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int64 0
8.36k
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stringclasses 135
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stringclasses 8
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200
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From the perspective of the camera, which orientation is the helicopter in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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H
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201
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From the perspective of the camera, which orientation is the helicopter in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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H
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202
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From the perspective of the camera, which orientation is the helicopter in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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203
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From the perspective of the camera, which orientation is the helicopter in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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204
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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205
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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206
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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207
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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208
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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209
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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AUUUUAFFFFAC1r+G7L7ZrMW4ZSL9434dP1xWPXceEbTydNkuWHzTtgf7o/8Ar5q4K8hpanQO1QMaexqFjXSajGNQMaexqFjTAYxqFjT2NQsaYDWNQsaexqFjQA1jUTGnMaiY0DGsaiY05jUbGmA1jUbGlY1GxoAQmmGlJppqZMBDV4DbGo9BVNBudV9TV1qzJZE1QtUrVC1MQyiirulabPrGr2enWwzNdzJCn1Y4z/WhgfSHwH8O/wBleCn1WVcXGqS+YCevlJlU/M7j+Ir1Squn2MGl6ba6fbLtgtolhjH+yowP5VYzXM3d3MwzSUUUgCkoooAKQmgmm0DFzSUUmaAAmkopM0ABNITRmkoAKQmgmkoGFFJmkJoACaSikzQAtNoooAKM0hNJTAKKKSgAzSUUhNAATSZozSUDCkJozSUAFeWfG/w3/aXhqHWoEzcae2JMDkwsefybB/E16kTUF5awX9lPZ3KB4J42ikU91YYP6GgR8V0qkqwYHBByDWl4h0ibQNfvtKuP9ZaymPP94dm/EYP41l0hHZW04urRJe7D5h6HvSSCsnQbna8lsx4f5l+o6/p/KtiQV1Qd1c64S5lcqOKruKtOKruKosrMKharDCoGFAxhqORN6kd+1SYpKwmhtXVmUDSVNOm1sjoahrI4JR5XYKKKKCQooooAKKKKACiiigAooooAkjjaSRUQZZiAB7mvTbeBbS0ht16RIF+uK4fw1a/adZiJGVhBkP4dP1xXdsa3pLS5cUMY1Axp7GoWNbFjGNQsacxqFjTAaxqFjT2NQsaAGsaiY05jUTGgBrGomNOY1ExpjGsaiY09jUTGgBrGoyacxphoAQ000ppprKTETWwzMD6DNWWqG0Hyu34VK1SiSJqhapWqJqoBteqfAbQf7S8cvqciZh0yAyAkceY/yr+m4/hXldfT/wACdE/szwF9vdMTalO02T18tfkX+TH8aibshPY9QpKKSsCAooooGFNzRmkoAKKKbQAuaSikzQAE0maSigApCaM0lAwpCaCaTNAATSUUhNAATSUUUAFJmgmkpgFFJmkoAKKKbmgBc02iigYUmaM0lABSE0E0maADNJRRmmB4b8ePD3l3dh4hhT5Zh9luCP7yjKH8VyP+A14vX11400IeJPCGpaYFBleIvB7SL8y/qMfjXyOwKsQQQR1B7UmSyS3laCdJV6owNdbuWSNXXlWGR9K42uj0afzbIxk/NGcfgen9a0pPWxrRlrYsOKruKtuKrOK3OkrOKgcVYcVC4oGQGkpxpprOaGMlXehHcciqftV6qsq7X9j0rBnPXj9oiooopHMFFFFABRRRQAUUUUAFFFFAHZeEbby7Ke5I5kfYPoP/AK5/St5jVbS4Psmk20OMEIC31PJ/nUzGuuKskjVLQYxqBjT2NQsaoYxjULGnsahY0wGsaiY05jUTGgBjGomNPY1ExoGMY1GxpzGomNMBrGo2NOY1GxoAaTTTSmmmpkxCGkNFJ1OPWsZMRegXbbr780rVJjaoUdhiompoRE1QtUrVEetUBLb28l3cxW0K7pZnWNB6sTgfqa+2tH02LR9FsdMhx5dpAkAx32gDP5818s/CHRxrHxL0tXXdFaFruTj+4Mr/AOPFa+s6xqPWxMgoopM1mIM0hNBNJQAUmaM0lABRRTc0ALmm0UUAFJmkooGFITQTTaAFpKKTNAATSUUUAFITQTSUwCkzQTSUAFFJmkJoAM0lFJmgYtNoooAKTNGabQAUUUZpgGaSikJoAM45FfLXxQ0IaD48v4402290ftUPptfkj8G3D8K+pK8l+OuifadBsdajX57OXyZT/sP0/Jh/49SYmeB960dIn8q9VSflkGw/0/Ws2nKxVgynBByKE7O4k7O517iqzip0kE0KSjo6g1E4rrO1FVxUDCrLioGFBRXYU009hTKmQxDUNwuVz6VNSMMgg9655ClHmi0UKKcw2sQe1NqTzwooooAKKKKACiiigAq3p1v9q1C3g7PIAfp3/Sqnet7wtB5mptMRxFGT+J4/xqoq7SGtzsnNQMaexqFjXWajGNQsaexqBjTAaxqFjT2NRMaAGMaiY05jUTGgBrGomNOY1ExpjGsajY05jUbGgBrGoyaVjTTQwENNNKabWUmIDT7dd9wg7A5qM1Zsl+Z39Bist2JlpqhapWqFq0QiJqiPWpWqLvTA92/Z10nnW9ZdegjtIz/4+3/sle71wHwZ0v8Asz4Z6czLiS8aS6b33Nhf/HVFd8TXPJ3ZDAmkJozSVIBSZoJpKACkzRmkJoACaSikzQAZpKKKBhSZpM0lABRRTaAFpKKCaADNJmkopgFITRmkoAKTNBNITQMCaSikzQAZpKKTNAC00mjNJQAUUUlMAoopM0AGabRRQAVk+JtIXXvDOpaWwBNzAypns/VT/wB9AVq5pM45HWgD4udWRyrAhgcEHsaZXXfErR/7F8fapAibYZpPtEX+6/zfoSR+FcjUkHRaPN5lkYyeY2/Q8/41acVkaJLsu2jJ4kXH4jn/ABracV003eJ103eJUcVA4qy4qu4qzQruKiNTuKhNJ7FDaSlNJXPJDK864YH1qE1bmXKH25qnUHFWjaQUUUUGQUUUUAFFFFABXX+FYdljPMRzI+0fQD/69chXeaNF5GjWy92XefxOa0pL3io7l1jUDGnsahY10mgxjULGnsaiY0wGMaiY05jUTGgBrGoWNPY1ExpjGsaiY05jUbGgBrGomNOY1GxoAQmmmg0hqJMQhpppaQ1i2IStC1Xbbg/3jms/GTgd61guxAo7DFKO4iNqiapWqFq0QETUiRtLIsaDLuQqj1J4FDV0Xw/07+1viBoVmRlGvEdx/sqd5/Rab2A+utJsF0rRbHTkAC2tvHCMf7Kgf0q5SE559eaK5SApM0ZpKACkJoJpM0ABNJRSE0ABNJRSZoGGaQmgmkoAKM0maSgAoopM0wFJptFFABSZozSUAFITQTSZoGGaSikJoACaSikJoAM0hNBNJQAUUUlMAopM0hNABmkoooAKbRRQAUlFJTA8W+POlYk0jWEUfMr2sh+nzL/Nvyrxavp34saZ/aXw81AhcyWpS5X22nDf+Osa+Yu9SyWT2svk3Ucn91gT9K6pxXH11lu/m2cMncoM/WtaT3RtRe6InFV3FWnFV3FbHQVmFQsKsMKhYUDIzSGnGm1jNFDWGRiqhGGNXKrTjD59ax6mFeN43IaKKKDkCiiigAooooAcql3CjqTgV6IqiKNYx0VQo/CuG0qLztVtkPTeCfw5/pXcOa3ordlwGMahY09jULGtyxjGomNOY1ExoAYxqJjT2NQsaAGsaiY05jUbGmMaxqJjTmNRsaAGsaYTSsaaaGA00hpTTaxkxCGkNBpDWTYie0TfcKOw5NaLVV09OHk/AVZaqjsIiaoWqVqharQETV6b8B7D7V8RPtJXK2dnLJn0LYQf+hGvMmr3L9nWy+bX9QI7QwKf++mP8hSn8IPY92pM0lFc5AUhNGabQAuaSikzQMM0lFITQAE0hNGaSgApM0E0lABRRSE0wDNJRSUALTaKKACkJpM0lAwoopM0AGaSikJoACaTNGaSgAoozSUwCkzQTSE0ABNJRSE0AGaSiigApKKSmAUUU2gZX1C0TUdOurKQZS4heEg/7Skf1r48mheCeSGQYeNirD0IODX2XnHPevlTx/YjTvHutW68L9qaRfo/zj/0KpZMjm66PR336eF/uMR/X+tc5W5oL5WeP6NV037xVJ+8aDiq7irTiq7iug6yq4qBxVlxUDigZAaSnHrTTWc0MSorgfKD6GpabIMofpXOxTV4tFKiiig88KKKKACiiigDY8Opu1UN/cRj/T+tdUxrnvDKfPcyHsqr+v8A9at1jXTSXumkdhjGomNOY1ExrUoYxqJjTmNRMaAGsaiY05jUTGmMaxqJjTmNRsaAGsajY05jUZNADSaaaU001EmIDTTS001i2IDSGg0+GPzZkT1NZsRp2yeXboO5GT+NDVK1RNWqAiaoWqVqhaqAiavpP4BWfkeArm5I5ub9z+Cqq/4182HrX1d8ILb7L8L9HGMGUSzH/gUjf0AqamwpHc0maQmkrAkKKKbQMXNJRSZoACaTNJRQAUhNGaSgAoopCaYATSUUhNABmkopM0ALTc0E0lAwopM0lABRRSZoAM02iigAozRmkpgFITQTSZoAM0lFITQAE0lFJQAUUUlMApM0ZpKBhRRTSaAAmvnn41Wn2fx0s4XAubSNyfUjKn/0EV9C14p8eLcC70S5A+9FLGT9GUj/ANCNJ7EvY8erV0I4vHHZoz+hFZVaGjtjU4vcEfoaIfEgh8SOgcVXcVacVXcV1HYVXFQOKsuKrsKCiuwppqRhUdTIYhpD0paSueSGUiMEikp8oxIaZUnnSVm0JRRRQIKKKKAOm8OrtsZX/vSY/If/AF61WNUNFXbpMZ/vMx/XH9KuMa7IL3UarYYxqJjTmNRMaoY1jULGnsaiY0AMY1GxpzGomNMY1jUbGnMaiY0AIxqMmnE0w0mwENIaDSVlJiENIaDSGsmyRKvabHmR5D0UYH1NUa2LOPy7RfVvmNKOrESNULVK1QtWoyJqhapWqFqoBh619ieA4Psvw/8AD8OMEWERI9yu7+tfHR6H6V9r6JD9n0DTYf8AnnaQr+SLWdUTL1JmjNJWIgoopuaAFzTaKKACkpKKACjNGabTAWkopM0ABNJRSE0AGaQmgmkoGFJmgmkoAKKTNITQAZpKKKACkoopgFJmjNNoAKKKTNAATSUUlABRRSUwCkJoJpKBhSZozSE0ABNJRSZoAM15R8dYQ+h6RN3S5kT80B/9lr1avMvjim7wdZP/AHb9f1R/8KHsJ7HgVXNMONSgP+3VOrFgcX9uf+mi/wA6lbkx3R1riqzirbiqzius7Sq4qu4q04qu4oGVnFRGp3FQmkyhtJSmkrnkhlacfPUNWLkcg1XqDhqq02FFFFBmFFFFAHX6cNmmQDp8mfzNTMajtflsYFHaNf5UrGu2OyNkNY1Cxp7GomNMBjGomNOY1ExpjGsajY05jUTGgBrGoyacxqMmgBCaaaU001EmIQ0hpTTTWLYhDRQaKzYh8MZmmSMdz+lbjcDA6VQ0yLLPMe3yirzVcFoIiaoWqZqharGRNULVK1QtVANA3ED14r7fgXZbQp/djVfyAr4kgG64iHq6j9a+3qyq9BMKTNGaQmshATSUUmaAFptFFABRmkzSUwCiim0ALmkopM0ABNJmikoGFITQTSUAFJmgmkJoAM0lFFABSUUmaYC03NBNJQAUUU2gAoopKACkoopgFITRmkoGFITQTSZoACaSikJoACaSikzTAM1518aV3eBUP929jP8A469eiE1578Zv+RC/7fIv5NSewnsfPNTWf/H5B/10X+dQ0oJBBBwR3FQQjuJByarSCsK31q6iwJD5qf7XX861oL6C7HyNtf8AuN1/+vXTGaZ1xmpCOKruKtOKruKs0KzCoGFWGFQMKBjDSGnGm1jNFEFx0X61Wqzc/dH1qtWJxVvjYUUUUGQUUUUAdknEKD0UfypjGnE8VExruNhrGomNOY1ExoAaxqJjTmNRMaYxrGo2NOY1GxoAaxphpSaaaTYCGm0ppDWMmIQ000tIaybJA02lq3p8HnXQJHyp8x/pU7iZp28PkWyR98ZP1pWqV6hatkBE1QtUrVC1MZE1QtUrVE1UA+2OLqEns6/zFfbua+HkO11PoQa+3Y33xI395QfzFZVRMeTSUUhNZCAmkoooAKQmgmkpgFFJmkoAKKKbmgBc02iigYUmaM0lABSE0E0maADNJRRmmAUlFITQAZpCaCaSgApKCaSgAoopKACkoopgFNoooGFITRmm0ALmkopM0ABNJRSE0wDNITRmkoAK87+NDY8CoPW9jH/jr16HXmnxufb4Os0z96+X9Eek9hPY8DoooqCApwJBBBII7im0UAa1rqZOI7g/Rv8AGrz81zlX7O8KERSnKHoT/D/9atoVOjN6dXpIuuKgYVYcVC4rY6SA0lONNNZzQyG5+6PrVWrNz2qtWDOOt8bCiiikZBRRRQB17GomNOY1ExruNhjGomNPY1ExpjGsaiY05jUbGgBrGo2NOY1GTQAhpppTTTWcmIQ0hoNIaxbEIaSg0GoZIlbunW/kWgJHzyfMfp2rMsbb7TcqpHyL8zfSt9qcV1ERNULVK1RNWiGQtUTVK1QtVDImqFqlaoj1pgIeh+lfamkzC40XT5gciS1if80Br4rr6/8AA1z9r8BaBPnJawiB+oXaf5VlUEzoCaSijNZCCkJozSUwCkJoJpKACikzSE0ABNJRSZoGLTaKKACkzSZpKACiijNMAzSUUhNAATSZozSUAFITQTSUAFJRRTAKSikzQAZpKKKBhTc0E0lABRRTaAFzSUUhNMAJpM0lFABSUUUAFeV/HKQf2DpUX966dvyT/wCvXqZNeOfHSc7tDgz2mkP5qP6Gk9hPY8coooqCAooooAKKKKANGyuNw8pzyPun+lWWFYwJByOorUhlE0QP8Q4at6cr6M6aM7+6xrCmmpGFR1cjoKtwfnA9BUFSStukJ96ZXM9zgm7ybEooopEhRRRQB1JPFRMaUNlFPqBUbGu42GsaiY05jUbGmMaxqJjTmNRsaAGk000pNNNJsBDTTSmmmsZMQGmmlpKybJEpKDWlpNl50vnuP3aHj3NTuSzQsLX7LajcP3j8t7egqdqlaoWrRDImqFqlaoWqkBE1QvUrVC9UhkTVEetSNUdMAr6l+D939q+GWlgnJgaWE/g5I/QivlqvoT4BXvm+E9Ssi2Tb3u8D0DoP6qaipsJnrWaTNJRWIgpCaM0lABSZoJpCaBgTSUUhNABmkopM0ALTc0E0lABRRSUwCiikzQAZptFFABSZozSUAFJRRTAKSikJoGBNJRSZoAM0hNBNJQAUmaM0lABRRTc0wDNJRRQAUlFFABSE0E02gBc14T8bbnzPFFhb5/1VmCfqzt/gK91r5z+LF19p+IV8ueIEiiH4ICf1JpS2Jexw9FFFQSFFFFABRRRQAvSpreXypM9jwagopp2dxp2d0azc1C7bVY+1MtpsrsY8jpUdy+SFB6da3c043Ot1FyXRW70UUVznGFFFFABRRRQB0ELZt4z/ALIpGNRWzZtY/pinMa7o7I2Ww1jUTGnsaiY0xjWNRk05jUZNACGkNBpDWcmISkNBpDWLYhDSUGkJrNkstWVlJez7F4Ucs3oK6ZI0hiWOMYVRgCq+k7P7MiKqAcndjuc1aaqihETVC1StULVYyJqhapWqJqYELVE1StULVSGRNUdPamUwCvXvgBqAi8Q6tp5P/HxarKo90bH8nNeQ12fwq1L+zPiRpDs21J5Gtn+jqVH64qZbAz6ppKSisCQpCaCabQMXNJRSE0AGaSikJoAM0hNBNJQAUUUlMAopKTNAATSUUUAFNoooAKSikpgFFFJQMCaSikJoACaQmjNJQAUhNBNJQAUmaM0hNMAJpKKKACkoooAKTNITSUwCiim0AL1IHrxXyv4uvDqHi/V7rOQ93JtPsGIH6Cvp7ULtbDTbq8c4WCF5Sf8AdUn+lfJLu0js7HLMck+9TImQyiiioJCiiigAooooAKKKKACiiigAooooAKKKKACiiigDVsmzbAehIqVjVOxb5HX3Bqyxrspu8Uax2GsajY05jUbGrKGk0w0pNNNS2AGm0ppprGTEIaQ0E0wnNZtkN2An0pKKKgg6PQnzYun91/5itBqxNAkxNNH/AHlB/I//AF622rSOxSIWqJqlaoXqhkTVC1StULVQETVC1StULU0Miam05qbTAKmtLmSyvYLuI4kgkWVD7qQR/KoTSUmB9qWd3Hf2NvewkGO4iWZCPRgCP51NmuE+EOsf2r8PLJGbMtizWr/RTlf/AB1h+VdzXO9BBRRSUAGaSikJoACaTNFJQAUZozSUwCkzQTSZoACaSikJoAM0lFFABSUUlMAooptAwoopCaAAmkpKKACkJozSUwCkJoJpM0ABNJRSUALSUUmaADNITQTSUwCikzSUAFFFNoA5T4lX/wBh8AamwPzTqtuv/A2AP6A18117V8bdR8vTNL01TzLK87D2UbR+rH8q8VqJbkPcSiiipEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFqzbbMR6irbGs6Jtkob0NX2NdNF+7Y0hsNY1GTSsaYa2LENNNKaaaykxBTTSmmMe1YyZLY1jk+1JRRWZmFFFFAF3SpfK1GInox2n8a6Vq5BHKOrDqpyK6wOJI1dejAEVcRoY1QtUrVC1WURNULVM1QtVDImqFqlaoWpgRNSUp60lMANJQaKQHr3wH1v7Prd/osjYS7hE0QJ/jTr+ak/8AfNe9V8eeHNZk8P8AiPT9Wjzm1mV2A/iXow/FSRX19FNHcQxzQuHikUOjDupGQfyrKa1Ex9FFNzUAKTTaKKACjNGaSmAUhNBNJmgAzSUUhNAATSUUlABmiikpgFJmjNJQMKKKaTQAZpKKKACkzSUUwCkzQTTaAFpKKSgAoopCaAAmkJozSUwCkJozSUAFGaTNJQAUUVFc3MdnazXMxxFCjSOfZRk/yoA+f/izqf2/xzPArZSyiS3HpnG5v1Yj8K4WrWo3kmo6ldXsv+suJWlb6sc/1qrWTM2JRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUALV1X3RqfaqVTwN8pX05rWi7SsVB6khNNNKaaa6JM1ENIaDSGsZMkQnAzUZpzHtTaxbIkxKKKKRIUUUUAFdFpk3m2CAnlCVP9K52tTR5tszxE8OMj6iqjuNGu1QNUzVC1aFETVC1StULVQyJ6hapXqFqoCM9aKKKAEooopAFfSXwd8RjWfBi2Er5utMbyDk8mM8ofyyv/Aa+ba7L4ZeJx4Z8ZW8s0m2yu/9GucngKx4b8GwfpmokroGfURNJR3orIQUlFFMApM0ZptABRRSZoAM0lFJQAUUUlMApCaCaSgYUmaM0hNABmkopM0AGaSiimAUmaQmkoAKKKSgAoopCaAAmkzSUUwCkJozSUAFJmgmkoAKKKQmgAzXEfFTV/7L8E3EKNiW+cW6/wC6eW/QY/Gu2rwr4w6z9t8Sw6ZGcx2EWGwf+Wj4J/IbRRLRCb0PNqKKKyICiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKejbWBplFNOzuBaNNNIrZHuKK6HK6ua3A000ppjHispMTYw8miiiszMKKKKACiiigAqSGUwzJIvVTmo6KAOo3B0DKcgjIqJqq6bP5luYifmTp9KstWydyyJqhapmqFqoZE9QtUrVC1UAyiiigBKKKKQBSUtJSA+mvhV4sHiXwqlvcSbtQ08LDNk8umPkf8QMH3HvXc18n+CfFM3hHxLb6im5rc/u7mIfxxHr+I6j3FfVVtcw3lrFdW0qywTIJI5F6MpGQRWTVhE1NJoJpKQBRSZpKACiikoAKSiimAUmaM0lAwpCaCaTNAATSUUhNAATSUUmaYBmkJoJpKACiikoAKKKaTQAuabRRTAKTNJRQAUhNBNJQAUUUhNMAJpKKQmgCtqN/Dpmm3N/cHENvE0r+4Azj8en418rajfTalqVzfTnM1xK0rn3JzXsvxj1/7Jo1vosL/AL28bzJgO0angfi3/oNeH1nJ9CZBRRRUkhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAD1bB9qfUVPU9quL6FRfQWmHrTiaZSbHJiUUUVJAUUUUAFFFFABRRRQBPaTeRcK/8PRvpW0xrnq1bKffBsJ+ZOPwq4PoNE7VC1StULVqWRNULVK1RNVANoooNACUUUUgCkpaSkAV7J8G/G4hdfC+oS4R2JsXY9GPJj/HqPfI7ivG6kR2jdXRirqQVZTggjoRUtXA+zKTNcL8N/HcfizS/st3Io1e1QecOnnL0Eg/qOx+tdzWYgopM0UwCkoo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tdRt1uLO4jnhP8cbZH4+h+ta9rdPDgZyvoa43VfhfPp07X/hHUJbC56/Z5HJjf2Df0bI+lUbHx1c6TeDTfF2nSafcdBcBCY398Dt7rkVUsJGqnPCS5rdNpL5dfkbrFxfu1lbz6ff0PUZLaw1S2MV1bQzxNwySICPyNcVrnwY0HVFaTTZZNOuDyAvzxk/7p6fga6OxvYp4Y7i0njmhcZV42DKw+ordt7gSKCPxFThsZVoysm4v+un/AMa9GMl3R80eJvht4i8Lhpbm0+0WY/5erbLoB791/EVx2Mda+1kdWUqwBB4IPevNvG/wf0/W0kvtCWOyv8AljEBiKU/T+E+4/KvpMJnHM+Wsvmv1R5dTD2+E+cqKvanpd7pF9LZX9tJb3ERw8bjBH+I96o17qaaundHI1bRiUUUUAFFFFABRRRQAUUUUALRRV3TtMu9VvorKxt5J7iU4SNBkn/63vQ2krvYErlLGa7Pwv8ADTxD4o2TQWv2ayPP2m5yqkf7I6t+H516z4H+D9hoiR32urHeX/DLCeYoj9P4j7n8PWvS3cKu1QAB0ArwsXnHK+Wivm/0R1U8Pf4jzXQvg14e0hVk1Bn1K4HJ8z5YwfZR1/EmuzWCz063EdvBFBEvCpGgAH0AqzcThFJJrDv72KGJ7m6mjhhQZZ5GCqo+pr5vE4upVlZtyf8AX9bHqUKKS7IW6unlyB8q+lZN9eW9hA091cRwxL1eRsCuUv8Ax5canef2b4S0+TUbnoZyhCL749Pc4H1q3pnwvutVuFv/ABfqMt7N1FrC+I09i39Fx9aqODVO08XLlv03k/l0+Zs8XGPu0lf8vvMufxvd6rdNY+FdLm1CfoZ2QhF98enuxFXrL4Z6jrMqXfi/VpZ26i0t2+VfbPQf8BH416ZYaVZaXaLbWdvFbwr0jhUKP/rn3qZ328ClPMPZLlw8eRd95P59PkYtSqv947+Wy/4Jl6XoOm6Hb+RptlDbJjkovzN9W6n8TV005iT1phxXjVKjqS5m233erN4xsrIQ0004001kjQaaaetONMNUihD0phpx6U01aKQ00w081EzqpALAE9BVpXKQGmGnGmmqRSGGmGnmmGrRaGGmGnmmGrRaGOiSoUkRXQ9VYAg/gaxLzwb4eviTLpcKMf4ocxn/AMdOK3aK3p16lN+5Jr0ZE6UJ6SSZxU3wt0KQ5invIfYOrD9RVJvhRZfwarOP96EH+tehUV1xzbGR+2/w/wAjB4DDv7K/r5nmN18J5ghNpqiM3ZZoyufxBP8AKuJ1jQdR0K5EV/blN33GHKv9D3r6Eqnqul2usafLZXabopBwe6Hsw9xXfhc9rRmlW95fictfK6co/utH+B86UVd1TTpdL1O5sphiSFyhPr6H8RzVKvrVJOKlHZnz7TTswoooqgENFBopCFrp/h/bifxpZbhkR75Me4U4/WuYrqPh9OIfGdlnjzA8f4lTiubGX+rzt2f5G+Gt7aF+6Pb6KKK/Oj68KKKKACiiigAp4plPFJiY8U8UwU8VDIY8U8UwU8VDJY9oY7lNr8MOjDqKrMbi0OH+dOxqwpwcirSMsiYYAg9Qa2hNNcstSHJx9CrFcxycZ2t6GrAqvPpnBaD/AL5NVklmgbacjH8LUTw6esGFlLWJpinCqsV2j4DfKffpVoEHBHIrllFx0aIaa3HCnCminCsmQOFOFNFOFSyRakSQr16VHTqcZOLuiWrltHDDBwRVPVND0/WrJrW9tYrmBv8AlnKM4PqD1B9xT1bbyKsxSg/Wu6jXUmukls+v3mEos8nv/AWu+E7iS+8HXjyRE7n064