnxgs8XfSYwK3Jz7py8xY+Wm2o+PN850DWfmY54C2S8gYU5WsNpr0Wh/C8M4A5R+hG9AgnX3RFe31VX/1/tWVtZEFTkIo59+MtksD2cJAxnm4feZCqws2LqVsXdjplzzCJdOkGSJAxoXgyMARaDEm3E+GqXNkjCExQQyIcZlkORfT8FSe6z7YgZMDHYfPBURJJHFKYs2WFQ9bsXAoyvCeZdUXx9wreUBAy9IdMoWJcAs9DQHBEJALxghJXE47fem8bDql/vNdU7mk7qS96b8fM750X8Pft5DzpuyRRS3cvqz6XLLQPcbLTSJJeWkOpLbPj7bXnB3OnRvJbVpSNUVW0xTj4MnBvR9c23hTzZLqqKy2QE5nkz/HAhJJJDWpPeaI0/1jEaS99y0tqxIfHBMYGMrzwJgAgNI08Pu2xvrxxwRiT9yeePti8mhvalNL9etPrJsznuYU40hP6rHXTnn+EU3xsCRyMSuEAEzxKKWuhTTp8b5P4Q9iKs8I8Uh7NRD9vCeLJAZz7oWhsRN/vGG+P2L52Hv08j+eS7Y3VK1OxEF/Ls+5WT6Y07YkrmWXTdO/eSFHGbGkIvcQKFL28JrAap1rT2UCIQiIXEMZTgTOd9/Zsu/f+HuueeiDHTo7rOd51DWYTxUiyLhkk7gpHt7aHEm5dH7MZQwZEbNYFMAlxoRGRkB3AGUZz0XKdvsy2tYNsRQlKRvt9dG22mhP2k7EQsM5N6BIT1oTHvx6Nm5Z9y+LZV2uLOQIQFnIFevAy0bQ4QtJmXyfWj9VVtOkkbT5rv/f2a7B/AOrG2Mhq6BceD3HB/CsvxEBpRMEJ0SIWWzrsrp0wf36mz1/vrW5lGu8uaX64FfXPnP4/FDO/fb2lb7yEwAAB2QaDDG9DNRvMB7CO1qqty2vaauLvNTZf7xPKj9Ne0xgDmLv+72mgUraEXlXe2coo0mUzVjmEqrGF2McEJmWCvIYlOgKAADbFQyhPmpdzbjfPdb/zSl3YucmPP/mL0n/ZlcNi6Pyc/OrdenffFtTPD0j/+YFGn6j2+zBBPsx/ui5LhpKPZW5IZZERiVrFFulnspzXc+qEU+GAMZQADCwmH5FPWEsK6RQEkTLCt1ebxkoiVAoCRIKYQGRkChJQT1biEDwZ7/U+uyXpjQUsPf93r3v9z6xfsnJgezJwRyAdMryjvr5prYYaPx6ABDWNUYeWVX7tx8N+Citj1H6KlYn/uOWigwUXkrZf/jTs12D+YdvSVRHQpoLR4xZGkMED08E1diRt5DUmFQmkicHsnckQvvuL7OjH1/5qWhMoKzykxoTqJTyU8VDyWAG11tzTbQxGlI0dYvJXRTIvRR437CGEaRCGwgGCMQtBMmgBOIM8IPLKSF45/+2vmFhPGBG8+5z/9JzSBLXLJQ8JentxhiTVS2o8R9PoUpXcEQZV7x7cWS6/s0LLdr+22+Vd1lxDVviR4dGJat81bweDHl39LhiSUI8+6Wl5jjSPNSzSlKaDIVxUrbz+hWcACWxkDCAkgguRAAloYlQkvFi99bW73509bVTg/5MlF/Vouk7rylN3nUCCDg9lD89lAMA6Q9qEEh9n85dG5ZUJMlKRYhLaaelJmoxVuCEStKCIQlExoh8hNElZIgcGCAgyNoftY/ZbU1VJ4ZzZVvkm1uq3/v6Jqn8dOjsjMYEHlxVQeWnysb+j68B6B2VYgHjUNYNMStKekxGyd8x5sviIXLJe5E7Ko9NqfrO3iuOgHSev34+uRBkMJO2u/PHn3YO5KV/c0EAkxCBK0z/ZkRUzWfSux9ZrSNELfx3a5pe+TTZNZCbmYTIQohNzXFjuNysZEv86Eo9lQMdiCJPZTVcDoansp7w8WM+8mxRoc6K+KrFelHEBWeMCzWnhEpSGoC7BETC8yAyfg4AEKQKfIpXVR8NPf/gqo63zvvXBuDzRhkD4lqhylM+VT13/6eY7FFd1SoLuaj1/IzU6UvjsR+eupR2ALA6ErJdmRSk3beewrYYuHrzyxC5YChrW3mOqnIhgYir6mOfDmdfPTVU2jMsUX4ajYetSZWf6qKhPdsqr/xUwUjavLN/rNh1FUAAXss4TdWRMAnLCkm+ARIxy0JOFtMoLZfpSVgodeOUQhtwYSEiCYdTuuAC4ngm6nMZyby7Xfs3x0KsIADBUxFhClySVa3wzv15S5QNQAYgaF1z9YnBzI1NXDMrU5Md758z/+ixa6jkHhcCAPZ3DhcRGfOu+GwkD4JKOx9zvq/xK0HJN0A/bSkGQunTxhMNIQAgQeQhI156BbOwHxclmSCe2tj8wsdXu/qzaxurzozkDPYoBjiz8tFGAIhhRIc8+hfopxx4Je0TtyVeOz0AQLvvaq2vxPa5483zXYM5ua9xuZR0E8xiiuJGHiaL6IKuv+TNA+hq9FaRBmSXHNc0VP310Wvt40i6bWqOH35yg6n8dGZYeyJ5+CwAzKHy03WG0SFQlazHqSTEoZxbHQlHQyIWZnc3R7oz4kpWMJ1kGQECMk4MmMem9InrJBhAb6ogv5qFIIO540efdqcKgKj8m/W+R1boGs33OBWAkpaP5fybAVY1Vn06kL3hiGsyfLEkACO96npWlLDFTU9lGf497tWwvunnxJ7Kc55nsfSpAuqiPR0mZjxhAjNIOgUbuKePkiAAD/T9p+u6/oPfv+2elzoBYduy2qNX0n7iRq+qJY+if2dz1Zab4t/vGvSrWoNFG7fwD9Y1fdKXAaBd65dUxELu3Z7UgZODqmEKaBPkXWFZFrjCYhagnsK2UFevmuOpKUoglNoQY/iVFXFE+OfuNEPc3FKz++c9EwwrLyjlp+uMQ+dHAIx1CMaRgBDHHG4TxkLs7pZo6nL+QhpQEAsBcoqFmMtJzv8oCEt2CJBQCMYwmXP6sq76cQRHetPb569Zv/vNC539GYk5Sv9my7IAhGVZIKTKKjFLaeChnnazGAMBvnII6FYzIpBY01T1nfevttdGti9s4lppPH5r4tlfXjQ4774WXcfmJvDEkoSCEaJha/vS2LmU051y/arWZMobCh5A9MiqurPD2XTeLeupPNf3xvYVdVNFSeQHLkJJij+kwVpVr2uUZKgMSjJxrKyLHn5yw70vd25bUdtxZ+trnw4OZV1/VEFeg2aPHusbO9Y3BmD03DVes7ZRiZ9qC7nVFfnqiiTdRnK8pRqYxmQ9On1gTFnWswJ0DYtMEAKglHQjcgQgiHjEujI2pWFlOSawvUJjAvMSqhlS1CEIvIIOp8tZ/pcfjIRDatwdSaxrDD+8LPriZzmmJg+ld4ZSbAKi5JiTtB3wx17gVz3zlmeL/JttVxQEKDaFnHNTCD7oMR8m61nm6kpWT7sh0FfaqhHo5z0ZBHHHTTXP/HP3giWujRfSU7nHE0sCPe0pPLiPTI689FTOuqI7WfASSZiRw+VtLgL1LNHhCyPyvKyn8nzUID6+WYKSyKHVAErCAulYSNzERElGZI/Pe7bkXfHZcB6A7pj+UMCmlvjB37/tmcPnhnLut+9t8y3khPkYAONIXmUUt0wLuWvH+7Mbl1TMQs4YVlYyLg7BtYyTiEcQyAoBCKkzZOpC6FuIecCC0CPL8JMLab1hBBB8usPKN270+B0CTfQp6hPoVwSB7QpgiJxbodDxwULXsIskGAMmFGvbYuC63BGUsx3/ue71YnG8q5j1KPJvHi3wFg/ND6wTQE6qwtXTbpq4pqtaAE6EgLYrGMN4iF3LiQVIXJs0ntrQvO9o70Pt9ScHcycHspIJC4zt/7jP8KBDmXNG8vSdo33+OiFY1xQUSzKZRQFP5YbSt57rPLtzTeORHl3PCt1oMjt9JlaCDKB0mt54/vg9fQUXmCjJ9hV1M7vCw09u+NpPPvvLd7p3rkk8c1erz2oyLeQA2mrLi5++1Nk3lHN3baikhdz+j64G+uOI4Em6hULoys64bIiRdOhkqF0M9VwTAjA9JIrSwQxJvl7glC6IA6eGpq6/c4NGd9IuhpY9UKiYU6lkgwiZyzkgOoIDAZJAVBbZwtNjA78B6/3g0fxUO7EykjbvGsgBXO8I7IETA0d6U4qfBACIBU59Od4YQ6Ysl1BOvklmuuSlMO6LNCH3cHxiAD/9PCPXiUy7tWG274NrT99oT2UllnR6CAD0PjXY+ArkHKMJRgBKLClbgtKazsqwa11Te32s9K3nPM/emtjzy+4gSqvq2Y47JEoypJpjwIB4ECXRf0sEURKPPkXCR0maYjNeBJta4u9/Y/O3fvH5wVODh84Nb1tRe0dL9c41jQDjs5rShR+dHpQWcvWx0N4H279ZOQu57qTdOZAF8CpoY1g5JxqjPBpGpdsryArpMWVBDBgCWcikDrxC4jj3t4QkGELBcdOOAKKDp4d/5/OszrE61ZYnq0Px4x80yY+IAIgbTmhedwGMxz8AEHXJ39qE8V7v2M/Oj/y2P5+yeX08AkSILO/wwZwzkCk8vKpu+7Lqnbc0TGsEdv+xa15zz6tqB7NuyLIiJCyLKeUQIsti4JKldj9MeQdIvgFxBTox7Xenx4IKAtI2v+GeyvVR65tbl+59v9fIP4YuHZCib/rnwmiWBpvtQQCzKWYN5Zy6MD53b/lOzFzn2ZV10ba6aE+qBCUpIkVNgJIQhRkolISKU+3hC6Oyvri/bSbFrBf1UevFR9c8tbFl7/u9b3+efPvzZDzMVtRFm2KhpnjY+2M5h/ektIUcAADs2tj83LYVKyvac9eINhbfPIBC0HBBVJOIhq0oinuWVl8cc6/kCF1pEAlKHQKQcYEETHiaQ6pUYUS9aeXB1TmFvHCjR13ESvmSIkXptahbYCZZHmiGeMlUCCWD2allMI3poImbRaZ3w51LIwHvBqbgoXTB/cVV++9PXJy6d0PS5p19mcBqAQQiYuxa1klUhSMk1O7HYh5HWNW2aCklByEYICNCIKUoQgKBGFCBi3SBA+K7vekbK88CwLP3rDh0brirP6vEkgD0HtrgNSm+gfqNhxk6Qt3dPpHLYMorWhHRc/esGo8jPw/47FMbl+w7erkSKIlZUxSfd0xHS3+8uK+t7r4n13cNZF/t6j/Sm+7qzwQrcf+qdtya2HlL4yxZyL17KWn2xNVYh3EHjbkiL6C1OrK1OZxy6fyYY8lGjcUiCEKjbCiExQC4sJiuZ4VIFXhfxvGGL97tSd/X9rswzz5eBGUwS/na8oFtBbWGucF4AQBzvVEQNBBAEGPQXh+dQAZzcu8GruQW4+Fpezf87OxQ8WqR1RkQARvO8+ooi1iiKsyC/s2gVPG8thhxBoAE2vtOiVv3JNWo0esXUpX5lcxt7H/klh2vnQZPLAkMALPY+27KnspEO25NTDCYMw9+Ckmbb/jex4a0NpTxKfCdTYO+qj5TFcqgJFK3H2jXuqYXH72l4ld+SVOatIUc3KfET2fXQk770U7kyCuPFmOWZVmWcjq6vSH08LLYi59mGQipZ8Z8NXgCEknbTeYc0/fh2S9OdVj5Bo3HfnjK3x8gGt+h74pmnBguEn54Sru+B5p/9B006ODjtxSZ+07NuwHV28JMvBum7N8c+tNNDcq/GRmzGGMsyjDg36xH228s/+ZJ492e1I7XTpXxVFbJB4IM62DoJDt1T+X58VPwJaWLUDBz/qosSlLMVPUmMRRK0lYd7knb1ykpPUGsrIvOnuPxBKHqaCCjng10xr1XOBEXBEIOK/NPhqFzMG1ZqCpZwS0AFFwA2AXH5iQ4BzCITfPtMz8HsfPWxJGeZBA0KJoLAp+7DUU1jh5XUR1nnWrBB68QqCaM6QIACUk69kJ7N2QfvLmpjHcDaB4rAkidgRl5NyRtXsILpsA5A4fTlSyX/s0MkYUYOmJ9Iqz9m4WFUmsVwBUWEpJAgpGck7J1SvJ2PwsjzyZtfmIwN0UV3fva6rSnsvPt7W1aLGlMf2WmjFQxuKQ8lVfUttVKT+WMVKSbWCxpfrjlT21ofuGjq1392bWJuLYhGR8lAQSisKVREo3Smg0HIKq4pPTCCW1OXjovJx9LpV1yRkJwZFzaQUrVLldVWyQEeZWXF/qbvJQqjHcZs/XpVJMd6qJsuqMlM4idtzTu+cXFkmEZBCF8GUz1aCcAFmWkzH3HXMM7o4jx4v0LqhNrO5ua42bzyvNuaJnAu0FM0bsh3jVUXpgCFHHNHAgy6jKJ2BIBAyIiQNsVIOVGGR4bzHcOFyQIy6QeHhcMwHWFw0XOdVX3zy9xaB6Ja6BVdD/sy6Udqo+FAEGSzwayzkDWeXhl7fYVNTvHUdHdeWtiZX30D3965i/f6d55a+KZO1vLiyXRuJ7KL33SN5SbqqfyvM3wHPzqbdtf6QIwJKXHQ0lgCijJ7U0LWVL6esNPCp66gkdMsYxkQWqaTv4FzwkCgIQg8PBE89sTEtvXfx6Sc+LIe6Q3/fr55AfXPPcHJCLD/aH2vhU1E7s/zDhW1kfb6iI96UIiFhpWG0YyKIbeOgQAABLxCKpOrB6oBSWDabZhfRjh8OejIAQQ7AqKG3jeDfGJvRuAtB7FBN4NNIF3Q3epf7PXmisealf7QmLEOXAGDuegp78Ed9H0bwbj54D6yaP5+fFv3nv08v+6lElUhVcn4ncuiygVXQxo6aZt9xdX7O91fb682trzhZtK6+7NLdXveZ7KMxNLmrKn8nzuE4OS0gZKAmDgsxVDSW7cWPF3H6bkZtD33/UE3IqwRe8cAqgiBbweykm6efhsQNKt4rHv11d+fFY12dFr+wAUuT9cTtvnh3MTuz/MOIIymNlge4BpkM4099UPNgAAWNcYfWRVzd9+PGCkV9Pft4wMZseb5w+cGpI/vK2+amV9rNjXGZFpqBYRmIJoFTKrdAbA19CSbNa3Px/+H19pL/p+iv2by6C0k/k3g/44QvY8FpB/s1TRXVpf1VoTReWEzdTKwcAqQi2Fk7bdTwezEeD77iuvojvbnspSR2I+8bhDZ4c73rpwUzzcsbX1eN/YJ/3Z49d0T19b2gTRMY2ShK07mqu2La9tq5Moydimlpo3nlhXEbmWhRa6dUNKq9dTTQUsvnnA08n1vj3wdwC6P96xsQGEUBtkIBA8xqC9NvzZcG7PF1qfu2dWtO8Onhx84ZOBtvoq3/2BgFmIgCgF+pRcC4LWPx1zxKn+sSiKvfctn6Kh5FRiNO9u/Ptj6tEldwlo6I2C750BYAyGeCsQQFV2gpSLGgAQB/AVh3dtWPLiI6oTe6Qn9dhrpz2F05l7NzBAQY+0x2FC74YVf/dhqsCBaBKVVTVbGHQNkGGiz0J0bKwH0quFAt4Be77Y+ty2OVJKTObdZ/+l59CF0QdXN0VCyNBQ0UUGCGofUKqiyxAEjTniyKWRv7h7XBVd01M5yCbyzx+7pfHx6YslzU8fzAyJkuySKMmaCVASGhcl6eobyrq7NrZMBSW5gUNS68swPeWu31CECKDbpP+u2R+Xkm7CqMUg74rPhnMwCw5mAJC0+Z53ul+/kHpwdWMkZNlcqYshohJvFFInV7o/AEojIsRYiN0t3R/e6vnzu5aUuj/MLBpingwm+BR00N+br9gkgt+z/iZl+MnIa4KRksGMsOcfbPf+oDECizCpd4PWpijj3SCIAZR6NxQJUyjiGpSdbTP1QySk4HGEjSFyH1wSenXpLREJmHP/ZgBI2u6OH3/WOZCTKroOB0CpzyCQaUQbhY9uq56EkipHgFgI/90tE6noemJJl5J2d4mnMgJsmpGnsoyK1bPX45o5mnclShIPM4mSrE1M9BN6U4WjV1IeSvLcvW1TRElu0PjuR1effadb0+CCqu9+/WVUKAD+IKkMH5M15rL1VhcFr4mwdN4BoK7/fXNlhQ2lMHnXYP6BVQ0NVZGg+4Pv+6ArOF9gG6Sef8D9IVxBnel7Xuo8MejJYOpqzleQQO2EJnkvUgbTaJ2BiXEDkHji9qbXTg0A0J5ty5+7R2ntzJJ3A0PAcbwbHv3hyfd60z5Rydv3ABbvhEB+OvSHX7xHMpbMW5LnDMLVKipHXJuNGM2792kV3TuX1qjhcrl+LOZBB9oHj0ktZr1+tPAjA4l0nx3MrqxhLzw0dyq614sbVNY1c7ZRkhs3LqXsjd875veOfWQWO7a0gJR0Yx7vGKMhtn1p1bmk053Ww8oAPoxYgic+uqru7HD23Ehu45Kq9yvqFJm0+b2vdEn3h7uW1mksEhgyRI2sMUSQLytkjXmfkpTyKQMAoHPDubY4q5TO9KWUfc9Lna01kaZY6OiVtP8YQ5Mzq9iUyty3a9D/Pj0AgShu4R+sS3zSlzneN7ZrfbPJ3d7+clfnQAZQb9WRATLG2E010WiIqVSrQFqLISgAwZN0AT2/J/0aAAzvBkKiD6+Mpe3C/odWepriL3x01R9tL+UFBx7JRTC0EYGlIowFI5CoJgTpAgchTvzJ5jlgOm5/patzIA8MV9VX3ZyII0OmF40iIAfRbdmbUFLloNYPAukVhZ8OZP54fUOltkeTxsxxA9M1c8tS3e8rcc18+0r+e13DU3TNlF0sEyXRlK9irORGkZSuVKysi66sj15K5hPx8HDW9be0vp0GgZBiKAIA4wzuXxbPumPdaUc7Phjjg8W6EKAl3ejpDRVzipRR5P5gWRYIzixLqfr7umLSYhM1IT9Ygyh0ElfVRy+M5g+cGqqIT8HKuujhr22496VPtq2o0zKYjq5Vvd2A7DwJJYOJJoNbgjOwtjH6xO1L3v585Hjf2MYlcZO7bXg3kImBTuTdIAemlcTl1LwbIODdsGNNYs873SVwAQFBx5Ymn7imuT1RBtuXxc8lC91jbgDND2L6AIpZ8ciq2rPD+XTe2dRcNQdJdvebFzr7s7IG58jyLreskKei66sty6eY0tIFxlC7RQipvKx4yshA8DVNVX919Gp7fWT78jlS0Z12np1t10xTUvpSCUoCAJuvAyW5cWPXhuZ97/c+1N5wclC3yM1hZZkRtA78SJ6+c/SayZoslnTzsTZSk9pEALTzlkruAcu4P3DBkCEIhtqDS6ZXkpgsMAaqagOF1TIAOTmMrmAAK+uif3W0b2VdtCIkhE3NUgbzfDkZTKMBG8AuFQsuzuCOpTVaBrPveF9mY0uxDOZk3g28OoIV925Q/s0pWxHXPNReAgVARRh0PDKef7OJ6fsOAsq/GWjX7LvylFPRRY1rC2kp5DuJEMhBYekkggDqvwIxQHTpKyurEeDnPWMIYvNNNc/8r7lT0Z0GbrDomjmPUTysTADFyKzXHze75Ab3FoJiPZp+BKBqll3rEi8+WjGOzrs9qR