Od30zw36H3NaPhn4h2WoXX2DUY20vVFOxoZuFZvQE9D7Hn616dhJVw4z71y/ivwJpPie3P2y3/AHyjCXUXEqfX1Hsf0r0nXjVVsUr/AN5br1XVfiYx5ofA/k9vl2N+CcMPfuPSrsUleKpqHij4ZyrFqqPq2gg7Y7pPvxDsOen+63Hoa9P0HX9O16wW9026SeI8NjhkPow6g0SozpJTTUovaS2/4D8mHNGemz7EPjTwNpfjbTfKuAIb2MHyLpV+ZD6H1X2/Kvl/xD4e1Dwzq8um6lD5U8fII5V17Mp7g19hRyZrn/HHgux8baGbWbbFexAta3OOY29D6qe4/HqK9bLswdJ8k/hf4eZyVqPVbnyNRV3UtOutJ1GewvYTDcwOUkjPYj/PWqVfUJpq6OIKKKKACiiigAooq1ZWVxqN9BZ2sTTXE7iOONRyzE4AobSV2Bb0HQdQ8SatDpumQGa4lP0VR3Zj2A9a+oPBPgTTPBGnBIQs9/Io+0XTLyx9F9F9vzpPAXgmz8EaIIVCS6jOA11cD+I/3V/2R+vWulkkr5jMcx9q+SHwr8Tso0erCSSqM8wUZ/IVR1/xBpugWDXmp3SwRDhQeWc+ijqTXmL6h4p+JkjxaWr6RoBO17l/vyjuOOv0Xj1NeTGjOrFzbUYreT2X+b8kdnNGGm77Gx4n+Illp9z9h06NtT1RjsWGH5lVvQkdT7Dn6Vm2PgPXvFk8d74xvHihB3Jp1ucbfrjhf1PuK7fwp4E0rwxbj7Hb/viMPdS8yv8AT0HsP1rqAqRrhBj3pKvGkrYVW/vPd+i6L8QlzT+N/JbfPuZelaDYaLZra2NtFbwr/wAs4hjJ9WPUn3NXmYKMDAFEsoH1qqzbjk15tWsoN9ZPru/vNoxYryFunSojTqbXDKbk7s3SsIaaacaaaSKGmkNKaaapFDTTTTjVeW6jTIB3H2rSMXLRFJN7Eh6VBLPHF95ufQdarSXEsp2jgHstTQaaz/NN8q+nc11ww/WTNLKOsmQ+bPcvshXaO59PxqxHbJbDcTvlP8R7fSrZVIY9qKFUdhVVzuOTROaiuWKsHNzbbDDTDTzTDWKKQw0w080w1aLQw0w080w1aLQUUUUxhRRRQAUUUUAePfFC2WHxRHMoA8+2Rm9yCV/kBXE967r4qzB/EdtGOsdqufxZjXCE1+hZc39Vp37HyWMsq8rdxaKbk0mTXZc5rjqKbRSFcdVmwvZLC/t7uI/vIZFkX6g5qrRQ0mmmNSad0fSVneQ39lBdwNmKdA6H2P8AnFWK8p+HPitLN/7GvZAsErZt5GPCOeqn2P8AP616rXwGPwksLWcHt080fWYXERr01Jb9fUKKKK4TqCiiigApwptOFJiY8VIOtRjpTxUMlkgpwpgp4qGQx4qRGKnIqMU4VJDLsb5wafJbRXK4deex7iqiNtPtVuN66aVQwkmtUZ1xpk0ALIPMT1HUfhVeOR4z8rEe1dJE+aZcaZDdAsP3cn95RwfqK3cVJaCWItpMyo7sHh1x7irSOrjKkH6VSubOa0fbKvB6MOhqNSQcg4PtXFOgumhtyxkrxNQUoqnHcsPvDd/OrKSo/Q8+hrmlCUTNxaJadTacKyZAtKKQUopCLEUvOD1q3HJWbU0UuODXfh8S0+WZjOF9izPZQXkTo6IQ4KsrLlWHoRXlWufD7U/DWpPrngqRreccy2BOUkXuFzwR/sn8COlerxyZ6Gp8JMmxxkfyr1KM5U25Una+6ez9V+pyzV9H/wAFHB+C/H9n4oU2c6fYtXhyJrSTgkjqUzyfcdR+tdvHJ+VcL44+HUGuEajYy/YtXiIaG8jyu4joHxz9GHI9+lcbF8XdZ8NE6T4k0Qz6hb/K8om8sv6EjaQc+o4NdUaCxDvhlaS3i3qvNPqiXPlXvbdy18dvDkT29r4kt0AmBFvdY/iH8DH3HT8R6V4VXo3jb4qXXi7S202KwSztWdWfMnmM2OQM4AAzz+Fec19Pl0K9Ohy11Z3dvQ4Kri5XiJRRRXcZhRRRQAtez/Ajw/DNfXviCdQzW37i3z/C5GWb64IH4mvGK63wh8QNX8GrLHYrBNbytveGdSRuxjIIIIOMflXJj6VWrQcKW7/LqaUnFSvI+q5JK4bxp4/s/DCizt0+3axLgRWkeSQT0L45HsOp/WvP4/ix4t8TSjSdH0y1ivJxtWSEMzJ6sNxwMep6V3/gb4dW+g5v7yT7bq0uWmvJMttJ6hM8/VjyfbpXy1TDxwzviNZPaKer82+iO5VOZe7t3MDQvh7qXiTUU1zxrI11cHmOxzhIx2DY4A/2R+JPSvVILKC0iRERQEGFVVwqj0Aqz8kSbEGBUDyY6muWtOVRqVV3tslsvRfqXBW0j/wWLJJVSWXsOtEspPA/OoK8rEYlt8sDqhC24h60lKaQ1wGwlNpxptUhiGmmkeVE6nn0FVpLlj90Y960jCUi1FsnZgoyxAHvVaS7A4QZ9zUDEsckkmlhtprmTZEmT3PYfWumFFddTRRSV2QySvJ95uPTtUtvp01wA2Nkf95u/wBK2bfSobcBpMSSe/QfQVNI9digorUyeI6QKUVnDbDgZb+8etJI9Pkeqkj7jgdKyq1AinJ3YyR9x9qiNPNMNct7m6GmmGnGmmqRaGGmGnnrTDVopDDTKcabVotBRRRTGFFFFAC9aaSACSQAOST2p3tXB/ETxSthZNo9q+bqdcTFT/q4z2+p/l9a6sLhp4mqqcev4LuYV60aNNykeeeKdVGseI7y8Q5iaQrH/uLwP0GfxrF9qSjmv0GnBU4KEdkrHyE5ucnJ7sSiiiqJCiiigAooooAcODxXpHhH4h+RHHYayzNEvyx3PUqOwf1Hv1+teb/hSVhisLTxMOSov80bUMROjLmgz6WhmiuYUmgkSWJxlXRshh7GpK+fNH8R6poUu6xumRCctE3zI31U16DpPxTs5gqaravbv3lh+dP++TyP1r5TFZJXpO9P3l+P3f5Hv0M0pVNJ+6/wPQaXrWdYa9pWpgGz1C3mJ/gD4b/vk4NaB468V5E6c6btNWfmehGcZK8XcXtSik7UorItjxTxTBTxUshjxTxTBTxUMhjhTxTBTxUMhjxUsb7T7VCKeKV2ndEsvRvVuJ6y432nB6VcjeuulUuc1SBogJNGY5FDKeoNY9/pT22ZYsvF39V/+tWlFJVyNwRXVyxqLXc5lOVJ3WxyQp4FbGo6QMGe1X3ZB/Mf4VkAVxVacqbszup1Y1FeJKkjL3yPQ1YSVW68Gqop4rllFMbSLgpRVdGK/Sp1IIyKwlGxk0OpRSUoqBE0cmODVpJKoVNG9ehhcQ/hkYzhc0VYOuGAIPBBrjfHngOy8U6dtYCK6jB+z3IGTGf7reqmuqR6sKwcYPIPUGvUjN3U4O0ls/66d0csoW0ex8Z6vpN5oepT6ffwmK4hbDA9D6EHuD1BrPz04r6Y+J3gNPEulGe1jH9pWyloG7yL1MZ/p7/U180ujRuVYEMDggjBBr6/LscsXTd1aUdGv1Xk+hwVqfI9NmR0UUV6BkFFFFADs9a0NI0m91zUoNPsYjLcTNhQOg9ST2A6k1RQF2CgEk8ACvpX4X+BE8OaUtxdxj+0rpQ07HrEvURj+Z9/oK4MxxywlK6V5PRL9X5Lqa0qfO9dkafgTwHZeFtNCoBLcyAfaLkjBkP91fRRXZMwQYUAAdAKGYIMDgDoKrvJXx8pu7nN3k93/XTsjvhC+i2B5KqySdhSyPUNeXisQ/hidUIWENJSmkrzzYQ0hoYgDNQOxb6VcY3GkOeVV6cmq7yM3fA9BTjUZreMUjRJEZFMNSGtXT9I8wCa5GE6rGf4vr7V1UoSqO0QnVjTV5FKx0t7vEj5SH17t9K21SK3iEcaBVHYVO7BRgYAHQDtVOWSu1QjTWm5wupKq9dhkslVJHp8j1TlfJwK5qtSx004DZX3HA6VCacaaa4223dnSlYYaaacaaaaKQw0w080w1SLQw0w9KeaYatFoYabTjTatFIKKKhubu2s4zJdXEUCD+KVwo/WrjFydkJyS1ZNRXH6p8SNEsAy2pkvpR0EQ2pn/eP9Aa8+1zxzq+thoTILW1b/AJYw5AI/2j1P8vavUwuT4is7yXKu7/y3OGvmNGls7vy/zO58V/EC30xHs9KdLi8OVaUcpH/8U36fyryWeeW5neaZy8jkszMckk9zUB5NL3r6zB4KlhYcsN+r6s8DEYqdeV5bdhtFFFdZzBRRRQAUUUUAFFFFABRRRQAUUUUAOyQeDWvZeJta07AttTuUUdF8wsv5HIrHpR+NTKnCatJJ+pUZyi7xdjtLX4na/BgTfZrkDr5keCfxUitq1+LRGBdaSPcxTY/Qj+teZH6mkriqZZhJ7wXy0/I6oY7ER2kezW/xS0GXiaK8gPugYfoa17Xx34ZucbdVjjPpKjJ/MYrwLNGa46mQYWXwtr5/5m8c0rLdJn0vbavpl5j7NqFpNn/nnMpP86vgHrjj1r5Z/Gr9rrWp2JBtNQuYMdPLlYD8s1xVOG19ip96No5t/NH7mfTIp4rwSx+JfiWzwHvFuVH8M8Yb9Rg/rXT6f8YlyF1LSvrJbv8A+yt/jXm1sgxcNYpS9H/nY6IZjRlu7Hqwpwrm9I8c+HdYKpb6gkUp6RXH7ts+gzwfwNdIMcV49ahVou1SLT80dMakZq8XceKsRPxVdaehwayhKzCSuX43q3FJWajVajeu6nM5pwNaGXpWfqembw1zAvzDl0Hf3FSxSVeik4Fdlo1Y8sjkvKnLmickKeKvanZrbzh0GEk5AHY9xWXd3tpp1s1zfXMNvAvBklcKM+nua8idKSnyJanoKrGUeboWRUqcGuNk+J/g6KQp/ajvjqyW8hH54q5Z/EHwlesBFrcCE9plaL9WAFXLL8Wld0pW9GZe3pPTmR1dKKgtrq3u4hLazxTxn+OJw4/MVOK8+UXF2kVe4tKDikpaV7aoCZHqdHqmDg1Kr16VCvzIylEuSASxlT+H1r5s+MHhxNI8ULfwKFg1FTKQOglBw/55Dfia+jlfAryT45LG3hrT5D/rBeEL9CjZ/kK9nLMQ4Y6mo/aun6br7jjrwvTfkeC0UUV9ueaFFFFAHoHwl8PrrXi9bmdA1vp6+ewPQvnCD8+f+A19MxgRxAd+p+teI/Anyha60Bjzt8JP+7h8frmvaWk+XNfE5rXcsfOMvspJfm/vPSw8P3at1Fd6gd6Geoic14tevZHZGIhOaSlpK8299WaiGkzSmql7qdjpse++vLa2X1mlCfzNVCEpu0VdicktyV+TUZrlb34neEbQlf7UM7DtBCzfrgCqKfFzwk7hWlvEH95rfgfkSa9GGWYxq6py+4n6xSWnMjtTUZqtpmtaZrlsZ9MvYrqMfe2H5k/3lPI/GtjTbP7Vc5cfu4/mYevoKzVGftPZyVn5m3tYqPPfQsaXpo+W5nXjrGh/ma05pKfLJgVSlkr1lGNKPLE4G5VZc0hkslU5Hp8j1Wdq5KkzqhAjkfiq5qRzk1Ga4JyvI6Yqw0000889a5/V/GPh/Rdy3mow+YOsUR8x/wAl6fjitaVGdV8tOLb8tQlUjBXk7G2ajNea6h8YrVCV03TJZPR7hwg/75Gf51y198U/El1kQy29qp/55Qgn82zXrUchxlTVpR9X/lc555hRjs7+h7jyegJ+lV7i7trYZuLiGEeskgX+Zr53u/Eut3+ftOrXkgP8JlYD8hxWW0juxZmLE9ya9Knw3/PU+5HPLNUvhj+J9CXPi7w9bZEusWmR1CPvP/juayLn4leG4QdlxPOR/wA84D/7NivD6UfWu2HD+Gj8Tb+7/IxlmtZ/Ckj1i5+LGnrn7NptxIf+mkgT+Waxrn4ralJxbWNpD7vuc/zArgCfekFddPKcHD7F/VtmMswxEvtW9Dpbzx14ivAQ2pSRKf4YQE/lzWBNcT3MhkmleVz1Z2JP5moad+dd1OjTpaQil6I5Z1Zz+NtjKKKK0MwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBehrpNC8ba54fKraXbPbj/AJYTfPH+APT8MVzdKKipShVjyTSa8yozlB3i7Hv3hb4kaV4gKW1zixvm4CO3yOf9lv6H9a7YV8l5Nen+BPiVLYvFpmuTGS1OFiuXOWi9Ax7r79R9K+UzPIOVOrhv/Af8v8j1MNj7vlqff/me1KanRqqIwZQykFSMgg5BFTK1fMwnY9GSuXo3q5FJWYjVajkxyTXbTqHNUgSatLEtgXlYKqHcSewAJJ/KvlDxd4nuvE+tS3crsLdWK28OeI07cep6k+tfRHjrUfJ8H6xKG2qlpIqn/aYbR/Ovlb3r6PIacKsp17Xasl92p5+LbhFQ+Y2iiivpDhLdnfXdhOJrS5mt5B0eJyh/MV2mkfFvxPppVZ5otQiH8NymWx/vDB/PNcDRWFfC0K6tVgn6ouNScPhdj3vSPjRod3tTU7W4sZD1df3sf5jDfpXdaZr2k6ym7TdRtrr/AGY5AWH1XqPyr5KqRJGjcOjMrA5BBwRXhYnhjDVNaTcX96/HX8TqhjZr4lc+w+9KGxXy7p/j7xTpigW2t3JQdElIkH5Nmt2H4zeKo02ubKT/AGnt+f0IryJcMYunK9OUX96/Q3WOpvdM+hWkCoWdgqgZZicAD1r54+KXjGHxLrMVrYyb9PstypIOkrn7zD24AH596yNd+IPiPxDbtb3l8VtW+9BCojRvrjk/ia5WvbynJZYap7evJOXRLZf8E5sRifaLljsJRRRX0ByBRRRQB1vgLxY3hLxEl3KGezlXyrhF6lCc5HuDz+Y719LWWoW2o2UV5ZTpPbyjcjocg/59K+Pa19I8R6xoTM2l6jPa7jlljf5WPup4P5V4ma5MsZJVacuWe3k15nVQxPs1ytXR9Ykk0nbPavmlvih4yddp1qXHqIowfz21i6h4m1zVMi+1a8nU9VeZiv5ZxXhx4WxE5fvKiXpd/wCR0vHRWyPpTVfGPh7RQwvtWtUdesaP5j/98rk1wmsfG6wh3JpGmTXDdBLcN5a/XaMk/mK8PzRXrYbhrCU9al5v7l9y/wAznnjKkttDtNX+KHirVdy/b/scR/gtF8v/AMe+9+tcjPcS3MrSTSvI7dWdiSfxNQ0V7lHD0qKtTio+iOaU5S1k7iUUUVqSa+ga5eeH9Xg1CykKyIfmXPDr3VvUGvrTw9ewXulR3cB/d3CpMv8AusoIr42FfTfwz1ASeBNKcNkLEYm9irEf4V87n0IU+SvbW7Tfk1p+J24RuScPmd1LJVSR6V5AwyDkVWdq+aqVLnowgNdqgZqczVExrjnM6Yoaa5DxR8QtJ8OF7cN9svxx5ETcIf8Abbt9OTXJeOviU8jS6VoEwWIZWa7Q8t6hD2H+137e/lBYsxJOSepNfSZZkDmlVxWi6Lr8/wDI8/E47lfLT+86jXfHuva9uSW6NvbH/lhb5Vce56t+JrlT1pTSV9XSo06MeSnFJeR5U5ym7ydxKKKK0JCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD0TwV8SZ9ASPT9SV7nTxwjA/vIR6DPVfb8vSvZdH1/SdchEumX8NwMZKK2HX6qeR+VfK/4VJHLJC4eNmVhyCpwRXi4/IqGKk6kXyyfbZ/I7KGNnTXK9UfXAZx6imT3MdtA09zMkUKDLPIwVR+J4r5fi8W+IoU2R63qCr6C5f/ABqlearf6i269vbi5I5BmlZ8fma8qPDE27SqaeS/4J0PMFbSOp6L8S/H8Gsxf2NpLl7JWDTz4wJSOgX/AGQec9zj058vPWkor6fCYWnhaSpU9l+L7nn1asqkuaQlFFFdBmFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAteh/Djx6nhuWTTtRLnTpn3h15ML4wTjuDxn6Zrz3tRWOJw1PE03SqLRl06jpy5on1rY39rqNus9jcxXMTdHhcMP06VMSx9a+TLe6uLSYPbXEsL/AN6Nyp/MVdl8Sa5KmyTWL90/utcuR/Ovl5cLyv7lXTzX/BPRjmC5buOp9I6vr+k6JCZNSv4LcAZCs2XP0Ucn8q8f8afE6fWo5NO0gPbWLZWSQ8SSj04+6vt1Pf0rzyR3kbc7FmPUk5pgr08FkNDCyU5vmku+33GFbGzqLlWiG0UUV7ZxBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/9k=
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210
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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H
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211
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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212
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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213
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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214
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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215
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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216
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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217
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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218
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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219
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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5IlwkYOGlc/dUe5P5DJr4+1O/v8AxTr91qV0xe6u5S7t2XPAHsAMAewoulqyoRcmklds9G+AfhY6n4pl12dP9G01cRkjhpmBAx9Bk/iK+ly30rybwf408G+EPD9notrPcMsS7pp/szASSH7zHvyenHAAFeh6P4l0jX49+m38M5AyyA4ZfqpwR+IqY1ISdos3q4SvSXNODS80zZoooqjmCiiigAooooAKKKKACiiqOparYaRaNdajeQWluvWSZwo/XrQBdry34lePpNKJ0XSnAvGXM846wqegX/aI79h7nihrnx30hLlrTw/aTajKePtEuYol9wD8zY+i/WvKLq6mvrqW6mYyTTOZHYnkknJrlxFZwVo7s+gyPLo4ibq1VeMdl3f/AACKSR5ZGkkYu7HJZjkk+pJ60yiivPPtVFJWKdxpkUjCWFjBMpDKyHGD1B9j9K94+H/xMjvbBNO8R3UUOoQgKt07hUuB0BJPRvUdD1HpXih60VtDEzhpujysXkuGxDbtyy7r/LY+uopY5k3xyK6HkMrAg/iKkJ4r5R07XdU0lw2n6hcW/tFIQv5dK66w+LviW0wtx9mu1xj97HhvzUiuqGLg/iVjwa/DuIjrSkpL7n/ke/il59K8jtPjfFwLzRpF9TDMG/QgfzrZt/jJ4bmA86G/hP8AtQg/+gsa19vTf2jzp5TjIb038tfyPRKK4dfix4RZcm8nX2Ns/wDQU2T4t+FFGVubl/Zbdh/PFP2sP5kZf2fiv+fcvuZ3VLXmVx8adCjGILK+mPYlVVf1Of0rCvPjZeOCLLSIIz2aaUv+gA/nUyxFNdTenk+MqbQt6tI9ozhelZGr+I9J0KEyahfQw8EhCw3t7AdSa8C1T4ieJ9UBSTUWgiOcpbqEGPTI5P51zEssk8hkmkZ3P3mYkk/UmsJYxfZR6mH4bm3etO3kv8zW8b+Ib7xzrImvGaDTbckWtmD90HqzerHvjoOB74UMUduoWJQg9h1p9Lk1yzrTqfEz6LC5fh8Mv3cbPvu/vEqa2uJ7O4Se2leKZDlXQkEH2IqGioOyUVJWZ7x8P/iEuvbNK1YImpKuYpBwtwB147MOuO/UV6MRXyPb3E1pMlxBI0csTB0dTgqw5BzX0B4P+JWg+JrWC3OowRaptxLbyHYSw67c4DA9eCetejhqrmmpbo+HzvAQw01OnopdOz8vI7uiiiuk8IKKKKACoZJUhjaSRwiKCWZjgADqST0FQajf2ml2E99ezpBbQqXkkc4Cgf56d6+XfiT8VL7xjdSWNk0lroqNhYQcNPj+KT+i9B3yaAPQ/HHx4stPaWw8Lol7cjIN5JnykP8Asjqx9+B9a8H1rxDq3iS9a71a/mu5ieDI3C+yr0A9gKyulWLa3e7lEadSetNtJXZpTpubUYq7Zs6BbbInuG6n5V+netemxRCCNYVGFUAU6vHqz55uR+j4HDLD4eNNbrf16i0lFFZnWFFFFABRRRQAUUUUDCiiigQUUUUAFFFFAxaSiigQp68HNNkcRoWkYKoGck8VVu9Vgs+AfMl/ujt9TXO3l/cXj5lbC9lHQV0UsNKer0R4+Pzmjh04xfNLstl6sualqzXAMMPyxd/VqySSCCCcjpSnoaTqea9KEIwjaJ8XicTVxNRzqO7/AC8kei+DvjJ4i8LtHb3Up1TTVwDDcOd6j/Zfkj6HI9q+i/CXjrQvGlj5+lXOZlUGa2kwssX1Hce4yK+Lav6Zqd7ot/FfafdS21zE2UljOCP8R7Hg1VjmsfddFeZ/C/4oW/jSzXT78pb63CmXReFnUdWQdj6r26jjp6ZSEfNPx18byaprreGbOU/YbFgbja3Ek3XB9lBx9c+leN1a1C6mvNSurq5JM80zySZ67mJJ/UmqtUUPzu+tdVpVtHDZxsgO+QAknv7fSuVxhfeup0efzrFFB+aP5SP5VyYq/s9D3uH+T6y1Ja20/wCAXaKKWvNPtxKKKKAFrQTRdUksUvI7C5ktZM7ZUjLKcHB5HuKz8ZzX0T8LY1/4V7puVGcyn/yK4/pW1CkqkmmzzM0x0sFSjUjG93b8H/kfO7DaxUjDDgg9RSV9X3miaTqS4vdOtLgf9NYVb+Yrnrr4YeFLkk/2Z5LHvDKy/pnH6Vq8HL7LPMpcS0n/ABINeln/AJHzhS/jXu0/wX8PyEmG7v4vbzFYD81z+tZ0vwQs8/u9anX/AHoVP9RUfVanY645/g3u2vk/0ueM/jR+NexH4Hx5411/xth/8VSj4Hxfxa7IfpbD/wCKpfVanY0/t7Bfzfg/8jxyivbIPglpin9/qd2/rtVV/wAa17T4ReFrYDzYrq5x/wA9ZyP/AEHFV9VqGM+IcItm36L/ADsfPuM9P1rS0/QNX1dgLDTrmcHo0cZ2/wDfR4/WvpCw8IeHdMw1po1mjjo5iDMPxOTW2qqi4AAA7AYFaRwf8zOGrxKtqUPvf6L/ADPC9H+DusXZV9TuIbGI9VX95J+Q+UfnXoFh8L/DFlZS20lmbppo2jea4bcwBGDt7KeeCBn3rswBtHSnkcV0woQhqkeJic1xWJVpysuy0X+f3nxL4u8NXPhPxLe6Pc7i1u/ySEYEkZ5Vh9Rj8cjtWBX0T+0P4aWfTLDxJCg823f7NOwHVGyVJ+jZH/Aq+dq3OAKKm8iXyPP8t/J3bPM2nbuxnbnpnHOKhoAKKKKALWnahdaVqEF/ZStDdQOJI5FOCpFfZXgfxTD4w8JWWrqIllddk8efuSrww+meR7EV8V11Xhvxb4g0HTntdJMnkPKZG25xuIAP6AUmJndfFH4TanY63d6zodlJd6fcuZnhhUs8DMcsNo5K5yQR0zjHFePyRvDIY5UZHBwyMCCD7g197VXltLa4IM1tFIR0LoD/ADFFwufDdhpWoapL5VhY3V2/TbbxM5/8dBr03wj8GPFt3OtxfJFpVsfvfaDudh7IvT8SK+mkRI0CooUDsBgU89etJpNWZdOrKnJTg7NbM+Y/Evg7VvC7gX0Qa3Ztsc8ZyrHkgeoOAeDXPbT96vRfi9r32/X00qJ/3FiMuAeDIRz+QwPxNec/Nt9q8iqoxm1HY/Rcvq1auGjOsveavp+AlFFFZncHevpT4cQ+V4C0lcYzEz/99OW/rXzZivqjwtbGz8KaRbsMNHaRKw99oz+tdeD+JvyPmeJZfuYR7u/3L/gmxRRRXoHxwUUUUAFFFFABRRRQAUUUUAFFFFAHP+NdHXX/AAXrGmFdzTWr7B/tgbl/8eAr4l+vWvvoda+GvEdkNO8T6tZKMJbXk0Kj2V2A/lTQ0en/AAEa01G/1vw/qMMV1aXVssxgmQMpKttJwe+GHPauj8V/s92s8kl14XvPszcn7JdEsn0V/vD8c/WuA+Bt2bb4pWMecC4hmiPv8pb/ANlr6yoYM+L9b+HfizQHYX2iXPlqT+9hQyoR67lzgfXFcuQVJUjBHBB4Ir74qtJZ2sx3S20Ln1aME/qKLhc+KNB8La34mulg0jTbi53HBdUIRfdmPyj8TX1H4E+HOm+F/C8Njewpd3rsZbiTbkbyAMD2AAHv1713aqqKFUBQOwGBTqLhcKKKKQgoPSiigD53+IHg6/0HVZ9SzJdWFzKXE55KMTna3p7Hoa4cdeelfRHxcga4+F+thM7o40lBHUbXVs/pXy3aa4wxHdAsBxvHX8RXDWwrvzQPrsszyHIqVfRrZ9H69jbpQCan0+0udWtXutPtLi5hjYLI8MTMEJGcHA44oNheB9v2S4z6eU2f5VyOEo6NH0cMRSmrxkmvJi6fbNeahbWgzmeVYh/wIgf1r6zhQRxIg6KAB+Ar58+Hfhy/uPGNlNdWFxFbQbpi8kRVSQOBkjGckV9CnpXdhINRbfU+Q4ixEZ1YQi78qb+8fRRRXWfOhRRRQAUUUUAFFFFABRRRQAUUUUAA618V/ERQvxF8RBen2+Y/mxNfag618Q+Mblbzxtrtyp3LLqE7Kf8AZ8xsfpimho3/AINZ/wCFsaF/vy/+iZK+v6+TPgbaG4+KenSAZEEU0p9vkK/+zV9Z0MGFFFFIQUUUUAFFFFABRRRQBk+I9OGreGtU04gkXVpLFx6lSBXw86MjFHUhgcEHqCOtfe5r4z+JehHw98QNWslXETTGeH3R/mH5ZI/Cmho9B/Zy1ZYtb1jSWI/0mBJ0BPdGIIH4Pn8K+ito9K+Lvh94hHhfxzpeqO22BJRHOf8Apm3yt+QOfwr7PV1ZQysCCMgjoR60MHcdgelLRRSEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZuvammi6Bf6m5GLW3ebnuVBIH4nA/Gvhp2aR2diSzEsSe5PNfT3x68QrpngldKjcCfU5QhAIz5SkMx/PaK+XqaGj2v8AZz0zzfEWq6mVOLe1EIbtl2yf0UV9H15d8CNCOlfD5LyRcS6jM0/PXYPlX+RP416jSYmFFFFABRRRQAUUUUAFFFFACGvFfjz4On1S203W9PhL3MTi0nCjkox+Qn2DEj/gY9K9qzzXE+PtRZLa3sEYgSkySAd1HAH5/wAq58TXVClKo+n59DowtF160aa6/l1PHtE8G6ZpkCmeGO6uSPmeQbgD6AHjH867Ww17UtOkVoLqQoMDy3YlSB2wen4Vm0V8hPGVpz9o5O/qfYRwlGMOTlVvQ9h0fVItX02K6iG3PDLnJVh1H+e1Pu9Z02yfZdXkMb/3WYZ/KvLtO1y60uyure2bZ5xBDZ5TAIOPc8c+1ZpYs7MzFmY5LE5JPua9eWcWpxSjeVtex48cl5qknKVo307ntNpf2t9GXtbiOZR1KMDj61ZXpXi+n6hcaZeJdWzkOp5GeGHcH1FepvrdjFo8WozSiOGVQVHckjoB3Nd2DzCNeLctGt+1u5wY3Lp4eUVD3lLbvfsa9JXFP8Q7dXxHYTMn95nAP5c/zre0nX7PWYybZyJFHzRuMMPfHce4rop4yjUlywkmzmq4OtSjzTi0jYoopjuqIXZgqgZJJwAPWuo5x2eKM5Fcje+PrG3kMdrBJcgHBcMFB+meT+VWdL8Z6fqMghk320x4AkIwx9Af8cVyLG0HPkU1f+uux1SwVeMOdwdv66HR5AXJxWZJ4h0iCUxSahbhxwRvHH1rmfG2tSRSJplu5QMu6Ug4OD0H9T+FcN06VwYvNvY1HCEb23uehgspVamqlSVr7JHt8M8U8QlhdXQjhlOQfxrh/FHiqeK5ew06TywhxLMOue4HpjufWuc0fW7rRp98DFoW+/ET8p/wPvWdI7SyvI7FmZixJ7kmuTE5q6tFRp+7J7/8BnXhcpVKs5VPeitv+CvIr6law6wANSjW7wCAZvmKg9cE8j8K4K9+G8914j0+z0veba+nWI5+YwZ5Yk9wFBOfbFehVYs7yWxvobqFiHjYNnPbuPxGRXLg8dUo1Fdtx6o7cZgqdam0klLoz2OxsodO0+2sbZNkFvEsUa+iqAAPyFWqhhmWeGOVDlXUMp9QRkVNX1yd9UfGtW0YUUUUwCiiigAooooAKKKKACvL/HUhfxDjskKgfjk/1r1CvM/HsBj1uOXHyyQjn3BP9MV5WbpvDad0eplDSxWvZnLUUUV8mfWhRRRQAVI80skUcbuSkYIRT0AJJOPxNR0U1JrRCcU9WFXdKvpNO1O3uUYjYwDAdweCPyqlT4kMk8cajLMwAHqSaunKUZpx3RFWMZU3GWzPb1HcVyPjy+eDTobVCV89juI7qMZH4kiutXgADsMVxPxDiby7CYD5QXUn3IBH8jX12PbWFk47/wDDXPj8vjGWKipbf1Y4Siiivjj7QkmmluJfMlkLvgAseSQBgfoKjooobbd2JJJWQUUUUhhQaKD0poGeweHJDJ4esXPXyVH5cVqe9Z+iQG20W0hbgrCu4Hse9aFfd0U1SinvZfkfBVmnVk1td/mLRRRWpmFFFFABRRRQAUUUUAJ3rl/Gulte6QLiJSZbYlsDqVPUfyP4V1NNYBgQQCDwQe9ZV6Ua1OUJbM1o1ZUqkakd0eGUV0fifw4+lztdWy7rSTkhf+WZPY+3oa5yviq9GdGbhJWaPtaFeFeClB6MKKKKwNwooooAK3fCVnFd6/EZpI1SEeZtZgCT0AAPXnn8K5m/vrbTLSS7upBHEg69yewA7k+leOa/rU+s6s925ZV+7EmfuL2H17n3r18rwcq1RTkvdX4s8rNMXGlSdOL96X5dz7dxgd+lYviu0S90GaN3RHT95GXYAZHbJ9RkfjXxWt5dJwtxMo9BIR/Wo3mkfO+R2z13MTX1FSlGpFwezVj5enOVOSnHdO59BA5wR0PNJ0rifBPihbqBNKvXxOgxC7H747KT6jt6iu29q+KxOHnh6jhL/h13PtMNiIV4KUf+GCiiiuU6QooooAK1NA0xtW1iG3wfLB3yHsFHX8+n41Qtrae7uEggjLyucKo7/wD1vevU/DmgpotntYhriTBlcevYD2Fell2DlXqpte6t/wDI83McZGhTaT957f5m6BgYooor68+QCiiigAooooAKKKKACiiigAooooAY6JIhVgCpGCOoIrj9U8CwXLtNp8gt3PJjIyhP8xRRWNbDU68f3iua0cTUoT/duxyd54a1exz5lnI6j+KL5wfy5/Ssx4njYiSN0I7MpH86KK+TxuHhRl7h9Xl+KniF79iSG0uZiBDbTSZ7IhP8hW7p3gzU7tg1wot4u5blj9AP60UV04DB06rvM5cfjatK8YF7W/hD4c1+KIXUl8ksa4DxT4yfUggjP0Arjbv9m6yYk2fiG4T0Wa3Vv1BH8qKK+njBU4qMdEfNe0lUblJ3ZmN+zbqAPyeI7Uj3tmz/AOhVPb/s2zFh9p8SoF7+VanP6tRRVAdBpv7PPhu1YPe6lqN2wwQFKxD9AT+tdRfeAIRAg0uVo2RQuyViwbA6knnP50UVjWoU68P3iua0cRUoTvTdjlLzQtTsWInspcD+JBuH5iqBR1baUYN6Ec0UV8fjKMaU+WGx9bgcRKtDmmlcsW+nXl0wENpPJnuIzj8+lb+neBtRuWDXTJax9xnc35DgfnRRXfl2CpVdZ6nn4/H1qTcYaefU7XSdDs9HjK28fzsPmkblm+p/pWvRRX0sacacVGCsj511JVG5Td2FFFFUIKKKKACiiigD/9k=
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220
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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221
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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222
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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223
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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224
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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225
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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226
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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227
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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228
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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229
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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230
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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231
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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232
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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233
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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234
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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235
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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236
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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237
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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238
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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239
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From the perspective of the camera, which orientation is the penguin in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAErAOwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKrXF5bWSb7q4igQ8BpXCj8yaALNFVYL60vFJtbmGcDqYpA38jUGralbaRptxqN2223t0Lu3fA7D1JOAB6mgCzc3MFpbvPcyxwxIMtJI4VVHqSeBXEan8W/DljkWwvL/AB/HbxYj/BmKg/hmuB8Ra1e6/cC61M8A7oLAnMVuvYsOjSepPA6Cud0PRZfGvjBNLeZo9Pt1829mBxtQfw56Ak8D8T2oA9q8I/ECHxhO6Wmi6lDCuQbp1UwgjtuDdfYZrta5m18R+ENIgi0231jSbaOFQiQrcoAgHbrW/bzw3MKzW8yTRMMq8bBlI9iOKAJ6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiijNAAa4bxd8O7TxNfNqAvbiK/CBY/MIlhUDt5bdAe5Ug1J4n+JGjeG5ZLVWN/qC8G3gI+Q/wC23RfpyfavLtY+I3ifWmZRdjT7c/8ALKz+Vse7n5j+GKAM/UoW8O6nJZapawWV9D8weJvK3L2dGXBIP5g8Gi88d6hf6bFpU9/Je2AnSRjJGzTKFJIXcBhlJx15461jmLzJTJJmSU9XkJZj/wACOTUwjoAJ9ZWVmYxXJLEknyjXMSPIguMvcKtw4Lw5ZVbBON3Y4z39a6cx01o+KAPSPh/8L/Cy2MV5ez2OtXzAM6I6vDF/shQeSPVvyr1m1tbazgW3tbeK3hX7scSBVH0A4r5X8hYpRLFuilXkSRMUYf8AAlwa6zRPiZ4l0Qqk066nbDjy7v74H+zIOf8AvoGgD6ForjvDPxD0XxMRbxSG2vyMm0uMBj67T0YfTn2rsAQaAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiig9KAIZJEijZ3YKigksTgADqSa8S8bfFC41OWXTPD87Q2Iysl4pw83qEP8K/7XU9sCnfFfxs95eSeGdOlK28JxeyIf9Y3Xys/3R/F6njsa4HQ9E1PxHqIsNKt/NlxudmOEiX+8x7D9T2oArxqiDGQB161biAboQfoa9MsPgpaeWF1LXJ3uCMstqioFPtuDMfxxWT4j+EmoaRbNe6LdvqEcYJaB0CzYHUqV4b6YB9KAOTRKkEftUNhcC4j5xuHX3960FTigCsY6YycVdKcVE6UAUHSq0i468VZvJ0t055Y/dUc5rs/D3wi1DV7dLvXLySwVwGW2iQGUA9NxPCn2wSO9AHm8igkEMQyncrK2CpHQgjkH3r1DwD8V5ILiLRvFM25HIS31F+Dnssv9G/P1q1qHwSs/LI0zXJ47jGVS6VWVj77QGH615V4h0DUNCv5NM1e2MU2MowO5ZF/vK3cfqO9AH1srBlBHelrxX4PePZJpV8K6vMWlRT9hmc5LKBzET3IHI9sjtXtIORQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXO+NdfHhrwpfampHnIm2FT/FIx2qPzOfwroq8a+OmqlV0jR0Jw7NdSD2X5V/VmP4UAeRQQ3N5dRwRBp7u4kCqCctI7N3+pOT+Neq2OkawZm8EeFpjY21rhtd1tR87zMoJjjPqAccdB6d8v4N6It/4om1SZAYtNj+TI4818gfkoY/iK90ghgtw4hiWMO7SNtGNzHqT6k+tAGH4d8D6F4YVXsrQyXePmvLhjJM57ksen0GBXTE5FRFwBk8D1NLv6e9AHh3xH0BPD3i2LUrZAlnqRZmVRwsw+8B/vAhvrurJQdK9T+KWnDUfAt3KFzJYst0h7jacN/wCOlq8ltJd9tG+eq0AWCBioJSFVmJ4AyalL1n6nLttG5xuOPwoA6X4XaAuv+J5tXuow1ppxUxqw4Mrcr/3yvzfUiveAfSuJ+GGmjTPAdgzDEt3uu5PXLn5fyUKK7DdQBgeIfBWh+KIydQswLjHyXULGOZD2IYc/gcivNNW8P6xBMng/xHdNqNhdMRoesyDMlvOASscp9GA289e3t7UHDAkcgelQXEEF0irPEkiq6uoYZAKnII9weRQB8hzm90nUkuIw1vf2M/Q8FJFbp+BGPpX1p4a1qLxF4dsNWhwFuoVcr/dbow/AgivDPjLoS2HipNRiQLDqcRZsDgTLgN+JG0/nXWfATV2ufDeoaTI+WsrgOgPZJBnH/fQb86APXqKKKACiiigAooooAKKKKACiiigAooooAKKKKAA9K+a/ixf/AG74i3sYbctrFFbr7EDc36tX0mTgZPSvkTxFqP8AaXiHVtQByJ7qaRT/ALO4hf0AoA9w+Elitl4HimIxLfzPOR0JUHav6L+tYHxF+JGpeBrn+ytPvLe9upY948+H57VT0yQcOTzgEZ7nNdnpWkWh8JaXpl1CskcNtEuMlSrbRkhgQQck8g1hX3wq8J6hqK301tctOHVmZrpmD7cYDbicjjH0oA8z0nwJ49+IKjVtU1ea3tpvmSS7kfLD1WNeg9OldjpXhPx94BkW60zV112wTm4052ZWde+wMSA2OmCPoa9TEgUAABVHAA4AFHne9AETz2+v+HZDHkwXtqygMuCAykYI7EE4I9RXz5pMjCwRG+8vyn6jg19ELIqkYAUZyccfU14VY+HtTu9QvorSzkeNbuUK/RSu9sEE9RWdSrCmuacrIuNOUnZIiMgIrL1dmkhWJOrnaPqeB/Ou7X4c62Y9zSWyN/dLk/0rHu/BWs2up2Mlxbq9tHcRtK0bbtqhlLHHXoK5o5hh27c336F+wm9lc9tjaDSNIjWRgkFpbqrH+6qqB/SvLdY8PeO/iJI1xNqY8P6Mxzb2WW81l7NIFxyRzgnjPSvTI7u3vYTJFIksTHqDkfjUnne9diaaujJprRnz9q/w48deCkbVdG1ia8jhG92s5XWRQOpKE/MPXGa6n4d/FDVfF+oRaFqd9b2d1sJWeKHMlzjqoydqtjnIBzzjFesGWuIj+F3hNNZk1UWlwLl5WlAW4ZFRicnaFxgcnvTEL8X9PS68EeeBmWwnSUZOW2k7W9/4h+VcH8D9Q+x/EG4siflvbRgB6spDD9N1en6zodjH4Q1iwtLcL59rICWZmZmCkjLMSTyB3rwjwNqI0z4g6BeltqNcLGzf7Lgqf/QhQB9b0UgORS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAch8SNebQPA+oXET7bmVRbwHuGfjI+gyfwr5jt4GmljgjRmLOq4UEnGQP5V738UdKvfFGs6B4ds8qrNLdTuRwigBQT/301dZ4a8G6N4XtEjsrVGmwN1w6gux9c9voKAKMd2WUCG2upVUAApAxGB74pXvhEMzRXMQ9ZIGUfnjFdjikNAHIx3kcy745FceqkGnPdJGjPI6qqjJZjgD8areMY/IWGeGFIVyTLdxp8ydMA47Hnkgiua3xTMHluPtBHIMjhgPoOn6V5WOzOGGlycrcvw+878NgpVo810ka73DatLtLMtiOi/dMx9T32+g71sWzJCgSNVVQMAKMYrmV1KGI4aaMfVhVuHVreXiO4jY+isDXytXE1q9Rzqf8Mek8IoxUY7HTfaOOtVpZsg81m/bQRw1VbnU4oV3SzKg9WYCs3UlJWRMcM7jrhDbzfabNhHMPvL0WQejD+vUVoWmpxXkW6Nirrw8bfeU+hH9a5ptasZGIW8gJPbzF/wAajeW2lYOJUDD7rq4DD6EGu/A5lWwr5Zxbj+XoVWwEasb3s+510l3HEu+SRUX1dgBTEvll/wBRFcTD1igZh+eMVieHp5jrcawBb7cw81pVDmJfUN/D7DvXpOeOoFfV4XExxMOeKaXmeJiKEqE+VtHHz3JELrNbXcaspUl4GAwRjrivmG9gltjsIeKSJ8DIKsuDwf0Br7SrnPE3g7R/FNm8OoWieYQds6KA6n1B7/Q10mIeCNdHiTwdpmqMQZZYQJvaReG/UE/jXR1578MtFvfC0Or+H7xw8cF0J7Zx/HG69cfVTn3NehUAFFFFABRRRQAUUUUAFFFFABRRRQAUHgUUh7fWgDIsMXWq3t4Rna/2eM+ir9782J/IVsVjeHz/AMS8serSOx+pZq1t1AD80hNM3UbqAK2oWyXtjPbN92VChP1HWvIfFWkPqfha6ijQJexAnKjB3qcMMj1wa9mJyK4rXbX7DrJcD9zeDcPQSAcj8Rg/ga8POaclCNeO8Xf5HoYCrabpvqfKpll3EM7kjg5Y1NBdTwMGimdGHIKsQa73xn4BuU1cXeloDbXL/MpOBEx659jWpo/whEsQa6uWeQjJCfKo/rXVRr0q9NShrfp2PSipRbbdl3MzQ/iBJBo9wl+/mXEK5hJPL9sGuM1LWL3Vbhprqd3JOcbuB7AV6Le/CiOC/gSOeYRM21l4JPHY9quXfwr04WxVDJHJjht+efoeKmlhqNOUpxjZv8DduUopcy/zPHCxHOTXqvwt0JjBPqt0pKv+7hD8gjuQD+VYek/De+u9aeK4kUWET/PMv8Y9F9/5V67b2KJHa6XZKI9+IkC/wqPvH8Bn8cV52aYuE0sNRd5S0duhjrG8paWOo8I2qpZz3m0L9ok+TAx8i8D8zk/jXSd6gt4Y7aCOCJdscahVHoAMCpt1e9h6Ko0o010R4FWbnNyfUfmjNM3Um6tzMyNSIt9Ss70cbXET+6sdvP0baa3KwfELf6BIe6oGH1DAit6gAooooAKKKKACiiigAooooAKKKKACg0UUAYNg32PUbyxbgBzLH7qxyPyO4fhWrv8Aes/WrKWQR3lqubm3yQo6yIfvL9eMj3HvTbLUEvIFdGySM+lAGlv96N4qt5nvR5lAFnfWdrFgup6e8JO2QfNE/wDdYdD/AI+1WN/vSeZ71E4RnFxkrpji3FprocTAxm3wzoFmRiksR5ww6j3Hce1WIbKexzLp0mMcm3ckofYd1P049q0Nd0t5pBqFko+1Rrh0HHnKO3+8O35VT03UoZ0BU4I4ZW4IPcY9a+KxGGq5dX5oNqL2f6M9uNX21O6+aC21CCRnmnKxNCDvWXAKH3/x71AbeTWGMrhorL+FDw0vu3ovt371rSW9nPIs01tFJIv3WZQSKjvL6GBCSQMDgCtsTms6lLkWne3UUXJy91alC5EVtEcbY0QduAAK0vDFixDapcKVkmXbCp6pH1z9W6/TFZOnWb67dC5mUjT42yFP/LZh2/3R39eldiHx0rsyXLHF/WKq1ey/Uxxte0fZRevX/Is76N1VvM96PMr6Y8os7qN9VvMqtd3ohQgMAxHUnoPU0AQai/2y6gs1OfOlVT/uqdzH8hj8a6SsDQbZpmbU5FIDrst1bqEzkt/wI8/QCt+gAooooAKKKKACiiigAooooAKKKKAEzimPIiIWdlVR1JOAPxrn/G2uXXh3wreajZwCW4jChSylljBIBdgOSq5ya8OnvZNZk+06peS6nIxyDPMTGP8AdRSFA/CgD32fxPoFsSs+tadGe4e6QH8s1zOp674fiuGvtN13TW3HdNAt0gLH+8vP3vUd/rXl0TW8QxFY2aD/AGYFp5uVIwba1YehgX/CgD1qw8SadfKvlX9tIWGQUlUg/rWoJcjPb1rwiVLGU5l0yzY+qx7T+YpsUy2jbrK51CyYdPIum2j/AICTigD3nzfejza8ZtvG3iGwxi/hv4x/Bdw7WP8AwJcV0Gn/ABPsZCE1Szmsm7yJ+9j/ADHzD8RQB6N5tY+p6NDfSm4hc290ergZV/8AeHf6jmls9UtdQt1uLO5iuIm6PE4Yfp0p0++TDRSNHIvQgZB9iO9Z1aUK0XGoro0pVZU5Xi7Mx2sddjOwLHIP7yzAD9RmrFr4eeZxJqcyuP8AnjGTtP8AvN1I9hgVObvUU4MEL/7QJGfwpVlv5+JGSFe+wEt+Z6VwUspwtOfMo39Trnj6so8qsvRG2rqihFAVVGAqjAA9KDLVBHVFCLnA4rF1Xxlo2js0dxdiS4H/ACwgHmP+IHT8cV6ZwN31Op82jzfevLbr4iandMV06wt7RO0t2+9v++V4/U1lT6tqd+CL7X751PWO1Cwr9OOf1oA9bu9Uit1ILoG9WYAD86xrfVtGv7om91iwis42+fzLlFMrD+EDP3R3Pfp615iLPSt257Brhv71xMzn9ak3WUY/d6XZr/2zBoA9xTxj4YJCpr+l+mBdIP61o2uq6dfAfZL+1uM/88Zlb+Rr52luImGDZWmPTyRWdOtqzbhZQI46NGCjD6EGgD6myM470teC/D/xjrNt4osNGNxPf2V02xoZmMjQrjO9WPIUdweMe9e8g5FAC0UUUAFFFFABRRRQAUUUUARuiupVgCpGCCMgj3FcNq3wi8JarK0yWkthK3JaylMYJ9dvK/pXe0UAeP3HwLtVRzY+I9RimH3TKquo+oGDXD6/4c8WeDcyalai908H/j7t8soH+13X8Rj3r6YpjKrqVYAqRggjIIoA+W7XVba9X924DddrdalZ69G8cfB211DzNS8MhLK/5ZrUHbFMf9n+436H2614zJqF9p1zJZX9uyXELFJI5BhlYdjQBsu1V3cZ61nW2pSXsr4QLGo4xySc11ngrw0/ijX47Vty2sY8y4YdlHb6k8UAaHgfwZrOsXYv7K5k023VsNdLwX9VC9G/HivZ4fDNmqj7TJPdv3MjlQfoFwBWta20NpbR29vGsUMahURRgKB2qcCgDK/4R3SB/wAuEP5H/Gmt4c0lhgWSIfVGZT+YNa9JigDhfFPgm+1HTmi0nWLm3IyTE78SD+7vA3AfjXik9jPpF3JZXUBt542wyEYOfX3+tfUZFcV8RPCKeIdIe6t4wNQtlLRsBy6jkqf6UAeKo/AqdX96xRK6HCsQR2NUJNduVLR7FWRTgn+tAHUS3kduheRwo9zWUdYub+7Sz0q0luLiQ4REUszfRRVnwf4H1nx7elwzQafG2Jrt1yAe6qP4m/Qd/Svofwv4M0bwjaeRpdttkYDzLh/mllPqzf0GB7UAeU6F8H/EOqos+v6p/Zsbc/Z4AHl/E/dH6101r8DtCjfN1qmrXI/uGVUB+pVc/rXqdFAGFoXhPRPDMRXSNPit2YfPJyzv9WbLH6ZrcAwKWigAooooAKKKKACiiigAooooAKKKKACiiigAryT43eGNPuvDD+ICVt9StWWNZAP9crMF2N6kZyD2we1et14R8bvEH2/WLLw1A2Y7bFxdYPG9hhVP0XJ/4EKAPMNOgENsD/e/l2r6E+E2kLYeFBfMuJr5y5OOdo4UfzNeM+HdCufEOsQadaggsfmfHCKOpP0FfTWm2MOmabb2NuCIYEEaZ64HegC4BS4pBThQAmKQinUh60ANIppp5phoA+b/AB/pC6N4xvoI1xDKwmjA6BW5x+ea5jSNEg1rxnpVhcXBggvJlikdeuOTgehOMA+9e3fFbwpJqlgmsWiFri1UiVVGS0fXI9x/KvCbl5IVjuYXKTQuskbDqrAgg/mBQB9a6bp1ppVhBY2UCQW0KhI40GAoH9ffvV+sHwn4gh8T+GrDVYsAzxjzFH8Eg4ZfwIP6VvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSHgZoAzNe1e30DRLzVbo4htYjIR3YjoB7k4H418rpLe63qs99ODLfX85cqoySzHhR+gH0r0/44eIzPPZeF7d/l4urzB7fwKf1b8BV34U+DRBEviC/jxIwxaRsPur/f8Ar2FAHXeA/CMfhbSAJArahOA07jt6KPYfzrrxUY6U8GgBwpwpoozQA6kNGaTNAAaYTTieaaTQAxwCCCAQeCD3rwP4l+C/7Evnv7KM/wBnXRPygcQuf4foeor3smqGp6fbarp89jdxh4JlKsvp7j3FAHi3wN8TGy1i58OXL4iu8zW+TwsoHzAf7yjP1WvoGvkrxHo2o+BfF48tmWSCVbi0nHAYA5U/0I+tfT/h3WrfxFoFlq1tjy7qIPj+6ejKfcEEfhQBrUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVL+9g06wuL25cJBBG0sjHsqjJ/lVuvMfjLqsy6FZ+HbLLXesTiMqvXylILfmdo/OgDz3whpFz8Q/Gl5rWoKwtpJjPPnsufkjH4AD6A19AxosaKkaqqqAqqowAB0Arn/Cfh+DwzoMFhGFMgG6Zx/E56n6Dp+Fb6tQBODTwahBp4agCUGlBqMGl3UASZppNJmkzQApNMJoLU0mgBGNRsaVmpjGgDkfiB4Tj8V6BJEiqL6AF7d++7uv0Nch8Ddekt7jUPCt5lJEZriBW4KkELIv54bHua9XY15F4805vCPjHTPG9hGREs6/bEUevDH6MpP4igD3SioYJ4riCOeJw0cih1YdCCMg/lU1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAAeleYW9v/wAJD8UdT1qb5rXSFFjaA9DIBudh9CxH4V6NeXC2tlcXDDKwxtIR9AT/AErj/DFmbHQbZG/10oaeZu7O5LMT+JoA6FW6VIGqsrdKlVqALAanhqgDU8NQBMGpd1RBqXfQBLupN1R7qM0APLUwtTS1NLUAKWqMtSFqjLUADN71l6zpsGs6Tc6fcqGinQqc9j2P4HFX2aoHagDP+GF3M/hNdNu2Ju9Jmexkz1IU5U/ipX8q7auH8PqLPxtqKLxHfwLKR28xDtJ/FWH5V3FABRRRQAUUUUAFFFFABRRRQAUUUHpQA3NGawJtXubid47COMohKtNNnaSOoUDrj1pgvdXj5P2SYdwAyH88mvNqZphqcuSUtfQ2VGTVy34mk2eHb3tuQJ/30wX+tZdo4NvHjoBiqvibVZrrw9cQfYLiOctGyhQHU4dSeR7A9RVfT9QtjEymeNSpz8zgcH611UsXQqK8ZJ/Ml0preJuK3vUwascarbE4jMkuOpijZh+fSpodVtpJBGXaOQ8BZVKk/TNCxVBy5VNX9UHsppX5Waob3p4eqwanhq6DMshxRuqAPxSh/egCbdQWqHf70FqAJCwppeoi9IXoAeWqJm96aWqvPcxwRl5XVFHGWOKTairsaTbsiZnqB2qmdUiblY7hl/vCFsU0ajbPn9+qkdVb5SPwNYRxVCT5YzTfqi3SmldxY2ym2eLLJv7ztGfoUP8AUCu4z7V5jb3q/wBvWM4DyRpOXcxoWIG1gOnuRXYtrN7N/wAe9gIx2a4fB/75XP8AOs62PoUvimvz/IFRm+hu5o61zxvdaT5ibNwP4QrD9c1oabqSX0T/ALsxzRnbJGxyQe3PcHsanD4+hiHy03r9wSpSirvY1KKQHIzS13GYUUUUAFFFFAAKilz5T467Tj64qUU04xiplsCOW0hgNJtsDqoz9e9XC1Zejyf8S4L2VmA+m44q6Xr84qu1RrzPV5dWSM2R2qu8ELtueGMn1Kg04v70wvUcxSi+g8EKMAAD0AxUM8UU6lJUV1PUMKC/vUZep5jSMSC1nezuVtJXLRPnyXY5IP8AdJ7+1aoesW+UzQsqnDghkPow5FW7S6FzaxTDgsuSPQ9x+dfZZLjpVqbpTd5R/FHFi6PK1NdTRD0u6qwel317hwljdRuqvvo30ATFqYXqEvTS9AC3NylvA8shO1R0HUnsB7k1WtLVpHF3dgNM33V6rGPQe/vVed/tGoxw9Y4R5rj1Y8KP5mtASYFfIZ3j5Sq+xi9I7+bPRw9G0FLqy0GHb+VMe3hl/wBZDGx/2lBqMSU4SV4Klc35WtieNI4xhEVR7DFSB6rB6Xf71SkQ4X3LKtwKg0tt3iK6C9Ps67vruOP60B8AVD4akEms6mxPO2MDPp81enlOuLj8/wAjOcbU5P8Arc6lelLSL0pa+4POCiiigAooooAZ0FZus3p0/SZ7gcuF2oPVjwP1NaRrnPGJI0qFv4VuULfTnH64rmxU3CjKa3SZrQipVIxfVmfp8X2ayjiJy23J+tWC9V451eJWBBGKQvzX5xKTue1yNydyYvTC/vUJkqMyUrlxgTl6jMmO9QmT3qIye9FzWNMmeT5Kj0yXYZ4P7r7l+jc/zzUDSdaitpNupNg8SRfqD/8AXr18kquGKiu90Y4ylejLy1NwSe9O31TD+9OElfdHzxa30b6q+ZSGSgCwZPemmSoDJ71BPP5cMj5+6hb8hUzdotjgruwllJ5jTz5/1khx9BwP5Ve8zjrWTYtts4gTztBqyJfevzTEVHOrKb6tn0io2SXY0BJThJ71QEtPEtZpidIvCSnCT3qkJacJfeqTIdIuCTIxVHS5/sXikK3+rul8r6MOR/UfjT/N21m3UnmavZrHy/2iMDHqGGa7cDVlTxEJR7/mQ6V4Si9mmelKMClpq9D9adX6EeCFFFFABRRRQAwiqeoWEeo2UltMPkcYyOoPYj3FXqTiocVJNPZgm07rc8vuFvdCuzbXK5BPyt2ceo/w7Vaivo5h8pAPpXc3lja38JguollRuzdj6g9j9K4vU/Bl3akzabJ5yDnymOHH0PQ/pXymOyOUW50tV26nu4fHUqqUavuy79GNaTNRNLisf7bPbSGG5jdXHUMMEfgatJdJKMqw+nevn50ZwdpI9KNPS61RbaSo2kqEt70wnNZWNowRIZOKqT3LQXcDrgn5hg+mKlY8Vm3XmT3OIY3kEKkuUUttB4ycdq9PKoN4qFujMcXFKhNvszai1WNsB9yn8xVpLqJ/uup/GuUE4YZDA/SlEtfoB8gdb5ooMlcoLhh0Yj8aDcOersfxoA6Z7hFHzOo+prPv9SiNrKiEszKVBHQZrGMvvUMso2kE8np71lWu6crdmaUre0jfujpLeT9xHjptFTebisywnDxbSeV/UVa3Zr82qxam0z7FwLYlpwl96phqPMxWaiJ00y8JR2NPM4UZJxWPNqEUIIBBPoKdZWGr66wFtAwhJ5kbhB+Pf8K66OFq1ZcsFcynGEFzTdl5k93rKRApEcn1zW54T0Od7ldVvkK4H7iNhg5P8RHbjp+dX9E8HWmmuJ7nF1cDkFh8qn2H9TXUhQBX0+XZSqMlUq7rZHjYzHwlF0qK0e77jh0paQDFLX0B5IUUUUAFFFFABRRRQAYpMUtFAFC90yz1GEx3Vukg7FhyPoeorlb7wDEzF9Pu3hPULJ8y/n1/nXb9qae9c1XC0qv8SKZvSxNal/DlY8tn8NeIrPIWBbhR3jYH9Dg1Ta31lDtbTLnP/XI168KWvOnkmGk7q6O6GdVUveimeRRaJ4g1BgqWEkSnq0g2D8zzXd+FvDY0K2kaWQSXM2N7qOAB0A9q6AjinL92urDZdSw7547mOJzCtiI8rso9kY+o+FtI1Ni09miyH/lpF8jfmOv41z1z8N4mJNpqUqeizIG/UYNd5RXoHAeZv8ONUB+S/s2H+0rL/jQnw41Rj+81C0Uf7Ks3+FemUUAcJa/Da3BU3eozSDusSBB+Zya6LTvDmk6VhrWyQSYwZH+Zj+J/pWzQaGB5nrPgq+t7p59MAmgZiwjDbWTPYZ4IrHNprsQ2vptySOP9ST/KvYvSm968irlGHqyvqrnqUs3rU4qMkpW7nksWmeILkhY9NlXPd12j9TWna+BtWuiDe3MVuvdV+dv04r0fFONFLJsNB3auKeb156RtH0Oa03wZpNjh5Ijcyr/FNyM+w6V0SoqgKAAB0ApT0NCjAr0aVKEFaEUjgqVZ1HzTk2SYooorYzCiiigAooooA//Z
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240
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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241
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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242
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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243
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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244
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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245
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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246
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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C
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247
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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248
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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249
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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250
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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C
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251
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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H
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252
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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253
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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
|
254
|
From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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H
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mq9dHNCk8RjcZB/SsG4ge3lKP+B9RUm6dyKiinIjyNtRSx9AKRQ2rllYtcMHcERD/wAeqza6WAQ9xgn+4P61pAADAGAKdiHLsIAFAAAAHAApaKKZIVbsbNruXuIl+839BVCWYRjA5b0qslxNG+5JXVvVWIoJmm1od6iLGiogAVRgAU6uOg12+hwGkEo9JBn9a1LfxNE2BcQsh/vIdwq1JHBLDVFrubbKGRkYBkYYKkZBHoRXJ618M/COuhjc6LBDMxJM1oPJfJzknbwTk9wa6a3vra7H7iZHPpnn8qsVSZzyj0aPANe/Z+v4A8uharFdKORBdL5bn2DDKk/XFeV614d1bw5di21jT57SU8qJF4YeoI4P4GvtOoLyytdQtXtby2huLeQYeKZA6sPoapSM3SXQ+HaK+jvE3wH0bUTLcaFdPps7ciCT95Bnvj+Jc/jj09PEfEvhDWvCN99n1eyaIH/VzKd0Ug9VYcH6dR3FUmmZOLW5z9FFFMkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAFqWGCW5nSGGNnlkYKqKMliegAqKvRfhJoX9oeIpNUlH7mwXK5HDSNkD8hk/lSbsrl04Oc1FdT1nwJ4RGiaTb6ZCA11KfMupexfv+Cjgf/Xr1azs4rK2WKIcDqe5PqazvD1iLey89h+8l5+i9v8a2qmC6s2xFW79nH4ULRRRVnMFFFFABRRRQAUUUUAJUNzbR3ULRSqGRuoqaigE2ndHB6jYSafcmNvmQ8o/qP8aqV3Gq2C39myYG9fmQ+hriCCpIIwRwQawnGzPbwtf2sNd0JRRRUHSFTW1vJd3CQRj5mPX0HrUNdR4cshHbtdOPnk+77L/9eqiruxz4ir7KDZrWlpHZW6QxjCr37k+pqzRRXQeG227sWiiigAooooAKKKM0AFFFFABRRRQAxlDqVYAgjBB71xOrWBsLsqoPlP8AMh/p+Fdx2rM1u0F1p74GXj+dfw6j8qicbo6MLW9nPyZxdQ3FtHcx7X7dCOoqaisD3Ckml26nJDP9TVtI0jXaihR6AU6igLhRRWnp+mRXUfmPNkDqi9R9aZE5qCuzOSN5XCIpZj0AFR3yT2kgjkjKEjIPr9K6+C3it02xRhR3x1P4026tIbyAxTLlT0PcH1FPlOb61722hwfWirmoafNp821/mjP3HA4P/wBeqdSdsZKSugooopDFBIIIOCO4rStdcvbbCs/nIP4ZOT+fWsyincmUIyVpI6+z120usK7GJz2fofxrU6155V2y1W6sSBG+6P8A55vyP/rVSl3OSphOsDtqhu7S2v7V7W8t4ri3kGHilQOrfUHiqdhrNveYQnypj/Ax6/Q1pVVzjlBxdpI8U8Z/AqGdpL3wrIsLk5axnf5P+AOeR9G49+1eGX+nXmlXstnf20ttcxnDxSqVZfwr7ern/FPgzRfGFl5GqW2ZEBEVzH8ssX+63p7HirUu5jKnfY+NqWu48cfDTWPBUpldftmmMfku4kOB7OOdh59cHsa4erMWrbiUUUUCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAd2r6D+EGk+X4TtiVIkvrhpGJXB252j6jAJ/E18919XfDG0SHRNBjXJC2SyZPqy7v5tUT6I6sNpzS7I9OVQqBVGABgCnUUVZyhRRRQAlcv4o+IHhvwgu3VtRVbgjK20Q3yn/gI6fU4Fee/Fn4utoc0vh7w7Kv9oAbbq7HPkf7K/wC36nt9enzvNPLczyTzyvLNIxZ5JGLMx9STyTTSGke9al+0hCJCul+HpHTPD3VwFJ/4CoOPzqjH+0hfCQGXw7bMncJdMD+q14dW54b8J634svGtdHsGuGUZkfIVIx/tMeB/OnYdj6G8P/HrwtqzrDqKXGlSscbpwHiz/vr0/ECvT7a5gu7eO4tpo5oZBuSSNgysPUEda+P/ABL8MPFXhSz+26jpwazHDT28gkVP97HI+pGKPA3xF1jwNfqbaRp9Odv39i7fI3qV/ut7j8c0rCsfY9FZHh/X7DxLotvqumSiS2mXPP3kburDsQeta9IQlcZr1qLfUmdRhZRvH17/AOfeuzrn/FEWbeCXHKuV/Mf/AFqia0OnCT5aqXc5iikLqvVgKYZ4x3J+grA9snijMsqRr952Cj8a7+CJYYEjUYVVAH4Vw+huJ9Zt0Cngk8+wJrva2prqeVj5e8oi0UUVocAUUVVvr+20ywnvryVYre3jMksjHhVAyTQAX1/aaZZy3l9cR29vEu6SWVgqqPc14d4s/aDETyWvhazWQDj7bdg4PusfX8WP4V538RfiNqHjnVWAZ4NIhb/RrXOM/wC2/qx/ToO5OV4O8F6p421g2OnKirGu+eeTOyJfU46k9gOtOw7E2qfEnxlrDs114ivlU/wQSeSn5JisdfEOto+9dZ1FX67hdPn+dez3f7N7CxJs/Ee+7A4Wa12xsfTIYkfXmvFtZ0e+0DV7nTNSgMN3bvtdDz9CD3BHINMZ0uj/ABa8baM6mPXJrqMdYr398p/E/N+Rr2PwX8d9J1uWOy1+JNLu3IVZg2YHPuTyn48e9fM9FFgsfeqsrqGUgqRkEHgin180fCH4pzaJd2/h7XJ2fSpWCW80h5tWPQE/3D+n0zX0vUkhSEZGDS0UAefXcP2e8nhHRHIH07VBWjryhdYnx32n9BWdXM9GfQUpc0E/IKKKKRoFS29zJayiSM4PcdiPeoqKBNJqzOqs7yO8j3Jww+8p6irFchDNJBKJI2KsO9dHY3yXcfZZB95f6j2q07nBWoOGq2Jri3iuoGhlUMjfp71x+padJp8+1vmjb7j46/8A167aobq1ivLdoZRlT0PcH1FDVyaNZ035HBUVPeWkllctDIOR0PZh61BUHpppq6CiiikMKKKKACtfT9dmtcRz5mh9/vL9D3rIopp2JnCM1aR3tvcw3cQlgkDqfTqPrU1cHa3c1nMJYHKt3HY/UV1Wm6vDfqEOI5wOUJ6+4q1K559bDuGq1RdnghureS3uIo5oZVKyRyKGV1PUEHgivBviL8GZbEz6x4Wiea2JZ5rFeWhGM5T+8vXjqOMZr36irTscsoqR8L0V9FfEz4RW+rwz614cthFqYJkntU4W57kqOgf2HB+vX54dGjdkdSrqcFSMEH0q07nPKLi9SOiiimSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAC19ZfC+5jn0XQ5IydpsFTkY5VQp/VTXybX0b8HNVE3hfTyzkta3D27ZAGFzkfhh/51E+jOrD6qUe6PcaKO1FWcolcZ8TfFx8HeDLq+hIF7MRb2uf+ejA/N/wEAn8K7OvnX9o3VGk13SNKDfLBbNcFf8Aadto/RDQgR4rLK80jySOzu5LMzHJYnkkn1plFFWWFfV/wOtbS3+GNjLbhfNnkle4YdS4cjn6AAV8oV2vgX4l6x4EeSO0WO5sJW3yWsvA3dNykcqcfgfSkxM+ub22t7uxnt7tFe2ljZJVfoVIwc/hXwrcLGlxKsR3Rq7BD6jPH6V7HrHxT8XePtPl0rQtFFjBMNk80chc7T1XzCFCg9+9ZmjfCWNQsmsXpY94LbgfQuf6CpclHc1pUKlT4UJ8EPGUmgeLF0e5kI0/Uzs2k8JN/C3tn7p+o9K+jLvxJp9rlVlMrj+GMZ/XpXmGmaDpWjR7NPsYYOMFguWP1Y8mtGspVOx2wwC3mzo7rxdcyZFvCkQ/vP8AMf8ACsa51G8vOLi4dxnO3OAPwFVaKzcm9zrhQpw+FBRRU0MaujZ9eDSNTS8M4/t2HP8AdfH5V3wrzzRibXW7Vj90vtz9RivQ+9b09jyMev3ifkLRRRVnEFeB/tB+LnT7L4VtpMK6i5vMHqM/Ih/It/3zXvlfF3xF1RtY+Ieu3bMWX7W8SH/YQ7F/RaaGjmK+iv2cXtjoGtRqV+1C7RpB32FPl/DIavnWtvwv4q1bwjq6ajpNyIpNux0YbklX+6w7j9R2psbPtyvmD9oOS0b4gW6wbfPSwQT49dzFQffbj8CKvXf7RWuy2BittHsYLojHnl2cA+oU/wBSa8i1C/utUvpr29nee6mcvLK5yWJpJCSK1FFFUUFfVvwW8Wv4l8FrbXUha90xhBIxPLpj5GP4cf8AAa+Uq9Z/Z91N7Tx9PYbv3d7ZuCv+0hDA/lu/OkxM+n6KKD0qSTideYNrE2OwUfoKzasXs32i+nlHRnJH07VXrme59BRjywS8gooopGgUUUUAFPileGRZI2KsvQ0yigW509jepeRbhgSL95fT/wCtVuuStrh7WdZYzyOo9R6V1FvMlxCskZ+Vv09qtO551elyO62KWsaeL21JQfvY+UPr6iuO6V6HXI69ZC2vfOQYjm5+jd/8aUl1NcLU+wzKoooqDvCiiigAooooAKVWZGDKSGByCDyKSigDp9J1sT7be6IWXor9n+vvW51rzyui0fWslbW6bnokh7+x/wAatS7nBXw9vegdDXk3xU+Fa6+kuu6FCF1ZRunt1GBdD1H+3/6F9evrNFWnY4pRTVmfDTo0bsjqVdTgqRgg+lMr6B+MXw1OoRzeKdHiQTxIXvoFGDKo5Mo9WA6juBnrnPz9WidzmlFp2EooopiCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAFr0z4Pa4LTWbjSJCdl6u6P2kQE/qufyrzOrNlez6dfwXls+yaBxIjehByKUldWNKVTkmpH3LpV2L3T45CcuBtf6ir2K828BeLYNU0221FGAiuAEnQf8spB1H4E/kRXpIIYZHQ0ou6Kr0+SV1s9UO7V8v/ALQcTp8Q7eRs7X06Mr+DuCP8+tfUHavCv2itBkmstJ16FSwgdrWbHOA3zIfzBH4irRkj58orptI8A+KNaVXtNInWJuks/wC6T82xn8K9K8NfBq1swlxrc8d3P18hM+Uv16Fv0FJzSNoUpTZ5TonhbV9fkxY2rNEDhpn+WNf+Bd/oM16boXww0uwCzam5v5xzsI2xD8Orfj+VemRaNBDGsaNsRRhVRQoA9hUn9lRf89H/AErKU5M76VGlDV6sxooo4IlihjSONRhURQAPoBT61DpSdpWH1FRPpUo+5IjfXis7HWqkShRU0lpPFy0Zx6jkVDSLTT2CiiigAq1b/wCr/GqtWLY8Mv40AWASCCDgjkEVt2HiOWIBLpTIv94dR/jWHRTTa2M6lKFRWkjvra+trxN0Eqt6juPwqzXnKsyMGVirDoQcEVq2viC8t8K5Ey/7XX861VTuedUwElrB3Oxr4Y11WTxDqauCGF3MDn13mvs638RWc3Em6Fv9rkfmK+UvijpX9lfEPV9gzb3M5uYnH3WEnzHB9iSPwrSLT2OR05wfvKxx1FFFWIKKKKACiiigAr0L4JKzfFbStucKk5P08tv/AK1ee17J+zxozXXirUNWZT5Vna+UDj+OQ/8AxKn86TEz6SrP1i6Fpp0jg4dhtT6mtHgCuM1u/wDtl3sQ5ijyF9z3NZzdka4al7SouyMuiiiuc90KKKKACiiigAooooAK0dJu/IuPJc/u5Dj6Gs6imROKlGzOyqjrFr9q02VQMug3r9R/9bNSWFx9qtEcn5h8rfUVa+tXueZrCXmjzyirF7B9nvZoeyucfTtVesz14u6uFFFFIYUUUUAFFFFABRRRQB0uiav5oW1uW/eDiNz/ABex963q88BIIIOCOhFddo2qC9i8uU/v0HP+0PWri+h5+IoW9+Jq185fGL4eDQb1tf0q326Xcv8Av4o0+W2kOPyVj07A8elfRtVr+xtNUsJ7G+gSe1nQpJE4yGH+ec9jWidjilHmR8QUldP438I3Pg3xJPps254D89tMR/rYz0P17EdjXM1ocwlFFFABRRRQAUVb0/T7vVL2OzsbeSe5lYKkca5JNenL8HRpXhG+1rxNqgspYbdnS3hUPtf+EM2cEk4GF9etJtIpRb2PJqKKKZIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB2PgTxfJ4V1bbMWbTrggXCBckY6OvuM/iPwr6i0PW1jjjgnfMLAGKT0B6A+1fI3hjR5de8R2OnRxvIJZl8wL2QHLH8BmvquC1SJR8oyBgAdFHYCs56O6O+glOm4z26HT3WrRQ5WMeY/seB+NYt1dS3g2zkMmc7MfLntxWRfa3Z2OVZ/MlH8EfOPqe1YF14lvZiRDtgX/ZGW/M1Ep3N6WEtqkdgzBRudgB6saqSapYRHD3cIPoGz/KuFlnmnbdLK8h9WYmo6jmOpYddWdudf0wH/j5z9Eb/AAoGv6Yf+Xn/AMcb/CuIoo5ivq8TvI9W0+ThbyLPoTj+dW0dJBlHVx6qc15xTkd423RuyH1U4o5iXh10Z6PUUttDN99Bn1HBrjrbX9Qt8Ay+avpIM/r1rbs/EtrNhbhTA3r1X8+1O6M3SnHVE0+mOmWiO8eh61RIKkgggjqDXQo6SIHRlZT0ZTkGo7i1iuB84w3Zh1osONVrSRg06N9jg9u9SXFtJbNhhlT0YdDUNI3TT2L/AFGaKrQy7flbp6+lWaACiiigAqOeCG5iMVxDHLGeqSIGH5GpKKCTldQ+HXhbUck6aLZz/FauY/06fpXL33wYt2JOn6xLH6LcRBv1Uj+VepUVSnJdTOWHpS3ieFXnwl8S2+TB9ju17eXNtJ/BgKwrvwX4lscmfRbwAfxJHvH5rmvpKgcdKtVWYSwNN7No+VJra4tm2zwSxH0kQr/OovxH519XuqyAh1Dg9Qwz/Os+40DRrrPn6TYyZ/vW6/4VXtvIyeAfSR8xxRvNIkcaM8jsFVVGSxPAAHrX2B8MvCH/AAhvg22spVX7dMftF2R/z0YD5c/7IwPwPrXK2XhfQtN1KHULLSbWC7hbfFIi/dPqB0z+FdQ2uag0ZQz8EYyFAP50e1RDwNTujU13Vwim0gb5zxIw/hHp9a5qjqc0VlJ3dzvo0Y0o8qCiiipNgooooAKKKKACiiigAooooA1dEn23Dwk8OMj6it2uTtZfJuopP7rDP0rrKuJ5+KjaV+5yfiOLZqSuOkkYP4jisiui8UJxbye7L/I1ztTLc7MO700FFFFSbBRRRQAUUUUAFFFFABUkE8ltOk0TYdDkVHRQDV9Gd3ZXcd9bJNHxnhl/unuKsVx2j6h9huwHP7mTh/b0Ndj1rVO55Val7OVuhxHxQ8Gr4v8ACsiwRqdSswZrVsctx80f/AgPzAr5PZSjFWBBHBB7V9z181fGvwd/YfiT+27VcWWqOzsAvEc3Vh/wL7w/H0q4voclSPU8roooqzEUDNbPh7w/qHiXVotP0+LdI3zO7HCRIOrsewH/ANYc1m21tLd3MVvApeWVwiKO5JwBXvvhPR4PC2gJZAq11KfMunTne/YZx91e3vk96mUuVHRh8PKrLyNbw5oml+DdP+y6RGHunQLc6g6/vJj14H8K+g+mcnmuK+N1zcW9roumPI5E3mXcuWyC3CqMeoG7/vqu2S4eaeNF+UM4Hv1rzn49TyN4zsrYvmKKxVkXHQs75/kKzhrK7OzFwVKmoRPKaKKK2PLCiiigAooooAKKKKACiiigAooooAKs2Vncajew2drE0txO4jjjXqzHgCq9e3/Cjwxb6No58Vako824UraKRkomcFhx95sYHtn1pN2VzSlTdSXKjrvBvhOw8DaCHm8v7fKgN3cZzk/3FP8AdH6nn6N1LxBPdlo7fMMPTj7zfU9vpVLUdRm1GfzJDhB9xB0Uf41Trmcrnu0aEYIKKKKk6AooooAKKKKACiiigAooooAs2d/c2L7reQqO6nlT9RXVabrsF9iOTEM5/hJ4b6H+lcZRTTM504zPR3RZEKOoKnqDWPd2bW7ZGTGeh9PY1R0jxAYytvetlOiynqv19veumZVkQqQGVh+Yqtzm96k7M52npKydOR6VJdWxtpcdUP3TUFI6E01dFtJkfvg+hqSqFPWR16N+FAFyiq4uT/Ev5U8Toe5H1FAEtFNEiHow/OlyD3FAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV11s/mW0T/3kB/SuRrp9Mbdp0XsCP1qonJil7qZQ8TLmxib0k/oa5auq8Sf8g5P+ui/yNcrSlua4T+GFFFFSdAUUUUAFFFFABRRRQAUUUUAFdXoF99otfIc5lh457r2/wAK5SrVhdmzvI5x90HDD1U9aadmY1qfPC3U7mue8beGovFnhO+0lgBM677dz/BKvKn+h9ia6AEMoZTkEZB9aWtTymr6Hw1IjRyMjqVZTgqRgg+lR16v8T/Ad8/xPEGk2vmDWR9oiRFIVG6SZPQAEbiewau08L/D/wAPeElSe7RNW1dW3eYR+6iIPGxT3Hqcn6VbkkjKnQnUlaKPP/hz4emjkfWbyB4xt2229CN2fvOM9RjjPufSvRq2L6T+0Ls3Ew5wFCg8ACoRDGvRF/KsJO7ue5QpqlTUSpZAG+t89PNXP51peKvhzoHjLVU1HUbm8WdYRCBbzIq7QSRwVPPzGowAOgooTsTWoqra5izfAfwu8LCG91SOQj5XMqOB+GwZ/Oud1b4A3UavJo+sQz46RXUflk8f3hkdfYfWu/SWSM5SR1+jEVet9Zu4SA7CVfR+v51SmzllgV0PmbxD4R1vwvKker6fJbiTIjkyGR8ejDj8OtYOK+zN+n69ZS2lzBHNFIuJLeZQwI/z3rwD4n/DX/hEXTVNKLyaRKwQq+WaB/Qnup7H8D2zpGdzgq0HA8yoooqzAKKKKACiiigAooooA6LwboI8R+KbPT5G2wEmS4f0iUZb6cDH1Ne4apqH22dViXZaxDZDGOAAOK4H4bWYtNFvL/8A5bXj+QOnEa4J/NsfgvvXX1hUld2PZwFHlhzvdhRTkQucD86sJGqdOvrWR6BCsLHrwKlEKDrz9akooAQKo6AUtFFABSFFPVRS0UARmBT0yKiaFl6cj2qzRQBSoq28av1HPrVd4ynuPWgBlFFFABW9oWtG3ZbS5b9yeEY/wH0+n8qwaKZMoqSsz0S4gW4hMbfgfQ1hOjI5RhhgcEVJ4d1Tz4/sczZkQfuyf4l9PqKuanB0nUezf0qtzmheEuVmbRRRSNgooooAKKKKACjPvRRQAVNbth9vY1DSg7WB9KAL1FAORmigAooooAKKKPr0oAZDNFcQrLDIkkbDKuhyD+NPrxw6jqfhbXLy3tZ2QRzMDE3KOM5BI+mOa6/SfiJY3IWPUomtZO8i5aM/1H60XCx2lFQ211b3kIltp45oz/FGwYVNQAUUUUAFFFFABXR6Oc6enszfzrnK6LRv+PAf77VUdzmxXwFXxKcadGPWUfyNctXS+J3xBbp6uT+lc1SluXhV+7CiiipOgKKKKACiiigAooooAKKKKACiiigDrPD9359j5THLwnb/AMB7Vr1x2h3P2fUkUn5JfkP9P1rsa0i9Dy8RDln6mT4gjc6eZIzgocNjqVPUZ9M4rkq764hE9vJE3R1K1wTKVYqeoODSkdGEldNCUUUVB2BRRRQAUUUUAOjkeKRXRirKcgjtW/JDZ+JtCuLC+iV4Z0MUyEdPQj6HBHoRXPVp6HMY7/y8/LIpH4jkU0zDEQUo3PlbWdNl0bWb3TpjmW1neFj6lTjNUK7v4v2j2vxL1NmRUSYRTJtxyDGozx3yDXCV0rY8GSs2hKKKKYgooooAWpra3kubmKCMZkkYIo9ycVDjrXVeArEXniNZXGVtkMuP9roP1OfwpN2VzSlDnmo9z0/T7KPTtPt7OIAJCgTjue5/E5P41bRC7YH4mmgdhVtE2Ljv3rlPpIpJWQqqFGB0paRmCKWY4AGSao/2rHvx5bbfX/61Ay/RTUdZEDKcqehp1IAooooAKhubhbaPceSeFHrU1Yl/N5t03Pyr8opoTJk1SUP86KV9Bwa045FlQOhyp6VztXdOuPKl8tj8j/oabQkzXo69aKKkoryxbfmXp/Koqu1Wlj2HI6GgCOiiigB8UrwTJLG210OQfeu7tLiPU9PWQdJFww/unvXA1u+Gb3ybtrVz8k3K+zD/ABFUmY1oXV1ui06FHZG6qcGm1d1OPZcBx0cfrVKgIu6uFFFFAwooooAKKKKACiiigC3CcxD24qSoLY/Kw96noAKKKKACiiigDiPHnht71BqtnGWmjXbMijllHRh7j+X0rzWvoGuN8ReBINQd7rTWS3uW5aM8Ruf/AGU/pSsNM82tru4s5RLazyQyf3o2Kn9K6Wx+IGs2uFuPJu0H/PRdrfmKwNQ0u+0qYxXttJC3YsOD9D0NU6Bnpdr8SrBwBdWNxCe5jYOP6GtOPx14fkGTePH7PC39Aa8hoouKx6+/jnw8i5F6z+ywvn9QK3LO6S9s4bqNXWOZA6hxg4PTIryfwx4VudbuUmmjaPT1OXkIxv8A9lfX69q9dVVRQqgKoGAB0ApiYtdJpAxp0fuWP61zddRp6bNPgXvtz+dVHc5cU/dRheJ5N13DH/cTJ/E//WrDq7q83n6pOwOQp2D8OKpVL3OijHlgkFFFFI0CiiigAooooAKKKKACiiigAooooAVWKsGU4IORXfW0wuLaKYdHUNXAV13h6bzdMCHrGxX8Oo/nVxOTFxvFSNU9K4nV4fJ1S4UDALbh+PNdtXL+IoGbUoSi5aRAAPUg4/rTlsYYWVp2MQnAyelV3u0XhQWP6VlWWsR6zHcTQEG3iuJIY2VsiQLgbvxqxUHpRakrosG7kPQKK3YNPOoeG5JrPYuoeW4jaQkp5gzjI9Olc1W1oWsppvmRThzC5DArztP0oRFaMnH3dzjvBni2fXvtVlqNuttqdqcvGFKblzjO08gg4B+orrK1NVvLG6PmQW6G4YANO0QD7fTPWsum7X0Jo8/J7+4Vc0v/AJCcH+9/SqdNudYg8PaXfa1cOqraQsYw38cpGEUeuT+maS3KqyUYNs8O+Kd0l38S9akjLFVmWL5vVEVT+GQa43vU1zcS3NzLcSvullcu7Y6sTkn86grqR863d3CiiigQUUUUAO716V8NrYLpl7dY5klEYOeyjPT/AIFXmlev+BoRF4UtiI9hkd3Jxjd82AfyH6VnUfunbgI3q37I6iBctu7CrFMiGIx780+uc9wztUmwFhB6/M39KzKnvX8y7kPYHA/Csu6nbeUQ4A6471aIbNrT7nypfKY/I/T2Na9cbb3LIwV2JU9z2rrLWbz7dX79D9aTQ4smoooqShsjbI2f+6Ca50nJyeprcvm22cnuMVhE4BJ7c1SJZWubgo2xDg9zTbe6bcFkOc9GqqzFmLHqTmkqiLna2s3n26v36H61NWNoVzvVomPOM/iK2ahmiCkYBlIPelopDKbKVYg9qSp51yAw7dagoAKdHI0UiyIcMpDA+4ptFMDuLp1u9MiuU6EBvz61mVJoMv2jRp7c8mInH0PI/XNR1RzwVrx7BRRRSLCiiigAooooAKKKKAJ7b+KrFQ2w+Vj6mpqACiiigAooooAKKKZNIIYXkPRRmgDD1IrPdSKwDIPlwRkVStfCmi6gsrTWKggjBjYp/KpiSxJPU8mtjSk22pb+838qRb0Rhn4e6FnOLr6ed/8AWq9Z+D9CsmDpYJI46NMxf9DxW5RTIuIAAAAAAOAB2paKKAFALMFHUnFdRczLY6fJKekcfH16D9awdNi86/iHZTuP4VJ4rvMLb2Kn5pG8x/8AdHT9f5VS0VzlrLnqRgYDEsxLcknJpKKKg7AooooAKKKKACiiigAooooAKKKKACiiigAroPDEnz3EXsrD+Vc/Wv4cfbqZX+9Gf0waqO5jXV6bOsrjfiVrMPh3wndakz7brymt7UDqZXGAR9Bk/hXZV5H+0J/yJumf9hD/ANptWiV2eU5OKbRxnwz1GGbRJrEcTW8pkIJ+8rY5/MY/Ku3rwDR9WutF1KK9tSN6cFW6Mp6g+xr2jQvEmn+IIA1rJtnAzJA5+dfX6j3FTONnc78FiIygqb3Rr1NbR75cnovNQ1YtHCyFT/EOKzO5l2iijqcDrQSHTrXi3xD8aDX500yxJGnWshYtkfv5Om/6AcD6k962fHvjwYl0fR5exW4uFPX1RD/M/gK8qranG2rPKxmJUvcj8xKKKK1POCiiigAooooAUV7T4T58K6YP+mX/ALMa8WFe1+Dxnwxpf/XP/wBmNZVdj0cu/iP0Ok6DFGcc0UyU4hc+in+VYnsHPSP99z7msgkkknqa0bk4t29+KzqszYV0Gg3O4NCx5xmufq3ps/2e+jbPBODSYJ6nYUUUVBoU9TOLTHqwrCuDtt3+mK29U/49l/3/AOlYV2f9HP1FUiWZ9FFFUQXNMn8i+jbPBODXX1woJUgjqK7S0l860ik9VFTIqJNRRRUliEZBB71TIwSPSrtVphiQ+/NAEdFFFAG34Yl26jJCeksZH4jn/GrZGGI9DisfRpPK1i1b1fafx4ramGJ5B6Mf51S2MmrTGUUUUAFFFFABRRRQAUUU+JN8gHYcmgCzEu2MCn0UUAFFFFABRRRQAVmarPgLAp6/M39K0JpVgiaRug/WudkkaWRpGPzMcmkyoobXRW0fk20adwvP1rGsYfOulBHyr8xreoQSYUUUUyQoopUVndUUZZjgCgRsaQiwwT3cpCoBjcewHJNclPeNqWrTXbZAP3R6L0ArX8SX4tbRNJgbnAMxH54/HrWHaLiIt/eNN9iKMbt1H129CxRRRUmwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVpaCcavF7hh+lZtaOhDOsQf8C/kaa3Iq/A/Q7KvJP2g/+RM0z/sIf+03r1uvIv2g5Ix4R0uIuoka/LKmeSBG2Tj0GR+YrZbniz+FnznUsM0tvKskMjxyKcq6MQR9CKiorQ5judM+JepWiiO9hjvVHRidj/iQMH8q6WD4maLICZYruJhjA2hs/ka8i/GgHFQ4JnVDGVYq17+p7PP8WNHjiHk2t5O+Dwyqgz2yST1rh/EPxD1jXFkt42FlZPwYYTyw/wBpup/DA9q5E4pBTUEhVMVVmrN/cJmiiiqOYKKKKACiiigAooooAca9m8ETef4X087duzdH164Y814z2Fer/Dmcy+H/ACmZT5NwygDqAQDz+JNZ1Njvy92q28jt6jn/AOPeT/dNSVHOMwSD/ZP8qwPaOXvP9R+IqhV68/1A/wB6qNWZMKASCCOooooA7W0l860ik/vKKmrM0KTfpoX+4xH9a06hmiKOqf8AHsv+/WDef6kfWug1MZtM+jCufvP9R+IpoUihRRRVEBXUaFLv0/b3RiK5et3w4/M8fsGpPYcdzeoooqDQKhuB90/hU1RTj93+NAFeiiigCW2fy7qF/wC7Ip/Wuluf+Pmb/fb+dcsn31+orp5Tumc+rE00RLcZRRRTJCiiigAooooAKtwpsTnqetRQR7juPQfrVmgAooooAKKKKACgnAyelFZF/feZmGI/J/Ew7/8A1qASuRX939ok2qf3a9Pf3qpRVywtftE25h+7Tr7n0pGmyL+nW/k2+5h878n2HarlFFMzYUUUUAFSfak063a8cBpOVhQ/xN6/QVBNMkEZkc8D06msO7upLubzH4AG1FHRR6UC5ebToRySSTzNJIxeR2ySe5NaCLsQKOwxVO1j3S7j0X+dXqRo+wUUUUCCiiigAooooAKKKKACiiigAooooAKKKKACtPQF3atH7Kx/Ssytrwymb+V/7sf8zTW5nXdqbOprwr9oi6UyaDZ4beqzS7u2CVXH1+U17rXzN8ddSN58QPsoZvLsrWOIDdkbmy5IHb7wB+lbR3PFqP3Ty+iiitDnCiiigAooooAKKKKACiiigAooooAKKKKAF7V6D8MrvD39oSM4SVRjng4PP4ivPq6bwNefZPFECE4ScNCee5HH6gVM1eLOjCz5asWe00jjKMPUEUiHcin2p1cp9CcneD9x9CKoVqX6bVmX+639ay60RmwooooEb3hx+LiP6N/St2uc8Oti8lX1j/rXR1D3LjsV75d1lJ7YP61ztyM27e3NdPKu+F09VIrnJF3RsvqMU0DMqiiiqICtXw+2L9l/vRmsqtLQzjU191ak9gW51NFFFQahUc3+pNSVHN/qTQBWooooAVfvj6iukJySa5xOXUe4ro+9NESCiiimSFFFFABT44zI2O3c0iIXbAq4qhFwKAAAAADoKWiigAooooAKRmCqWYgAdSaiuLqK2XLn5uyjqaxrm8kuW+Y4QdFHSi40rk97qBmzHFkR9z3b/wCtVCipbe3kuJNiD6nsKRewW8D3EoRPxPoK34okhiWNBgD9abb26W8exB9T3JqWmQ3cKKKKBBSMwVSzHAHJJoJABJIAHUmse+vfPPlxnEQ/8eoGlcjvLo3MvHEa/dH9arUVYtYtz7z0Xp9aRexZhj8uIL36mpKKKCQooooAKKKKACiiigAooooAKKKKACiiigAooooAK6XwxFiG4lx95go/Af8A165qu00WHyNKhBGC43n8aqO5zYqVqdu5fJAGWIC9yTgAV8Y+LNVOt+LNV1InIuLl3TgfdzhRxx0Ar6l+IutDQPAGr3gcpK0BghKtg75PlBB9Rkn8K+QK3iePUfQSiiiqMgooooAKKKKACiiigAooooAKKKKACiiigBans7h7W8huI/vxOHHboc1AaBQNOzufQ9lOtzaxzJ92RQ6/QjIqxXJeANS+2+HoombMlsTCfp1X9Dj8K62uRqzsfSUp88FJdTD1OL/SJR2cZrArq9UiyiSjscGuYuE2TMO3UVSHIjooopkmr4f/AOQi3/XI/wAxXTVzvh1M3Uz9lTH5n/61dFUPcuOwVgXMflXMi9gcj6Vv1mapF8yTDv8AKf6UIbObnTZMw7ZyKjq9eRblDjqvX6VRqzNhWnoK51EH0Q1mVu+HoSHklI7YFJ7DW5vUUUVBoFRz/wCr/GpKiuPuD60AV6KKKAJIBuuIx6sP510NYNmN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OKja4mYkmRufeiwcxtkgdTj61G08S5zIgx15rFJJ6kmm0WFzGwb23X+PP0FRNqMY+6jH68Vm0UWFzMutqMh+6ir9eahe7nfOXIB7DioKKYXYEknJOT70lFFAgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAcrsv3WI+hpfNk/vt+dMooAkE0qnIkYH6077VP/AM9n/OoaKAJftM//AD1f86cLudTkSt+PNQ0UAWPt1x/z0/QUfbrj/np+gqvRQBP9sn/56n8hS/bJ/wDnqfyFVqKB3LP2yf8A56n8hSrfTr1cN9QKq0UBct/2jP8A7H/fNH9oz/7H/fNVaKBXLX9oz/7H/fNI19cE5349gBVaigLlj7ZP/wA9T+Qo+2T/APPU/kKrUUDuWPtk/wDz1P5Cl+3XH/PT/wAdFV6KBFj7dcf89P0FR/ap/wDnq/51FRQBL9pn/wCer/nS/ap/+ez/AJ1DRQA7zH/vt+dO8yT++35mo6KAHEljkkk+9NoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==
|
255
|
From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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Hryef0qkniXxrM7Jcfb4GHy7INMRifxLYFem+L/h5aavZi50RINK1iF98d1AgTd2IbHUY9elU9P8B+KV09Vv/F5FweSY7KNwPYEgE/iKTpO+hrDFUnG70OCiuvE1wnky33iG1jIwzvYxucexByPyq3ptppljILu207Vda1EdZrmMgqfq+APwya3rmy8aeHbuVLiBvEFo8ZMM1tEsbq+cBWAwMHPXBq8YvGEVily3h+B2IDNBHdgyAdwAQASPTNTyS7HRGtRsmmjO/tnxDjePCx2Z73ybsfTHX8afB4mYhludG1OCcdI/J3hvoRx+eKqPrPim812O00jwzcvAsQac3aGHa+TkBjwcDHTOc1pz+H/HmswpCgstEQnMkwl86THoABgf56UlCT6FSxFOO8ihAPFGo6lFcTPb6Xp8bAm3AEksg9GPQZHp0962rjVtPtZ1huL23hlPRHkAP5ZrLm+Fet6XdR3Gga8zXEsTJdzXzFtzE8MoHAI7ZzXU6N8NvD1hp6LqWn2uqXp+ae7u4hI8jnqRnOB6AVapNvUxljqaV1qygl1BLGXSeJ48csHBGPrXL/D3ULWG61bw/BcrNHaTs9uQ2QYyc4B74PFW/HHgPw9Z6z4d+z2AtbK5ujb3SwO0aEEErnB4ORgfWo/GegN4ak07xNoNqqJpi+Vc28a4Dwd8+uOefx7VLhZ2D6wqqVlY7Wiqunahbarp8N9aSCSCZQykfyPuKtVABVHVdXstGsZLu9nSONBkAnlj6AdyelRazHqs9oIdKligmkOGnkGfLHcgdz6ZrAl8AadHpdyz+bqGpGMlLm8kMh3gZBAJwOfx96FbqB23gfR3sdNn1K6QLfapJ9qlXHKAj5Ez7D9Sa63OK5zwf4hg8S+HoL6IBJB+6niH/LKReGGO3PT2xXRV2JK2h5M23J33HUUUUyQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBO1Yfi3S/7Z8J6rp4UM01s4QEfxgZX9QK3aaRkEetJgnZ3PHUi/wCEt+Gduxb/AEo26vG+eUmj6HPY5HPsTW/4ev5NU8PWN7MpWWaIFwex6H9RVPwrbfYbXUbHbtS31C4RB6KWyB+RFR+ELoPa6hYdGsb2SEj0BORx9DXI1ZtHsJ3Vzo6iuJPKtZZDn5EJ49hmpap6qrvo96sZ2uYHCn0O04NIDY8BMH8D6S4HLwBz7kkk/qTXS1yXw0lM3w60R2IJ+zgEj2JH9K62uxbHkz+Ji0UUUyQooooAKKKKACiiigBMUmMU6igBMc0AUtFABRRRQBznjTSm1jwjqNtGM3AiMsBHUSL8ykehyP1rP8P6imu+G7G/IBFzAC6kcZxhhj6giuwbkEHoa4DwRAbPSLyxxiO01C5hiHogkJH86yqLZnTh3o0crcRH4eeKIwpI8O6rKQFPS1mPPHoDzx/hXdAggEHIPINZvxDsI7/wJq0cgB2QGVSezLyD+lM8NSSy+GtMkmBEptoy2eucCsGdsXdGrRRTJpY4IXmkYLGilmJ6AAZJpFGd4CsP7N8XeLIYsi3lNtcKg6BmD7se/A/SvRe1cV8PEmutMu9buFKtqc5kiB6iJRtT9AT+NdrXXFWikzy6zTqNoWiiiqMwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApDS1VvLqCxtJ7u4kEcEKGSRz0UAZJ/IUAcNaSRt4i8QpGB8l4u457mNa5fTkk0T4o39qSTbaxB9ojJPR06j8if0roPDaSyWM2pXCFJ9Rne6ZW6gMfkB+igVQ8SxJF4l8M37OEKXUlvuJxnehOP8Ax39a5G7yZ60FyxSZ1FRzqrwSqRkFSCD6YqSs7Xrv7B4e1G7zgw20jr9QpI/XFSUXfhUoT4d6WqkFQrgEdxuNdrXM+ALB9N8B6NayKRItsrMCMHJ559+a6auxbHkzd5Ni0UUUyQooooAKKKKACiiigAooooAKKKKACiiigBp4BrhPCLi40+9u4yDFdahcyxkHOV8wgH8cVq+NdYl0rQXis/m1G9b7LZoByZG4z9AMkn2pmjadHpGj2enxAbbeJY8gdSByfqTk/jWVR9DpoKybK/imNZfC2qRsDg2sgOPoazPDdwbrwzpk7AAvbRkgfQVoeLZRB4S1aUgHbaSHBOM8GqmhwrBoOnxJwq28YHGOwrB7HZDYv1z/AIkJ1GfT/DUTMJNVm2SleqQr80h/EDH410GfWsbwZGut+NdV14MJLWyjFjaspyCThpCPxwM+xpwV5Cqz5YtnolvbxWtvFbwoEiiUIijoABgCp6QUtdZ5YUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUhoATIrgPEGqxeJdQOhWTeZYW7htQnU5ViDkQgjqc4J9uO9ZXxU8fDSIz4b0qQnVbsBZHQ8wo3HXsx7eg5pnhE2eleH7eykvtP89QSywSg4JOeTkkn1Pesqk7aI66FG/vv5HTEhEJJAUDkngAV5v8Rbk6s2kW2lzCUwTi6kkjbKoMhVyR3JJA+hrpNVvLbxDdweF7C68ya9bbcyW5DeRAOXJIyASBgZ7mqV3aaBp3iDTPB/h5EVIZTeaiVYs2Yx+7Vic5yTnHbA9ayUdLs6pVLSUVudggIjUMcsAMn1NY3i8Z8K3q9nVUb3BcAj8ia265LxFrMd/o/iG0hhkDaaEMjsAFY5D4H4CoW5Z62ihECqAAAAAOwqSmIdyKcYyAafXaeOFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJTWYBSScAd6dXmnxZ8Yf2FpkWkW0m27v1YyMpw0cI4JH+0TwPx9KTdlcqEXKSSH2123i3xnJqkRJ0jSQ1vat2nmPEjj1A6A/X1rqyQqkk4AGSawPBltLYeENNhukWGQRbmQAAICSQD7gEDPfFQ+JvEdjbaJdw2t1DcX80bQ29vDIGd5CCAAAc9SK5m3Jnckoqy2RzeseONL8U2j6Bp/ni4u7oWuWTAaPOXcHnIwCPqRXZRRiKJI1+6gCjPoOK5bT9Pjj1/R9N8qNW0HTAJigBxcS4yCe5AU/8AfVdZSkrOxrB3jcq39yLLTbq6YkCGF5DjrgAn+lXPhppJ0jwHpkLjEs0f2iU9yz/Nz+BFc544nNv4O1Eg4MiCL8GYKcfgTXpkESwwRxIMKihQPQAYFaUVuznxT0SJqWiitziCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkIzS0UAchf8Aw48I6nqsupXukJNeSnc8jzScn/d3Y/Sph8PvCC4/4pzTRjv5Arp8VjeJL3U7DQbq40m0S5vUXMcckgRR6kkkDAGT17UrJa2KUpNpJv7znfFV/ZeFdHOm6DbWdnqFyhEfloqLAg+9K+OgA6Z6nArA8M+FtO066i1i0kld5bTyiZBzIS24uSeSTgfhXE+GbqLxbqU2pa7qMKReYryxSygPcOOgI7Rg9BjBNen/ANu6Oq/8hKzCgf8APYYA/OuecuZ2PRpQ9mu7L0kiRRNJIwVEUsSTwABkmvMNCvj4hvX0V7eZG1jVRdSIVIJswQ2c+hCgZ6c1095qcHivUrXw9pMr3NvPIDfXEIJRIRyRuHGTjHB6GvSrfStPtbs3MFrFHP5Sw+Yq4Oxeig9gPSnCF9WRWrKGi3ZogADAGAKdSAUtdB54UUUUAFFFFABRRRQAUUUUAFFFFABRRRQA08VzPiTwRofivZJqNri5jIMdzCdsq4OQA2OR7HIrp6KGCbTumcufA2gyAfa7ea9ZQMG7uZJenszED6AAe1ZeuJoHgex87RtFsl1i7PlWcUMSh5JD0JOMhR1J9BXZ3d3BY2U11cSLHDCheRyeAAMk14vPq9/rerLf24K6pqfy2SMM/YrMHlyOgJGDjuSBWc2orQ3oxlUlq9DqfD2jHSLFvOlM97cOZrqc9ZJD1P0HQewp2tawNI+wqI98l3crboCcAE5JP4AGtJAUjUMxYhQCx6n3Nclrdnq3ivXLW00GOBotLkWea5mYhBIQQFBAOSASSPoK50m2eg3GKu9ix4ghPifUrXwrabi7SJPeyJ0ghBzz7nGAPxr1ccLWH4c8PW/h3T/KjYzXMzeZc3LD55pD1Yn09B0ArdBrphHlR51ar7SWmyHUUUVZiFFFFABRRRQAd6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqCa3iuoZIJkDxSAo6nowIwQaKKAMaPwb4biUImh2IUdvJWpV8J+H0YMujWIIOQfIX/CiikXdmlbW8FvABBDHCv8AdjUKPyFWBRRTICloooEgooooGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZuq6Xa63ptxpt6rNbTrtkCsVJGfUV5RceEbXQ/EF+dK1DULRW2LtSVWwuBwCyk4/Giis5nXhd2dTbeCLOeT/TtT1a+Q8mOe6wvbjCBeK7SxsLXTrVbWzgSCBPuogwBRRTp7EYjctilooqznCiiigAooooAKKKKAP//Z
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256
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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257
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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258
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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259
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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C
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260
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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261
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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xHliWA9YZWX8CcitmsTUS9rqIkQ4S5TB9mX/AOtQb0NW49zA8Ya8vh7Q7zUgA0i/JEp7ueBXzbPcTXUryzyu7uxdiT1JOTXs/wAX2YeFrUDODdrn8jXilZVHrY9KKHxzTQnMcrofZjWra+I7yHiYLOvqeG/OseisyjQa7+1ytIzZdjkg0Vn+/f2qaO4I+WTketKxSl3LJAIwRXpPwq1O8utfjsJ5PNghjaRC3LLxjGfSvNwdwyOQa9D+DybvFFy3923P86qHxBN2i/Q9voooroPOIbo4gPvxWfV68OIgPeqNB00vhCiiig0CiiigBkpxGaqsdqk+gqxOeAKoXb7Ld/U8VL3OiktDKZi7FvU5pYF8y+gXsG3H8Kb2qxpy7r12/uR4H4mg6paRNbtVtDlBVSrNud2F96EcdXa5sKMIB7UtFFUeaFFFFAgooooAKKKKACiiigAooooAKKKKACiiigAooooArXo/dqfQ1lTH94a17sZgP1rGc5cmkztw2qK90C1rJj7wG4fUc10sEglhjkHR1DfmK58jcCD0IxWpozl9JgBPKAofwNKIYpaJl+qF2MT59RV+ql6OUb8Ko5qfxFSiiig6QooooAKKKKAIZ+orFv8A/j5/4DW1P/DWNqH/AB8D/dqXuddAoy/6pvpW/GcxIfVQawZP9W30Nbdsc2sJ/wBgfypGlXoaA+6KWmpyg+lOqzgYUUUUAFFFFABRRRQAdK8D8b2A07xlqMSrhJHEyj2YZ/nmvfK8g+LFuI/EVnOB/rbXaf8AgLf/AF6iovdHHc4Kiiiuc1CnLJIowsjj6Gm0UABJJySSfUnNd78K/DFzq/iSDVHjK2Ni+8yEcO/ZR/M0eAvhzP4mK6hqG6DSgeMcNP8AT0HvXvdjY2um2UVpZwJDBENqIgwAK1hDqzixOISThHcsUUUVseaFFFFABRRRQAVT1O0N5ZOicSr88Z9GHT/CrlYt74u8P6fMYbnVbZJB1UNuI/Ki5ULp3jueffE2H7d4DlnVcGGVJCO64OCK8Kr6F8Tav4e1LTdQtoNWtWjvYWG0tjbJjg8+uBXz0M4wevesqm9z1oS5lcKKKKzLCiiigB8crRnjlfSvVvgztfW7515HkD+deTV6p8Dx/wATjU/+uK/zqofEKT91nt1FFFbnCVL08IKqVZvT86D2qtQdVP4QooooLCiiigCvMfnx6Vnai2I0X1Oa0JDmQ1lai2ZlX0FR1OuktinV7Sl+Wd/V9v5CqNaWlriyU/3mZv1oNqmxcqa1OLhB6moafD/rU+tCOaavFm/RUcMm9PcdakqzzAooooJCiiigAooooAKKKKACiiigAooooAKKKKACiiigCC8OLVz7ViVq6g+YSg+prK71Mjvwy91hVzRGwl1F/cmz+BGap1Y0k7dQuE/vxq/5HFCKxCvTZtVXvBmIH0NWKhuRmBqo4IO0kZ9FFFB1hRRRQAUUUUAQz9VrG1D/AI+B/u1sz/w1jX//AB8D/dqXuddApt9xvoa2LM5soP8AcFY7fdP0NbFl/wAeMH+4KRrU6F+I5jFSVBAeSKnqlscM1aQUUUUyQooooAKKKKACvLfi6B9p0hu+yUfqtepV5R8XJQdS0uLusMjH8WA/pUT+Ea3POqKKK5zUK1vDGkDXfE2n6a/+rnlAk/3Ryaya6DwPfppvjXSbmQ4QTbGPoGGP8Ka3IqNqDsfTkEEVrbx28CCOKNQqKvAAFSUd6K6jwwooooAKKKKACszW9esNAsjcX0u0HhIxy7n0Aqv4m8S23hzT/NkHmXEmVggB5dv6AdzXjWoahd6tfPe30vmTt0/uoP7qjsKiUrHRQoOpq9jW1/xjqmvs0e9rOyPS3ibBYf7Tf0Fcnd3tvp8eMDeeiL1P1pmpaitnHtTBlb7o9PeuakkeVy8jFmPJJrFtvc9OFOMFaKJbu8lvXzMQV7LjgVksNrsvoTV+qUpBmYjpSRUhlFFFMkKKKKACvVPggf8Aic6mPWBf515XXf8Awn12w0TxHcC/m8mO4i2K5Hyg57+lVDcmXws+g6KakiSorxurowyrKcgj2NOrc4yjeHMw+lV6nu/9efoKgoOqHwoKKKKCgooooAqN941j3jbrp/bitc9TWLOc3Eh/2qg7qW5E5wjH0BrYsl2WUK/7ANYs3+pb6VvxgLGijsoFA6nQdTo/9Yv1ptOTh1+tBk9jRVipyDzVpJ1bg8GqlFaHmtXNCiqKyOvRqk+0v3ANIjlZaoqt9pbsophnkPfH0oDlZcJA6mmGVB/EKpkk9STSUD5S39oj9aUTxn+KqdFMfKi8JEPRhTutZ9KCR0JH40hcpfoqkJpB/F+dOFy/cCgXKy3RVX7S/wDdFIbiQ+goDlZb7VFJOqjCnJqsXZvvMTTaY1EjuDmJiepqjV24/wBUapVEtzuofCFSWJ26xH/txMv5c1HRAdupWjf7ZX8xSW5VVXgzoqZKMxOPanjpSMMqR7VZ5q3MqijuaKDsCiiigAooooAhn6isW/8A+Pn/AIDWzP8AeH0rEvj/AKUfoKl7nXQKzfdP0rYsv+PGD/cFc1qmq2Wk2jT3s6xLg4B6sfQDvXR6dIJtMtZVBCvErDPuKRpUa2LSkqQRVpWDKCKqU5XKnINCZzzhzFqiolnX+IYqQMp6EVdzFxa3FooooEFFFFABXivxPuhceMWiByLe3SP8Tlv6ivasgDJOAOTXznrt/wD2nr9/e5yJZ2K/7o4H6Cs6j0KjuZ9FFFYGgUoLKQyttYHIPoR0NJRQB9PeCPECeJPC1pe7h56r5U656OvB/wAa6Kvnb4Y+LB4d8RC1uHxY3xEcmTwj/wALf0r6J685z710xd0eNXp+zm10CiiiqMQqvfXsGnWE97cuFhgQu59hVivOfjTqD2ngf7OhI+1zrG2P7o5NJuyuVCPNJRPLPEXjr+1tWmvWVpnb5UXOEjTso/rWE/ie9Y/LFCo/E1i0VzvU9iKsrInlvbieVpJHBdjycVH58v8AeH5Uyigd2Kzu33nJpOBRRQAUUUUAFFFFABWr4eONXQHkMjA1lVf0RtusW59SR+hoA9E0nWdT0Fs6bclYjy1tJ80R/D+E/Su60v4kafPtj1WB7CU/x/fiP/AhyPxrzmimptEypRkeyfa7a9YzWs8U8ZAw8TBh+lLXzncXdzY6tNJZ3Mtu4bgxOV/lW3ZfEfxLZgB7qK6UdriME/mMGtFUXUag0rHuNFeV2/xduRxdaPG57mKYj9CDV5Pi5Y4+fSLsH2dTVc8Qsz0akPQ/SvOX+Ltlj5NJuyf9qRRWfd/Fy7ZGFrpMKccGWYt+gAo54hZnpVcxqmrWGmeZJe3UcIyThj8x+g615rf+PfEV+pU332eM/wANuuz9ev61ycsjzSNJK7SOTks5JJrPn7G6rcuyPQbvx61/qNtY6XCUjlnRGmlHJBPYdq9d6GvnLw6m/wATaWvrdJ/Ovo3uacXcIycndhSjqPrSUVQzRHSlpsZyin2p1aHnvcKKKKACiml1XqRTDcIOmTQFmS0VXNz6LTTcP2xQVystUVV8+T1FHnyeooDlZaoqsLhu4FOFyO6/rQLlZPRUQuEPqKcJUPRhQFmPopMg9CKWgQUUUUAQXR/dfjVSrV0flUe9VaiW52UV7gVh+KdQu9L0uK9snVZ4rhCC65GCcHIrcrn/ABqM+F7g/wB14z/49SLlsy7pHxFsLjbDq0RsZ8438tE349vxrsYJ4bmFZYJUljbo6MGB/EcV4QQCSCMjvTrWW4sJfNsbqe0k7mByufqOh/GpVTuccqH8p7Iww7D3pK8cT4meILG6khn+zXioxGZI9rH8Vx/KtSD4ujGLjRWz6xTg/wAxVc8TXlZ6fRXnQ+Lmn450q8B9nT/Gopfi7b4/c6NOT/tzKP5Zp88e4WZ6VR7V5FdfFnVpARa6faQehdmkP9BXO6h4z8Q6mCs+pypGf4If3a/pzSdRBys9l1rxBpWj/NfX0URA+5uyx/Ac15h4g+JRmnkTSLcqDwJphz+C1w8hLSFmJZu7E5Jqs/3zWbm2aKcoqyJbu8udQnM93O80rfxOelfSGnJ5el2af3YEH/jor5rhXfcRJ/edR+tfSCXsMcSINx2qB09qcSqabbLtFUTqS9oz+Jph1J+0Y/E1ZtySNGisw383YIPzpv2+f/Z/Kgfs2a2SO5/OnCRx3rH+3z+q/lThqE3cKfwoE6TZr+c3cCnef6isgak/eNT9KeNSXvGR9DRdkuj5FXxnrY0nwrezqcTSJ5UX+83H8q8EDKABzxXa/E3xAl5qNvpkRPl248yQf7Z6D8BXCeavvWc3dmDtF2RPvFG8VB5q+9IZl96iwcxP5g7CkLk+1QGb0FMLs3U0WFckeXHCnn1r6O+FXis+I/DC29w+6+scRSZPLL/C1fNddz8JtYfSvHdrFuxDegwOOx4yp/MfrVwdmc+Ihzwv2Ppeiiitzywrg/i7o8mq+BZ3iUtJaOtxgdSo6/pXeUyWJJ4XhlUPG6lWU9weopNXRUZcskz4yorqfHvhKbwl4iltwrGzmJktpMcFfT6iuWrBqx68ZKSugooopFBRRRQAUUUUAFFFFABVnT38vUrZ/SQfzqtSq2x1YdVINAj0aikRt6Kw6EA0tIs5C+Ob+c/7ZqvUlw265lb1c/zqOkUFFFFABTX+7TqZJ0oBkZ+6arVYf7hqvVGbNfwsM+LNJA/5+k/nX0T3NfPngyMv4v04qM+W5k/IV7cb6cjqo/CtI7G9KDabNWisc3c5/wCWh/CozJI3V2P41Rt7NnUQSL5Iyw44pWuEHTJrF0x/ldD65rQq0zgqU+WbRMbhj0AFRmR26sabRQSkkFFFFAwooooAKKQkDqQPqaTen95fzoAdRTd6n+Jfzp3WgAooooAOnSnB3HRjTaKAJBNIO+acLhu4BqGigVkQXuoBJVUoTxng1ANQiPUMKqXr77t/biq9Sz0KdNKCNUX0B/iI+orF8X3EMnhe7CuCfl4/4EKlrO1+Iy6DeKByI9w/DmkxypqzOV7mimo25FYdwD+lOrA5DktSGNSuP96qtXNV/wCQnP8AWqdIoKKCcVGXPagLklFMD+tDNxgUxXGHvVY9TVhuFNVqZLL2jQ+frdjF/enQfrXuh61434Mg+0eLLEY4Qlz+Ar2StIbHTh1o2FFFFUdAUUUUAFFFFABVTU9Qi0vTZ72bGyJM49T2H41brzT4ha59pu00mB/3cB3TEd37D8KTdkRUnyxucddXMt7dzXUzbpJXLsfc1DRRWRwBRRRQAUUdOtTW9pc3cgjtreWZz0EaFqBENdL8PrKa98d6RHApYxziRiP4VXkmtTQvhP4n1llaa2FhbnrJccHHsvWvbvB3gPS/B1s32YGa7kGJbmQfMw9B6CrjFtnPWrxUWlqzqaKKK2PNCiiigDB8W+FrPxboklhdAK4+aGUDmN/Wvl7XdDvvDurTadqERSaM8HHDjsw9jX1/XM+MvBen+MNMMFwBHdRjMFwB8yH09xUSjc6KFb2bs9j5VorW8QeHNR8Mam9hqMJRwfkcD5ZB6qayaxPSTTV0FFFFAwooooAKKKKACjtRRQB3GjXS3WmQtn5kGxh7ip724W1tJJCcHGF9zXHabeTWrMYnwe4PQ1Zubye7YGV8gdAOgpFIgznk0hbFKTgZNWtH0e+8QarFp+nxeZPIePRR3JPYUJDlJJXZR3n2pQ/rXu2mfBXQ4bJV1G4uLm6I+Z0fYqn2FeZeO/A914NvlYM0+nTHEM+MEH+63vVODSuc8MTCcuVHM1G5yaQMccHikqTdsZKcIagqWY9BUVMlnafDezMusXN4V+WCLYD7tXp34U74YeDLSDwdBc3sLG4vCZj8xGF6LXaf8IvpX/PB/wDv4a2jHQUMfSprlaZxNHFduPDOlD/l3J+rmpF8PaUv/LlGfqSaqw/7Tp9mcZYzLHdDLABhg81qm4hHWVPzrpE0jTk+7ZQD/gOasJa28f3IIl+iCmjmq46M3dROSFwjHC72/wB1CalWO5k/1dlcN/wDH8660Db04+lFBg8W+iOYTTtSfpaon+/IP6VMmiXzffuIE/3VLGuhooIeKqdDFXw/n/W3sx/3FC1Kvh+yH3/Ok/3pT/StWigh16j6lBdF05f+XRD/AL3NP/srT/8Anzg/74FXKKCfaT7spHSNPPWzh/75pjaHprf8uqj6EitCigPaT7sy28P2J+6JU/3ZTUTeHo/+Wd5cL9SG/pWzRQUq1RdTBbQblf8AV3qN/vxY/kahbSdSTotvJ9HK/wA66SigtYmojlWtb+P71jIR/sMGqF3eMHzLedP96M12FGaC1i31R5lI+XZmBBJzyCKZvX+8Pzr05o0f7yK31ANQPp9nJ9+1hP8AwAUrHZHM11j+J5zuHqPzpssazRPGcYdSp/EV6E2i6Y3Wxh/Bab/YOl/8+UX60WL/ALUh/KzwG2DJF5TfeiYxn8Dipq6Dxvo6aN4ok8iMJbXiCaMDoGHDD+tc/XPJWY4TU48yOT1M51Kf/eqpUt0/mXUr+rmoHOB70jQa5yfam0V6/wCDPhBDeabHf+IWlVpl3R2sbbdoPQsfWqUW9jGpVjTV5HkFFereM/hCdMspNQ0CSWeOMbpLaTlgPVT3+leU0NNbhTqRqK8SOU4WoafK2Wx2FMpFM7j4Y6bcXmtXVxDbyS+RBj5Fzgsf/rGvVRpWpHpYXH/fNUfgdpptvC95fsuGu7jCnHVV4/nmvUa2itDnePnTbhFI8+Gjaof+XCX8cU8aFqp/5cm/FhXfUVVif7Sq9kcENA1Y/wDLn/4+KUeHtWP/AC6r/wB/BXeUUWQv7SrdkcJ/wjurH/l2T/v6KcPDerf88Yh/21FdzRRYX9pVvL7jgbvw1rhtJRapbCcqRHvl4B9a88PwS8TzSNJNfWG9yWZi5OSevavoGik4pmc8bWnueCx/AnWW/wBZq9iv0VjV2L4Czn/Xa7GP9yAn+de20UciM3ianc8hg+A2nLjz9aun/wByJVrWtvgn4WhwZmvZz/tS4H6CvSKKOVEutUfU5Sy+G3hGxwYtFgYjvLl/510Vrp9nZKFtbWGBfSOML/KrNFOxm5N7sKKKKYgooooAKKKKACiiigDJ8Q+G9M8T6a1lqcAkQ/ccfejPqp7V88eM/hzqvhOZpgputOJ+S4Rfuj0Ydq+nabJGk0bRyorowwysMgiplFM1pVpU9tj4xor3zxb8GrDUmkvNBkWyuDyYG/1Tn2/u141rfhjWfDs5i1OwlgweJMZRvow4rJxaPRp1oT2MiiiipNQooooAKKKKAHxNtk+tXAwIqh3yOtWVO5QRSY07D3bJwOfpX0R8MPCC+HNBW7uYwNRvVDyE9UTsv9TXlXwx8L/8JF4ojlmTNlZYmlz0Zv4V/OvpHp6YrWnHqcOLq68iCsvxDodr4j0S50y7XMcy4Vu6N2Ye4NalFanCnbVHx/q+mXWg6xc6bdqVmgcqc9x2I9jVYSrj0r3f4weC21bThrtjFuvLRcTKo5kj9fqP5V4DWEo2Z61GrzxuKzbmzW54P8PS+J/E9npqA+WzB5mH8MY5JrDVWd1RFLMxwABkk19I/C7wUfDGiG7vEA1K8AaQHrGnZP8AGiKuxV6nJHzO7hiS3gjhiULHGoVVHYDpT6KK3PKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOU8f6G2r+HWlgTdd2R8+IDqwA+ZfxH8q8Vv7xINPaYHlhhPcmvpU8/wD16+ffir4Sn0XVP7QtVY6XcsSFHSFzyR7A9RWVSPU7cJVt7jPP94x70wnJyaSr2j6Vd65qtvp1km+edwo9FHcn2FZWO9uyuztfhT4P/t3Wjqd5HusbJgQD0kk7D6Dqfwr6DHFZfh7Q7bw7odtplqPkiX5mxy7Hqx+taldEVZHkVqntJXCvnj4t+Ef+Ef1kanZR7bC+YkqBxHJ3H0PWvoesXxXoEPibw5d6ZKBukXMbH+Fx0P50SV0FGpySufJNKqs7BUGWJwB6k9Klu7WaxvJrW4QpNC5R1PYiuu+F/htvEPjC3LputbMieY9uPuj8/wCVYpXdj05SUY8x9BeEdJGh+E9N0/GGihXf/vHk/qa2qP5UV0HkN3dwooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVHPbw3UTRXEMcsbdUkUMD+dSUUAcHrXwi8L6sWkhgksZm/it2wv/AHyeK4TU/gXqkJLabqVvcL2WUFGr3eipcUzWNepHZny7e/DHxfYk7tIklA/ihYOKxZvDWuW5Im0e+XH/AEwY/wAhX14OtHXrU+zRpHGt7o+O/wCydSzj+zrzPp5Df4VatvC+vXZxBo985/64sP519b4X+4v5U/tR7NF/XH2PmzSfhD4q1JlM9sljEerTuMj8BXVX3wLmjsoP7O1VZLn/AJbCZcKfdcdK9pop8iMnipt3Oe8H+FrbwloaWMTCSZjvnlxje/8Ah6V0NFFWjFtt3YUUUUCEYBlKsMqeCD3ryHxb8Fhf6g97oNzFbiViz28oO0E9SpH8q9fHWik0nuVGrKm7o828EfCaz8O3KajqcqXt8hzGoH7uM+o9TXpNFFCVhSqSm7sKKKKYgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqtf2FrqljLZXsKzW8q7XRh1qzRQB4pq/wAELwXxbSNQhNqx4W4zuQfUda73wR4CsvB9uz7vtGoSjEk5GMD0UdhXXUVKilqayqzlHlbCiiiqMgooooA8v8ffCpvE2rrqmlzw288uBcLIDtbH8Qx3rrvBvhCz8H6MLO3bzZ3O6ecjl2/wroqO1LlV7mjnJrlb0CiiimZhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/2Q==
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262
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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H
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263
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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264
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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C
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265
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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266
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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267
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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E
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268
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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UfxAH0I7ewqzrd1JbpHBC5RpdzMynBAGOAe2SetQadcObWeORmZNgI3MWxyQeT2/wNO9iZU1ONmrpkWm+F4dNktWhumltrYFoLZlxGjNjLjBPzH1P17V0QJIGRg+mc1BY5+wW2evlL/6CKsUGVKlCkrQVkZl+o2zDnoSMHBBxkEe+a6/TPDMUN3FePcyTIvzxoQBgkcEkdcZ44HrXJ354kP+wf5GvS7VdlnCp6iNQfyrSkk27nLmVSUIRUXa97/gWqKKK3PFCiiigAooooAKKKKAOa8W2Rk05LpBzbPub/cIwfy4P4VzcUm9Mn7w4NeiPGsiFHAZSMEEZyK8+1TTJdEvMAE2rnELnkf7jH1Hb1HvmsasftI9bLq8eX2Ut+n+QtFMSRZFyOvcelPrE9O1gqGe2SdRyVdfusvVf8R7VNRQGxz+qanBoixNqTeVFI21ZlUsu70PdT+f1pkOrWVy0dzYXtvO6ZBRZFyynquD34BH0960de0mLW9FubCXjzFyjf3WHKn868tk8BjbmK/IkHZ4sYPccGpk0tzWKqVLqKuepBtOvT5zKCTgOCWAOOzAcHHoasS3kKISp3ED0wBXiUttrvhuYTCaVYicGWJyVP19PxFek+FoL3WPD63Wo3cpMrtt2ooDKDjnjnJBoUr7E2s7STTNi5jiv4IJGdBKq8q4OCDjI457A1AlvvP2WNstJgyMowFXpwOwxkDPJJJ+l4aac/PdSEeiqo/XBq3DbxwIVjQKCck9Sx9STyTVWE2lsSAAAADAHAHoKCcDJ6UEgDJOBVSe43gqvC9z60CjFsSOE399DbqCfOlVPoucsf8AvkGvTFQAfhiuT8KaY27+05lwCCsAPUg9W/HgD2ye9deMV0U1ZXZ4eYVlUqKMdo/mOooorQ4QooooAKKKKACiiigBKhuLeK6heGaNZI3GGVhkEVNRQCdtUcTqHhW4t283TmMsfXynbDr7BjwR7Hn3NZElxJbuI7uJ4XPAWUbCfpng/hXoV5cJaWrTuCQvRR1YngAe5JArib1zezNJc4lboAeVUegB7e/U9T6DCpGK2PYwWIq1Pdnql16lcXKEZw35UhuUHRWNRNptoxyIgh/2SV/lTDpkfZ3/ABdv8ayPUXKTC7QMAykBjgHtmsvU9NdpTc2y7w/LovXPqPX3H41Zk0yMA5jDr3+Zj/WmI1zBwjeavbc21vxPQ/pSaTVmXBuEuaDMgadNeBoDbNscYYyoQoHfOev0FdHDHb6bZwWsS7Y41EaKOuAKrG6umGBFtPqzLj9Mmo1tfPl3zBZZCMZYcKPQCpjFR2KqTlUacuhfN2g/hP4mo3vlXui/7zCmjS7fHMcefZBT1sEjZXh2xyIcq6qAQfUGtDJ8q2CGC9vyBb288+ehVSFH/Ajhf1rotL8KfMs2plXxyLdT8v8AwI/xfTp9a1ND1Rr+1aOYKt1FgSAdGz0Yex5+hBHatcdPT6VvGnHfc8PE46s26duX0/zHAYGBS0UVoeeFFFFABRRRQAUUUUAN4qrc3lvZQ+bPKkSZxljjPsPU1Y6CuH1F5b3XnjU/MJRbw7uiDjJ/E5J7nAFKTsjbD0fayabskrs6MeI9Lzj7Qy+7ROo/MjFaaSJLGHRlZGGQQcgj61xN7p62TSiG+S4lgXfNGQAyr3YY9MgkHt+GY7C/ubJ5orVwsLD94TyI2POVHQsR1HQcMfRoU2naR0PCwnHmpSv6mrrt8JphEh+SEkZHdyOfyBx9W9qxabNJwCBjkKoznGT69+pJPc5NOrGcru56mHpKlTSCiigkAEnoKk3CongRzn7reop6OHUMvQ06gE2iqbRs8OMfSp4oljXjknqafQCCAR0NA3JvRhRRRQIlsr06ffxXX8ABSYDuh6n/AICcH6Z9a7xWWRQykFSMgjpXnEMpaWRCfmU5H0P/AOqtnR9X+wMtrOx+yZxG5/5ZZ7H/AGfQ9unTprTlbRnmY7DOXvx3W52VFFFbnkhRRRQAUUUUANpaxfEfiGy8K6NNq2omU28ZUERLuYknAAHHc9zXnC/H7Smm2jRrwRZ+80qA4+nT9aTaW5cacpfCj18CuW1PQri4vJJrVY3WUhnjZipVhjkHHfAPYg896XQvHvh7xDbs9peiOVBl7ecbJB9F/iHuMitSTVHf/j1tXcf35f3a/kRn9KT5WtTSk6lOd4rXzMOPTW0u1kluDGbiZWhijXJVARlmYnljgZP0x1OazPLESJGqssarhA3Uj1PqSeSe5rU1C58yZZLmYTSopVYo12xjJBO7kk9B37dKzXdndndssTkk1jNrZHqYWE3ec93/AFoQTnD247GUf+gtU1Q3Ks0DMgy6EOo9Spzj8eR+NSq6uqspyrAMD6g1mdwtV7t9sWB3yfyqxVa7XIUnpyDQVHcfa/8AHpCfVFP6VNVTTmzZKh+9ETG3/AeP5Yq3QJ7hUcByhH912X8mNPLKilmOFUEk+wqK1VhbKWGGbLsPQsc4/WgRNRRTZH2Rs3ft9aAKcRzqhx0MbZ/76GP61eIBBBAIPGDWfYfPdTS9gNi/gef1J/KtChFS3N7w3fk50+VjlBuhYnJKdCPqCR+BHoa6XHPPSvOY99vcxXMUjRzRklTjIOQQQVPXg+xretvE8q4W7tdw/v25z+ann8ia3hNWszxMVg587lTV0zqaPwrn73xjoOnWLXd3qMcUa8bWBDk+gTG4n6CuCvvjzpVvOUttJu5kH8TyKhP4Ddj8cVbkl1OJUpvoeu0Vx3gvx/pnjhblbGK5gntgplimUcBsgEMCQRwfQ12NUtSGmtGfOni34tWnjDwlf6Rc6VLazuySQSxyiRWKuGAYEArlQemea8rrX8U6LJ4e8UalpUikfZ52VCR95D8yt+KlayKwk23qejCMUvd2Ze0rUrnTL6Ce2neGWJg0UinDI3qPbsR0Ir3/AEPxFJ4h0WG8d9rnKTRrwFdeGAHp0I9iK+cq9b+F1yX0/UI3YBQ8cgye7KQf/QRUvQ66CTlZo9AoJx1phnjH8Y/Cq80+8bVyB1zUHeotluoLf928lv0Cncn+63b8DkflRFcKwAc7T69jSTsqNFOGHyttbn+FuP0O0/hTE01oyxUc67oW9uak6dabLxE2em00hLcz7WTybyRT92RVb8R8p/8AZa0qyH4uIW9dy/pn/wBlqyk7oMA5HoaDWUb6onu/mhEf/PVlT8Cef0BqxVJZWmvIVIACqzceuAP/AGY1cHPSmZtW0CqF/OyqQnLA7VHqx4H+farsr7Iy3cdKyT890B/DEu7/AIE3T9M/nSZUF1LNoUt1VOcBduf61cSVHJCknHtVClR2RgwODQXKN9TRpksscEMk0rBY41LOx7KBkn8qiF3xynPsaw/GF6V8J6gEDKzosefZmUH9CaDGUZJNnlPifxDca1qT3EjFQciJM8RJ2Ue56k9z+Fc9T523TyMe7GmVaR5spNu53Xw88eWvgaHVJnsJby7uvKSNVcIiqu4kljk9WHAHau5j+PbtEhbQ49xUE/6R3/KvDACTgAsewHUn0r6F0v4M6b/ZFl9tBF35Cedx/HtG79c1opPocs4007z3ZJ8Xvh/L4itF1rS4jJqNqm2WFR808Q549WXJIHcEjrivnYggkEEEHBBGMGvt+uI8UfC3w14ouHu57eS0vH5e4tCEZz6sCCrH3Iz71Uo31RlSrcq5XsfK9eweAtMksdB8+ZCr3TKygjB2qMKfx+Y/Qiux0f4I+F9MuhcXj3WpFTlY7llEY9yqgZ/E49q7lPD+kRgBdNtePWMH+dQ6bZ1UsbClK9mzz7I9R+dABPQGvRv7G0v/AKB9r/36X/CoZPD2kuvOn2w90QKfzGKXsX3OhZtHrFnn9RXJxazHGcRscD2BNdvN4QsZGJhluID2CvuH5MD/ADrOn8GXQBEV7DIDwRJGVOPqCf5UnTkjojmNGW7t6r/I8T1Pxrrl7KQl19kjwCEtxtPTuxyx/Ssoa7rAYkarfZPXNwx/rUviDSbjQ9ZuLC6UCSFtuR0ZeqkHuCuD+fpVJbC8awk1FbWVrGNxE9wFyiuRkAnscEe3I9az12J542Ur7nTeFvE+p3muW1hfTLPG5ba7IAwYKxHIxkdeor0KvLPBdq9x4thdUZhBG0rbVLY+XaM492r1MZJwEkJ9Ajf4UzoozXK+Z9Tm/FeuXejC3+wuscsqOC7IGKjK9AeM59c1w0viDWp2LSareE/7MzKPyXArqviDbubeyuNjhVZo2JVgAThh1H+ya4qCxvLuKeW1tZpo7ZfMneNCViX1J7D/AANLXYzqzXM22XovFeuWagpqU8gBHyTnzFP/AH1z+Rr0Pw1qMmr6Ot/NGscssjBlUnb8p28Z+leSyBmCoqszMwVVUZLEngAdyTxXvfhvwJqVhoVna3EtvCyR5fGXIdiWb0HU469qcYuS0IVeFKXvysirS4Poa62DwZbLg3F3PKfRcIP0Gf1rQi8NaRF/y4xOfWXLn/x4mrVKXUmeaUV8KbOA3KOpX86paxYnU9Hu7NCN8sZCntuHK/qBXqw0fTAMDT7XH/XFf8KY+haVIMNptof+2K/4U/YvuYvNItWcX958bXMTw3UsciFHVyGVhgqc9DUVfUniH4T+GPELmZraSyuu89o20t9QQVP5Z96z9G+CnhfSrlbi4FzqTqcql0w8vPuqgA/jke1VyM43iY7nA/CL4fzapqUHiPU4CunW7h7ZXH/HxIOjAd1U857kDsDX0TiokjSJFRFCooAAAwAB0AFS5rRKyscs5ubuxaKKKZAUUUUAFc7qnjLQdH1JLC91ER3LsFCJE8mCQDtYqpCnBBwSDgg9K6KvNpbS90jUruNtPM5uXYGRrOW4VkNw8yumxWXdiTaVcoAyKQdoFAHcz6pY22mNqMl3CtksYlNxvBTaRkMCOoORjHXPFVtK8Q6ZrE8sNpNL58Sq7RT28kDhTkBgsiqSpweQMe9YF7pN/D4Otwtm8k0GopqDWMbAkxi5M3lDnaWVSAADglABxijU9VuNYttSew8PXksUenSoZbm3ltpndiv7qMEK5XALMV6kKFJPQAveKPA+j+KxGb9ZY7iPhbiBgrhc525IIIz6g47YzWnpmgabpOjLpNpaxizVCpjcbg+epbP3ie+etec2mkSyxajYpp0yWE17psqpb6XNZQsomAlIjYkrwvzEkHA3EYwa7Xw3px0pddtLayEFot+xtINvlxbDDESEGMBS5foMZzSsr3G5Sas3oZ/hZ/Bmn6lLDoESwT35JVxBKsdwEBOIncbWAG44QkdTXU6ffW+p2EGoWsnmWtzEs0L7SNyMAynBAIyCOCM1wejxS+fpGmW2n6sLRCY7rTNVs/Mt7OLymUiOdkG7GQgwzgqxGACSOfstFdPC8Ns+gX41P+yLeDSXjsnX7JdqrCQltoELed8zO2AykEFhTE227s9W1vTdO1bSZ7TVIVmtCNzo2RjbyCCOQRjPHNR6JY6PbaNBFpFpBFp00YkREj2h1YA5IIySQec8+tchPYJ/buoNeaLfXOsveM9vfxQsEW3MeABLjaFAypizlm52nO6rfgCw1DSS1vqkE0tzNZW8sd40JUKgQKbc9lKMCQvGQ+eTuNAXdrGRo+jeANJ8Utd24vPPju2t4ftFrN9lgnDFCEkKBN275Rljg8L2r0WxvLe+t/tFrIXi8x4s4I+ZGKMMEA8MpH4ccVx2j+FbjUIr0alqGpRWZ1i5uBpxjiSNwLlnQklPMKsQrfewfpxVSy8PTWjafe2VhJb6rNqOpCa5MbBhG32kx72x9zd5RAPGSCOTykkthylJu7dzvtQvrfTbC41C6k8u1tommmfaTtRQSxwAScAHgDNXa8ffQ/tfh7UbbT9AvYHPh25h1COe1ZTc3uEMRG4fvpAyyHzFz95fmPGL6aah1VPsujXkWqHUraWzvBZPGkNiDGWTeVAjURh1MR2ncfu85piPUaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z