2vnfbQwKbqyKqGmGVZAGBZFhDocwY+vqYtVWRVS6b7QwwRpfvDQMa+OJKbwP1hutE1kP3a//x0KOfuXJP48qr6nCvODOd6UkEZTMS22nBV2IqH2Iq6yNrG2NpEHICOXk4fOjs8lHd3rV/y/JdXF0FYf/jTM6+fHS52d/Y8nhkDxHAo1FIV+tM7Gn5xOf/REEdEFrIQMBZiLhcBvwYEFNzwbihcThc8d+c3/m+3eprixcQ1ielD0L/ZxPGVq6t6nAT9m42Zt9nxb54gHvvhqSOXx7yeRCRsrW2sYpaFHsBihRDIskIg+chAlpeF9BiIpzT26MoqBvjmxZSsbd84P/I397TOgYruNPDZpO3u+JFyzWyIhRUUouFnzV1TLDaT/afwEQT54bv6xrY0RW5c18x5jAMnB/SwchGSaGBtoNEpnwupw8AT/VRL1FajhpVP/h93VRDp3vHaqXd70h4iGbas25bEFQ7JmEYki7FahrpfTEpJSC6hHe1xAPpf3RkEgQBvnB36f927tIJiUUmbf+sXFw+eGoiHmJTBnKQTmy4c7U1JGcy6qPXcPSt2l5PBVIS8AP2uvOYAY0x7NzBkaHg3CAYChRIcYCCQCEgkc07Sdk1O654vtD6nic9J293wPY+4ZmL6Qf2QAJ3LeDADGCMJRQNvZYhrsxSqhRj43rC5OtoYCzGLyYUkG4kMEC3GFMqPSsze5x0LzT4mRtoZD+CDyynO+Yk/rowS/wQx1Txrumaa/T55e4BRj6h+sVfPaqqwwtoIGMLZwUxbtXUDu2bOX9z7cldXf2ZtU9WZoayuWM161mhoIAJB2GIOF35qVopTPkrrDSs/e8+KCs7RqUeCX7shMGtJPNwUj6iuuqzaSHXblUCfxRBA1bC+dYqhfEpcCvT95uqY67oVv0M6+zN7ftkt1bziIVxRF2urjVSFLe/JlnN5T9LuTReyjgCEuoj1za1LJzDZ3PT3x7qT+cA4iez1WyanNXCOAFYoJOuyoHcDtxi4rut7NwhjcECIZ78UEAB69UT/7rcuBCYJ0ahh/XUS5FnL8wApMKCHJ4lr9VGr60+2zLYjnGohFn8/2FqrW4iynkVglsU8JjKzjEpW17OCa3wWUAjGAEl8eGUsnS/sf3jlbNsST7UPVnHXzPPDuRvUNXN+4+BX1977cicQbFted/SyMazse5ehdjCDO1uqVYvcZ9b7BuzxEP7B7Qk1rLyhwsPKL0zs/kCKK6rWjMUUjiZ5oy4houf7IBOr5JAiACOBAAUu0gVRcePuzS3Vbzy5vqs/++rJ/iM9qa7+rIQOVPi1HuxYk9i5ZnIZzEp5N5AQOE3vhqc3trzw8bUTA9m1jVVnhnPFHGG/xee73oURHaHNd4T5Lqqq9fybO+5qne0km7R5Z7+poqulHZF5LcTxVXS1J54QTO6KfOVlgUBM+Cq6c2P/PvmXNRuume0NsRvUNXN+o70++saT67e/0rWtqrZja6saVhZcC8pI8rmaXDp2bexYX0bVYkHWpx5WTh6/NrappXqfQaq//hjNu12TuD+ElEsVkBVi6AoWspCAMQu5sJCBEBZq3wdZjzhCn2PBcdIFAQCHzidn4w7Z1BJ/vmUVBGQw8whIQPe31dO0ZDBRD5h42/AAB8Bg46IeHxjHu4FM74Zg+pPnl1J20Zv/g+ffvFz6Nwfdo5UeHso1c2dz3Pdv9n6+fJAjxFnl/ZsnjkNnh/WjGlSqJT/VDmXd6ljYU9G9lBG9noouYwilKrqGS7FsIc6tiu4kebao35d1eKVcM9c3V9+IrpnzHptbqg9+da1qkfuSbhnvltBD8BQopABAQDzkOUV6km7xN56cRNJtuvH6+RHdVJnE/WHb0upu0/1BkpmEdHkQCMgg6P5AwID3jintktcvjFbwskvj+mUw6yKWGoEtrl5n5N1AcgSWtHcD6VRIAFDK5BnXv1lMwb8ZPAotrG2YFf/miePQuWGj5Qv+WgLF1hgriHDIqgrD3S3R9GX7fFogEbOQAUQZK7iykvW5Gah0dYkBJPNOX871kOh3e2dd3XGSG6zINTPtiHyFXDPrI9YN6po577FzTeKNJ6M7XjtdKukmhziGss5QngNBW120KoTjDCs7uza2PP9A5YeVA5UIGJwHkJQH3/3h7uZwWrk/oHJ/IM/9weON8oD7g+3eQO4Pm1uqDa1bKKOvpuGCgHeDr3xa5O5MRntK1ZsxoPaE9G4o6XwCbGqJ/+D3b/tPAf/mseP9Wb3vMZVDIPgAkP7NBnGtP1NB/+ZJY9R2i9ePWkX6OYBSRVf85QdTUNHlpopuYe5VdCe6xxZdMxdsbG6pPvEft3zrl90HtaTbtuV1d9xUPcFf6U0VfnR68HiflnR7cFXZFvn1R9LmgRuD1DiXCkQgcAl6M+63fzNqMcsKMSYEs9jtdajdHyQhn9RcP9fuD3k3mXcA/ERz5PKCzrMAoDizKsmyYA1LPuvZ88QD9D2eQTegQJGr9neOgLYcBQAQlCf6bCgH5epZGTvWNL7x5Po//ImWELlrqU9cG8oBBP2bJXFNPZWrJHHtpc6+oby7a30l/ZsnjZ5UoXj9qOeIAYIxIBIErLyKLkmSxoJQ0Z0oz86Na+bc4NC/e1EfDb34yC1Pb2j+f7/f83Z38u2LSUBY21g18bByfSy0Z9vyb25dNns3zKWUbVQi5VRQ9SuciBOBI+R+6JNh6BxKW8pfANB0f3Ac2y1xf/AUYBZq7Lw1YXiRYbCG9c4ld5XUHFoAT9cJGgweqzEwjQHvhnEFgDa3VJf3b55AaDVd+NHpAd+/+YFK+jdPJS6Vquh6q0g9rsx24kJX0R03z5a4ZqpFIPt9iepIqWum1/XTptaojkQMgAmBgMqfCirQ70vavGsgC4h1kbnQ4V+Ysb2t7vCTGzr7MwdODhzpSXUNeMPKxRsuOax834q6ynrxlsYlU8/fWzneLcGMHKkrOyEEIOMOBwSQyL6jeJol7g9Gn50gafPxL2T+Y8ctjXt+ebG4noVS7wY1nRVlYvuyuO/dIAtcKPHB0/8GvRsm+rVK/+bdW5fu+WX3258n376YjIfYirqoJq6pyLm8J6n9mxHqItaz96zYvbV1HiYw/dUrB6DNNRPcE5gYN0qCNQABAXEhAIi4MWphjhSDStBz4CEy7tdXgrIFUu1w1q2OhqMhioVBumZeyXgJV01loOCSmmMBAAl/ZFAIhrLfh0BgjgxOGkU6/MgQpA7/WGEwN7s6/As5zGHlnpR9MZnvSRXkKt3eVouAm5rjc6fMS0WVrOmOYb4+M/cHMOuRS6n8HH2oGUV7fbSt1vRuKKpnPe8GLtlH8ajlezeg0lIo9m7wjzSed8N4oYhrvn/zmCKu+RW3Ot+xpmkqxLXZC91C1NcGwZXjJVwgQ9qxVKPOU9ElZf/eNRxcUeVbiBWP8fOs2e/zaxPw+32OsAljYby7OZpy7AtpIQdwGVDUYgUuGGFxv0+6ZhIlbbcv53q7viO96e2T4dCmDv/WFQ0I5XX4376S/17XyNI4e3YWdPgXfrTXR9vro1IIYr6iLmqlZJnp17CgEcZxtFAlIgnGHUJeDWK4P0BxPbK5eSJIeiHE0xtb9r7f+9DqBjUCqxKr2H+8Xw2YeMgs4kiOvnO0H8BngmnvhkHjOzF017TTweO3ToOKvqlZid2U+jff31ZHC0NCJGD/HnDAM1qICmaB6ano6tp2LlV0x/02i/t9GjgK9vvElYwrXTMRUfqqrm+MBvt9gqGcaUEkDkSjOSdle8aCAIC/6pkozx44Obj/k4G2+qptbY0A5AgCqVjqCrQYCoESC2asKsTWNsXXJqrGHPE3H/RHfnNt733L/tVCCvMVm1riWv/UuyUgUInI/TB6rqLcwCWN+kUEGj7mbROzoL02+tlwbuG783bc1frCx9deOzXolyyCgBEQAbPKeOKBnMhS3f/Tw7nTg9mS70QnWSAg8dSGJTOrOufLv3kqQWAi1BRYSwAAJsZNWijH4E6A/ltanU61EMmXZs9zr4U46yli3Dxb3O/zu8Zmv48REJHnmikYs44P2arfh8TUPAZnAK7rOlzkHJfk+vD6fTBuv28iHX45k+aaOvwCJcMBIRZiW5UOf28FdfgXYyqB5TvsE7o/+Gbd4N8kuu2j6KJGJVJx94fZw/obYqF9D7Qr7wY/ZXhezpN5N6hyLfCYkd9GW024J5Wvi1qVHTNZIPH4mqb3etIGoGGg2+CtnCKHbPS/PRne92Y0D+UqQoCaMKZtAKLZ8BApinHzrOr3keeRqY9+v6+4mCcgzl1OTP4R4AIRiHPd7xPBVoafasv2+0wdfgIscDVpptUVGIDQGp1MqZSC8gKSOvxVYeuh1Q2vnEl2DZZ3qliM2YgdaxqVm5nRCwZGugYxK1lzQkkEkTUPX/MQSSXNh0Q1EZbOc7i+SuRIb/r1C8kPrnqeu4xISM/doazzb1fW3L+i9rGb69unplI/QTy1sfm7H109MZhd2xg7M5L3Px0LoooE3vcwZe8G2H3XTfO+x5+N2LGmYc873g5A4/hIQKJji24h+sl3piq6uTlS0R3/N2QW7cU9YpOkEhwZlM8WAOIARCQIAKhMQyNwLO33aR1+t6UmEguHCpzQFIZgDDkhAzWNptztgTFArvR45DQaAtzeFD8xPK7Z/WJUPB6/NfHsL7tLeKMC0OrYnADl/gCqHgEeDVnbl0bLuz9AmXpENdnzhY1NsZkJve/79ZUfnxltT8RXN0yI9V/Ofe/EyLI42/OF68X6/+E/3HbPS50AuG2ZHIH1RloNbFrOaAHe2VylRmDB/DbUdxIP4R/cvkSPwDZ7Bjm/Y9FeH2urjfak7UQsNJxzg49no4V4I6joQpBBHoi6iOUv+uLkaKBmRikOFNQQ8hROSfX7OjbWFydcKN/v0zr8IHX4CwJslxcE2pwKAm2XCgQ2B4fAdqkgoCDPuTwnh6DAyRHgcOEKWFUf7c7wA6eGKvzlLUa5kO4PAJCIh0pqCrNKVWsmzsT9y+LLqpmhPsXDaK4oY40BHb4wcm40D0RPb2ye7rUdODm4/eDpT4YK21Y2LquJOIIKXDgEBVc4BA4XrjpSVYitXVL96JrELc11f/NB/45/Ot8pRRtm+p0c/toGSbnruLO1KR7SeZP7jxCtJHusb+z7nf36daFeJw4k1jZG/uz3lp4ZzJZ6N/zuxdMbm4HgodUNG+SuRQggACH2Hx/Yf6zfyC0CgEZyznd+3X/0csbLQusaQn96RwIED1ijQ9GRptVCnHGMm2c3t1SXKb/JrEy9rZzW5Pc/tn/DAOiEC0G6NUCMwW2JGBAVwbNKhx8QEF1BBYI8FwWBNhcFATYXBQLbJUeAzaFAaHMoCLAFOQIKXKdgAQX5J7lwhNLhf7c3PUvf42KYsWtDMyA81N6woTlubNlo/7G+/ccH/HVCAoQYyfPvHL129EpWpRUS6xKRP93c6N1CgYQr/PU2LfeHpM073vr82V/13pKI10RDclXIh3GBC5fQcckh9B/SBAVOLimsf1VT9dff7DlwanjG34n0bjg5kH27O/nte9u+sbllS0s1APhm3WRaHAqZWOV/jTPatqzmz+5u7bjzpkNnh45eSW9qjh/+2hyNwM5X7N7aWhe1Xjs1eFIafYMPm/hJlrTJuTx6OUeI00P5v/1Ip2OZhQI5Sqnozk0ncFz9We2aqZUrPT128xwMJX9Ef0oazLE2YzqbAh9SfzUB18wSHf7oqvoIC4WwWIffAuWTWqLDr/QlSenwA/78Upoh9o/ZF0crqcO/GOPFjNwfzFl7Y66fvBbQzN0fDKy/sTEeBgDGlN2huYrA99xlyooJQCrMST3lkwPZOxKhfffPXK3K8G5o/PKqBj0Ca58ZzoPybuCAGByBnZJ3w7QiafMTg7mZuVPPZSipbzLWhrd+yqvoevzZoubqvKnoAsBE+rOq3xec2wESAFbAccifyzaaY6CANR9fM/ER8EYGIW1TUdd439FeeWnymLK5LRBdYaFpTmcppyn1ip5AQ0RBCIhc+d1zQgAqCEQQDVXhK72pIrP7xZiNqI9az395le/+ACZKa64ZBNCqUQD+ygF9S3gbJlB9ds/9YeqqUabnblXYsl0P65fJVOmWKg1coRksgIggxRgRAF1iDG5vqrpOrH9Tc/z9b9zxrV9cPHhy4NC5ET0CO9HWVY3A9mWGcm5d1Nr3QPvMhCmkO/WHfbm0Q/WxECBIUaeBrCPdqbevqNk5ZXfquYmnNja/8PHVrv6sHPcwkNnxVXQBHK92DKjoqnNPRXf37KvoejFuPdudtDf992OaMwu+MTKgPzJo1CZRC7cvqx633+eTKkBOGT/aXnN2OHduOLepueo97WU9ng5/Ih5BT4ffspQCv1RQlxI28ihZut5wxFzp8C9G2TDcH3IlVa2uTTzGqO/+YLAU0NwPzdD94d6Xu7qG8gC4OlG9qj4q90Nae1+5OQCBZSFICz8ghrK2VZpzoGTspdkoXRjNP7W29jpFOYLeDROPwHJAlN4NMxPY3nv0yj+dS66sj61OxBEApTs1Bjyq07Z7Oe2cG8osr7b2fOGm2davmnp49u9ttZG3u5PGjtmrasGrdsvbv6OpouvZvy+poBvexDGJb82G7x1T/b68a276Ora0AOL+T4aM0h0bY9Z/vrPpzUuZo1dz3k8IIznCKNqphMtGtO/ftO3e2ir//L0vd3YN5BRogMp3nlmspToSC4VkkmVM+bcrdyDpSIaMASGC1JfUZhXK6R5R+gLRh1fSadvd/1DbonLNHMSlpH3Py52t1ZGmeOhob9pItSZcIPX89B1yQrs/gPmQ9t0fjl8b27WxeerOVB1vnj9waggQAa22+ujKhioEZGoNofIoA0SGDFCyDhiCd0TlBqLG5lH5TdHbn4/+j6+0XX8yMr0bArOXxnHHmsadaxIzG4H13KkTVRH16RhTnAoM8CtQW0ylbffTwWyE+FTcqecmuvqzUkV3S0u1r6JrPqT1KirzlxVrRdq/N719cfTo5fSm5vgbcyXwCJPm2b3v9+59v+eJ9c0nB7InB3MAQUzWq01IjuRqkrB+tqxrDBuumQF8xMBnfdfM0by78ru/Nd7F8hIus0KNUSsaDqP0uUS0lDuQtPOzECSwoL2APB1+pbHApQ7/b69mgMSOm+t+sPPmWf92FwOgsz+z/ZWubctqtrTWKPcHIr8S8WsTD33z6IP+TmhtIibdH472Jje11LzxxLopajW825Pc8dqnBtbve+5KdzuJ+GtfMul0h+hXtZJEKP3K8CttVYggPXcHM/bnFfXcLfFukCOwtLmlZmbpYDTvPvsvPa9fSD54cyLCgu7UqDz9oKw7NUMQNOaII5dG/uLuheJOfejcyDOHz93cGPvGphbf/t1cP2CsIoO7Hbc8bXtDRXduW4iT5NmpuWYGnyrqB0NxVeIjswYVLOiaqf1csawnKFqsOhyKhq2ohfcsrb4odfgZs7yqFkgqqKPSnSR5gkRSV6E3ZfeN2bKjnfp/3DWL3+sCjqTNuwZzQFAXtTbPSbVy6NzwM4fPt1ZHOra2qjukL+NXH96y8So4GUTxECvn/rB+6rT8HT889W5v2tsblfHclf+ASrXaLRV1GQueTyoC7WivBqD/1T2GRMjgjTMV9tytYCRtd8drn3YO+u7UnruwOlefUe4FUVXuJP8rMQBYeO7UXf3Zr/3ks6Gcs3NNYtuKWgAor6JbV15FV7cQ51RFV8bkfre63wd+qg3Us6VdYzCzLAAEese6qi3b7/vDn3z2+vkR9fMDHve+V2iIsdbqyDc31f3yauHDQcdSWK0VkRPh0gtIcIuB1uFXVW3K5pdTeY/h8Pr/Zc2C14euWLx3eexn50Z+259PFXh9VQSIEJnt8oGsOzCWf3h1/fbl1Ttvbpi9Bkhnf2bXT88MZp2dtya+3F7vuT9I3LY3ZWddAhjX/eHQueGhrLtrY/O+B9qnjk4aWL/vKetj/SFL4fs+1s9QGlNPgvULBgDEP7yaWZhY/2jevc9zp26t0Z+Lgf84YbqGVW5anju1qnClO7UgxvDsYHZlDXvhoQUx45O0uVTRlfbv25bVrZhw0Zr271p5eU5VdGVMyVf83pc7u6Rr5kjOqGq9Jgb6JS0gIIQZOkL/zDIDDn6/b8+2Faah22M/PHWkJzVePWu+YjFmWZaEapnFbm8IaR1+gSQYkFK5Ja3Db7vJnGMOUDz7xYAJ8xzEvKjl7v31lX/UImd66gkVNqfAR0wX3Mvpwvmh3LLqCgw+jRdJ25XuD/Ew27a89o6bqtcmJqqme1OFo1dSx68p94fn7lkx3Sa7gfX7q8jH+pnaCxX9w5jcpnlYPxnpVZ4TLmysf/srXZ0DeWBsVUPs5sa4X8nKhoZfz3pVLWhmhVwSuopHQCJEOD+ce/q2+oUjEjKdFqJh/z4vKroAMMU86/X7mmLW0StjgX4fglKDZ6X9Po8F6avmxC3pmpk+3pfZtb75xUcD3YyN3/v4UrpgNNysSV3v0WJMYrWCpFqYxQCE6+vwFxybk6GuoIjfe75w03PbZj3PztkEfWkcPDX43z7uX5WoTlSFVC0jjwqPY0CkGyOqlknZ7qdDubBwn5+1BkjXQPYvfvG5VPOKh9mK2khbfVS7PxAAaveHfNYlIKiPhTruumkG7g/JvNs2CdYfQkQWCiGBFbLkZklVskDKc1fuhxig4EZVyxlCweG/vTYGnO+4uf4Hjy8grL/jzfMHTg7Ju6atoWplbZT5/AqwLK+qRQOJBqUKwhBBaAa6or4BcYb49oXh7z/Svn35AhIaNVV0NTILRn8IgGjHrU07b5lPFV0ZU8qz4PX7ltduuUn3+wBUkoUgQUf/ZB+ZVae0tjH6xO1L3r44crQ3vbHcNEvdf/21+mleekULGAbqWTRgBNRH2W0k+QQWIAjI0+E3Ru6EUGOOQnRsaX7+gVkcDDcn6FU/t9wE/eVU/vxIviIT9F4kbb7nnUuvX0g+uDoRCTEmG8uWX8mqV2Qhw3wKIkMEgLECf+/S6J/f3Tx7DZDO/szBk4Pv9iS7+qX9uIEz6fMda67L/WESrJ+xeMSKhUOxEPtSa7x7zL2SB6YLPwUdyF2RX8kKBoAgGBGCuJwu9KVtuahS/3mhYP16xkeWJqwpHlndUIW6jlVNYx+rRQaA6vMCImmWhWTs0FdWxhHg5z1jCDSYdS4MZRamO7XXQryUtAGAAO5rq4Np2b/Pckw0p2DGppb4wd+/7ZnD54bynmtm5nh/Ros4lLpm+izIOCvp900wMojg95qxyCupSOLXAhAAln4vAIDxdfi1IolGimdPh99Xy13ZCIZaLrhCoX6MgaeWu6R6bVNcq+X27b1v6XVCCqN5d+ePP+scyD64uolIvjswhugKZlnyfRFIKrYzhuCPe6iueiyED9+SeOV08sRAbu/sNEAmdH+oQ4CNzfHrJJAH3EDIVE8GQCCAjEs2d6tqonc3R5TnrvZvjhAIkKkWJdav5IoEZ0goRKrA+8Ycb7UvHM9dw50aATDtUN4VzEIkYJZcAyEEsiwLOHnIrBr5EcCkM5tGol0iZrhTX80uUHfqhayi68WU6lkZZr/vy6vqfdfM4ZweGdT9vhAr082YrN+34u8+VNwGMOACxJIalvmVrEmjAzBYDQLI0OEnc7pZ4rNLn600buAVkg+sboyFLNC1g64iNW1IAaNebasQsXTBfa8n+ed3Nc8YCEva7r2vnLyULrTUxO5aWiMZoh42V8Sd9DvOitxDaCJ0CGcHs23V7AYVOZsO1m9ZIWbJStayNNaf8fD9BYj1lw3Vsg7u+Zrj0caqELOYpFjIqpZJwE1CB4CqhtWMHdX6kx7VpNTvGMBvLqdczhdg32/hx1TrWRmbWuLvf2Pzt35x8eCpgUPnhratqFOumdA43l/pTRd+dHrweH9mKOvUx8ITu2b6OvzMw1mKVNMNoWhkIDiwhaLDb07QI6LNPZ1cVDq5IBhj4KnlMoYiMEFfFbYeWt346plU12B2ZhP0O1779FLKBmbFQ6zAAVEwZoEQlsVAKE9iZjGJyqlr8BQhUNe5Qg2krk5UnRvKHDg9vEAYlNMK7blLRj1Lxium567gHIELZlnI+SdD0DmctlBWr9I21PPcdW1XCO4C6OrYmOqc91Du1EE+6WDeDYWK3amZxZhcCbKq1atR8YXlZ9ezcMilWsiiO/V1xfR2Z/VR68VHb9m9tTXgmlkblZw174+Vc81sm7TfN74Ov974K71OT40ffeACjDE7Vc/C/s5hVcbqVJt3xWfDeaicDr+MSSfoDR2G2Zqg73jzfGd/VpLtOIBK9KTeS6r0MtRHUj7EqKoYRBQMUI6IIwiGgK5or6/6q/evrqyN3HBOa9pzF4HIeGxrifpxPXeRu4otjkCotKCKPHflnwfPjza1ADx3fXdqMOiVBIR4LeskqsKl7tRS1SHoTi3dTwgJpBMKcoFATFTAnfpfecwEBStxzcxoylfJyOCtiR23NNy/sn4qAIrW4TdQWqXDD4ZL6Dg6/MWKCirVGpO+hELURFg670ClHYG0Wi5WR8J5VyjVBV3DIhBTtaSsERQipibouTFB7wpEXFUfvTBqv3pq6OkpL+gjPakDJweUjhqyrEO2ABScWSGJOaIgZiGCdw1MeVLI61EC6sQYoBCPtFcD0c97skhiXXNNxz93L8wGyEThryLTdwuMHVIp1o8qBasqlcibWgwKkaiVqc+7F4Dn7s/ODhXj0SATLhGw4TyvjrKIJarC7AvN0UsZ0ZsRltzZWAwFWbJ6RaYY6ATa2U81AHuVuwq8fiE1n5/zho2ZdxsmcM2cWb9P6fD7adrXTu/Y3ARKhx+9qjYaYgEdfinwBOVmz4iAxCOr688OZ9N5Z+OSqpnp8JcNpZaLCMhcIQoEKFtefvJC6WPGXECGyEFhYQgopLOZOUEvGMDKushfH+1rr4tMcYJ+7/u95qhI2hV5l3y5SCJmIbpqw6i0qRhTV6LenaTCGQN0BYCsiAHqo+xq1r3hRM6U564ECgKt1CL9OW//jwAckIFJ/fYe2AHP3eK0uxCMPl8/N2JIUBqpVle1YwURDllVYbi7OZp27PNpIVcFA4gyVnBlJev7Uvvu1ADJvNOXc70Jz3d70xVRmZkXRvl8RQWIu5Xq90kd/ktJOxEPDWcdH5lVCnkSOiBpywyAcQb3L4tn3bHutONZOoYZOlx4jF1DOx0OXxiRCffpDUuu/2plvNuTPHByUNPLIOtS3hWWZYErLGYBeqgoIieLIajONchXVIeXKcbiV1b4E/TrllTt/nnPVCboD5wYeLc3BcA8gl3Bpb6c2xgNMarh2BkAACCKSURBVMuSE/pIIK/EshhyUCAG0/W1P/uEQPynn48BkYUAxBlgbSS07zd9u9YnGq6D5i1vKkSsnZObanNLtfYoM6yVvEo26Dflq90reb0irN9T5CjC+rG9NvLZcHYhwLNJ9VABo6qlwDkDh9OVLJfu1AyRhRg6Yn0iHHSnJoshuNxCQhJIMJIrpGzJ45SsHny3Z+Z5dh4Z5V6M2u7JwTwR1cdCm5bMkVDOwnJw27Whed/R3ofaG04OZk8OZFVKRbb/4z5fG0wBBTiSp+8cvWbydtcloo+01/ztx4PFPpdAvsXONHX4J459718G8HnEKVvYHJhWNfUaTWi2HVQVCQjAZC0pCAFQCE4ARI4AJFEfC18Zm5Ja7v6PrwF4N5hC6IaybohZURI61YYYETJk5F2JrKwZ6mvwhkrV1BMQI0AQjoC07b5+PjldYO5Ib/r188nf9GXHHKqNhiRX1+Y0kCkMZJ2HV9bet6JmFm8qggkrWcMzVYEGhlsqQZAaSPs7R/wKV5ieuwuinu1ReLQJ3HkkHDlGRMAkGOK5U3PG8NhgXrlTK2YFMC4QgLvC4SLnusSF/jnq2wgQ5accc+/JZobU3v1tfy5VIClChMhsLgYyBam9e9+Kmh2zqb07DV7XHMQ0dPh9tadZ1OGfOCo5QQ9eglNquUD8w6tjrjsJkyZp87a/+43veWFcCSI2VUfDFlpWCAAsS089AVjyeqTCGfNlJC1EIG4hgOCy5+4I+vBKCoh2rK79weNTVSPc9+srP/5sdFVTvL0+pshkkgzP0DtPF3hvKn9hNL80xp77UmtlZ42++9HVZ9/p1pxZkyBoTBuCp8nvrSgqrmcDWL8v5omC10QwnXcBqOt/31xBGGpmUfdff60etKx4ZlJPUQY0nf0BHzXJKeECFNxF5U5tmsEEbHU67ljy/APTaNJ6jPIl1VHFJdcTiV5TDvwjAtGYI073j0WQrp9RbmrvgqI2eqq7pdq7oT1faKm49q4cCVlAIXX4g09mwzTNNFOTXkB6vsu3qxOesZ2eBBMCiNqqQwA0LR3+SeOFj64W0WgAYNjmqQK3BeRckReY52QLyHOyBeY52AJtATYx2yWb0BZkC1DmkpwKgpTpJBfSUDJZEIfOj05wDYfODpd2meU5IQ7l3HSBco4ggLubI0uqQnlX2AJyLuQF5gXYwORV5V15FLaAvCsKAuT5pZQtc9XrF5JT+U4Onhy898CpT4YKX2pvWFoTdQU4XDhEDid9BHleFWZrm6ofXZNY01z7178e2PFP5zoHcpO/wdTi8VsT/ioCL0USAHVsbuq4o8kX5yQCElEL/u2yaHuNZQ5nB1YRBY6PrK6/qSoEAJXF+mce/icNjucUPzA0sqzuI8/HTxAQF5yABDctuI2fpilxpe7U44XnyXZzIl5bzpOtEPBkE54zm+/J9tbMPdkOnhq899VTXSOFL66oX1YfK3DhEjlcOGpNekeqCoduTcQeW7vkliU1f/ObwR3/eK6rcktRxsLKswDw1IbmTS3VQLS2qUotnaB1WvHSFyIsETelYFCajumJ2xp70jYI8c2tSyvFsk7m3a6BrF9Ng0p2gqA/J9IFbnPIuyIvMCeTlyCbWJ5TXqA6d8EWaLtgE+ZdYXPIu2STTHCUsnnaEUB06PxECe7Q+RF/Ek+Gzw8FAhhzeMoRQHB3S7QxgnkOOZdswhwHDphzyRaQc8gWlHdFXkDeETYnmWSvZZy+LJefCwiOTOhimbR5x1sX9vyq95am6tpouOAKR1BBkCNvJ8+H2BWOIIeTK8ARwhUQC7Gty2tXJWq+/lZPpTyJlecukeG562GsBk1QP7CV525ce+6C9NwVZR7wAc/dSmL91xPanTqQEAGMetw8N+4dPcLjJVzVBSnvTk0E5dypy4ZklB84NbSltVYyys0kq1OtmV7R4f7aKHCfUb7nV73T+jaStrv7rc+/9U7PmiU11RHLEST9jP2ELlA/8j2fY3S4qApbdy2tXd1c+/Th7gOnZ+65WRoLLs8CwA++urYuGgKCbStq/VQrbwnjCSyPdzbHnl7XYL4ibxK5jOIh/MbGpjPDORBi18bmqZudTBoqwRn1o1dRCkHDtkgVeF6AEOL3bqpqirK8wLwr8oR5DjaxHNcpVSVWyHNVS8oE3TPmyJ/8+oT1bDLvBpoeMrzNLwAAOpwuZ/m3Pxj51bVCzhV5DjmXt9ewp2+O5oVMu5RzKC/TK6ecK7IuXU4VLo85/k2L8KuecfNs0uY7Xjt94NTwltZaAP+mkrW5rlZQOsgWpBux9id2CQucqsLWQ6sbXjmT2vOry9f5q5Gxa0MzACrPXUNg3vfc9VOt9ty9mvWSzrpE5E83J/wHfBm3VAKiHZXD+q8nlDs1YDAtBt2xKNClCKRas0whw53aSNPjuVOXDcko7xrMtdREJKPc26XZyruaCoQ2J0f4VW1BYEGAQ1AQ0uydXILbm6pOjLgd/3xpil9F0nZ3/OizV08N3bmsjgAc7j3g9cNeYMFP+jLh+q+4gmIW+3drEq98mny2QksRFmaeXVkffePJ9ZKT27G1takqpHrEZapacaxv7PudAyWLhkCItY3RP/u91jNDuePXxja1VO97oL2CF1k8Qe9t3EDl3jGXknkXAe9ujiRiVk5Wiy7lBbpyq84hLzDnCFtA3iG1beeQd0VfVk/QA8gJ+vEuQzVAwHv3kg2jTpScwHZFjkPW4TkXjg8W/j8nMrkCz3PKOSIvKOeIPKdUgQ/mRU+qkHQ0/d77MePcYfKm6hzMq5tK3k6CCqp6BXlTyeVue8bdMtUSFLhwVcKF25viJ0adjn/unvHvxYtvbl1aF7Ve+3Tw5EAWwHDxCKyiknO9ik4PZv/2owFtVV1Uz2qsf33TggAN5NbF++2YEIF/5cF61rMuh2CS1bDb/s6R/Z1DKjUDAIk8F58N5WBq3PMiRrkBjilAzCG0XSqQXBu6whXBhEhQcEVBwKr6aHdGvDqFvc5o3t3+ysnO/uxNNdFYiBUEqdXoqrVX0O9iB1egcU4OUcGldc3VXcNOx8+nmt8njoWYZwFgc0v1wa+uPTmYffvz5Le3t31jU8uW1mp/u1esV8DNRRO3YNuy6j/7vdaOO1sOnRs+2pva1BJ/48l1lfW2TNrcT3BeqgX9CgAQuIC9Gffbvxl556qd55BzRF7Aymr8ozVVOVfkOcnkq9Mcz3PKOvxK1r2cLpiJ8sjlcfNsd1IPmIL884ZpBxShdYroRgAu546gvMNzrsjYbsYVKdtNOWIo5yYLIlvg5P8t/U4Io3m37DU89tqpSykHAOKRkK1r2AJXt5Ba0Op1Xbl4tYz/urrBVtXFujNixqicF+Wwfp8POw7WLwKJ1cf6vUaQh/VDZbH+64zH1ySMz1iExnoENfNTm92LEnjEPIJ0p4baEMqfNukspWKUA3iMcrProFaFKx/DUCC0OcgK1xFQcL01gwWVlIUjFKP83QmRKwDY+aPT3akCMFYVYmoFCpQ7Kr0y5REcwoIAf+1x8mENV6X4VY2xi2l+/UsRFhqvy4ydaxJvPBnd9dMzf/nOxZ23Nj1zZ2t5HX4aV4f/pa6+oayza2PL8w+0V1ziNzBBDyZjsXSCnjincSboYZIJerMPUTZ8Eo85Wqq5osy8EtRcUTlNp0aWCUByd8g0YZYRvF3LNkA63jzvyWm7nGxBKIhZIQTByEKUCg9kMQQAiyGAN1OvFMIU9U1o5VPEtrrIXx29trIufJ2d36c2NL/w0TXtuZvVaYgBcWAMpEYKgakMF7bQ4R79C/0kpRnZnufuN7euWDiKKjvWJPa80+3/ln1VENGxRbtTC6E4FcCiDLYvi4/rTm0qhJAAgkdW1Z4dzqfzzqbmqonJ8vPIKN/95oXO/qxkknBk8n0RpFKdnIcEZoHijKPnIsECK1Cdc7ka2xti3zl6tb0usv36SGYLN88CwOaW6ve+vulbv+g+eHLg0NlhqcO/c00jrBkXFOtNFX50evB4n9Lh3/fgqpmZ3U8agQl6s2Ka3gS9qiPGnaAHAJpogr4uYqUK3K9hEXQalSOkBMycffL+Kw/WvP72sGNjPRDt7xr2kyyqMdPSBsi7PSnzpspxyruCMYuRQMYYCWQWI0KU4jVQRmlBTsQBMYCvtFWhEjyFqY9pTBwHv7r23pc7gWDb8rqjl9OawaKnCimQUn3PXfXNGw8e4XvuVhzrv/5or4+21UZ7UtqdWqZUeQRQtao/pC7iEev+ZbGsy7vls5MApDs1FbXLSBLaDl9Iytp212Qc6vlilB/pSb16csB736zDCwJQ6jlwwRhDmdxdYP6QMWi9OpCuaIpFDuIrbdUI9POeDIJY31z9zHWPni/oPAsA9dHQi4/e8s27l/7FLz5/uzv59sVkPMxW1Ebb6iPldPjtrCuAQHsBTVuHfxpBZv1IgJKFCIG5I11T6Al6AMLKTtBvbqk+0pM0SPgEpLK4UofwdSHQr+bMFOMxjuWVgEor6t0BYkjtiehng1kM9NoAAPYd7QUwbypeEABCWJaFQjDvCOZN5dezMu2qqpZIohUFAShEQ1X4Sk/qhWMDu+9svp7fUnt99I0n129/pWtbVW3H1lbfcxfA/x7kbwTxWN/Ysb5Mma0E0dpE7InbE29fTM4G1l+ReHpj8973ex9a3XByIHNyMKdm3oTYf6wfAHSSVaogI3nnO7/uNwuFdY0Rw53aZCkYzTGix2+dSLztwMmBd3tSSkUPGQA4BNcyTiIeQSArBHo9gDcIjlwnPqnC4TPKiQH85MKYHp9BIF4XC+394NpT65tK7+v/4mvvMgBMO8JXGrFQaZXJVzhZssL1kr5UJiPQVS1wIqyo9u5Cz7MyNjXHDz+5wdfhH8ieGc4Fp1/Uccct16XDP/Woi4amP0EvZjpBXz3RpZjU+sCYqX534c0+eVfC1ZYZAEAL7oBqgAQaPkR5QboBEqhnD5wcePdSSg+PIAA6hFfHnEQ8zEj4ixgMrTKSwxGqfmHgazswgJ98PqZdihGFqIuF9n5w9an1iet8WEqs/5nD54dy7re3tx3vy3zSnzl+LQOoU60wfoPqV6NWVDyE5Tx3182X09QEsXtr63c/uvraqcEA9xw1QKQm37gSFEUE0msAAQScHsqfHsoBQHCW0pyoFLs2LJkYNBiPUR4K8VgohHKv460K6TSMal6CuYSIUvGWkTZ1N/zZEKDAKV0QpZphB04MHOlNqTkUAEAscOrL8cYYeqMQqBTLiFkMXT0PqWrboMoH0E8+zzAi1BpmdRG274NrT5fL71OMBbdcJogJdfhrEXBTc7y+os2uiS9mriboc+R3o4pj560JaUhXhMoBGO/ujZnKejbwYPCGQYwqhvQElBAIVBPGdAGgREwycFMRAJM3lQiFRCws1U4ZQy24p5T8GejKxUIEEpbWPAXBtWqUmkazOY0VxM/OjT694XqF+Aysv3vnrYkg1p8FxN6UneUEYjysP/VSV99Q1n1qY/PeWcD6KxL10dC+B9t3v3XB+J0yA0Rieu/CSwATMMbZAy1TefTcqSeu4jWjHJRnoF4bklHeGOXRcAiFYKEQkrBCFiIxtFAQA+3JxoXlaW5wriYkpQYuQsHxGeVFeXb/x9e8FehVtYNZN2RZUSJmgae9G1T5QHSFSsGA0vlN1baGrwQKfv3auwtxxUwa7fXR9vro9ra6eb4Oj7FoNppM8cbKTNCLCUYPd9zSuOeXF/WV6FQLCCA6trQA4v7OYRObizKxfVlciZx5pbZZQXtJlgQAPbKq7uxwNm07m5rjZi2TtOVNheobYMqOUxD153gjYSRkSbVTBgKRMSkRqRQVgCEyYVQQpJWi9HnBdccKAgBev1CBPAse1v/L7oMnpoP1fzp4/FpmKOfWRSXW33r9VzJ78fTGlhc+vnZCulMP53xE3kuj6vclH/YICGEER+jnuNkI1ei8507dcVfrxIydwMiMmfI0o7yaeDQcignhe7JJHF8KGwliAMxV2seBVUGAIC6PwyhP2ryzP2O8r4IsCPFaxklUR0q1d5HIkjp2yIoUmRkCcwWClngHUeB0/dq7N2SeXQjhq+UCFCU4v+OvOrxmYwqK61m/7eClOQIAFKImgum8bECNm2fb66NttZGedEE1QIqrV9BJVlYxGI9a9y+ryrqiO1UARAli6AaIWcVweW2HPx8FIYCgqAFyyBPiA4/tADLhCkHDNsWFiIVZFOiLN8UujrlX8oAElgVIUi1MKvYLyxSvkbcWEgpxeUxxyF6fcBxuWlEfDb34yC3f3DoB1g8AUAbrv2dFBScJZzX+4fdvu+elTkDYtrz26JW0v8YYU1p3kpciCBDvbDbdqf1+gORXxJl0p84A0K71S56brO83qSfbmEv5mXiywcSebCXv60FARMiGs251LByxqCoMX2iOdmfElYzQriIMgSzGkGsvCQAk4WvvCsFQau8iXJ/27mKenWGUUcuVK2sitdzY9NVy3U2TTdA/vbFFN0CyJwezIBSda//xfgl8+cgs4kiOvnO0H8Dv9KxrjD6yquZvPx4MXolugGhOZVEDJLC45f+QtpdnSEQZh2wSN8XDW5sjKYfOj7mMISNgDCMAnBhz5WZNMIXHyXqWkETKdvsyBe+7rZTgqQwP65dNmxOTYf3bV9QtkGGEqcTKuujhJzfc+3LnthW1HXe2KndqlTpRI7OyYSv7fmMA4ONS+jG/tiH6xO1Nb18cPd43tqk5PhWmsGKUm0nWY+fr111UjHIrZFmMMSGYZd1eh0FPNmBcMCDkQU82rzkMdOSykWfPDZe8r780tfYuetq7F9ICgRhDBlSsvUu+Ai8jYkDJvNuX043T69DeXcyzMwytlptPxMPDWddHuxQlSJOlmPIxU2q5Tro7JTxELGyBtKTVW7bABL08f2qyCfrdd7W+8PG1104N6Kc9aToXyY6zx5pU4AaAuk5EIDo9nDs96HFLTbdgf+T0qZIGiLqpgjVLAPMFcgVdzrjf/u2oBWCFQiiEZbHba/DhFbEXT48xROTcYpJMQyiEBUQkkjZP5hwA0N8SHKlonpVRhPVLoXoiQsRKee7OV2xqif/g92/7T4fPDeU8d+qx4/1ZWcNqgAuMo08KjFt4x001AXfqJfE3npyS9+J8McpHbXe8Faj+BILDxeWM0t5FRMtCFGJ9Y1Rr75KuYeW7IwoOQKM5R2sHXq/27g25khZI7