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269
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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271
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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272
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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C
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273
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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274
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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275
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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276
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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277
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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278
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADIANwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigArO1m8k0/Q9QvYlDyW1vJMqnoSqkgfmK0ayvEU62vhnVrh8FYrOZyD0ICE0AeI6dq2rSWNjrF14s1q0e9QO92GSa1iYnhXhIAjXjGQSOOSK7aPxrr3hvZ/wldjHd6ZwBq+mgkKD0MkXUA92GR6CuR8JWu3wLpUc6Bw9uSysAwKsSQCD2wela/hDVTpGtP4UuiWtZozNpryHdhB96Ek5yF5xntx6UPRXPQnho+zU11/M9Zsb601KyivLG5juLaVd0csbAqw9iKt15VcWVz4AvpNd0CJ5dDkO/U9Jj5EY7zQjsR1Kjgj04x6TZX9rqdjBe2cyT206B45EOQwPQig4ZxcXZlyiiigkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuL+Kt6bD4Y69KCdz24hGO5kYJ/7NXZ1538Xz53hvTLDPy32sWtuw9QWJP8hQCV3Yy4LEWGk2FmBj7Pbxp+IUA/qDXN+LhLaabBrFuP9J0q4S6QjqVBAcfQg8/Su31FMzt6Z4H8qyL+wS/0+5s3HyTxtGSe2QR+hqntY+gUOaly+R29rOlxbpKhDRSKGGejAjI+vB+hrm/DzHwb4vbw7kpourbrjTRjIgnGTJCD2BA3AfUDmq/gHWIx8PrO41GZLcWCNbXEkzgBDGSvJPTgD8xWZrmt3fji2htfCmlTzm1uUuINZuCYIIpEOQUJyXyMggAcE1mmeVVSa8z2SivNzovjTUzv1XxibMHk2+k2qxhR6CR8saQfD+3di1x4j8TzuepbVXH6ACncxVGTPSeDRxXnQ8ByQEtZeLfE9s/bOoGUfiHBFKIPiFo3zWmsaf4ggHWG+g+zTY9A6cZ9yKLidNo9EBBpa4jSviJp9xfJpetWtxoWqtwsF7gRyn/YkHytnt0J7Cu2yKZm01uLRRSZB6UALmijNBoEFFJkCjNAxaKKKACiiigAooooAKKKKACiiigBK87+KGGvvBiMflOuwkj1IVsfrXonavPfi2hi8O6ZqoBK6Zq1tdSEDkJuKn/0IUDjoyS7TMxOO9Y+sajaaJp0l9eOVjTAVV++7HoqjuSa3r0xxeZLI6pEgLF2OAABkkn0rkPDtm3jDXh4mu4mXSbNjHpUDrgSEdZyD19Bn29ORs9uVXlgkt2ReGPAZ1GaTVvEkO2K4uDdw6OHJiidgBvkH8TkDODx19cD06NFjRURQqqMAKAAB7AdPwpqKfr9f8fWplFScbSQ4DPWnBRQKeBSJbACkK/nUgFBFBFzK1TSNP1uwex1SziurZxykgzg+o7gj1ByPWuRh1HUvhtdRwajcy6j4TlYJHcyfNPpxPAVz1ePsD1H4YPoDLXFeJtbj+0vodrYnVtSuIiDYrgKqHgtM3RFPvz2HrTuJwUtzvmvbWOzN29zGlsEEhmLgIFIyGz0xjv0rjbv4p6I1y9rolrqGv3KHBGm25kRT7ucKB7gmud0T4bKmnWlv4l1CbU4rUkwacJWFrACcgAcF8ZwCe3GMV3CtZaPpzMfs9lY26kk8RxoB19gKbdiFQdrsxP+El8fXxzZ+ErGxQjhr/UAT+KxgkfnR9u+J7HItvCgH90vOTWBe+PtT1qRofCdkiWwODqt+pCN7xp1b6nj2rMfw9PqrCTXtc1LU2PJj84wxZ9BGmABQk2bQwsp7I65vEXxCtGzNoOg3oHVbbUTE3/j4xT/APhZrad/yMPhbWtKUfenWIXMK+5dDnH4Vztr4P8AD0SqqaLZnHdowx/M5P61tWGkadpji6tozZiLLkxTvGmAMksAQCMAnkGm0y5YFpN3O30fXdM8QWK32k30N3bN/HE2cH0I6g+xANaleZ/DWI3us+IPEttbi10vUZY47WNV2ibYCGmxxjcTxxzj6V6XQcDVnYWiiigQUUUUAFFFFABRRRQAlZGvaba6zoN/pt9gW1zC8cjMQAoI65PTHBz6itGaaOGJ5ZHVEQFmZjgKAMkk/SvKbq8vPiZPIBLLaeEIpCgVSUl1Ig4JJ6rH+p/kFQg5uyOf0Y6v46sLbRriQJomnnyL+/ic41HyztUIeu0gAk9+a3I/ij4YtdUi0XTra+u1i/dK1jbeYihRztAOSAASSAfWt/VtPb/hD9R07TEitf8AQpIoETEaplCAO2PrXzd4UOv6drNvrOh6fPPPaOSGSEvGcgqVOOoIJB570jrnzQslqz6ytLiC8tYbq2lWWCZA8cinIZSMgj2qwBXA+BPFOk2mg6Zod7dPZ6mseGgvIGt97kkkKWwCATgYOcDpXf8AfHcdu9Joabe4op4qPtTgcdePrSBolFLTQcdacKDNjSKzrPSLLTXuZLSAJJdSmaeQsS8jk9SxJPsB0A4GBWlxSEex56UwVkZmoXlppllNf306Q2sCl5JHOAB/XqMAcntXll3c3nju5W+1SN4NDjbdZ6cxwZfSWUdz6DoM+/Onrqf8LF8RXel+Y48NaUxjnaN8fabrGMAjqEzn0z9RVHwybqJbzQ79y95pcgjDn/lpERmN/wAhj6gZq4pdTow8VOac9uhrRxABQoAUDAAGAPbHp9KuwQZxkU6KDB6VdiixiqbPVburMWGLpXP6rDL4t8SxeD7V2SxjVbjWJkbBEWQViB9XI59ufUVs61q0Hh/QbvVbhQywR5VP77nAUD3JOK0/h74dn0Tw79o1AbtX1J/td8/cu3IT6KDjHQc4qDzMbWtHkT1OrtrWCytYra2iSKCJQiRoMBQBgAD0qzRRQeWFFFFABRRRQAUUUUAFFFFAHnHxJvptSutM8G2krI2qMZb2ReqWqfeHsWOAD7H1q/FHBaWyQQokFtBGFRRwEQDGPQDA/T1zWBayHUvij4r1F/mWzSDToD6ADzHH/fVRePZ5Y/Bt3FC5RrqSK2LjqBI4Vj+RI/Gk2ejhoKNNzZk3N1ceOHkmmkktvCkLERxISr6gQep7hM9B3/l0lgImsY1t7cW8KDbHEoACgdgAAMfh+NTLplskNvbIm2C2UIkQ4UADA49sfqaueWAoAAAHQDsPShHdThGK13ZRlhtrqFre7ghubZuHhkUMp/A9/erek6ZqGizwRadK97ocx2m3uJMy2Weco7cvH0G08jqCelZunwGKe6iOSA2QT3611mkk/Zdp7GhmWLhGyaLuecV5F8RPi5d+HNbk0bQoYDPb4+03E6lgGIB2qAQOARk163kZr57+KHw/14+MLvVdO064vrO+kEoa2jLlHIwVIGSORnOMc0kcFW9tD13wb4k1LVIEtNctoINQNpFfRPbNmOaCTOCM8ggggj6Y6iuvFeX/AAk8JaxodrNqWvPOtzLCtta28rktDApLEHk7QSc4HT8a9OBodiY3tqSZrE1rTtYvlaPTdaTTo3TYxFoJZB1yVYsADg4GQcVsZppNFyuW5haXoFl4e0aDSrBXEEWSWc5d2JyXJ7kn/wCtjFc9qVkIPGWnXaAD7XazWsvP3tpEiH8MOPxrt5TkGsuWNHkVmUFkJKsRyM5Bx6cGmmdNFaK3QprBjtUyRdsdal25bA6+lY/iXXf7CtYbWyj+1a3fN5VhZjkux43kdkB5JOBTbOmpVUFdme9r/wAJb8Q7TSgu/StCYXd8T0kuDny4/QgdSPrmvV8HtXN+DPDK+F9CW1kl8+9nc3F7cnrNM3LH6DgD2FdLQeLUm5ybYtFFFBAUUUUAFFFFABRRRQAUUUUAeS+GgU8TeNoW/wBYNX8znrhkBH6VoeINJXXtBu9NZ/LaZRsf+64OVP4EA1Wni/sn4wanARiHXLCO6jPYyw/IVHvt5NbhGDSZ62EalT5Wc14d8Rrfn+zdSUWmuW4xPbOcbyON8eeoPXgmuiU+uOaz9X8N6Xr8CpqNvukTmOeNtksR9VYcj6cispNO8X6Euy1mg8Q2Y4Vbl/JuVHpv5VvqcUGntHDRq67nTbAMkAAnqfU1rWC7IeeM81x8XiS7jYLe+FNfhfuIoElGfYq3866fSdQkv42ZtNvbJQBtN0qqW9cAMSPxAobIq1VKNkaP8dPHfPp9f500CnCpOdh24Pf/ACfrSg0lFFrhYdmkJozTSaASM7U71bC0a4eGaVFxuEMe9gCcZwOSAOcAE+1Yz+LfDKwGd9f01YwMnNwoYe2M5z7YzXRTp5ikdx0Nef8AjKygk1XwyPs0Rnk1mFmfywWYBWJyepHGffvTLTcY6CS+Pf7Vv7fSfClmLi8vNwhvL8GC246lc4MhHoBXZeFfBcWgXE2qahdPqevXIxPfTDGF/uRr0RB6D+WAI9V0mx1uwax1G3EsJIK4OGjYdGQjkEcYI/lWVF4h1jwUVg195tU0LOI9WVd01sOwuFHUf7YH1FM5q6nu9Uek5oqra3UF9aRXVrPHPbyqGjljYMrA9wRwRVkkDvTOYWiiigAooooAKKKKACiiigAooooA4H4k6Pd3ej2uuaYu/VNDm+1wrjJkQDEifiOfqMUafqNtrWlW2p2T77e5jEiH0z2PuCCD9K7zGe1eUapaP8OtcnvUVm8J6hLumVVJ/s+ckZYDtGx644Bx04yNHRhqvs5Wex1ERxgVcTDAdqoIysiyRurxuAyupBBB6EEcEVPHLjHNSz05LmV0QeINeh8NaUNRuLa4mtllVJmhXJhQ9XI7gcZxWnZXdrqVol1Y3MVzBIMrJE24Eex5qNWV1KsoKkEEEDBB7H2PcYNcvcfDrQHuHuNPa+0eaQ5dtMujACf9wZUfgKDilGSeh1N/fWumWcl5eTLFBHjLHuScAADkkngAZJPAGatqwdA2CARnBGCK5zS/CGl6bdx3rve6hex58u51G5ad488EqDwpxxkAHFdDvHX+vNAkm9x+aTNN3D1pN1ItIcTTCaQv71Ez+9BaiOLA8Z5rlJ4hrHxCtduTb6JA8khHQ3EwAVT7hMn/AIEPWujkMnlP5O0yYO3f93OOM98Z9Kq6HpS6Tp4h8wzXDsZbmcjBmlY5Zj9eg9AAO1MJI1ET2p/lKVKkAqQQQRwQeoI6Ee1ORalC0jOTOLn8Map4cuZNR8FTRwhzvn0eckW0x7lP+ebn24PtWz4c8d6drl02m3Ecuma3H/rNOvPlk47qTw4xzkducVuYxWNr/hfSPEtssOp2od4zmKdDsliPUFHHIIOD6EjnNUmc84J6o6zNLXmFv4g1rwFdR2nied9T8PSMI4dX25ltieguAOoP9/8Annj0aGWOaFJonV0dQyOpBDAjIIPoetMwaadmWaKM1Xnnit4HmnlWKKNSzu7AKoHJJJ4AHrQBYorF0vxToOuSvDpWs2N5Kgy0cE6uwHrgHOPetkEGgBaKKKACiiigAqtcW0V1byW9xGksMqlXjdQVYHqCD1FWaKAPKrvw7rHgWWSbQ4JtV8OEl300HM9pnqYST86/7B59PWtHSNa03XrU3Gm3STqvEidHjPo6nBB+or0LtXlHxF0C0m8YeGZbbfp95eyXCTXlliOV9se5ckdcEd88UNHTQxEotRZ1AkI68VIJveuLWfxbpPyN9j1yAdGJFtPj34KE/lUo8a20I/4mel6tp5Xq0lqZE/B0yPzqT0k01eSsdkJyacJ/euSi8b+GpsY12yUnoJJNh/I4qyPFmgEZGu6cR7XKH+RoFyxezR03ne4pDKD3rIstXsdRiMtldxXEanBaM5GfrVxWJGQcikPkRZ8wnvQCTUaITVlIz6UEyshVWp0WkVMVKBigwlIeoqQCmAcU8UGLYYpCM06imTcrXFvDdW8kFxEksMilJI5ACrA9QQeoP+cVw+nTz/DbW4dNuJHl8JX0my0mkbJ0+YnPlsf+eZOcE9Dx6k+gEVn6rpdprelXOm6hEJbW5QpIp9OuR6EHkHqD9KE7ESjdE3iDxNpHhiyW61a9S3V22Rrgs0jeiqAST9BXnXjfx/oeu+C9V02S01yzE0BMc02nuiFwdygn0JABzxgnNQeDrSa28WahaeIbg3us6PBHb6e8g4Foc4kX1YkgMeowB1rsYvEsbeIl0O4gljlnhMsEjkFJgMbgMHIIz0IHSncI0G1dmBJ4b0nxR4PsdU0aOzstXS3Sa1vdPAUxTBQSpK9RkEEHt712HgrXz4n8KWOqypsuHUx3CdNsqkq4+mQSPY1xF9BD4F8aWV5YBbfRtblMF5bA4SK4wSkgHRc4IIHGBn0xvfCmNv8AhDpLsqRDe39zcwA8fu2kO0/jjI+tCYqiSS7nfUUUUzEKKKKACiiigBK4D4iosWreD7wnATVvIJ/66RuP5gV3w6VwvxbidfAsmoRDMmmXdvfKP9xxn9CaBxbTTIpomEjAimeWwOQCM+ma0ZWScJPEQY5VDoexBAIP5EUxRmpZ70JKUUzPa1En3olY98qD+pp0dhg5WFF+igVqKoqUKKQOVijHZf3znB6dqvxxAAADFPUD0qVR7UGUpsVIgKlCYpFxUgoOeTYAU4Ugpc0EMeDTgahDgd6er5Gc8etBLRLRTAadmi5LQtMIpxNMJoBI85+JsFzpK2PjHTVRrvTW8mdZM7ZLeTIIbHJAJB9sk9qsaD4d1EayviLxDf21zeiExWsFmCIIEbBJGeWJHc9vwx1mr2EWq6ReadOMx3ULxMD2BBGfz5rg/C/iizsvAFlca3ex20lpus5Fdsu7xkrgKMkkgDoD1pouDSer0JfibFDqWhafYSgt9p1S1hVQcElmIIB65wTXqdtaQWVrFaW0axQwoI40UYCqBgAfQV574d0XUfE3iG18S6xayWOm2OTpdhMMSs5GDNIOxx0XqPbHPpdUkc1ealLTYWiiigyCiiigAooooAKo6rp0WraRe6dOAYrqB4X+jAg/zq9RQB5V4Gu5bjwjFYXfF9pMr6dcqeoaM4B+hXH1xW+Dg1h69GPCfxEj1MkJpHiEC3uGPCxXSgiNiewYcZ9jW7KhRyCCD6Gk0ethKilCzJVNPU1XVqkD46nFI6WiyDUitVYP6GpEbNIxaLanNSioUyam7UHPIKY7470rHAqlcShQTnigcItsZe6nb6dZzXd1KscEKF3djwoHU1T8P3Ooairape77eG4UfZbMgAxx9Q8h6+YRzgHAGB1yTyPiCU694s0bw8cG1LG/vF6gxx/dQjuC+Mj2Fegxtk898fj/AJ4psco6tF4NTs1Cp45p4NIyaH5ppNGcU0nFAJEbnmuH+Huh6Wvi3xdI2nW73trqheKd4wzosihsAnoM5PGDzXaO3Nc74C+fxr46kH3ftdun4iLn+dUiK6tFHoNLSUUzkFooooAKKKKACiiigAooooAxfEOhWniXQ7vSb0fuZ12h1HzRsOVYehBwR9PevOvCHib7dLeeGtUuUfW9Kke3kkXgXSIdocZ6kADI/HpmvWXkSNGkdgqqCWJOAAOprwLSNFh8Q6Pc6qsr2t9c6ldX1nexjDxZfAOe6kDkdx0p2udGG5ufQ9LwQSKp6nPJFYzGFtsoRip64ODg/nisDTPGD29yul+KY0sb8nEV0Di2ufcN/CfY4FX9euRBpt9Nn5YraRs9uFJzUtHrQqRkm2X9D1BtS0DTr5zl7i2SVuMclRn9c1rxPk1zPg8FfBmiAgg/Yo+D9BXQRHDCpBK8bmtFjAp5bFV0k+UUPLgdaDkcW2EsuM81j38p2YB61Tg1KS/8SalHG5NrYRpAQOjTH5259gUH4mprwEop96Z00YrRo5jQcSfE7XJGHzQ6fbxp9Ccn8yM138T9PavO7Zxp3xPjZyBFqmnmNSehkjbOPrjNd7E+DQybXv6s0kbIqUGqsb8VOG460jnktSTNRO2BQWqCR+OtGoRjdiNIoYkkADJOfbrWH8Kla60PU9bbONW1Se5jJH/LMEIv4YQ/nWf41v7iLSI9H0051XWJBZ2qg8gHh3PoApJJ9SK73RNKt9E0Sz0q1BENnCsS56kAYyfc8n8apHPiZK6ijUooopnKFFFFABRRRQAUUUUAFFFFAHmvxH1m4vJrfwdpkrR3OoIZL2dDzb2o4b8WOQPbPqKrWgsrcDTbQootY0Hkr/yzUjAB9yAf51z2oa3b+FvFHiu98QQ3Md/dXBayZoWKTwImI0VgCAeMHketXfBf2efw7FcpfW93e3ZNzdtHIGPmPnIODkEDAA7AcU0d+GcYpa6s072xtdQtmtb23juIH6xyDI+vqD7jFcHqej31rfReF9B1aWSHUI2Wa0uQJBawdC4fOQOoA713WtahDo2kXeoXABS3jL7c4LHoAPqawNOiu/D2kwXEipN4o8QSj744jyM8jqEjTnHrxSZ01LNq3U7a1to7OzgtYs+XDGsS+pAAAP6VaQYxUUUbKqqzl2AGWIwSR3x/QVOBgVLR0Nq1kTCQAVi+KPEEegaJNeFfMnJEdvCOTJMT8igd+Rkj0FaEkixqzuwWNVLMx4AAGSc+mK87jTxR4l1a18WWnh06hotuXGnWxukifOQDOQeCTg49MAjsSWOarOMEr9TrPDelyaPoUVvcPvvJCZ7qTqXmc5c++Dx9AKvXLARkHqe3pWD/AMJHrYJWbwL4hU+kcSuPzzWfrPiXW9N0mfU5vCOowQoQoa7lSMZYgAbQckkkDgUy4V6SVkyPVQ+ueLdK0mxIEunSi+ubkdYVAwqDtlu49Oa71WwM1wthBc+FtKtbQKlz4m1uYvKZOQrEZZm/2EHGO54HU47eJXRFDOXYAAuRjcR3x2+lJlQd7t9S5HIfWp/MGKogkDPb1qRST0zS1CUFuWjJ71m6zrNloOmyX+oS7Il4VV5eRz0RR3JPasZvFL311LZeGNNl1q9RijzL8lrEw7NKcA49Bk1s6H4IkTUYtd8TXaanrKD9yqri3tPaJD3z/GeT7VSRxVa8Y6R1ZW8GeH9QudUfxd4giEeo3CeXZ2Z5Flb9l/3z1J98d+PQKTGPSlpnC227sWiiigQUUUUAFFFFABRRRQAUUUUARsoZSrAMD2IyK5LUfhj4N1Wcz3OgWqytkl4N0JJPUnYRmiigEZlz8G/BdxZTQx6bLDK6EJP9qldozjggMxGRx1FYc/gjxvp2u2esR3+neIGs7dreKOdTbOA2MsCMjdgAZJ5FFFDKjORbOr+LoDtn+H98WHUw30LqfpTl1Pxlc/LbeAp4yf4rvUIkA/Ac0UUG/wBYqdxT4K8V+I8ReJNQs7DS2YGWw03czzLn7rynBAPQ47V6PaWdvYWkNpaxJDbwoEjjQYCqBgAUUUHPOcpvUs8joB9Kydf0K08SaHc6VfB/InAyyNhkIIIZTzgggEUUUCPNZ/BXi/w7r8etQyjxUEtjbBJnW2miUkHIJyrHjkk5PpVk+J9ShJW78D+JEcdobUTD81NFFBvCvOOzHL4k1q6O3TvA2vSSHp9qjW2X8SxqzB4O8T+JR/xU97Dpemn72naa5Mkg9JJT0HqBnPqKKKQqlepJas7zTNNtNHs4bGwtIra1hG2OOMYAH9SepJ5J9etaOKKKZiLRRRQAUUUUAFFFFAH/2Q==
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279
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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280
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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281
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From the perspective of the camera, which orientation is the pig in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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Dgbpm/Ht+HNWot7GFSvCnu9T2q/1fT9Mj8y/vbe2U9DNIq5+mTzXMXXxV8I2jFf7SaZh2hhZgfxxj9a8n0/4eeKvEUv2q+LQLIctLduSx98dTXXaf8E7PYPtuqTu/cQoAp/Pmi0VuzL2leesI2Xma7fGvwypwLfUGHqI1/q1WLf4x+FJjiSS7tx6vCT/AOg5psXwb8LKuHW6c+pmI/lUFx8FPDsoPkz3kJ9Q4b+dP3Bf7Qux0un+PvC2okC31y1DH+GYmI/+PAVrCw0y5nS/FpaSyn5lnCKxPuD/AFry2++Bke3/AEDV2Df9N4wR/wCO1z7+C/Hng+RrjTXndAeWs5Ccgeq+lFovZg6tSPxxv6H0B0pOteMaH8ZL20mFp4jtA4Bw08a7XX6r0P4V6vpGtadrlkLrTbqOeI9dp5U+hHY1Li1ubU60Kmz1PKPEJHhj44aXqg/dwTzRSvtONwJ2t+dfTlfN3xrtBHHo+qAfPHIYyfQfeH619CaRe/2jothff8/NvHN/30oP9a2i7o8rER5arReoooqjEKKKKACiiigAooooAKKKp6ndjT9KvL0jIt4HlI9dqk/0oA8J+KHiXVvG/i9PAPhrLQpJtumU4EjjltxHRE7+pB64Fd74M+EHhrwtbRyT20Wp6lgF7m5jDAH/AGFOQo9+T71g/AXw+U0K78U3h8y/1Wdwsrct5asc8/7T7ifXaK9joA+Ufi4nnfGea1AAjDWsYAGAAUU4/wDHjXsfxO+HGleJ/Dd5eW9nHb6xbRtLDPEgDS7Rko+PvAgYBPIOPcHx/wCNsMul/F575lO2WO3uE9woC/zQ17T4m+J3hez8HXl9aa1ZXM8tswtoYplaRnZSFBUHK4JGcgY5oA4H9nXxHPI+p+HJnLQxxi7gBOdnzBXA9iWU49c+tfQFfOH7OOmzSa/rGrbT5EVqLfce7MytgfQJ+or6PoAK83+M3h3TNZ8A317eFIrrTYzPbTkchuMp9G4GPXB7V6RXiP7RPiI22iad4fhf57yQ3E4B/wCWafdB9ixz/wABoA8J0DSpvEWv2enh2PnMA7k5Koo5P4AcfgK+kba3itLaK2gRUiiQIir0VQMAV5d8H9Ewt3rcq9f9Hh/Qsf8A0EfnXq61z1ZXlY9rAUuWnzPd/kSIKsKMAVCgyRVgVCOqTFAq/AmyMZ6nk1VhTfIB26mr9UjCT6BRRRTJCkpaSgAooooAXFBooNAhKaeBTqimbbC5/wBk0ikZUjbmLepzURp5NMNSdKOd8cXn2Hwbqcu4qzQlFI/vNwK4H4OWYa41S9ZeUVI1b6kkj9Frovi1ciLwf5OcGadQPfHNQfCS2MXhOaYjBlumIPqAqj+YNWtIM5Je9iorsjvTSUE80VmegPj6Gihfun3NFAhQNzADqTitlRgADtWVbruuEHvmtYdKaM5hRRRTICiiigAooooAKKKazKoySBTAX73JrhPHPxIsvC8b2NmFutVI4TPyw+7Ed/8AZH6VV+I3xCXQbc6ZpbBtSlX5m6+Sp7n/AGj2H4+leeeC/Atz4nuTqeqtILEsWLE/NOc84Pp71SSSu9jjq1ZOXs6e/wCRR07RvEXxD1Z7yeV3Qt+8upvuIPQD+gr2Dw14K0bw3Er28AmugPmuZQCxP+z2UfT8zW3aWltY2sdtawpFDGNqIgwAKxrjWLjVNTfRtCAedCBdXh5jtl9M/wATnsPxPSk5OWi2NadCFFXlrJ/1odKgLHAGauRR7Rz1pttALeBI97OVUAs3LMfU1NU2OhyuOUZOKlAA6Col4OamBzTRlICqnsKaYgehxTs0uaCbtHO+IPCGj+IoSmp2EcjkYE6DbIv0Yc/gcivI9X8EeIvAF4dY8PXUtxax8sUHzKPR16MvuPyHWvfsnviopIwynABB6j1qlJoylSjPXZ90eG+KfGlh4y+HEm9Vg1O1mjZ4c8HJwWX1H8q98+H9z9q+H2gS4/5cYl/75UL/AErw/wCJXw2AWbXdDh2gDdc2qL+bKB+orufgb4zg1nwymgTYjvtNTCjP+tiJOGHuCcH8PWtY2toefiFNS9/f8z16iiiqMAooooAKKKKACiiigArJ8SQPdeGNWgRcvLZTIoHclCB/OtaigDlfhxBBb/Dfw6lvjYbCJz/vMoZv/Hia6qszRdLTRtOWwiI8iJ38kD+FCxZV/wCAg7R7AVp0AcV48+HumePrKKK6ke2vLcHyLqNQSueoIP3lPpkex615fbfs13H2ofavEkX2cHnyrU7yPxbAP519C0UAYXhnw3p3hPRoNK0uHy7ePLMxOWkY9WY9yf8AADgVu0UUAFfJHxm1R9b+KN9BF+8W0CWcQXnJAyw+u5mFfWbOEQuxwACSa+PvCMbeJviab+Zdwa4lvZPY7iw/8eK0m7K5VOLnJRXU9k8P6WmiaDZacmMwxgMR3Y8sfxYmtVaZ3qRK5N2fSqKjFRXQnjFTAVHGPlqVQSQB3qkZSZbtVwhY9TVimooVQo7CnGmYN3YUUUhpgJRRmjNAwoozRQAUUUE0ABNV7s4t3/D+dTE1Vvmxb/UikxxWqM4mmk0hNITUHSkeY/GVyNL0xM8ecxP