NrQvO99rZY7mFVoLGP7j/X5onPax6xYLZcMtdxy9axK01OYoK+PhfY90N7x5nmDdWCorILX4hCyiglixBopLkZpAUi01YR7Uvm6qLXvweIGiLqpvCQLXh3hde3Vrcu54MjAEWgxJtxPhqlzZMxCQMEZEOMkqxjORYFz2+VCCp6qayPAwE1V8dBY/yy+xdzHjjWNh5/c8LWffPaX73TvXJN45q6lvjv1UA7AcKeujVSFrXiI6b5fFQAdvZx+qbNvYnfq0pgvRnlPqmDUs7KMkP/FvBIEIkFMa+8Ky7KODxU6hwtIxBgxuZcCYQG4rutwnitwdQFGHV1MbJxyLObZmcc3ty594aOrr306qBtKBjmchELENGMxWE0QIJwezJ4ezAXI8MUT9LBr/ZKpbFqf2tj83Y+unhjMrm2sOjOiGyBy6gkwiA4rok8YUZHSA0ixj9I+cXvTa6cGAGj3XTeVdtgvpWxdHetsbd5UxY1BAiQSgiPjQtb+xBBAOl9wl4BIaKETKL6qVGH+jQ5vuNDu1J8fPDV46NzwthW1yp16gr5fuvCj0wPH+zNDWbc+FprYnbpM+Gt7Thnll5Kmt7FxBPNKAquRgFyXS5gLEcARiECcG9q7InBf6HcftcuPnk8ai3l25iEn6DsOny/HWAygoiB4oCMAXnbSD2izDUXUVhPuSfO6MEoHtqnEP/wH3QBZphsgCpVjii0r0GNN3tlcpRog3pXIawACoriFf7BuiW6AND93T7lij3T7C8yHB5akVwwmTZ88JITPrADZ8g6ke++I3Ul7Gr+VxdBRH7VefHTN7q1LA+7UdVFZw3p/rJw79YpJ3alLY94Y5YHaebw1aZAvJd0NpSGffEMiQQDqGCx9Aql26tq7RbGYZ68rSibo9S/Sn6DXaVf/+mdpgn5lXfTw1zbc+1JRA4QkOiz3VN5j4Fhf5ljfWADu0qlwbUP0iXVL3v585Hjf2MYl8fESfX0sFJBkDFQrpVP2AECqvvB4mpJspOuXjo36pgpWLiAmorUtxqRR4k49dmY4F0hM+nzHrU07b2m8b2XdzOz+5otRrkfPDUy2dDUq52xNu/R6FWXelzo2NgAJPXoeSLhT1N4tjcU8e70x2QQ9N1PqrE7Qb2qOH/z92545fG4o6zVAMsf7Mjq18cARvCoAAMwGSOSlzv7j/ZlNzRM1QDY1x4Mm8OPXDgEGsbkN9D0OAkfN4oxZ2F4X+WwwO8GYxmJMMSruTl0+COaeUb65pVqP6hRDc3r0nALJ1CxxfMzXaP9CcGwHIMagvSH22WB2xvjswvIHu0Gjsz+z/ZWubctqt7RW6wl6fy4FQBOeNG07kOH0wvIm6I/2pja1VL/+xAyFHLsGsl/7n58O5dydaxJfXlXvN0CGc0CyAcIB0W+A1EXWNsbWJuIAdPRy+tDZ4aG8u2v9kue/vHqCG++xH57Sixu0G5XhPVXs6qY9uPz5sSJdBQWYgOAAoJ2p1CsHv7qmgtaZizFLMSNPNpP5YFaORYzyiTzZHv3hyfd60+rnoOePxwAR0AIE/xWAoCua15TWD34IvKOvyatX48HHb9k5PsA9XiDiYj1bgZhsgl4iQXM0Qb+pOf7+N+741i8uHjw1EGiAwJQaIHVRa98D7ZOKnO30xjR8VDpYw6rWXxAjVsxN+Q14tbw5R69eR6KaCKbzHAA2L1nEDW6AmC9G+eNrmt7rSZcwbTwU2FuNZr/EqKNliNJ3VOkeAWrCmLapdPR86rFYz1YsOvszu356ZjDr7Lw18eX2+vIT9OOq5aYOnRvxJugrwtzs7M/s+WW3VPMq1wChnCt0A4QDYl3E+ubWpZOOV8q4lLI3fu+YzzFAr1qxOrY0A+L+T4b8+oUgGra2L606l3K6U65/K2oxRnUkX7Lk0VV1Z4ez50byG5ui73990/V/G4sxB7Hx74/5jHJZPzILADvuugkA9ncOA2inasYao+w/39n8Znf66LU8gMEo5wZa6g3LGMd9D6zcfZc/AN2dtDf992MGtcvfUXXcqbV3jXo2auH2ZdXnkoXuMR5s0urVSADEdWuaHm2vOTucOzeS27Sk6r0/2jiDr2Wxnq1kLLQJetUA6c++erL/SE+6qz8juZN+RanPd6xJ7FyTmFYDRI9p2Imq8HDOVU0tWTWArlLlsK8QgCiNDrPuWHey4DEuwkiO1/Iy6wiiwxckNiee3nhduoiLMZcxL4xypb2bthOx0HBOj5574zleZa3r2bg1gfau+chX7660dwmeWj9zz83Ferby0TWQ/YtffC4xI2OCnnn86eAEPdXHwh13tc72BL3RAMkjIAHc31ZH19EA+S/v9+w7evmJ25ecHMyeHMiWwWR9RMxEZhVpfF2Td1Pp1GzUswAKpe36v2+5gcZe/5VH0uYbvvex3/0nGHc9sICml1FXGs1SgJL1ALvWNb346C1F77v3/d697/c+sX7JyYHsSWmZo3dX6r1MRBg0aKBx4XG1d4N19In/uGVmTAxEXMyzsxXmBL2/7ILHG3GC3ovimwpAAQhYLskqsahgNW2Qdo36hQCUwXXZm2oxFnIcODkQYJRDcFWg/hdATTH4LQsA0Om1PKPcrgvjyf/jrtKyIGm7G753TLF3vYaYel9USRaDj/zi1Wjsq8ylaGjvvvjIDJfiYp6diwhM0AMh3PAT9F4cODnQcfic0S+GksoFPXGZQIdXRoAE7jfB2qqtnnRhvJtqMRZ43PtyV4BRDkYNq+pK8lMewdQZ5c/es2I8suOBEwMdb503qlT012HgkV+0uzKyX4BkWay9e+JPtsxY23oxzy7G9ca9L3d29WfXNlX54G9x5YL+sgYIM9SYrPwBJj5LAFrwlGiCm2oxFnJ0J+17X+5srY40VYUUoxxALwnffUOuB59RXrQeAIB8Rvnxa2O7NjZPXFGqpZiQo+deqvXeyyylARDVUiymlPnEsidua5Lau3u2rZhUFnKCQMQF6iu+GDdKHPzqbfWxEBBs83SMPLdU0rbVypSb39kce3pdo2YmSitvz9ZbxEPwjQ1NZ4azQPTUAjM6XIyph/RkOzOSA4COra1NsgyUz1HPnh2UhfuxvrHvdw4ELM214fnaxuif/V7rmaHcFD3ZfvD7t9VFLUDYtqxWp07/p+k1qQzV71wSe3pdo4/ABtiyIs7gGxuXnBnOwtS0dyeNxXp2Ma43xh/TCFSyxaCBDH9MQwmeHu1Nb2qJv/Hk+oVpD7MYU4xD54afOXy+tTrSsbU1wCgHvTY8hFTGJIzyKa2Hrv6s1N7d0lLta+8G1iFOtA4BAGhto16Kl9Mbm+OHpyYLOUEs4gaLUZk4dHa4460LN8VDHVuX6ptqzMfmyMTjAsIi8ZB1R0vVthW1bbXeTTXzWbjFWFAxL4zyQ+dGnjl8rrUm0nFXqxo9788EViAEeC9eyy5uefk9+lLnteP92Y1L4oe/dr1JFhbz7GJUMDr7M3/4kzNDudKbKgcIvSk76xIAtNVFqkKs5KZKHzo7PJRzd21sfv7BBWp0uBgziKTtSkZ5PMwko3xtYiIplt5U4eiVlMcof+6ethkwyrv6s1/7yWdDOccfPZdL0R89FzDpUtwwDe3diWMxzy5GJWM07z77TveBE/3xsDWdm2psKM/rItZz97aZcz6L8TsTc88oT9pcau/GQ0yOnk+yFNOFo70pT3t3z7bl09PenTAW8+xiVD66+rPf+uVFqX4wFaPDuqi1e+vSG8XocDFmHHPPKNej5ylAmKL27je3Lp2B9u7EsZhnF2O2orM/c/Dk4K8uJU8MZs3ZG/P8hh7TWIwZxxwzyg3t3UzRCvTOd9ya2HFLw/0r62c28TVxLObZxZj1uJS0u1P2paR9KaVsEbYrwdP4Ig67GHMZs6u9O34s5tnFWIzFWIzZjcU5hcVYjMVYjFmP/z/XJFIqjFRPXwAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/158.jpg" } ]
<image>How many marbles are there? Estimate. Choices: (A) about 50 (B) about 80
about 50
65,809
null
about 50
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/159.jpg" } ]
<image>What number is shown?
1,475
65,810
null
1,475
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fZtw01DZ1kNpruhs5tcNbYMQyaCwa61igsdYY2zU4UXWt17JrAKCId3nVpvtN2+lay88/tWbNKqXydivs6NFsAOPmzambN28hSU1xcdGgX+egk5+fx+fz0tK2JidvkEql+fl5pl3my0qu2vSXYn6FTkU1/kbqam01jwhyh6CxpvdorEOAxpreWza2a3C6mq1q13cojfWugbxp94Tl5BTk5d1ulMlklYmJq5cte8i0RalU0E9j8fmu9AGDd4G2IjY2Lj09AwBkskqZTEavT2xCrdbk5RWeO18WEx/B8WfXGBpablK1ZxuHqbBIH6CxaKxjgcZaaSyry2e6eSUnbsTeGw0A8+bFmD+xnJiYBABZWZmmLUql4006yee78vmuMlllSsq6yMioZcse7nKAacqNaX8OO1NVKq71rr/QHLBI1C0lZPhBYwGNdSjQWLDO2D+0nJoqyOZKLQDIWxXTZk+mN1per97W82TYCLrW5s9fQId3c8zH40+bHVbddtNAtmtvULiUux2CxgIa61CgsWC1sX8ITvTzUDXGBh9/D6GXmzUliI2NKy4ukskq6VtesbGzB3YlQ4kpnsfGzi4uLrJwg9HLVyD0daszqqna1rpz6iEsI2IVaGwX0Fg7B43tggVj/9CtpzhVDwAqr8YZfwo/d75M4O4aHBxouRCRkdGJiavXrEnk8/mbN29xiCBPjyHJzz9FD9aMjY1LS9va5Ri1WlNZWR0QIJ6REHH1iMK3xqNJph2OwiKWQGNNoLEOARprok9jb88Q0aKgch48DwCH+aee3bVqnNRPpaqnqNbAQHH3vElSQ9+dsx1D//SyOZcrqnx9PAUC198vXd++6dP7mmM9o92jXwjmiolhKQ/SHTTWHDTW/kFjzenT2Nstp7rCJgDQGLVtYBgn9QMAX99e5x+0da0NO6ZZgceH+LcYKK1R59bMa7yowX91+wGNNQeNtX/QWHP6NPb2Pae6QjUAXGPVTE8IH+pi2jfT54Zfc1G1NrU1X8F+EjsCje0NNNY+QWN7o0djzYNTEwBcZ6umzR7k5RcXL17g4sLo8nr11ZcHNxfbMe2esOsuNa3NBu0NarjLgnRiNBrrfrWVsY4OGmuHoLEW6NHYzuBE1bfqFPpWMACHMWVaMP1cWL/WZLTAO+/8d1DSGWKqqxU5OQUlJRXRMSEd7I5WfWub2kDVtw53uRAAAH1Dm05pK2MdFDTWnkFju2PZ2M57TmR1CwBojFoDwwAA8+bFDGIJxo4N2Lz5+a1bX6c/jhnj/+KLL61alTSIWdiCwECx6UZlK7RpjC0GXbv2uo7wdBnegiFgY2MdFDTWnkFju2PZ2M6Wk6ZKBwAtRsrD2ybLPD/77PMBAYEAEBYWfuPG9b//fU1Cwj0nT56wRV62wMPbXWukDLp2qg5/h9oFtjbW0UFj7Q001jLdje0MTnRU17u0evrZpOJ4PF5q6osAYDQaP/jgo4CAwLy8U3/+c/yaNauuXq22RY6Di6dYoGPo23XtlGpUN8PtB1sb6+igsfYGGmuZ7sZ2BqcWhR4A2vgGoZebSlWvUtUPet6JiavnzfuzQnHz6tWrly7Jnn8+FQA++SRr4sQJr7+eNujZDRbVVxVqtcbD263NzWBoadfh71D7YAiMdVDQWPsEje2N3oztDE76+lYA0DFb6Rk1VKr66urBX0/zySef+umnn1944V8sFuull1797bfLy5evaG9vf+mlFyZNCt6/f9+g53iHlJRUgBEAQOjlpndp7Wgztre0D3ehEIChMtbhQGPtFjS2RywY2xmc2kgDALR0UEJPV19fz4iI4B4fWr5DFi/+y8SJIaaPQUHBn3yy9/Dh76dPnyGTVT722MrFixecPXtm0PMdMHQ9CASuQi83rUFnbDca9B3DXSgEYEiM/fnn/DVrVg1umrYGjbVbhuY71uGwYOyt4KQxAADZ2tLbXISpqZvnzJk1Z86sjIwdg1u4e++dn5dXsHPnbm9v7x9+OBoXF7NmzerU51LramsbGhr27/t8cLPrkYyMHZavzsPLjWzTdbQbjR3GISgP0ic2NVahUKxb99TcuXGffJL1ySdZfR6vUtW8kbYVjUUsMIzfsd1xCGM7h5K3t3YAAKlv8fBy+/13eYtWO04i4fN59N4DBz6XySqPHDmqVCrXrEmMjY2LjIwe3KI/+eRTK1c+mpb28ttvb//kkz1OTk4dHR0A8OqrLxnB+NcVywc3O3OKiwuPHs0+cuRocXFRaupz5ldHktoquZzL4wm93MhWndFoBPwZah/Yztjt29/auvW1pqam4OCJ69ZteOyxxD5PeSPtjZxjR7UtWkBjkV4Y9u9YcxzC2M7g1EFXHNUi8HR78qEnAGD5iodNxc3PzxOJxHy+q1TqSn+0RcW5urr++9/bVq589L6FC1Q1nb2xV+QVZaVlg56XOZGR0R9+mEUvjQUAItHttvbhQ4fpnxX7v9hPUlojy9jeij34doEtjP32269feeWl0tIS+mNFxeV1655at+6pfhUMjUV6xB6+Y03I5VWVVy7R7+3W2K4r4fZIbGxcVtYepVJBr2xv03WCIyKmREdO//7Hb2yXRXf4fP6cObMAIDIyms/nD2XWiC0YmLEMBsPJyanv4+wANHaEMZTfsSUlFwqLz9ou/R4ZgLGdwcmZz9I3tPE5XHV9c9obrwKARCIxHbRs2cNKpTIlJTkyMkoqldr6n0EiGRc0IaTyyiUnJ6cJkuCwcJvPQ8Xnu548+XNxcWFq6nMHDnxBr5QMAIvvX0zn3ljXzCd4DCMwXZi2LgxiDbYw9v77H7j//gd27kxPS3tZrVaHhYU//fQzjzzyWJ8npqzbmHPsKBqLWMAevmM1Gg196wQA6Fsn9mxsZ3ByYjsBgCvBa6hrDo/qWlClUhEZGZWcvAEAFi26d/78hTa9jPUb1/v4+pw9c47H48YnxC++f7FNs6N7ezdvTo2MjJZKg8x/s/D5vPDwMAD4rfCKK5vDaGOAY/ywHvnYztj161Meemj5v//9+u7du1av/hufz3/ggSV9nILGIn0x7N+x7733zquvvlRbWwsAK1Y8MkYcUFZ60Z6N7QxOTBcnAOCxOI11zd2TJkkyNfW5zZu30InaOjiNHy95PvU5m2ZhjlQalJGxMzIyWqlUFhcXpaW90f2YhrpmvguX0cFgODGGrGCIBWxqrEgkevvtnQ89tPzjj/f0GZkAjUWsYBi/Y3/44Wha2sv0Uzr33js/NfVf06fPGMT0+2Rgxt7u1gMArhPRWK85d76sSa2JiAg2LYQllQalpb2Rn39KJBLT97WG5IqGiMjI6PT0XcXFRQCQnr7L/D5kSUlFUxMZECBurGvmOhEMJoPJxh+idsEQGBsTMzMmZuZgFnqQQGMdkaH5jj18+Nvg4Immx0krKyteffVlen4DqTToxRdfWr58xWBcTf8YmLGdwYnt6QIAnHaXxrrmxctnd089NnZ2bGwP20cGkZHRPY6NiYgIpt+c/PYXTjub6eLE4mIPvl2AxqKxjsXQGPvee+/8+usva9euf+65LWlpL9MzwzGZzBdeeImeMW64GICxncHJNZCjBHAmWT02OZGGumaWhsn0ZRJeuPqAXYDGWgaNtTeGwNisrI9ycn6cPDksICAgJERKz6n92GOJL774Er0ohD3T3djOBhR/HBcA2K0u9Tebhq10dkz9TTXRxmZxmRxf9nCXBQFAY/sCjbU3bG2sVqtNS3sFABgMxuOPr756tToubvaPP+Z++OEe+49M0JOxncGJK2YDAJdB1KuaAICi9BUV1aN8lUa1WlN9tfNZ4HpVE49BMAknrh8xvKVCaNDY7qCx9oytjf33v1+nm0plZaVjxvj/978fHj/+05w5cwcrfVtg2dhbLadALgC4MXjMDie1WlNSWslmuxDEqP7NRRAuYISSkgoAYHUw3Rg8FofJ9+cMd7kQADS2J9BYe8amxl67dtW01DgA0Au6vvrqy4OSuO2wbGznPSfC04UjZoMCGDpG9WXFtOk2fybL/iEIdmCgGEBceLqc1cpksVguHs7OrlbNqYHYGjS2O2isPWNTY5966u+DmNqQYdnY28NMvaLdAcBf73P2J9vOs+RwnD1R5k/5sIXOvDHYQ2JHoLG9gcbaJ7Yz9vDh71tbjV1eL7zwr8HNxXb0aKx5cBIAQIBRdPZE6dAXzp45e7I0wChycXd2m8Ab7rIgt0FjewONtU/Q2N7o0djbTX46qrsyuC4M56rKm7XqBqWqPi42WiAYUY/cWklJSYVKVR8QKGZ1sHgsDo/BcRE4CyeNxqqwW9BYcy5XVF2tVqCx9gwaa06fxt4OTlwx4RbEa67USth+Z38qu3dZzNSpo7cfn340TK3WZH+eP87Fj8lx4orZXDF2ktgRaKw5E4PHTQweh8baM2isOX0a+4epTcbM8wYA31qPM8dKLAdzmawyK+ujrKyPiosLbVT0oeHAgc8tXIJA4Hr2eKlvvQfHhy3AH6H2BxrbBTTWzkFju2DB2D8EJ7+5XsAAb4awTqFu6P0xZqVSkZKyTqm8CWBMSVnnuHWXn38qI2NnVtZHvR1Qq2xU15BeDAHhw/aeKhjCoiFWgcZ2AY21c9DYLlgw9g/BiT+WQ3f5jXP2O/dTGQCo1Zq8vK71olQqSFKzeXNqYmKSVCqlp/NzOJRKRUbGjtjYuC7b6UumH447d6oskCl2dmXxxhD4vIgdgsYCGutQoLFgtbFdZywW3eMJABOoMedyStVqzdWriri4rrP1RUZGS6XSlJR1W7e+RpKkrVfQsBGpqZuXLXtIKg3qsl0gcA0PD6qoqAaAczllE/RjCG8X4WTsIbFT0Fg01rFAY600tmtwoludPgwP7VXqUnGVacpYc5RKBUlq+Xwen88nSZIkycG7nCEiI2OHSCRetuzhHvcKBK4REcE/H7+gv97mwxISXi6+szyGuISIlaCxgMY6FGgsWGds1+DEH8sZ94AIACI1wXu2f2vaTpJa0/ujR7MBjGlpW5OTN0ilQVlZmYNzNUMFSWoOHPhCqVSmpKw7evR7mUyWkbGj+2FZ27+NJIM5voRnlBvhgVM72ylorAk01iFAY01YNraHhcgm/HUMg8lwB76Y5XXs0FmS1GZ+8NHK5Y+oVDX0AXw+X6lUymSVJKlRKpU2Wu7edvD5rh9+mJWcvD4xcVVkZKRI5Lts2UMAoFLVrHj4kZ3pu0hS++PXBWMJkZsTjx/AGTPPZ7iLjFgCjUVjHQs01hpjewhO/ACu31xPAIhokH6cflir1R769jAA7N+3nz5g/vyFkZFRa9YkLlo0XyQS0eveOxZSaRC9+JVIJKZfALB/336tVnv8WK5Wq/14x+Hw+gkcb7Z7MA9vLNs5aCwa61igsdYYyzAajd23NpZrTq0uBiMUul0KXxFUq71SU1OT9HiSr+8f4htJakbSku0qVc3+fft5PJ4HW3Lpi9+jtBO97hJMSpYIgh3sZ8soBI1FYx0LNLZPY3sOTgDwS2r5jWN1HdDxUeuhg2e327jM9sUDU59+nHiAP5Y75s9eoY+PG+7iIFaBxqKxjgUaa9nYHrr1aCavG8/iMp3AaZrb5P/t+o7eWF2tuFxRZYOiDjPnzpeZVv36OP1wjCCCyWa6SbgTHhozvAVDrAeNRWMdCzTWsrG9BieOLzvkiUAAiKCCin683ELqLldUqWrqJwaPG+xiDz8R4UE5x86o1ZrmJm3ZcVk4NcFVwvWN83Bxdx7uoiHWgsaisY4FGmvZ2F679QDA2G489Xix+iKpNeqOsPM/Pv6KbYptRzwyN/VBwxw3V57fXK8pz0oZTMZwlwjpB2gsGutYoLEWjO215QQADCYjKjWYSTjxGJzZjKgXn3zXBkUdTkzNTJotSRnxzLu5TLZwMn/CCj/8P3c40NjhKhgyMNBYC+daajnRXP1OVfRqBQBUiq65zeKtSvkLAOTkFEydGtbnrLpr1iSaPkZGRqWnZ/R1LXcESWpSU583fdy8+Xl6/GJv0GvX009of7j9a22eLqh+rCCEL33Uf0yCt02LitgONBZxLNDYHmFZ3g0AAff51hQ03DhWF6Qce+7n304EnfcL8o6ICO5zgSypNCg9fRf9PjX1ucjIqD7zukNkssri4kJTppZrDQAiIoJLSirUas0vP128eab27vpQjpjtG+uB/+cODRqLOBZobI9Y6tYzMeXZIK6YDQDTlJO/2JXj3MHy9fW05kT6Iazi4iKpNCgxMcmaU+6E4uIiqVRKkiRJaiMju86l2CMREcG1Nxq/ee/E3cpQFpfpFeUufcTf1uVEbA0aizgWaGx3rApOzq6sGf8JI7xcAGCxNm7TY2+3G9rpXSpVveWBj0qlIivro8TE1dZkdIcolQqZTHbgwBcZGelr1iSSpKbHw0yztQNAq77tuaRdC8lZTi4Mr7vdQ54IZBHMISgqYlPQWMSxQGO7Y1VwAgBXCXfmrnC67h5xmb95+U6DoV2t1pSUVFge+Hj0aLZUKrUyxt4hy5Y9nJ6+Kz09Iz09QyarzM/P6/Gw8PAgegGVVn3blkcyVjjfy2AyvKcJJq2VcEW4rPUIAY1FHAs0tgvWBie4VXfObiwOg5ihDHto5j/rlU3z5sVYPuvo0ezY2NnW52I6a9Gi+cuXL01JWddbcO5Ofv4peqoPuie0t9kSBQLXuLho2cWrK+55PkYZTjixvae6T1433jWQ299yIvbMCDO28jc0doSDxprTj+AEdN3tDKPrbg37gW3rPjn+7TnT3pycgi7HD2xKXaVSsXXra2lpr+/f/xWAsbfg3NuJ+fl5W7e+JpVKzW8PdnnuOi+7cMezn612vp8AtkeEW9jGCfh/PiIZOcYeLXp7417aWM8paOyIBY010fdQ8u7oVPqf15Zor1MAcEZQGjjHL2nTA3Sxujc/s7Iyly17qF9zF2ZlZR49mp2ennH06Pfz5y/oc0BIl3OLi4voeXy7ZHr4yE/z/jSDINjvvXLgWp5yFjWFwQSfGI+wlPE4i/PIxtGN/eCtr6+fUk5XhzGYDN+Zwoh/SDk+bOuzQBwONBYGFpwAQN/QeuaZi+qLGgCo8Kiu92nesiuJIDqzJ0ntrvRdqx9f3WWGXSvJyso8cODLyMhIkUh84MAX6em7BtadqlLVfP7Z5w//9WG6GBSlJwj2s3/d4XXTfXLHBCe2kzjOI/zpCWxclm0U4LjGPr8qw7fBI6hhrBPbyW+uZ9iG8WwhGjvyQWP7161ngu3hMmt3uGe0OwAENwQGykRPLEjTalrovZkfZJ45c/aJpL+b1s7qLySpoVeBjI2NO3Dgi4ElsnH9xuPHck1LpFBk68rY56VX/Sd3TOCI2QGLfKc8F4SRaZRAG+t1lyMZ20oZHrlny/jfxwQ1jGVynAIX+07ZHISRaZSAxg4wOAEAi8OcuTNsYlIAgwl+Bu/722a/sOydrLcOAYCPrw8AxCfMpcOpWm3t3TYauv+UvkdHkmS/zqUovWkI4/QZ0wGAx+MBwJ43v3354feWMOL9nX3cQ/iSpX4RT09w5vX9DDIyYmBxmDE7HMbYj7Z+89LD7z3YMdevw4vwcg75+7iwlPE4anxUMcqNHWC3njn1F5p+ffGyTqUHgGK4fF5/8bHkxTPvnczj8fh8HgDk5BT0OeDEHJLUrFmTKJUGi0Si/jY51WpNRWX1tKlhAECSWq1Wm/ddyf/ezZ7BC4toD2LxmF5R7hNW+ntFuff/QpERgt0bW/q/d49MY4dFMoIZTBCGuYWtHy+cPHJWnEP6y+g0dhCCEwC0aQ3l71XLv7oJHWAEYyH30iV9deLGxfP+MkOlqlep6um5leBWhO9zWg6S1NAtzdjY2VJpkOWDS0oqTOkDQF5eYVxcNAD8cPD0x28fDnGW3NUWwgAG148Q3+MZ9Kg/duUh9mnsj18XZKUfDnWRRFMTGcBwFrDGLxVPWOGPTXxkFBo7OMGJRn2JLH6jsukyCQAU6C8IZYqO2lVP/yUmPsJ0TE5OQVxctOm2nkpVb+UsHV2orlYEBnaOMCkpqfD19TRP5+fjF/Zs+1Zs8IymQtjg4uzGcpPyAhb5Biz0HfjlISMOuzI2a/u3Y1i+UxqlbHBxcmZ4zxCGPB6IC64j5owqYwczOAGAscNY9bXi4rtVBrIdAJqAvOBeyR1L3B0/adrsMC9fQZcIbN4aVanqAYC+fpLUHjl0BAAW3b+IbrderqgyH0NpfiJF6SsqqiMigmuVjedP/XbueJmuWh9FTnRj8Fhcput4rk+MMHCxCEffIt2xE2P1N9qmNAW5AQ8AeAFE0KNjA+7zZTjhEhhIV0aPsYPcXcBwYkiW+vkleFd+fK3qoMJdz5/dFFXT1Hi++rfP3/lR6Os2Iz6c78IdH+IPABSlNw/F1VcVwUGB9Hu5XP7Zvv0AMDl8cnh4GADUqBrMK87drNF6o6q2rOBK5mvfNtVqJJwxkmY/bxAyCSfXCTy/OZ7+830wLCG9YT/GghPwxIT/Ah/JMj+2ABe0RXpm9Bhrk75stsA5bMN46Up/2d7rVQcVPnqhj0Y4FSbVXVdf+16Z922hrl0/fW7Y1Nlh0TEhprMItouFflIfXw96ED39cdrUsMLT5edO/Xb2RCnXmSNx9rurNsSLIYA2cHJm8CXcMQneAYt9Cby9hFjB8BrLYDH4/sSYe30CF4voqdUQxDKjwdhB7tbrDlXXWrHnavUhZUfb7Yy0Rt0Nfu11lqqd6Gg1GjxF7h6ebkKvzpfHrTcA0FjX3FjX3FDX3Hjr1VDfXK9scjYyndtYY/Q+Y1q8eYzO+R1c3Flsb/aYuZ6BD4oxLCEDY4iNJbzZfgmegYvFGJaQgTFSjbV5cDJRV9R09YhKcaLO0NJu2mgAg8bYQjnr2z2Mba4GnZNeo9M2a7XNLVqNVgsArjyeG5fnxuO5cnicDrYzyWLWM4g2thuDx4TOEfQsLpMjZvvO8hDN8vCcgmPEkcEBjUUcixFm7NAFJ5qOto6mSm3jRY36oqbxooas1sGA8ndyYbhJeYJQV0EI3z2I5zaB5+Q88AeKEaQ30FjEsRgxxg51cOpCO9WuqdaR1S1ktU5T1aKvb23TGAwt7YaW9tYmA4MJLm4sFpfJ4jJZrizCm80P4NAv10AuE5+WR4YcNBZxLBzX2GEOTgiCIAjSHexYQBAEQewODE4IgiCI3YHBCUEQBLE7MDghCIIgdgcGJwRBEMTuwOCEIAiC2B0YnBAEQRC7A4MTgiAIYndgcEIQBEHsDgxOCIIgiN2BwQlBEASxOzA4IQiCIHYHBicEQRDE7sDghCAIgtgdGJwQBEEQuwODE4IgCGJ3YHBCEARB7I6hCE7q1g7JD41RuWp1a8cQZIcgdwLqijguI8neQQtO39xsfbm8pccaOVlnqGrpKG5qX1WoHazsEOROQF0Rx2WU2Ds4wSmlRPvgWc1Ll3RZV/Xd987xYk1xZwLAN4rWb262DkqOCDJgUFfEcRk99t5pcFK3djx4RrPjCtX5sc3Y/RiBi1NWNJ9+v7HU4eM54rigrojjMtrsvaPgVKVtn5vf/I2ih/hcpW2PylVvLOmsnUgB618hHACoaunIqqasSJva9xCHcQuOq3B8VMLKf+7OvW7Nub2ifDeBI1x50HAnaSCOii11BfmuhNu+MhgMjlAcdV/yrgJ1v4tZ/tpUzvinc/t9HjKisZ296j33/UFdc4sfO2hl8XKfHs+Z+lp5P3dZhtX/UzopVhvm5jf3GL0BIOuqvripvbipPZDrlCLlAEBiAPvlSzoA2HGFSgwkrMojbO3enUtEAECp5cW5Bz96JuHTvVv2ZafNFQyszIK5mzL+Q0QN/KIRR2UodCViNn2RtpD+2Uqpy3N2pz0dX6g+ffqFqEG6CGSUYlN7BQvSvsvdRL8venvpM6ULM95PCqW/JL2jB+8i+s0Av6ezqinLN9zMa4eur3E85t8C2B9f1Rc3tVdp28fxmH3mQvDFUXPjQ+kPC5YkrUt67f741MfWRhftXeI1kGITIQuTQgZyIuLQDI2uAMLQmPj4W2bGL1goUUvuez8z97mM+Dv/PWS4k1+SiANjc3tFUfGiW++/JIhKSfTc+Bg7kM3abr2sakp4pIHxdT396nMoyDges3vTco5X5xWfrGsbSGH5UVt2PhNVd3D3Z3J6g/qXzOSFk8SuHI5wfPRDqdlVAABUTvJ4zqRnzpideCZ1EkecnEPd7tYz5D4j4STsKsh+cWn0WCHHVThpYWr29YEUCrFD7EJXIEKjJhF1crkaAADqCravTpgk5nBchePjVm4/oTQdp87fvnLqeA6HIw6/75kv5bpb25XvJnAkyQe/fmammDPpnwUAAJT84PNLoyVCDocjDJq59MVsOfZRjzjsw14aqmhP8n1RYiGHwxFPSli9PdekrTI7dUm02JUjHBu99NVstbmHFnb1B6uD01V9b43K3kiZ0NmcPFnXWbpI9876qmoZ6Bj8kIULQ6jTeQUUAFRlrlyQnM1P2nv+4sW8jKVk5tLFz+SSQMQtWSiSZx8qMp1UdOigXLR0SZx585YDLLj4TurBsam58sbG0t1RlduTXsm+oztaiN1gJ7oq5XJKIBbzAQxFrz0Yn3pesunLi/Ki3G0x8rQlS14rAwAA9cG1f30mV7z2uyL56c/WCj9L3Vd1S0MWAerT2z6lkvad/urpKAB19tMJK/eol+7MvVh5MffNePW7S+97vgClHWHYib0AoPx05cKnsonH9p4ul1/8OjW0NPW+/9tebgAAZebqldvLQ9O+v1h+InOlZnfq4UbTSb3v6h82fAhX4OJED2qsammnt0QK7ri+WBLJWALqGhUARe9vz2Ut2fb+pvgQiSRs4Zb30+KrMncfVgMxc8lisfz7r4roP5Oh6KvDcvGDK+O7dr1S6qAV2x6PErCAGLciaZ5AXVokH2CxEIdncHQ13HqRyqIvn9m0RxH6fyviCaBydmf8Iln7bkZSrEQkjVryeuYz0qLMd3IpAPX3e7PrYpLf3BQfIpKELdzynyQJ2ZkYwQIg1dH/b1vS3KhQfwKUX+3+VDHznx9uWRwl8ZdEPZi27f+Fyvdk5JIWi4SMAmzyZQvle9/JphakZW6MDx0nksxYse31JPEvuzPPAFz/at8JKv7p7bd8TlsiUHeeZGFXP7HtDBECZ0aP20012H8ouvOdA8rCYjlMjY8X3NojmjkzhCo6Xw5AxD+4RHwpO/sSAACUfXVQJlnyUEy3pAhJWLTpbA5fCKSOwk6SUcyd6kplrxEzGM4MhjOD4SqOfmwv/F/GV2/GEwDy4kI1Pyr+7lu/j1ihMTFixfkCOYC8XE7xJ0VJbyXiHx01zuxnFCs0KurWx/KicoMkKkZi2hk6NZQgy4uq+nORyAhl8L9syfLCMgiNiRHc2kBERYWCoqhUCeXlF0ESFX7rVhUrdGbUraMs7Oonw3Pbq7d67BuDvFxOETESAejUGqDOJIs5yWZ7KQhSUABE3NIl/ru/Oly+JSy06GC2XLpk5d09JEbYwU0/xP6xVlciZsuh3UuF9HtCPC5U1PnACagbKapu31Kh2cBcA0X5KxQG4JBq4BNm4UggNG/iswjOrUSAbGwEQsi/vZPgCwmgGrHlhPTOwL9sqUa1ATgCzu0tfKGABXJSB2QjBWZmAkHwhZ1vLezqJ7b9ev6pzgBmtWOab8PUH9pfqF++ypYJ4p+fSQAlcAViXtrp/yw0/18mBBICAFgxSxeLdx/KLv8HlX24PPTBTBw+jvTJHesqlERFRfU0jlQgFBCiFRk5qTPNUiJYQjELyvkEkJTZfSN1l2BzW2++UPjHUESRjdQfwxUyahn0L1sghAIWyNW621vIRrUBhAIO8IUEULrbKlJq9a0bSxZ29RNru/XGca0ZSvsHzMaNONNvTDfrBhjM1QVpG3fLpUlrHxQAiKLvloBcQUlDQ0Pol0RICMWizv/lmCVLJGXZuTnZX8lClz6ED5qMLuxCVzMkd0cL1HI1y+RqqIRPCP1FBIAkKBTIi0WyW4fKTp/u7Unz8KhQlrzo/O0bo+UFRZQg+naXIDIisBd7+VHRkVB+/vaD5NT5gkK6yy5IIgF5UemtoXuGotPnbx1lYVc/sXq03l38E7Fuptc9Xn1H45cu6QDA3ZmRGMCmt5gGNT4gdrEmU4pUFJ3IzT2Rm5tzcN9byfdNjX9NNjN1T1o8HwAgavWm+LrMtU9lFlxSKquKst9aOTM8PjX/1j/2jKUL/QszX9xbHrJ0SZiVV4mMEIZFVwsQc5OSI8vTHn9m3xm58rq86MvU+6ZGL9xVDgCCBUsXCgoy/vladrG8/MzB1Kf3Kr0I6PHep9fSTaskp99Mfi2nXKmUF335zNoP5KFPre020gdxbOzGXsnKp5YQh9PWvlsgVyrlZzKTn99Lxa1NmgEwbsnKOMj9z6bdJ8rlZQWZT6dmGwSdJ1nY1U/6MSBijrez6XUyzn3DBEv/Eydr26pbOgAgZQIhcHECAHVrx8dX9QAQyHWy7pFGgLLdK+MTEuITEhauXPvOaZib9t3577bMuJXvuKS932+beX37kqkScWh88kEiad9322JN95xjli4WF/0ij3poSaj1F4mMFIZBVwuworYczk4NKkp7cJJYMmnhiwWSp786+I9QAACvFbv3pc28lrE0ZlL845nUqm1rQ0HX88AcQfyb3+19lPjqiZkSyaT4F4sk//wu+4UojE0jDzuxV/TXzNx3FqrfXzJJIpn04HZ5zLbsL9ZKAAAka9/fu1ZSlHZ/9KQFa7O9N237qwQM9IAyC7v6B8No7N+AenO6P7r8rxDOS6Fc+n3iryQAZN3F73Kw+TEIMmSgrojjMgrtvaNxAomBRKQ7a05+c1NPj4yZagoA1K0dG0tbAMDdmZFi8VcAgtgI1BVxXEahvXf6nFOkgFU8151+/ssCiYUk/cyzqeGJIEMP6oo4LqPN3kEo+jge82Ss21/Ezu7OjB5vvlVp279VtAHAFHem47YxkZEB6oo4LqPK3ju652Q9c/Kaqlo6Tsa6DcK9ZQSxMagr4riMGHuHKDghCIIgiPU4cI8kgiAIMlL5/w88ehBvUeW8AAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/160.jpg" } ]
<image>The clocks show when some friends ate dinner Monday evening. Who ate dinner latest? Choices: (A) Devin (B) Todd (C) Pedro
Devin
65,811
null
Devin
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/161.jpg" } ]
<image>How many diamonds are there?
99
65,812
null
99
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<image>How many triangles are there? Choices: (A) 1 (B) 3 (C) 4 (D) 2 (E) 5
2
65,813
null
2
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/163.jpg" } ]
<image>The first picture is a tractor. Which picture is ninth? Choices: (A) tractor (B) sun (C) barn
sun
65,814
null
sun
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<image>How many triangles are there? Choices: (A) 1 (B) 2 (C) 3
3
65,815
null
3
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/165.jpg" } ]
<image>How many dots are there? Choices: (A) 49 (B) 41 (C) 56
49
65,816
null
49
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<image>How many rectangles are there? Choices: (A) 1 (B) 2 (C) 3
3
65,817
null
3
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/167.jpg" } ]
<image>How many triangles are there?
70
65,818
null
70
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/168.jpg" } ]
<image>What number is shown?
9,710
65,819
null
9,710
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/169.jpg" } ]
<image>Use dice to measure the line. The line is about (_) dice long.
4
65,820
null
4
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lP2joOPQZF7XpneNp1kkSKb8rpG3mLylWfuh1nMZ2buTKJSm/G8eh09jGxlIG0jRRfpdzQ9r18cbjKAy9jl1rifwKWBS6yndrrR1s7AZf61T5XQCm08r1MA5Dt2M6DaOUWXegdsY/vOc25LnkP17ycOfh1dRTSnHOU53Wa/XV1ANspfnWVI9i7/Ggnt916tuK6gW9JArtxsy4enqgnkHqDdWj2Hs8qKdCr2PaDSM/NWeROtvZnqlXrAOY6jQMQ9up3gJsSENw0ev1YrP/VIMxNioHobWU0ve7tb0/1zrz7MLv9haO1HfsMWuNgn3h0B3bzn9Swai8XrC80DrrQMHenTss7brdminYF++/c2bf+dzILYPEYdCdfXhm/wUFZ3dxjnHUZnYW7MsP39vcudfI3xylSbL84N3bzr2o5PwgSmit11BPSskFd7tuJKPMUqWeu2XVo9h7vKi32Dqr1MjsYcOpUG/p/rum951H6mVQ7BV+9/GqXnHcrVk1aUoVKqwCF1yaUqc6iiLDMNhw9RyD9R8GYVuyVi/8YqFnowbzlz2ECVE2clHscIZYpZFKf875KFEw14hZNgLglU81qvZHH1M9wYU0ZbbsLAwhmCD1hlDsVTVyOqrHK4xGtXp8NfvWVY9ib8TjVb2KTwhn3LZtDR34wfgqNGOjRWlpymxLVhyPp/NVdmBr0VdPr6WeaZrCECpU2TJLH1KPYm8ySL1JIPUmgdTbEBXjboYhjOzcryiOKh0YY7Zt61RHcVR4SEwYxjHUGw7PURSlOq302bJQ7E0CqTcJpN4kkHrrZNVxFwDn3DTN7JllmlaPDdKUhjCCIEiSpNJhy7Ie9bKJbxjkbwAJir3JIPUmgdSbBFJvPaw17maY0jRNM4qi/tgwWN4fLiAwxhzH0alWSm3lW5hKjqkeZ9xxHK21UoomvgUo9iaB1JsEUm8SSL21qX7gXIAxZllWnMQqVHL8ONDxhqTBUhYEQZJqnSRpaQKnk0QncaW9yhjrJK1uhFf5p5lz7pl/GseVjadJAujVepKKnD1NE51WvyPWx3rUy9LuwyBM0pTUG4dij9Qb2Um90rWQemPG00a94ri74q5U3H0wAJCGZJqFYThaHMintnHGTcf0PF/1Op1HHyi0EbSXlNc1rGKuud9eFCXnOAxi30vT4kOCsNvmhhH2VoqNLM9rrXk+mS2JorC3glL+nXK7ACK/V2xkZSFWgZC5/DSdpv7KQjnrkve6xXYnVI9z0zRdUq8AxR6pN4DUKzZC6o1xGqlXfKHpNA+3DxdF1H2xGGe2ZXeijud7DExoUe6ftO3mmWfXZs4o2LvmYas5Xd6JlSbx9L5i6Qbl9cLOcnP3voLdXTwqpFXeiQWgtefs8k4sd+HRqbPOKXj6ywuAdko95IasbdtZ3okFsHIPk8MPlfswuXqmRepNEHukHn1yR92j2MtxSqu3xWKv+HxXcGGaJmNMKZWmaV+4/J4twzAs0+qv3Vfs5tq6kHqTQOpNAqk3CaTeJJB6G6U6r8owDCllqMI46q9QF+5lOOeWZWW7tfpJa1teyiGk3iSQepNA6k0CqTcJpN76WTWfmXHm2A5jLAiC4S1MAWlIy7LiOI6iaGtuf14NUm8SSL1JIPUmgdSbBFJvnay+j0gD2fkPpqkiNbyFKf4+51JKjbV2a21FSL1JIPUmgdSbBFJvEki99VE17uZvUhhjtmUDWOv8h8FurdzBh1sTUm8SSL1JIPUmgdSbBFJvIxTzmeMk7pc7ZrkSgdlh1r7vi6qDpzE8pgRaBUHYbXNWHNGjXgdapyos2r1esLJYNAaecrtlu+p2hDRR+kNGXi9YWSrkbScqjCob6bU1NCv1ULldLqRheuNGnSaVPdSBhxKkHqmXQeoVL5DUK9hJvS2sXnHc9ZQXx3GlTJlGjLGsyGLZAYApTc0SQOvSyr2G1lX27KUqywYaqbTr/s/6e1LZSHVPKs/zPgHqgdQj9Y7Rk5OlHn1yKfaO1ROKvXJHjkO94rjbclqswwI/4FXFvABI2a8pobVeTWirOe1M7yjY4zCo3InlryyUnYXXY2Ble5rElTuxwu6KM729vBMricJyI9AAdNke+a4zta28EyvsdsrOSa/ivo/UI/WG70jq5a+F1MtB6o2z1dSrkMkwDMu24jhetZYO544zlrRGjDFSb5WHFqTeGlDsTQKpNwmk3iSQehti1Xxm0zQ5eBiGlYf1a62zpLUwDOOEaukUyZZWwjBM0oqCGzn1qBJRCYq9SSD1JoHUmwRSb52sMu4yABCGME0zUmsVU3Qch4H5vk+1dEYwYJBMH0erTnz76jFSLw/F3iSQepNA6k0CqbduVhl3B8+Ds5oS/VuY8cUBNvpfIYRlWUqp1YTecuTVY4yFQZirNEnqrQHF3iSQepNA6k0Cqbdujl1/F8NbmCgaLQ7o/v9mh3Byzm3L7t/CbPm1+wKGYZiWGcfxaEmZ1Fs3FHuTQOpNAqk3CaTeGhTzmd3ArfBi/VuYIAh839dpKcdaawzO5/SC0J17JPKK5aL8lUXldioqOi3Pt/NFlADEYRD5bpqUKzqtcEOG3eWC3Vueq67o1F0uJ74rtwtoVe7h8nwc+hUVnZbnuFHMweOdinpYvaBYJQrIq+dVLK3k1PO3rnonIPZIvQL0yaXYG3BKq7fFYq847hrCCIPQtPKXNOhDtjjQ7XZVrHjVXJlzbtm2s21nRR42mNWckk4xIzwKvMbOvUWj3ws77cbOs4rtG1JIy2pOF+xJpBpnnFnKCA8Z5+XGg5UljbTcQ61TZ/qMYkZ4miRRVG4kjR8pXSAMYQRBUNymVlYvUuUd4iD1KPZIPQCkHqk34vGpXnHctaRl2VYURTrVUg46xHJr91LKbO3eNMeEHjsnjBtSlG5GuCG5YVbYhVE2JpHJjQo7N2R148IQ0iwoqNO0snFuGICuakQKWewhS5LKRlC1C82Wdnbkt9ZrqZelOpvSxLC/pB7FHqk3gNSraoTUK154wXgaqVccdzNM01RKBX7ADS4gGFhhddQwDK11FEfDeRtD7oSwLQtjLDsTPNtFLkSFetKQOtVREjHVjztSbwjF3iSQepNA6k0Cqbd+Vs2rEkJYtpVESX8bDKs4+doyLcYHtY6xdYsplhFc2I6dxKuqxzm3TCurFN1PdSb1BlDsTQKpNwmk3iSQeuuker6bwRgzLTNN08APhBRVZ2SOSj4xzbamgmtgWmaq08APhCFQdTC4lFJKmcVoluNHZFDsTQKpNwmk3iSQeuvh2PuIhJG/hanCtuzcLQwxQIjBxFetuovctu3+xLfqcKutDMXeJJB6k0DqTQKptzZrzXf7aDDGpCmzk5Wy/9BaF+5TDMNI01RFSmueqDAO/EIziQqTMIh5cd6XRqrCOQwSVWkPkaLCHkVxEHAjd/ZYosLqxlWooSvtcRAUbtDSNKlsJF3n+Y4aYDimelJKrXWkohSM1BtBsUfq5e2kXs5O6o07nz7qFcfd5d5ykiTGeEnCgVLDgw/jOJZSZiPKOFmtY19FQWdJl6ZuYW8lTaKotNNLeV1vea5gjEM/8lwui90LusvCkElcLMeo3La3YpV2Yqmw1xalxlWvo6Ereui2wVh5J1bodso9ZFVbdY+tnlpTPdv2A0Xqjfn1/3+9sRdS7NEntw/FXtH5VFZvi8VesYvTjelHe48qpUbVmvJKZftkgiAQhhCs4qGlYRj1HXtqM2cU35KLyopOcei39pxdvEivF3aWm7v3FezCtCorOqVx1Nq9r1zRiQuj3Li/vABop9RDALVtO8sVndI4LjeSJA+Vf/3Y6tlW7K6pnpSkHsVev2VSLw+pV7CTeuOcRuoVn+8yMCml4GKNUjnZPuhhsu4WfTJeRU69VQpukHqrQbE3CaTeJJB6k0DqbZTqvCphCMuykjRRSlU6ZLtUh7V0dGXW2lalr15C6h0PFHuTQOpNAqk3CaTe+lk9n5nBMi0hRBAEuVo6YwghbNtOklWTdbcu4+qtkqVM6q0Kxd4kkHqTQOpNAqm3PlbPZ9YAIIQQhoijOE3T0QFgY/QPPuQsCIItvnSQg9SbBFJvEki9SSD1JoHUWx/H3r/LwEzT5Jz7vr/a1M0QhmWvtcKwZVmvemuuz2xZKPYmgdSbBFJvEki9tSnOd73Qy+4/GGOj9XcGIYQhDbfnhmExG3vgwqSUnPMg8IP2IkpbocPOso6j2C9lhPc63uJswRgHnnJ75XOlw/YSN8w0Kv6dVK/tLc5xI3c5iVJht11uPOy2Aa3LPeyuMDBh5qoJ6TRRvYpG4Ffk06+lnmG47urqMVKPYo/U60PqFRsh9YoXfnqrVxx3OeNhEGY1c0aPvTUwTFoTwnVdxlmhkl22LdowDJNzYZiFfiArCmFaVXajbEzThKuwwlmalY0zQwrTKigIQFQ1zqUE9Co9LDaepgk3ZNlZ84ol+rXUY2PqMcb5KuoxUm+C2CP16JM73hOKvVwjp7B6Wyz2im9pm7Zpmlmq92gz1tgKvGEYWbJurGOZ3/nUv+UBk/Vmudih8npmvVXeiWXYtbIzE4ZOkrI9VkFlJUW5smA1p8o7saLAKzuncQzosj3sta3GVHknVmAvVdRubHdQYr3qpUmckHpFKPZIvb4zqZeH1CvYT3f1VqlCbFlZjdisSFO/WtNAxywdXHARBEFul+rWTQsfsTH1YlIvB8XeJJB6k0DqTQKptyGq86r6c3/TVEqNKjqNC6RH+6BX2yi9ZdmAegmpV4RibxJIvUkg9SaB1Fs/a+UzM8ayW5ggCHRaui1hfQfOued5W1zHMqTeJJB6k0DqTQKpNwmk3npYZdzNL81na/dxHBduXjKEEI7jJOlaJZ+2FqTeJJB6k0DqTQKpNwmk3ropjrv9vVbDVHDGAHDOTdPUWqt41VqJlmlxwT3PW+2Ykq1A/9pXUy8i9daCYm8SSL1JIPUmgdTbKMV85l7Qi+NYjJVGyh6SAzBNM47jMAzTNBVCMMZGajIAEFzYtu0FYffRh8LOcqHloL0UdJYM0y7YvcVZxorDf6yC2PfisFi/MOy1uZD+8nyxkaW5JIpKFZ0i1VtJ4+L9lHJ7YDoo9dBvLyi3W67o5C/Pl5/+827FPrZeSOpNoB7FHqkHgNQj9QY8XtUrjrtTtamsotOomOLY6gFjzHGc7PwH0xx7p0HVJ8aYaVnN3fvK9ZJ6s4fNqopOaZpM77+geJFeL+ysNHfvLdjdxaOGtK3WdMEOzlu795czwr2FR1tnnVPw9VcWgdSZLvaQP2pWVHRKE8Z5uYfpIxX1sPrqhUpIISCAjatnbnn1Jok9Uo8+uWPdo9gb55RWb4vFXsUmaMMwOOdhGPaPdyg9Gs/EDcJAMIHizmAAAGPZUkPZWLavbkSlHZX2qnb6TVQ5Z+6rdDDfyKDt4uWscqzoSD0wIQSpd5zqUeyReqTemJ3UK5srGzgt1KvOq2KMWZaVpqlSqnJ/lRDCsR0NHQSBHhxMQmRk6mmtQxUO11vGIfXWgGJvEki9SSD1JoHUWz9r7SOSUgpDhCosPvQeiGUYhpRShSpO4kqhtzJSSkMYYUjqHQ8Ue5NA6k0CqTcJpN56OEY9IsFFdgsznu3dP4gkcxDCsqw0SZVSlXO7rcyo0uSx1Bse8kIModibBFJvEki9SSD1jklx3F1xV1JdzPnODrb2fG+1dHDTNIUQSqktuw86o1I90zT7ufKr1MMyTVNKSepR7E0CqTcJpN4kkHobpZhX1XJaj3QeEULkCuaw/vGb3U5XhQqsYl0+2yidJEkcxXHgKbdbcIgDjwsDpbubOAzKzpHvxoFf0YjvpXHCRbHbcRgot1eq6BTGYUUjUeABWlT00FdeL80HQZomSVUPdVRR2Wo19bIbwG63m+UdlNUTQvTVS0m9CWKP1KNP7gCKvWLjp7J6Wyz2SnUAObcsSymVJMloP9bgqg1pcMF9z7csi4mKZ+KWZekoiny34iIDj3GuS3O+JPSVW6xxEYd+HHhlexS4PI7KaWJx6CuvU3jTJFJxUNF45LuArvozeJFXLNOo0zSu6iFTFfF3DPUMQwjheZ5lWSK/aSzDsiytSL0JYo/Uo0/uAIq9YiOnsnpbLPYq9hEBkFLGcRwEQb+k4liPDcMwLTOKI6FFlifNxmsdA0IYzswZtdJOLK21VbUTS3ndxs6zSsZeKJfLdiaEkJbdmildvN8448zyTiwA5UaEtABd3iuWJnHFTqwkicOg3EiiVj1gZW31LMuK4zhN0+zekNQrQLE3ZiT1cpB6BTuplzeeNuqtmleVPfqOoihO4vFH4kC/ohMDU0r1l/W34qPxtRipF6+iHmPZGS4AqVeEYm8SSL1JIPUmgdRbJ8euR6RTHYZhxSNJKaQhVbgVn4qvh9Eu3ir1DGlIKcMwJPUqodibBFJvEki9SSD11sPq4+5AsiwtTYXFhG8GBgbbtgHQNpgi61CPMeY4jtY6CIJyNuCWhmJvEki9SSD1JoHUWx/F57sz9oxONdhgEYABGoZhmNJc7QgIwzAYY0EYbLWaEmW2Ods2ql72LKTi1a0Hxd4kkHqTQOpNAqm3UYrz3a+/8+sv+7mXQYMxpvXYk2+G/uQsDEbeg1c5547t9NdUtzBff8fXX/2kV0suj0+9IAi27A0gKPYmg9SbBFJvEki9jVKc7zKwL7zpC5//h8//+1v+fcQiIPf02zAMwYUf+JZp5bZqDV41pOH5vlyaS0vp5sHyQhL6Kp/3BSDsLPdmDxeMcehHXq98rnTQWeaGjH23aG8vcWGUM8KDzpLIp6sBCHsdQCflHq4s6CQWMndot07TsLNU7iEr5YhnfO71n3v+vz7/N776G27qAhtTT0rp+b6/VdWj2CP1Mki9YiOkXuFaTnP1qvcRvfXKt56749z3f/X9D3WKVZ8MadjaDsNwPAt8iODCdhxZb5aLLsWhbzZa0qkX7H57oezMfQmgbE+SSEjTakwV7GGvbTWnyzugkygsN6K1BnTZroKe2Zwq1HpM0yR022Xn1AuwCq996mv3zuz9wF9/4KfzPy28dAz1hLCd2hZXb6LYs7d67NEndwjFXsH5lFZvi8Ve9bgL4HkXPu9b7/nWaz7/mu8+8t38+4/qTkRRlD0hB3JnkRiWI53ijithOYZdr7CbdtmoNRKlynbD6wlpVTViSade2InFuFHZeBwEgK5o3HSkXS/vxBKyopEkX+i4wBXnXHHLDbe88Qtv/Nv7/jZ/YaQecCz1KPYySL2CM6lXaoTUG3uT00e9tfYRtezWbe+67aZn3yR0xeFKUsrs2OHskSQD28r7scrUrfr/fNv//MiLP+IYxUUSkHrHgmJvEki9SSD1JoHUWw/HqEcE4EMv+dCnf/nT253t5ZcEF47jRFHUrzuxVYsprsF7nvOez736c3tbe8svkXrHhGJvEki9SSD1JoHUW5tjj7sAfumSX/pf7/pfT9z+xHK2be50iP4iOJHjRRe96NYbb33qrqeWN+mSeseEYm8SSL1JIPUmgdRbg3WNuwAObD9w2423XXPxNVxX/Io0pTCEUmq1kk9bnDOnzvzav/naGy59g1H1QJ3UWxuKvUkg9SaB1JsEUm81Vs2rKsMY+/z/9vkv/ssXf/P/+c1e3MutD+j+NphQhYwbOk3LFSSQpjpNyvZKZ50mWlfaU1TaddY4zzsnqzkDevVGkrxxtUY2do/GGPvjX/nj537/uR/++ocX/AVSr3iBa0Kxl7eTepWNkHr9Rki9gvOppt4Gxt2Ma59+7VnTZ73/r99//8r9hZcYY47t+Eq5c49EpW1eQXspdNuFfGsA/sp8+3Bxs1SsgtjzCsWVAIS9NhdG0F4qNrI0p5OU54vrJVEU9lZ06WYqK4uoesUe+isLse+JfMKeTlNvaY6Vtp3xXg8b55qD1+yb2ff+v3r/3Yt3F17qqxeSeqty7Ngj9VaHPrkZFHulnpwC6m2x2NvwuAvg6guuvu2dt73tL952+z23l1+V0mzs3leu6NSdPVxZ0SlNk+n9FxSMyuuFneXm7n0Fu7t4tLKiExhr7Tm7XNHJXXh06qxzCr7+8gKqKjpxaVZWdALj5R4mh4t71NbJMw888xs3fOOdX37nN376jfKrpN7aUOyB1CP1hpB6Y5xG6q33+W6BKWfqy9d/+SMv/khdFHc0E8ekaTf/25v+22+/7LenzenHui+nHxR7k0DqTQKpNwmk3pDjHHcz3vu89372NZ/dU99zonqzpbjx6hs/e81nd9d3P9YdOS2h2JsEUm8SSL1JIPUw4bgL4Pk/9/yv3/D1Z5/z7C2YkzY5V59/9Tdu+MbVB64m9Y4Dir1JIPUmgdSbBFJv0nEXwP5t+7903Zfe8Yx3CFZxQAmxNvu37f/yW758w2U3mHytA9iISij2JoHUmwRSbxK2uHonYNwFILj4yMs/8unXfHqLrx4cH4KLj77so390zR/RmvNxQLE3CaTeJJB6k7CV1TuefObVuPZp1z5xzxP/zZfe0Y3SuiouIERR6kSpVbK7cYWzEaUs1mV7GmkD2inZ/VjXVCryqxaRSpOqRhBrjQq7itOaSiXL2dM0DZIK50QUU9sn5JqnXnPh7gvffvM7eqTexunH3s0Ue8cDfXIngWJvErZm7LETfkbXIyuP3Dt7b9meJAnnvFwcMYojWSp2qLVO01SI4hJEkiaMMc6K0/Q4iQ1RvIfQWidpUrYnaQJA8GLjcRILLso9rGz8CbuecOb0mTjRHF45fGj2UNlO6q0Hir1JIPUmgdSbhK2m3okfdwmCIAiCWI0T83yXIAiCIIj1QOMuQRAEQWweNO4SBEEQxOZB4y5BEARBbB407hIEQRDE5kHjLkEQBEFsHjTuEgRBEMTmQeMuQRAEQWweNO4SBEEQxOZB4y5BEARBbB4nsi4CsQav/dM3xpZVME7Zzd961jsv2HUB+Z9sf4IgiFMEGnc3iZ/N/5Q5M3eFK24ajdu/+eB33vLkX/roC3+D/E+qP0EQxCkCjbubBOPs4YU7ZuwdZ15wUeGlv3rw//soiuME+Z9Yf4IgiFMEGnc3FdtuWM3pgtFwoypf8j/x/gRBEI85lFdFEARBEJsHjbsEQRAEsXnQuEsQBEEQmweNu5uEr3zyfwz9CYIgThEor2rzCINQp1prXXyhbCH/k+BPEARxKkDj7ibhmI40Zc9dDh/+WeGlsBeQ/8n2JwiCOEWgcXfz4Jw3m9vs/ecX7NbRefLfBH+CIIhTAXq+SxAEQRCbR3+++8t/8jplmlprQAPQGmEUhMpr1GeGFt3/D73Umd02tatvGTxeS9Ok01tqtXYMLH17ksbd3nKrmdk1suaAKFGB79brU0NL9u6h8pMktu3moIXs13QQ9BjjpuWMdwa6b5eW03+mp7UG4iiIYmU5DQDDfl+y5+c/+4rfnanPnGRJCYIgCGJV+uPuAwv3dBm7L3LT8QlwGCCNkY1e40QR5u6C3YAQeXuIhbthN8B50b54aMw+SHsJQyxGqJXaD32kKZx60R54AGDXinbfBWOwagDAhs4+2lnn+6Z72g9/867/9z+//GO/+rRfKelAEARBEJtBf4A0pDG3eOgJhjPFLICBMTAGy4HpoLuCOO5bsh8pUZ+C8hGFObtpw2kicBGror3WRDi08/6P7cCuoddBEo+MnMOpw7TRayNN+5bsJacBQ8LtQuu+ERzgqDVhSHgdaD1qx6nDrsHrIo3BOTiHIRcNdv3XP/i8z/3Skfajj63uBEEQxNZklFfFOZ/rPuQwe+cZ59/rLwAAA7iJqe3wukiT0USTMwBoTCPw4HuoNcBYf1bJBZozCFyEfn8iy7L5rUBzBr6H0EetOXp/YcC04fegQtTqwGAybBmwHLgd6BT22MTXkLBrcLuQJiynb2SAlLDrcDuAOeqnNGHX4fcQhcM3TaX5rZX7nvmn13zgsre84/LrGGPYFDpep2LHC/lvlv/a/PKfvC61ajy/TjPlNN9z2XUH9z7lRL0LQRAECvnMDCyG6i7cc459xoMsTodDktOACtBbQa0Jxkf7Iy0bcYzuUn8mOsRyECu0F1FrgBujtV/TQhxhZQH1BvjYW5s2IoX2IpwG+NjatV2D8tFZgl3vD/Z9u4PQHw3tw69fy4Hy0fZza+NCIlZYnEWtDtF/04ej4N23fvxvDv3dp1/xO/u37TsO4TZK3arP9eYCrxvPPlJ4Ke72yP9k+6/NI+3720l0N9f5vb/smw/8869deu2/fc67NtogQRDEalTsI1KpivwjF2+78FDY7bKkb7UcSBNuD5YNc1BvXAOGRHMb/B6SOPfkVVowTHg9iASW3TdywDQhS3YApgVDwu9CWjDH7FYNRgy/C6sGaY7sdh1xhF67OOTbdUQR3LzdtCEt+D0kyXCWnFrW1x76zj995mUfec5733nl9RuXbmMIISzHEoZpTxUTuyxF/ifdf22kkCvdB6/YdXBhWzF74Iv33kLjLkEQJ5D+uBvFudJpjLEH5u/c7mzfs/3se7zBbkhhYNqC30PgodYCxpKYmtNQAbweas1cslVrBqGPwEOtmUu2GtlbuYmsaSFwEQaoj61FGxK2A7eHWMGuj2a3QsKq9R/rOvVRZwwJpwa3A+jcGrXcBuUjcOG0YPQ7OQe8+9v/51/deet/eumHLj7rpK8oStMySnlhhnTJf3P810Kj0ZjqTDcL5rrY+DBOEASxOv2x8MZn3Sj52KyRgTHmxu3Ooz85V2muQkSDH0OCcSzPIXRHxizByrTQWYLbHbMrcAFDor0Ar4dIjX64gJRozxftQoJzLM3B90ZGpSBNpBor84gCJAqJQqwQK5g20hTtRYQhoghRhDhCHMFykKRYWYQK+5Y4Ajdg1eAuw+sOjWka3z53xyu+dMMf/eOfPjZ/BIIgCGLL0B933/qst37+9Z/fbm/vmwdzSpWqtn/k8ta+FrfARf/HstGagQqh1MjIBYREcwZIEfgDIwfnkCZa25DECP1cnrMh0ZqpsEsTrRlEAVSQz4u2UG/Bd6HCUdI1Y7BsOHW4HURh7uIq7ZyjPoU0hduB1oMfHA6W3337/37pJ5975+zdJ111giAIYqsyer77yie/coez49f/8tcPLR8az/LljN81+/1p0dy3+8KfeHP95VwNmDYCF4GH+hQYBwbLzqaFKITXRW0KcmwOPWUiDBG4qE0Nl3kBYMpCGCBwUZ/KrVGbFgIfgY/moP3++9YQdKFCNKZyl2LX4XURqX7q8igprNafUo+vXWcZXm4HTmP4uFqb9r8m7Rf8xfXvuvjV73/2uw1Bh2gSBEEQJ5jc0HLF+Vd89e1ffeXnXnl/5/6Cn5t09exPzzNn7kt8jbGcT8aw+CgsB4YcDXUakBY6izAMSGvkCUBIrMxBWqPkrAwhsTIPaY78+3aOxaMw7VxSFRi0xvwjcOq5pCrGkSgsPgqn3s+X7u9u4ogUFh7t50sP+2k58Lpwu3BGzwiPwP3g33769p/9wx+8/KNPOfNJa6q3Afxwg3XuyP+E+q9NlETHdiIIgjgRFKd0u6d2f/umb7/3f7z35h/cLJA7jipIg273oSv3Pu1OHS6qsdSV5gzcDhjLbcwF+mvCsUJjCsMJtM7sPaQp6q2+MXux0YKXt/fbmeonT43a1wDQnEKvDY3xUROood6C24HIn2xlDe0id7KVXYMqzs61hW+tHHrRn7/lVy966W+/5IOmMT7kHyeMsSAIHBWy7krxpewcLvI/mf5r8+GXfPhDX/uQhtZpWnjpBO4SJgiCQOU+IsuwPnPtZwxmfPXOr7rIpYZyxg8t/NhU4glnnH9PMDhbA4BpQYVYmkWtgfHlWcMAY1iag12HmY1eDACkhVhhabZ/1NQQaSGOKuymgyjE8hxqLYixCatTRxigvVjMi641EPjoLI+tLTMAqDUReOgu54Z2YaAxDa+LSIznP88i+MSPvvKDhZ/9hxe87+DeS46l5DGwTds0zTiJjLg4tUqSmPxPtv/avOJJrzhv+3l//E9/uj8ujrK1mlX5KwRBEMfHqo8w//B1f3jwHw9+4GsfKL/kxT2r9+BVOy/++4V79XBzkDQhDPhdGGZuAy5naE7BcxGr3ASUCzSm4HUhjNHJUxjkPfldcAP2mF0YcBrwOpD59rP86u4SLCe3Ri1NMIaVBTj5WwEpwRhW5mHXi2d9RCHai3Dqw7M7NHDrI9/73hfe9MaLXv47L/1Q3SodGb0ROOeO07BnzijYrbDSnfxPsP/a/Pyen//DV/2n4/lNgiCIjdAfkF71udfqWl1jVOcnVIEfugd2P+Wh+TtTFL/JwjT84aFvTZvNXmtHJMdGNac+WFuezv2CVeufMNWYKp5IFfiIAjSmR8lTWTuB17dnG3+zeUitCb+HOBq1P1yjdrtIk+IadXMavTYYitUdRvbxtfEmkgTuCgxz/BZhAfiDQ7ffdfMjH33Ou59x9tNXUZIgCIIgjk1/yHxo5VB7IX4oCeNCPaIkZoZhem7DKs6MueBSRFbnSGROwR6fgBoAsHAEjRmIseY4h+30J5TjE1DBAQvLc6g3c0PyanbDADTmH0Ez376UiELMH0FzpngWhwqwOItGC6xsP1q02zUEHgIXTn1o18AtR7//vS+941XnXPG5az61up4EQRAEsRb98c/gxsLKzy6YOTCbpksYPDCzHSSJDtzQnoLqNc2KBJOmaaRxcOaB4klPke+G3ZXGzrMK9jSKurMPT+09t2CPw8Bbmm3tOXudduX1VK/T2HlmwR6sLILBntpesHuLc8K0rObUOu3d2cN2c1qWahT+7ZF/BUEQBEEcL7l6RLO9wwLGJWc+5Qftw/2pnsGzukOhWU+VVxse1zyGrNXsqW0FIzckgLI9UUp53bI98r00Vuu3MyE4F2W7TlOdphXvGykhzfXbo8Azay2r2SrYLW/DOTsZKt7YcYPkf2L9CYIgThGK9Yg0Tx946LsXtM6alXZHDya+jSlEUaTTnk5FKX0UtNFiHURRFKlIpzotZdumpb0r5H/C/QmCIE4RKvKZucGXg9ld2FHT4qgey6iynCTwV8LUStPcUfSbVcL2tKbu1HnI3d6KevThwktRr+IICPI/sf4EQRCnCP1xN1cUAQCw4M7WjNpVZx78TufhCGk/bdhy0igMOsu9IBrLdKJxd10IIRrNGXvvOQW7dXSe/DfBfw2o7j1BEJtGf9z91Gs+dcPNN9zf7h8PyRhjYArqjgf+fn99t9fc9qjqAQADTFtv393tLlte2zJpxN0gGxWM/E+s/ypQ3XuCIDaN/g3+pWdfesuNtzx111P722QHXz6c8060WHPnz48FQg+Bh8BD6MO0w9rUiuunaQrQ813i9EYKueIduaK++wn7zxv7Odc5a/cX773lse4dQRCPK0bPd3c0dtz6nltv+spNN3//5iSft7ziL6XJwvMOXPE9b74dB32rXQsb00tLR8zU6y4eLbQbe73I6+XqEQEAUhX63WVR8k98P+wuM8uusPdKdq0jrxeHvjZEwa46Kxo6QVqwByuL3JBRIQlWp8HKUtGutcmEHUbTFnfifPtAEB1nPjNxqkN17wmC2BTy+cyMffI1n9w3ve+z3/nsYrw4/hIX/I7D/zzNGnt2nntXdjKzBriIduyLAs+9+w7UWrlTLAAohfkfot7qn6QxJAwX7/oRas2BfbBWqALc9SPUBv7DJcTAx/IdqLVyp2cACFwszqPeAmO5Kbffw/xsrupfhreA2SMD+6D1JILbhWnnzrAE6sy4asfBj1/9vl2tXWXVjoONHq9P/ifWnyAI4hShIp/5phfcdNk5l739L94+r/L5KQzduK0X7z3YPPvH/nykszmlBgOEgZV5mKUqfpaN7jI4z53ADECa6CxBGChMZA0TnUUII3cCMwAusDwH0xq1n33tamBhUIVwnCTG3COw68UhP62yGxK+i14bdg2DzBoX+PyPvvI3d3/zEy/54LUHX11WaaO03XYSV+x+Jv/N8ScIgjhFqK6LcOV5V972rtuu+/PrvvvIdwsvKahDR35wxTmXPcjEA/7caFbaaMFzEcf9YxeH9loDoY/ARz1f7j4rDRSFaOQnso0mAq9f1n78xOb6FEIXcYx6/myp5jS8LqBRawFjs+TWNrhtMNY/mXlob24bVC1sjGbJtWZ/4iut8VuBw2Bv/puP/Zd/+eLHXvC+y899ZrWE62O6Mb20uOS57ejoQ4WXok5F3TryP7H+BEEQpwj9cfeX/+R1yjS11lmSlNYIo8DXvC5ngrRT+B0u+D2LP/F7qmE1ezV7NKYJAa2xNAfbKZapN210liBlvlQRh7SwvAjTgjmYyDIGLiAtLC/AtEd2AMwA11g8Cqeea1+aiBSWjsJp5iaypg0VYmkOtQbE2NDer1o4B2fczuA0EHrwe6g1hkN+xHD74p0//Mqvve8Zb3r3FdfbsvgEev1IU1pW3Z4pLlxb+SV98j9J/mtAde8Jgtg0+qPUAwv3dBm7L3LTQl0EHQuYjcg1ZHFmzERqJj3DV/H2vcVl3l4bWqM5nTNO74DXgwoxtS131Mb0DrgdJDGa23LbQlazz+xErw3oYskjrdFdBhfFkkRpis4yDBNO/dj25jQihd4Kaq3xie8c8O++92ffOPR3n3jhbzx9/6U4XoRhCKtYz1UYxewz8j9J/qtBde8Jgtg0BnURpDE3e/cTtp37qE7bWg1PyUASJ163w51Gomxe+mXJd/B08eF7nN17R9Y0BWdx4GPBNeqNnJ2xlKfJ3EOyNV3wT1WULhw2Gs28nRftWkNrCB77PpY8YzhkZnYp4l6HRb4YDplpCs5gGVFvSSiPmyYAW5g76zsEF3CmV5aO1rRhjidVWUBjx/LikYZtyfHZtoXltPsr//XN9334xxtRmDgNoLr3BEFsGrm6CHPdhxxm7zzj/Hv9BQBgADcxtV173V4qotCr8eI5BYyx2o5d+55cfPap3G7Yazd37S3YE6W6sw9P7zuvYI98z1+aa511YJ32sNeJvG653pG/sqiTpLZ9Z8HuLc5yQ47XP8hyckTNiAwpynUdTMT1Jm8U6yJs2/hcijgtoLr3BEFsDrk5LAOLoboL95yTCJ7q/iRSazgNLc1AmD1ddeh8SmmlBEEQBLEuSmvHgEpVxz9ysT3ThAHG+j+Wg8a0Es5SmMZJfujlxcMliDI9v0f+j6E/QRDEKUJ/nTnKV/djjD0wf+d2Z/ue7Wff4w128QoD01bs91K/Z6iYj3lvVm9PY0xp+h3fdny0i9m2umoIIf8T608QBHGK0B89b3zWjbmSRAyMMTdudx79yblKcxUiGvwYMrUbnUj7KmbZiKup3OmxMQ3TqTnpurUi/xPrTxAEcYrQn+++9Vlv3Tm18/1/+f6lcAkYVTpQqYr8I5fvOniHO9fB4GhiS2jTCrpt7fvTjkl1ANePbdftqe0Fo+WvOniQ/4n1JwiCeMwZ5TO/8smv3OHs+PW//PVDy4fY2NIxZ/yu2e9Pi+a+3Rf+xBscUKWB7XYYuEvdRVN73aW5XKtax14vCrz86RmA1mkUBr122T8JvLDXYRV2P+y1S/Y08txYBbqQXaxT1WvrFEnhTkCnQXuJG2aUjFc10EjToLPCDTluN8AastZMmJ2Icl0ERWcTEgRBEBOQOw3jivOv+Orbv/rKz73y/s79BT836erZn55nztyX+HqsCkHktCLfde/6IQw5mvdmr/su5o6MTlTOxvI0hd9bWFrIHUSV2QMXi7PFE57TBL6LxbniEB7HCFzMH80d2aGBWCH04dTB88UVoszeABe5+XngQQNOrigCi+Ln7D34B1f91lPOfFJRMOLxCNW9Jwhi0yieQrV7ave3b/r2e//He2/+wc0CudlekAbd7kNX7n3anTpcVO7ohebM4MTjfAmgegu+i1ihMTXKvdKZvYc0HR0slb3YaMHL2/vtTMHrQOux9jUANKfQa5dGzRrqLbgdCORKDFlDu4BVG72pXYMK4XVRmxpWLdQWvrVy6EV//pZfveilv/2SD5pGfsgnHndQ3XuCIDaNiroIlmF95trPGMz46p1fdeGOv8QZP7TwY1OJJ5xx/j3B4GwNDE88nkWtATFe6scAY1iag12HmY1eDACkhVhhaRa1Zm7CKi3EUYXddBCFWJ5DrQUxNmF16ggDtBdRa2H8TI9aA4GPzvJYNUAGDIoxdJdzQ7sw0JiG10UkYI/OjJxF8IkffeUHCz/7Dy9438G9lxxLyWMQRiH5P4b+ayOFXOk+eMWugwvbaoWXvnjvLTTuEgRxAqmuRwTgD1/3hwf/8eAHvvaB8kte3LN6D1618+K/X7hXD1fmpAlhwO/CMPPFDxiaU/BcxCo3AeUCjSl4XQgjVyWQc9Sn4HfBDdhjdmHAacDrQObbNyQYR3cJlpNbo5YmGMPKApz8rYCUYAwr87DruaHdchCFaC/CqQ93JGvg1ke+970vvOmNF738d176obqVP+F5I8RJrEKVpkmiigNGEsfkf7L9jw3VvScIYlPoD0iv+txrda2ugf6zW61DFfihe2D3Ux6avzNF8astTMMfHvrWtNnstXZE4yUTnPpgbXk69wtWDaGP0EdjKnfOhl1D4CMK0JjOVf1z6gi8vj176pat/9Wa8HuIo1H7wzVqt4s0Ka5RN6fRa4OhXw2wwj7+PdtEksBdgWGO3yIsAH9w6Pa7bn7ko8959zPOfvoqSh6Dul0XgfC9brI4W3gp8Srq1pH/ifUnCII4RegPmQ+tHGovxA8lYVyoR5TEzDBMz21YxZkxF1yKyOocicwp2OMTUAMAFo6gMQMx1hznsJ3+hHJ8Aio4YGF5DvVmbkhezW4YgMb8I2jm25cSUYj5I2jO5NacTQsqwOJsvzBw0X60aLdrCDwELpz60K6BW45+/3tfeserzrnic9d8anU910IIUW9M23v2F+wWmyf/TfAnCII4FRjUI+LGwsrPLpg5MJumSxicXWU7SBIduKE9BdVrmhUF0ZqmkcbBmQeKOZ+R74bdlXLdgjSKurMPT+09t2CPw8Bbmm3tOXudduX1VK/T2HlmwR6sLIKhvKfTW5wTpmU1p9Zp784etpvTstYo2P/2yL+CIAiCII6XXD2i2d5hAeOSM5/yg/bh/lTP4GhMI/BCs54qr8Yqdq/KWs0u1/MxJICyPVFKed2yPfK9NFbrtzMhOBdlu05TnaYV7xspIc3126PAM2stq1msR2R5x/XskDi1obr3BEFsGsV6RJqnDzz03Qu0aBk1CNn/aUzBaUTS7omaKietUGFw4jTnwy/58G5nd1b3vvhD4U0QxAmlIp+ZG3w5mN2FHTUtjuqxjCrLSQJ/JUytNM0fM0HnRB6bjX59k/+J9V8bqntPEMSm0R93c0URAAAL7mzNqF115sHvdB6OkPbThi0njcKgs9wLorFMJxp3j03bbScbOWOS/E+s/zGhuvcEQWwO/XH3U6/51A0333B/u388JGOMgSmoOx74+/313V5z26OqBwAMMG29fXe3u2x5bcukEXe9TDemlxaX3N5KeLh4Bqfd88n/ZPsTBEGcIvTH3UvPvvSWG295/f/1+u/PfR8Y1SPinHeixZabnM8ah5Lu6PdMOwRW3M50wwHoAdi6kKZ0ai17z76C3ZotVpAl/5PhTxAEcSower67o7Hj1vfcetNXbrr5+zcn+bzlFX8pTRaed+CK73nz7TjoW+1a2JheWjpipl538Wih3djrRV5veOLxkFSFfndZlPwT3w+7y8yyK+y9kl3ryOvFoa8NUbCrzoqGTpAW7MHKIjdkFOfPHtJpsLJUtGttMmGH0bTFy/WIgmiifGbOORelndD54/jJ/+T5EwRBPObkvrMYY598zSf3Te/77Hc+uxjnJg1c8DsO//M0a+zZee5d2cnMGuAi2rEvCjz37jtQa+VOsQCgFOZ/iHqrf5LGkDBcvOtHqDUH9sFitQpw149QG/gP17ADH8t3oNbKnZ4BIHCxOI96C4zlptx+D/OzYyczD/AWMHtkYB+0nkRwuzDt3BmWQJ0ZV+04+PGr37ertausGkEQBEEcHxX5zDe94KbLzrns7X/x9nmVP/eHoRu39eK9B5tn/9ifj3Q2p9RggDCwMg/TLFbxs2x0l8F57gRmANJEZwnCQGEia5joLEIYuROYAXCB5TmY1qj9LJ1VAwuPwnJQKMSbxJh7BHa9OOSnVXZDwnfRa8OuYTBVcoHP/+grf3P3Nz/xkg9ee/DVZZUIgiAI4jiorotw5XlX3vau26778+u++8h3Cy8pqENHfnDFOZc9yMQD/txoVtpowXMRx/1jF4f2WgOhj8BHfQrjy8JZaaAoRCM/kW00EXhQIRpTuROb61MIXcQx6vmzpZrT8LqARq0FjM2SW9vgtsFY/2Tmob25bVC1sDGaJdea/YmvtMZvBQ6DvflvPvZf/uWLH3vB+y4/95nVEhIEQRDEulm1HtFZM2f99Q1/ff0Xrr/tvtsKL3HB71n8iZ06F0/t/WEwNicWAlpjaQ62ky9Tz2Da6CxBynypIg5pYXkRpgVzMJFlDFxAWlhegGmP7ACYAa6xeBROPde+NBEpLB2F08xNZE0bKsTSHGoNiLGhvV+1cA7OuJ3BaSD04PdQawyH/Ijh9sU7f/iVX3vfM9707iuut2XxCfQ66XrdDW05Jf8T6782VPeeIIhNY9VxF4At7f9+/X//7N999mO3fixC8SC9lXA5acevPv/Z3w4W5sJO7rVeG1qjOZ0zTu+A14MKMbUtd9TG9A64HSQxmttyO4FXs8/sRK8N6GLJI63RXQYXxZJEaYrOMgwTTv3Y9uY0IoXeCmqt8YnvHPDvvvdn3zj0d5944W88ff+lFWIdC8dyZt3ZMPT0UvHU/tTtkP/J9l8bqntPEMSmsda4m3HD1Tc0rMbvffP3Zv1iwbVAB//ws9ttNC8+6/zcC1bL67XTIGoU6hNYLRX6Xm9levuegj3wuqHvT83sXKfd7S5rlTSaMzm7PdVZmZcJdwr1DJzplaWjNW2Y+eSparsFNHYsLx5p2JYcn21bWE67v/Jf33zfh3+MjWMIw7ItljJeyvHmRsVfgfxPrP/aUN17giA2jXV9Q73hsjc8+awnv+f/fs+PjxaHHMbYzt0Hgn3FukPMbcW9drKraIdSySxLSv7wvXRpLjlrvXbWa8ZeNynVO+JNO06SZPvOgl3UjMiQolT/YDU7NxHXm7xRrIuwzSh+y28I03GswjIAYLmrHspP/ifWfy2o7j1BEJvCenc6Xrz34i+/5csvfMIL0zQ9tjdBEARBEFVs4ISBXa1dN7/l5rde+lZjfbNkgiAIgiAKbPhkn9/9xd/9vVf93pm1YsF5giAIgiCOyfGcqHf9Fdd/5prP7GvuY1QBcN0kycaK55D/ifVfG6p7TxDEpnGcJ9k+/cDTb3/37Vftv4oe966Tt13xtik5xdZdM5H8T6z/2lDde4IgNo3jf1K7s7XzS2/50gf/+oO33v8P28r1A2LhJbxsjxOhq+wqESLdgN1PeJDwmZK9l/A00a2SXSTcYLy+bjtLuJ2Icl0Edbw1X9959Tsv3HXhZ/7pz5pho/DS0576PPI/2f5rQ3XvCYIgCIIgCIIgCIIgCGIC/n85asrg4l/UbQAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/170.jpg" } ]
<image>What number is shown?
6,484
65,821
null
6,484
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/171.jpg" } ]
<image>How many triangles are there? Choices: (A) 5 (B) 3 (C) 2 (D) 4 (E) 1
1
65,822
null
1
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/172.jpg" } ]
<image>How many triangles are on the frame? Choices: (A) 2 (B) 5 (C) 3 (D) 4 (E) 1
1
65,823
null
1
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<image>How many tractors are there?
16
65,824
null
16
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zzp9S7968j73lZT/QDDPMMOP2Z5w/pT58+SdozFXMyJmRMyNnRu71Z3iWChBGUgHCSCpAGEkFCHNMalEU2+223ykAA3Xq5zGpZVk2TdPfHoABO/XzmNSqqtbr9Wq1clYFeL7tdrtardbr9eHLUUqp67qU0n6/r+u6aZq2bfscCDAcRVGUZVlV1Xg8TnlSAbjYaDRK3vEHCCSpAGEkFSCMpAKEkVSAMJIKEObp96X6XCrAS50+l/r0ra7rdrvdYrFYLpebzabrz3w+7/HuJ2bkzMiZkTOj67rNZrNcLheLxSGnx1NqXdfT6XQ2m71+4wGGazKZ5OU8PkttmqYsy54mAQzbqZ/HpLZtO5lM+tsDMGCnfnrHHyCMpAKEkVSAMJIKEOb+7Cv+fv30+Odn4C3v3n54+PztpVeZYYYZZtz+jPOn1NhBKaXH3z8uucoMM8ww4+ZnnD+lHozffbx2S0oppd2v79dcboYZZphxyzM8SwUII6kAYSQVIIykAoSRVIAwkgoQRlIBwkgqQBhJBQgjqQBhJBUgjKQChJFUgDCSChBGUgHCSCpAGEkFCCOpAGEkFSCMpAKEkVSAMJIKEEZSAcLcP/N1V/4d7Shm5MzImZEzI/eaM86fUu/evI+95WU/0AwzzDDj9mecP6U+fPknaMxVzMiZkTMjZ0bu9Wd4lgoQRlIBwkgqQBhJBQhzTGpRFNvttt8pAAN16ucxqWVZNk3T3x6AATv185jUqqrW6/VqtXJWBXi+7Xa7Wq3W6/Xhy1FKqeu6lNJ+v6/rummatm37HAgwHEVRlGVZVdV4PE55UgG42Gg0St7xBwgkqQBhJBUgjKQChJFUgDCSChBGUgHCSCpAGEkFCCOpAGEkFSCMpAKEkVSAMJIKEEZSAcLcn33F36+fHv/8DLzl3dsPD5+/vfQqM8y48RmQnnNKjf3PmlJ6/P3jkqvMMOO2Z0B6zin1YPzuY8j9dr++X3O5GWbc+Az+n/MsFSCMpAKEkVSAMJIKEEZSAcJIKkAYSQUII6kAYSQVIIykAoSRVIAwkgoQRlIBwkgqQBhJBQgjqQBhJBUgjKQChJFUgDCSChBGUgHCSCpAGEkFCHP/zNfdyB83NyNnRu5GZvD/3PlT6t2b97G3vOwHmmHGjc+AlNIopdR1Xd8zAIZtNBolz1IBAv0v0/NE9fjVlWUAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/174.jpg" } ]
<image>How many squares are there? Choices: (A) 96 (B) 100 (C) 98
96
65,825
null
96
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<image>How many triangles are there? Choices: (A) 4 (B) 2 (C) 3 (D) 1 (E) 5
1
65,826
null
1
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<image>What number is shown?
9
65,827
null
9
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/177.jpg" } ]
<image>What number is shown?
5,189
65,828
null
5,189
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v1pk0MwA8qQCAg5G1g5H1o6zF6lsNQk4Rt6aAW3WbW5vHq8WQEgpJJb+xkt/4bU0mQADVKNTUIdbGZ41LTKSttgH6AMt5+Uv3JmTv7hF1Whzf0r3uFybdPILpeYdbndlevCNwy8GGbAD2jOENiXYR/8uq6xDyQCA+uWDJgjmKD81gpBWrgF3xc+3FPSM7zOP46tEU5nU3dXQ3dXzcfYn63/KehiJeTSG35iavppRXD6ggExdwawq4Nf8qPwMCAVTTaDPHpXb+693ifc2n+1T+lh7Xl+5Zmr2nS9huffLpzrU/q73Wm73NtQJ2fncVCITlTvMBFHXUnqi6iaFB0E32hq+nGPxJZSnuFg4Ehg1H0JXVVrzMIQijfFnTzQHwtIjT+Fm4+1m4b/VcCUAxpLzHqy3i1RZwq6/xahoFrVCpIO27Je271VWx+94REIigMZIsWMvsgza5JdgbT4yw+lm4Zy/ZvfzqHk5fm+3Jp7OXvAcAMvHv6oUkme5p6XimNi+fXQbAw8bt2QVL546NiZANKvrlUrFcIpZLxYoBkVwqkkm8acZV6Hrh9r6Gx3/D6Hz/UemRnYU/v7VgbWqYVjtWGiFU9N/j1RXzau7yajO7qwXiSYkRRBKdbrHC0n2FY8h69yWj+x+Vvc0rsnez+zgg0UCmY6AXhpaQ8P3sPdsGxL297SAQHvOOCXOYIYygEUrVkEQ+MEyBbKBfMSCUDwjlUoFCylXKBhQyKORQyjConKYTS6oZb3M6xjyPDGg3vqaBKdkoxi5gNPLWPdBbwqsp5tXe4dWe5dZgoBdDyoH+7lP93afYec/l/gcGZHsjZjzT61HnRRlxu9Zc/7BR0AoCoAIkfIBQ3t0CpQxUo52L1ppQaBPUSeRSkXxAopQOKGQSpaxfIR9QyPqVMolS1quQdyhlqmEupBiaLuTzAAQiiAYgEkEkg0ymGlBtydR2+YBC2P2Czyq1yLj5i6t1moo2sKabJzmFJzmFq/9tFnXc49UW8Wru8OqyeLWQ92NQ0S5s/13Y/rt6s4lEA80EUhEIAIEAlQpKma2lc6QNq7ijVqKQiZQysUImUsg6lDIoR8aFVvUpBBCJIJFgQIEBxYRMYZKpphQag2xoTjU0oxmZ08zM6UYUTZna23PTAESPJMaPm786Zze+pgfLxI5lYpfiGqv+t1rQUsKtLuLX5fPqbnNrMKSEUgqldJgplQoqgIBOPvsUnz11rwQQDUA0gAEZJAqFTLWj0plkuhnFkEE1NKcZm9NNGDSTsXEznSBVyiERAghlDk8F48ZXi7RPv371gDfDxZvhsmkkj/TV3C/3N1/HQN+D8UIAQACFDhLZgExzoNDMKYYWVCMLmpElzZRBNzajGRsQNGdGzxXaRTwAbib2llRT9ZVxfHU9zPGlEQdrL3xacbaypwlQAQCRjKGxi0oV5BKo6ImOvrHOmktFHirYQi6AUOaD9INhvhgUYzKRpJCL+5VSI9LEmXXOUd3bsqv4p3ROMUbWjxE2vuudI18v+HFYQv1UmjIh5EIxkFmbl8mpXOcaEGKnzytSb9QLuwGEMh/EKx882OoprHtAzwRvLbGn8GfSsU0+p55Jb86FUkoztv7H/JRrKz7LTf7y9YrTAF7yXgUABCJAgJD7UtgaGDEAQNJ3suL69rtnKrnND9XCsagX8QGEWE4aXwCYNLO2fi53QOBqMjelNmNxvvnmR+Un8rg1GBpUX9ngGr3aOTLZJUq92N6a8yEk/HnmLk/NS/qq+gKIBhRTK7mg61Z7dWrE4+Xc5sM1uZCKIez+rfSyraXTo64BrgzdYre6YsxkPwVfALgDvXOoskcmfPPONz+15EEuVl8JsfJ8nBX9iHOUt/mD/fjstoLfGnMAnI7byVHvvhFJuwJXvXv913ucqsX2Pn5MViqTlcepPNtYCLm0k9/6Hb/Vy9Z9hUuQrYn5HBo8Fq3CbgDzGSzDMRPURL665uh5/LL8xBc1F5oFnOH/aaZ/d41d7RKV4BAyWXjpxZ0Avol4ab6FW0VvIwCQSBQDkivTpamr6XRT0Uv+SQAiHH0jHH2zmoqyW+5DqajpbKjpbAhx9E1kBZrS5r5smy3kYYwnocYDvkbmL8FsdOR3le8uPnipu2p0In/UOXwdKzrZOYpBNdHYxPL4U8DQJteYF3xTAPSpQ7YGJAB/XbBsO/cnDrelitviwxwej8tcg5e5BqdX3y5or8LQUCGnspBTtdg1MJEVQJ7TdXiTaFq+RlwKPZ/HN/K/+rz5JvqHq4C9zFl/cYtPdonyNWdN0+ql3C96RB0wtDgUP5zO2SsXAzAZeQTCHXzzW8sONhalMsfF09Z6R631jvq17Gp1dwNUqptNxTc5lStcA+fQ7ahX82U1JV8MAJ06jq/DdRe/qDxXzG9QV+iDRHvRPT6FtXiZY9iMba+1lxyougDgZtzbBoThN3WfTAzAikRR/5viFZHfUQsRL6+tKsJhYibT0wsSFEMxB0qvdPLZUEgza/MyWyvWugaG2s/W7ZAoZBM8ezUmjq/OyZvRmlAv5Owu/OX39mKMBM2X2gdsdktIdomypGkbKI2/tAPAR0FbosckxwrkYgCmY1bXqzxCLlTfPttQFGrvRSJMXNmQiaRXA5cLpP3/Ls+WCzoxIEyvvJ7OqdjsGuSnY7XMWLQOe6oTeZ84f7XNtCT6qOTgdw1X2cJ29cKFaWL3N/f4ta6xfjoWFbqnP40h5TKHwB3js4B65P0AGGMyRBY7zr/QXAqp+EpTyVRRWwbNaG/Iak5f91dVNyDugZB3uPSytaVDCivIzVwft4Mz/DBOzKybOL7qpuDrYmvevytOZXVWYXB4It/qnvCE+5JEp4m1wNrgjfyvGgUcEMm/x7494ZZ6/jIbn1GzzXvxL/cyrzUWhdt7MWhTZg05mlmnhq8r5zYdrsmHVNTNb/ue3+Zh45rMCtHV7RiZ7CcmYk/ka0IqvFAu3lX4439a8iHhqa9E2Pg+7Zawxi2WSdPT8cntuv95xRkAp+N3MOkTO+HKRABMqOP8Ay8rJ5hYQsTPbCra5BM7ff9+TNdUpmteW+XZ+iIoBuq7mvZ1NQU7eCe5Bmvvdmic7DGWr+El5NDwNuOPVWe/rr1Y0tM47JHTzd/yWLLRbUmAusJgFojK3AHgjfkpGgtz29TPI32i87HDf/nHt46UttUstvdxNJu5cijCwTfCwfdKU/GVljIoZUVt1UVt1TGsgGWuQTO6HSKFFBKhIYk2f9LLfVxLa7p5Wz9309W9ae3FkA175Otcop70WKJf0fFkBJx5AYOyhZbun4W/pFGgSy4GYDnpoTOjGVlaOPB7OCeairTJrFRjqWvQUteg0zW377RVY2jwRvO9G5zKFa5BsS7TxbHahpfZGl6y4143g6pBqJDWdAMysZ+l+xehz3VsSjuxdM9ckfXWnW9K+fUAjsft1CggVcog7wdgSNawR/LPoJUgGnTxWit4zTrpXeMV9VHCX3zsPEAgQinPrMvffutoQfuU1VVtoh6MX2aPYhxfRgY0ELDCMTh31RdlKd+9unCDraGexQGTkd9V8Wl5OoCfo1/1miJHvU/RP7og1wg/GzcAh+oLddVOBGHr/ITdsVscLJ0BQCpKr7y+/U56uabdDo2e/Ug/Y3B62R5PM6dMTtEVXQrstETEpbcBPO2xZJvXlPlZamcVU28fb54fDxIV4p68thkKozSCRqK8HLh8e/QTFIYtCASI+IdLL6cWX2js7RgrVq8lXwvMXb+M+BuAd0sOX+bof5LGZESefwWKfmNjm19ip6vJEir6AYAwXX5GvLMfgLMNxbLx6T3ag0Ez3huy+sWQR2FiAUDQ0/Z9UcaPZVc6Rb0AhPIBSISWVFM3Ew2O28RvMskhJDX0WQBJ2Xt52vn6M2LH3W/zuioBZMXNUMAmGB5f0/GV5BYMqjHkkpyW0tlY5Wxmnbpo3daFiaCbAqjvatx358SJqhvtIrVnr7kGRMPIf2vhxk3uCVBKH7+6dzYGqVHErU4tTwfwWcgz4TYznK0xPL6mLsFQY6NHKIBrjcV8yWwDDj7WrNSojY/6RKtLRovaqn8tuQgg1EpzyaDmmeK7qFd9GM45HfffK/xRo4D2CMnaCZUq2Sn0Df+Z02IF6tUoaYZ8qQC7eTC2AHC5pWSW5qkR4eCbunjzUo9QjGR91gs1F09o5suEbPhp6PMA9pamXWi5rbcdcRdew0AfSPRDk9Y9GjG8+TWyOTENXvaNA4FQ2lbTJOiYUVhLLGUFgm4GwIZu/n306xplpnwTJTuHfxC8DUBy9t4mUbse6t8t+OF6ZxmAC/E7ptosnAD15oS1FievOphamTDsAJxvmtUsNhbvFp6DsPsx1uL2TceMyZpLQqYL/O4MeHIdKwaqwS03PtVVdzGv5v2yEwB2LFy/0jlSy1bqxbY5Ratjbd4KXAkQ2/js0q4GXc2bjNTi83JBZ4pL1LGEXcRJu0ajmCFQfmLJu/NMHW91lm+/+41O6oMvvwvVUCjT+6PQmeutRiFQLx6n+G4ngEQketm6AjjadE8n2yZjf/Efgp721S6RafG7SNN6MzMnFvwc8waAT8rSjzVcmVFYjWWZ/8AAH8CxeK2mrVGoxxeDaqil/Da/JTAgQcy/wS6fWXoKfFV6qaOHs8opPC1uJ3WmwwFn5ivaxm930BYAG6+llvfMPPLfL/71SnspgEMxb+gayuRKRdCFLwDh9j4A/mgqkcilMwpPxvf3L3O4LSscw44l7NLmeCutElfeC9yS4hIF4Olb/55cZzAWZfyGd+8dBfC85/LN85ZrZ/MDqDcnTKk61BGmeEWAQodi4Cpb54n/57Lsxu7mJMfQYwm7tMyC0DbR5/TSPSxj2yJuzT/y/zONWOCVXVAN2pvaf7f4DS17HotmeT8Ac7qpTq2SWYEAbjWXqhc0WuJgRU5tV8Myh5C0uJ0mZG1HtA6JUZnLPwawvzLjp2rNZ2YlX9o+KOYCOBun27SlxoBSqt7MMdHx7JJ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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/178.jpg" } ]
<image>What fraction of the shape is green? Choices: (A) 4/8 (B) 5/11 (C) 1/11 (D) 4/12
5/11
65,829
null
5/11
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<image>How many ovals are there?
3
65,830
null
3
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<image>What number is shown?
86
65,831
null
86
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/181.jpg" } ]
<image>The clocks show two things Jackson did Thursday afternoon. Which did Jackson do second? Choices: (A) drew a picture (B) played soccer
played soccer
65,832
null
played soccer
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/182.jpg" } ]
<image>How many tomatoes are there? Choices: (A) 3 (B) 4 (C) 5 (D) 2 (E) 1
1
65,833
null
1
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/183.jpg" } ]
<image>How many shapes are there? Choices: (A) 3 (B) 1 (C) 5 (D) 4 (E) 2
2
65,834
null
2
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/184.jpg" } ]
<image>What fraction of the shape is blue? Choices: (A) 7/9 (B) 9/10 (C) 9/11 (D) 9/12
9/11
65,835
null
9/11
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/185.jpg" } ]
<image>How many shapes are blue?
6
65,836
null
6
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/186.jpg" } ]
<image>If you select a marble without looking, which color are you more likely to pick? Choices: (A) neither; black and pink are equally likely (B) black (C) pink
neither; black and pink are equally likely
65,837
null
neither; black and pink are equally likely
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<image>How many stars are on the frame? Choices: (A) 1 (B) 2 (C) 10 (D) 7 (E) 9
10
65,838
null
10
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/188.jpg" } ]
<image>How many triangles are there? Choices: (A) 1 (B) 4 (C) 5 (D) 2 (E) 3
3
65,839
null
3