5Vv8Aw3QJ4C04gfe8xj/323+Fc18ZT/omlj/po/8AIV1Pw9wPAelf7jf+htWkvgRx0/8Aepen+R0pHNGaD1orM9Aev3fxopF6UtAixZLm4B9ATWnWfp6/vHPoMVoU0ZS3CiiimSFFFFABRRUE83lJx949KASuE1wqcDlv5Vy3i/xNH4b0SW9cq1w3yQI38THp+A6mtosSSSck14L8QNZm8S+LxZWmZIoHFvAq87mJwSPXJpwjzMyxFT2UNN3sM8I+G7rxt4glu72R2t1fzLmVjy7HnaD7/oK94ggitoI4IUWOONQqqowFA7VmeGtBg8O6FBp8IBZV3SuP43P3j+fT2Aq5qd/Dpem3N/OcR28ZkPPJwOg9z0onLmeg8PSVGHNLd7mF4i1K7u9Qi8N6RIUvbhd1xOP+XeLuf949q6zQ9Gs9B0yKxs4gkacljyzserMe5PrXO+ANKmGnSazfjN/qbefISPuqfuqPQAY4rtD93bnmjbQFq+eW7/BC0CiikWOBp4NRinA0xMeDS5pgNLk0E2H0tRhqC1FxWI3AJIIBB7V4ohHgH452s0C+TYXki4RTwUl+Uj2AcE47YFe1k55ryX43WLfYNJ1aLCyQTNEzjryAy8+xVvzqoO0jnxcL079j6OorE8J6pHrXhTStRjJKz2yNk9c4wf1Brbrc8oKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMHxjeHTvBeuXiNh4bCd1P+0EOP1xXzl8GLMNe6rfMOYokjU/7xJP/AKCK9x+MF01r8KtddTy8aR/g0iqf0Jryn4PxBPCt5Nj5pLwrn2CL/iaio7ROvBK9ZeR6CKlTtUQqWP7wrmR7rLK8VYtl3SgnovNVhV61Xahbuxqkc8tizRmkzRmqMrCk0hNJSUhpDs0ZpBRQAoooozQAE0hNBNMJoGkKTVLUD+5H+9/SrRNVNR/1A/3qTLgtUZxNNJpCaaWqToSPNPjIpOm6Y/YSsv6V0Xw3kEngTTgDyu9T/wB9t/jWZ8WLcS+E1mxzFOuPx4o+Elz5nhSaEnJhumAHoCqn+ea0etM4o+7i35o7wjmg0GiszvFXoadTFODT80CLth1f8P61erPsWxIR6itCqRlLcKKKKCQooooAKzJpPMlLdug+lX522wuR6YrMpMqK6mV4l1IaP4a1C/yQYoW2EdmPyr+pFeR/CzSv7S8VPfzLuW0QyZI4Lk4H4jOfwrtPi3eG38JR26tg3FyqsPVQGY/qFqv8IbLyPDl1dHrPcYB9lGP61cfdg2clX95iYx6RVz0SuQ8dZvxpGgoSf7RvUSVR1MSnJ/kK68Vyl3i4+KugR9fs9tcSkfVcCphudOI/h272X3s7+GJYIUjUYVQAKkoooEFeT/ELx5crey+H9EnMTRjF1cqfmB/uA9j6n8K9SuZ0t7aadztWNGYn0AGa+Y7SR7lZLuVi01xI0kjHuSTk1UV1ObESatFdRjWkjfM15cl/UyHNdn4E8c3+i6tBpGrXT3GnXBCRyStkwk8Dk9vauXqhqwxbLIOGRgVPpVp30Zyv3fejuj6qzS5rM0G4e88OaZcyMWeW1idye7FQT+taNZnorVXAnjbXh/jjx3qer6xPpejXT2un2zGOSWNiplYcHnrjtivVfFupNpPhTU75fvRQNt5xyeB/OvnTTVYWgZjlnYsSTknNXFaXOXESd1BerNPSvFWveFtQguE1GWe3LjzIZXJVx3yD/OvV/ihDHqnw3uLtPux+Vcpn0JAH6NXiGsf6mL/fr3TxdhfhBcBu1hCPx+Wm+jM6e049LG/8CbqS6+GNsJGLeTcSxLnsoIIH616bXmHwGgeD4Y25cY8y5lce4JA/pXp9annBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB538bn2/CbWB/eaAf+RkP9K86+Ey7fBXH8V1IT+Sj+ld/wDHU4+Fl97zQj/x8VwHwnYN4LAHVbmQH8lNZ1fhO3L/AOL8juhU0fWoRUydK5z2pE45xitJBtQL6Cs6AbpVHvmtKqRhMdRTc0ZpkWFopKWgBRRSUZoELSE0hNNJoGkKTTC1BNJmgtIXNVL4Zt2PoQasg1Fcrvt5F/2TSZS0Zik0lFFSdJg+NLH+0PCGowhdziIuo915FcH8H78JqGo2LZzLGsqj/dJB/wDQh+VesSxiWF0P3WUqfxrwnw9K3hf4ipC5ZY0uGt3z3UnA/oa0hrFo87E/u68KnyPez0pKd1ptZnoAODT6ZTwcigRNbHbKre9atY6dPxrVibdGG9RTRnNdR9FFFMgKKKKAIbn/AI92rOrUlXdGy+orLIpMuGx5X8aHYW+joD8paVj9QF/xNdH8MUEfga0/2nc/m1Yvxmtd+iafdY/1Vw0Z/wCBLn/2WtP4U3CzeC0j3ZaGZ1YegJyKt/Ajjjpi5X7f5Hb4rl7RQ3xfQn+HSmK/XeBXUVy8g+zfFjSJCcC6spov++QGqY7nRX+FeqPQKKKKBmX4igkufDWpwQgmWS1kVAPUqcV83aY4axQA8jIP519SEA9eQa8L8a+BL/w9qE+paRbtcaVMxdo0GTCT1GB29D+FXF9DjxEWmprbqc1VDVjixI7lhSrqtueH3Iw6hl6Va0bTZ/FviCz0+zRjEHDSvt4VQeSfwqkmndnLKSceWOrZ9E+GkMfhTSEPBFnDn/vha1ajjjWGJIo1CoihVUdgBgCpDWbPTirJI5X4iosngHWN2fliyPqGFeD2IAsoR/s19Ja3pkWt6Pd6ZMxWO5jKFh29D+eK+f8AUvCXibw5I0EmnSXMCnCTRKWVh+H8quOqscmIupqVtLGNqXzyW0Q5LSAY/SvXPi3qK6X4KtdJR8SXTLHj1RAN367a5DwP4M1XWvE1rqOpWT29hauJD5q7d5ByFAPXnrUviN5fiB8W7XR7clrWKUWy4zjapLSN+e4Z9hVJXaXYw5nGnKXfRH0H8OdOfSvh7odpIoEi2qs3Hdvm/rXU1DBCltbxQxjCRKEUewGBU1aHEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHmfx1H/FrL3/rvB/6GK85+D8yt4YvIs/Ml2zY9AUXH8jXpnxvjL/CnVCB9x4G/8iqP615H8GZiYtYgJ4UxOB9QwP8AIVFT4TswOlZedz1QVMg+WoBU6fdFcx7ci5Zr85b0GKuVVtFxGT6mrNWjCW46ikzS5oJCikzSZoCwuaQmkJpCaBpClqaTSZooKSCiiikMKCMjFFFAGHKnlysp7HFMq7qEW2QSDoRg/WqdSzeLuriV418VNIax8QwapECEu0G4+ki4H8sfka9mrnfG2hjXvDFxboubiL97D/vL2/EZFVCVpHPiqXtKbS3WqLHhLWF1vwzZ3mQZNuyQDsy8GtsivGvhZr39n6xLo9y22K6PyZ/hkHb8en1xXs1E42kGGq+0pp9eo2nCjFAqToJF6Ves3ypU9uRVFO9TwvskB7dDQiZK5o0UUVRkFFFFABWdcR7JT6HkVo1FPF5qYHUcihocXZnFePdLOreDb+FVBljXzo/Yryf/AB3cPxrz74Qautvql1pUjAC4TzIwe7L1H5Zr2dlyMMMjoQa+f/F+i3Xgvxat3Z5SJpPPtnHQHOdv4VUNU4nLir05xrLpoz32uQ8bMdMu9C18ZC2F6qzP/difhj/L861fC3ia08UaQl3AQsy4WeHPKN/h6Gr+saZDrGkXWnXA/d3EZQnH3T2Ye4OD+FSvdep0ztVp+699joQQwDKcgjINLXIeA9YlutKfR9QO3VNLPkTKTyyjhXHqCMc119NqxEHzRTCg8jmiikUYt/4S8Pak2+80i0kbOSwTaT9SuM1b03R9O0eExadZQ2yHqI0AJ+p6mr/WjpTuyFGKd0tQooopGgUdKbtxXMeMfG2neE7EmVlmvnU+TbA8k+rei+9NK+iM5SjFXb0M/wCJPjJPDWim2tnB1K6UrEoPMa9Cx/p71X+APg17e1uPFd6pD3IMNmGHOzPzP+JGB9D61wXgzwrq/wAUvF8moak7/YkcNdz4wMdo198cY7Cvqm1tYLK0htbaJYoIUEcaKMBVAwAPwreMbI8ivWdSXl0LVFFFUYBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxHxbtjdfC3X4wOVgWT8FdWP/AKDXgfwduGXXb+3/AIZLYMfqrAD/ANCNfSfjW2+2eBtftwMs+nzhR77Gx+tfMvwhl2eKbqM4+e1bH1DL/Qmon8LOjCO1aJ7Vmp1PAqCpgeBXMfQM07fiBfzqXNRRDESj2FPzVHO1qOzRmm0ZphYUtQTTc0UDsLmkoopDCiiigAooooAKKKKAIriLzYSvfqPrWOVwSD1FbtZ15BtfzAOD19jSaLhK2hSopzLim0jU8S+Inh2TQteXU7MGO3uX3qU48uQc4GOnqK9N8G+Jk8S6Gk5IF3EAlwg7MP4gPQ9f0q/rWj22uaTPp90PklX5WA5VuxHuDXien32p+APFjpMhOxtsyDpKnYj8ORWq9+NuqPNnfDVuZfDLfyZ9AUVU07UbbVbCG9tJN8MoyCO3qD7irdZHoJpq6HrTxUaHnBqUCgGX4H3xjPUcGpao277JAD0bir1UjKSswooooEFFFFAEE0Af5l4P865/xF4etPEWlSWF4vXlHA+aNuxH+ea6eopYg/IHNHmg0kuWWx80zQa/8OvEAZSUOflkAJinX/PbqK9W8M/EPSPEMSRSyLZ32PmhlbCsf9lu/wBOtdVq2iWWs2bWl/brLE3Zhyp9QexryPxD8I7+zkafRHF1DniFyFdfoTwf0NXeMvi0Zx+zq0Hen70ex32u6NeLqMOv6GyrqkC4eNuFuY/7h9/Q1v6H4js9cgzETBdp8s1pLxJEw6gjuPQjg14FbeK/FnhWYW0r3Ear0gu0JGPbPP61vQ/FS2uZo31TQonkXH76F9rf0/nRySt3BYiDlf4X1TPeOaOa80svjP4dKiOW3voABjLIG/kTV8fF7wket3OPrA3+FLll2NVXpv7SO9zRXn8vxg8JxqSktzIfRYSM/nisq6+OOkKhFrpd5Iw6eYVUH8iTT5ZdhPE0l1PVKgu7210+Az3dzFBEOS0jBR+teGap8aNcugy2Ntb2akYJ5kb8CcY/KuONzr3jDVobVp7m/vJ3CRxls5J9ug+tNU31MZ42K+FXPU/FXxjtbZJLTw4nnTHg3ci4RfdV6sfc4+hrmPBnw38QfETUTqWoSzQaez7pr2fJaT1CA9T79B74xXqPgv4D6Xo4ivNflGoXgwfJAxEh/m36V67FHHBEscSKkajCqoAAHoAK1UUtjz6laVR3bKGh6Fp3hzSIdM0uBYLWEcKOpPck9ye5rWoopmYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFeeFZ7eWFukiFT9CMV8ffDhns/iDbQNwzebEwPspP8AMV9kV8gzRnR/jdcxbdqrrMiKP9l3IH6MKT1TNaLtUi/NHt9TCoc1MOtch9GzUXhR9KWgdBRVGIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU10DqVIyDTqKYGZNAUYqeh6GqrKVbBrZlAZQCMiqk0AZeOo6GoaNIy7lCuX8Z+EofE+nbowEv4VJhk/vD+6fY/pXVFSrEEYIoAoTad0OcI1IuMtmeDeF/FOo+CtWltLyJzal8T27dVP94e/wDOvcNO1G01ayS7spllhcZDKensfQ1z/jDwLZ+KbcyxkW+oouI5scP/ALLeo9+o9+leUadquu+ANaeB4mTB/eW8nKSD1B/kRWrSmrrc8+M54WXLPWPR9j6CAqVTxg1znhrxjpPieAG1lEd0Bl7aQ4dfXH94e4/HFdEOtZNNaM74yjNc0XdD6vwSb4xnqODVGpIX8t89jwaaFJXReopAcjI6UtMgKKKKACiiigBpRT1FMMCkEdqlooC5mXmlQXcRiuLeK4ibqkihgfwNcvd/DLwxfSFn0sRN/wBMWaMfkDiu55p1NXWxMlGXxJM8xl+CmgSsSl5fQj+6CrfzFVj8DdKz8urXmPdV/wAK9XpCQBk8CnzS7mLw9J/ZPLE+B2kD7+qXx/3Qv+FJqPw88C+FdOa81iS4lUD5VeYhnPoAuM1q+LvippWgK9rpxW/vxkYVv3cZ/wBph1+g/MV5ZYad4r+KPiLCCS5kz88rfLDbr/ID2HJ960ipPdnLVnSp6RimzLumbxPrcVnoWjpCjtsgtoFy592bqT7ngV9JfDD4YW3gmzF9eBZ9amTDyY4iU9VX+p71o+AfhxpXgWyUwILjUpFxPeSL8x9lH8K/qe/t3NaHA3d3YUUUUCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAENfJfxXB0v4039wBtAmt7hf++EJP5g19a18u/tDWvkfEK2nUYFxYRsT6kM6/yAoCOjueoipx1FZ2lXIvNIsrodJoEk/wC+lB/rWiOgrkPp73imjVHQUUD7o+lFMyCiiigAooooAKKKKACiiigAooooAKKKKACo5JAnHenk4GTVB33MW9aGOKuTiUtwakC7hntVRW5FX0XCgUkOWhTngz1H0NVDGUOCK1yARg8ioZLcMOPyNDQRkZ4GKy9d8O6d4iszb38IbH3JBwyH1BrZeF0PIOKYBSV0VJKSs9UfP3iDwdqfhrW2hsZJLgRwi5SSEEOibiMkD0IGceora8O/Fi+sUW21qH7XCOPNXiQfXsf5132qzC2+I2gc4Nza3MLe4ADD9RXE/EmfwfvkjgtxJrGfne0YIqnvvOCCfYDPqRW6fNZNHlzg6PNOnK1nt+J6No3i7QtbUfYr+JpD/wAsnO1x+B5rcr5Z03S9Q1W4MenW008qDcfLUnaB3J7V0Nl418XeG5FiluZygP8AqbxCwPtk84+hpOl2ZdPHO16kfmj6NhlKja3IqyGBGRXi2nfGsAKupaTz3e3fA/75bP8AOut074s+FLo7ZLqa2P8A02iIH/juanlkuhv9YpS2Z3tFYFv408M3QzDrNofq+3+eKs/8JDpb8RX9q3uJl/xpNWLUk9ma1FZi6vank3UGP+ui/wCNSf2zpqj59QtF/wB6ZR/WgptIvc0c1hXXjLw5YjNxrdov+6+7/wBBzWBf/F/wtZErFNcXbdvJj4P4sRTUWzN1YLdo72mswVSzMFA6knArxbVPjhdyDZpelRQdRvuHLn6gDGP1rlHv/HHjy48mM6hfK+QIoVKxfTAwv51Spt7nPPGU1tqew+Ivid4e0INEk/266Xjy7cggH3boK8m134g+JfF84sbUPDDKdq2tqCS+exI5Ndj4Y/Z71K9ZJ/EV8tlCeTBb4eUj0JPCn8DXtnhrwN4f8IwbNIsEilIw87/PK/1Y849hge1aRgkcVXEznpeyPFPBHwEvtQMd74ok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282
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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283
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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H
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284
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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C
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285
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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H
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286
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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alSlN2QpSUVdkPhTwqb9kv75MWgOY4z/AMtT6n/Z/nXo4AUAAYA4AoChQAAABwAO1Or16VJU1ZHFObm7sKKMUVoQFFFFABmijijFABRRRQAUZoo4oAKKMUUAFFFFABmijijFABn6UUcetFACetL6UlL3FAB2opO1LQAUUfhRn2oAKKKWgA70UUUAFFFFACHpR3NB6Ud6AD0o9aOwo9aADuKO1HcUdqAAdTWDr3hm01pN5HlXIGFlUdfZh3Fb3ejsKmUVJWY1Jxd0eNXun6j4fvQJFaNv4JF5Vx7Hv9K1rDX4p8R3WIpP738J/wAK1vHGuxhDpMAR3JBmYjOzuAPeuPt9Ju7m0NxGgK54BOC30rya0IRlZM74NyjeR2YIIyDkGiuNtdSvNOfy8naOscg6f4V0FnrdrdYVm8mT+654/A1g4tFWNKlpKKkQtFJRQAtFFJQAtFJRQAtFJS0AFFJRQAtFJRQAtFFJQAtFJRQAtFJS0AFFJRQAtFJRQAtFFFABRRRQAUUlLQAUVHLNHBGXldUUd2NYN/4hJzHZjA/56MOfwFNJsLGve6jb2CZlbLnog6muVv8AUp798yHbGD8qDoP8adaaddalKX52k/NK/wDnmtmfw/B9i2QZ89eQ7H73tVaIeiNXwf4cspLePU5nS5kJ+RB92Mj19T/n3ruq8i8P63NoGoneGNu52zRf1HuK9XhmjuIEmhYPG4DKw6EGvVw0ouNlucdeMlK7JqKKK6TEKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAz9aKPwooAQdKX0o7GjuKAE7UvejtS0AJR60elHrQAelHalpKADvR6Uvek9KAD1o9KPWloATtR3NB/rR3NAB6UetHpSdjQAuORRjijv+FJ2FAB3NYniTW10XTd6kG6lysKn17n6D/CteaVIYnlkYKiqWZj0AHWvI9Z1KbX9aaVQdrHZCnovb/E1z4iryR03ZrRp8z12ItOspNUvWeVmZc7pXJ5JP8AU116qqIEUAKBgAdqgsbRLK1SFOSOWb1PrVivIk7s7GV7uwt71cTRgnsw4I/GsC88OzxZa2bzU/unhv8A69dRSUk2gucZBqF9p7+WGZQOscg4/LtWza+I4HwtxGY2/vLyP8a1Z7WC5XbNErj3HSsi58NxtlraUof7r8j86q6e49DYhuIbhd0MqOP9k5xUtcZNpl/ZNv8ALfj+OM5/l0qSDXb6DhnEqjs4/r1o5ewWOvorDg8SQtgTwuh9VORWhDqdlP8AcuEz6Mdp/WpsxWLlFICCMg5FFIBaKKKACikpaACikpaACiikoAWiikoAWiiigAopKWgAopKWgAoopjyJEu6R1RfVjgUAPorLuNesochWMreiDj86ybnxDdS5EKrCvqOT+dUosLHSzXENum+aRUX/AGjWLeeI1GVtI9x/vv0/AVlQ2V9qL7wrvn/lo54/M1s2nhyGPDXLmVv7q8L/AImnZLcdkYgF9qs/8czfov8AQVt2Ph+KLD3REr/3R90f41sRxpEgSNFRR0CjAp9JyC4gAUAKAAOgHalooqRGHrumeahu4V/eKPnA7j1q54J8QfZpxpdy/wC5kP7lj/C3p9D/AD+tX8VyWsWBsbsSRAiJzlcfwn0rajUcJXQpRUlys9joxWD4W1oavpSmRgbmLCS+/o34/wA81vV7MZKSujgknF2YUUUVQgooooAMUUUUAFFFFABRiiigAooooAKKKKADFFFFAB/npRRn3ooATtS9xRR3FACdulLmk7UtABmjNFFAB6UetHpR+FAC96TtS0n4UALSelLSelAAaO9B6Ud6ADsKPWjsKPWgA7ij/GjuKP8AGgDjfHmqm2so9OibElx80mOyD/E/yNc34dsuGvHH+zH/AFP9Pzqrrt4+seIp5EO5Wk8qL/dHA/Pr+NdNbwrb26Qp91FAFePianNNnfTjywSJKKKWuYoKSlpKAFooooAKrz2Nrc/66BGPrjB/Op6WmBiT+G7d8mGV4z6H5hWfN4dvI8mMxyj2OD+tdXSU+ZhdnFmDULI5CTxY7rnH6VJHrd/Fx524ejqDXUXt3HY2zTP24Vf7x9K5rTbC58Q6wIgeXO6R+yL3P9BVxTk7WHdWuyxH4lnH+st42/3SR/jVpPEtuf8AWQSL/ukH/Cuwk8HaG8YU2e0gY3LIwP484qjN8PtNfPk3FzGfQkMP5V0vBzMVXgYya9YN1kZP95D/AEqdNVsX6XUf4nH86fL8OnHMOpKfZ4sfqDVOX4f6oufLntXA/wBpgf5Vm8LUXQpVKb6l9bu2f7txEfo4qQMrdGB+hrAk8E62n3beN/8AdlX+pFQP4U12Prp8n/AWU/yNQ6E10ZXNHudRRXJnRdbj/wCXG9H+6jH+VMNjridbXUV/7ZuKn2Uuw7rudfRXH+TrQ/5ZagP+AvR5Gtt/yy1A/wDAXpezkGnc7Ck6VyQ07XJP+XPUG/7ZvT18Pa3Nj/QLk/74x/OmqUuwXXc6Z7iCP780a/VgKgfVbCPrdRn/AHTn+VZEfg3XZOtmEHq0q/41eh+H+qOcyz2sY/3iT/KrWHm+jJc4LqJJ4hsk+75kn+6uP51Tl8TMeIbYD3ds/oK3YPh1GMfaNQZvaOPH6kn+VYnifw1/YkkUsBkktZBt3PyVb0OPXtVSw04x5mgjUg3ZGfNrd/NwJdgPZBj/AOvUaWOoXrbvKlfP8Uhx+pra0C4t5YPK8qNJ4xyQoBYetbNYN2Luc5b+GpDg3E6qP7qDJ/Ota20iytsFYQzD+J+TV2ik2xXClpKKkApaSigAooooAWqt/aLe2bwnGSMqfQ9qs0UwOY8Nam2ja5GZSVic+VMD2Gev4HmvXK8g8Q2ohvhMowsoz+I6/wBK9G8Lah/aOgW8jHMiDyn+q8fywfxr0sHUveJhiI7SNqiiiu45QooooAKKKKACiiigAooooAKKKKACiiigAooooAPzoo/z1ooAPWj0pB0pe4oATtS96O1HegAoo9KPWgAFLSd6O1AC0Ud6TsKAFopPWjuKAA9KO5oP9aO5oAPSj1o9KPWgA7iqOq3BtNIvLgHDRwuw+uOP1q73FZHigH/hGr7H/PP+oqZu0WxxV2jzPQYRLqkZIyEBf+n9a6+uX8NY+3y+vlH+YrZ1TUBYWpYYMrcIP614ctWej1LEl5bxXCwPMolbotT1zWj6a93KL65LFd25c9WPr9K6SpasJi0UUlIBaKKKACiiigApkkiQxtJIwVVGSTTmIVSzEADkk9q5TV9UN7J5MJIgU/8AfZ9aaVwSIr26m1e/RIkZgTsijHU5/qa9L8N6HHoenhDhrmT5pnHc+g9hWX4R8NnToxf3af6W6/Ih/wCWan+p/T866/ivVw1DlXM9zmrVL+6thKXNJ2peM11nOJ6UdjR2FHrQAueaSl4pO1AC5pPSl4zSdhQAdjS55pPWl4oASlzSdqXjNACelHY0dhR60AL3qpfWUOo2MtrcLujkGD6j3+oq3xSdqTV9GGx45fWd34f1YxMfnjO5H7OvrXTWN5HfWyypwejL/dPpXSeItDi1uxMfC3EfMUh7H0Psa8yt57nRdQeOVGVlO2WM9/8APrXlYihyPTY7qc+deZ2NLUUE8dzCssTbkYcVLXKWFFFFIApKKWgAooooAKK5e4nvtJ1IySO0kbsTyeGH9DXR288d1As0RyjDIptWCxneIYRJpu/HMbg/geP61ofDu4Oy+tSeAVkUfXIP8hVbWcf2TcZ9B/MU34eZ/tW69PI/9mFdOFdqiIq/w2ejUUYor1zhCiiigAzRRxRigAooooAKM0UcUAFFGKKACiiigAzRRxRigAz9KKOPWigBPWl9KSl7igA7UUnaloAKKPwoz7UAFFFLQAd6KKKACiiigBD0o7mg9KO9AB6UetHYUetACdxVbULYXmnXNt/z1jZBnsSMVa7ijtSaurAtDxjSpjZaqnmjbyY3B7f5NTzltZ1sRqf3QO0EdlHU1q+NtDayvzqEKf6PcHL4/gfv+fX86z/DkkCXEquwEzgBM9x3FeNUg4SaZ6MZKS5kdIiLGiogAVRgAdqbNKkELyyNhFGSakrnPEF20syWUWTggsB3J6D/AD61ildgiKK5vtW1NWhdo40OcA8KPf1NdPVXTrJbG0WIY3nlz6mrVDYMKWikpALTXdY0LuwVVGSSelQXd9BZR75nweyjqfpXL3uo3OqTLEittJwkSckn+pqlFsLE2rau14TDBlYAefV//rV03hPwoYTHqWoR/vOsMLD7v+0ff0FT+GPCC2ZS91FA1wOY4uoj9z6n+Vdl6V6WHw1vekc9Wt9mIetFL60V2nMJS96KO9ACelHrS+lHrQAlFLRQAd6T0pe9HpQAnrRS+tFACUveijvQAnpR60vpR60AJRS0UAHeuZ8T+Gk1mD7RbgLexr8p6CQf3T/Q103eipnBTVmOMnF3R4zZXtxpN28ciMFDYkibgg/411lvcRXMKywsGQ1q+JPC0OsxmeDbFeqOG7P7N/jXnsct7ol88UiNG6nDxP0P+fWvJrUHBndCamtNzsqKp2OowX6ZjbDj7yHqP8auVzlBRRRSAwrbXmN60F3EsSlsA8/Kfet2sbXdOFxAbmNf3sY+bH8S/wD1qdoN+bm2MEhzJF0z3Wqa0uhl6+s0vbV4X6nlT6H1rC0O5e0vXspuAxIAPZh/jXTVzPiCA299Fdx8F+47MP8AI/KhdgRd8RXAjsVgB+aRunsOf54rW+HloVt7y7I4dljU/Tk/zFcezXWt6miRpulkIREHQD/PNetaXp8el6bBZx8iNeT/AHj1J/Ou3CU3zc3YxrytHl7l6iiivSOMKKKKACiiigAooooAKKKKACiiigAooooAKKKKADP1oo/CigBB0pfSjsaO4oATtS96O1LQAlHrR6UetAB6UdqWkoAO9HpS96T0oAPWj0o9aWgBO1Hc0H+tHc0AHpR60elJ2NAC45FGOKO/4UnYUARXNtDdwSQTxh4pBhlPevMvEHhO50h2uLUNLaddw+9H/vf416mOppMZwDWVWlGotTSFRweh5HYeIJYFEdyplQdGH3h/jTNJK3esNcTuoIJcBj1Pau61bwXp1+WlgzazHvGMqfqv+GK5S78C6vbk+SsVwvbY+D+RxXnzw047I6o1YS8jc60hIAySAK5RtC1uE4Fjdj/cUn+VCeHtbnIH2C5J/wBsY/nWHsZdi7x7nQT6pZW4O+4Qn+6pyf0rHu/EbvlbWPYP778n8qt2ngPVZyDcNDbKeu5tx/IcfrXTab4I0uz2vPuu5R/z0GF/75/xzW0MLOXQiVWEfM4fTdE1PXpy8SMUJ+aeQnaPx7/QV6Hofhqy0VQ6DzbkjDTOOfwHYVtKixqEQBVAwABgCnV3UsPGGu7OadaUtOguKPSik9K6DIMcGl70lL3oASlxSUtAB6UmODR6UUAL3pKXvSUALij0opPSgAxwaXvSUvegBKXFJS0AHpSY4NHpRQAvekpe9JQAuKPSiigArK1nQbPWoNk6YkUfJIo+Zf8AEe1atFS0pKzGm07o8i1bw9qOhy+YwLxA/LPFnH4+hp9l4idAEu03j++vX8u9esMqspVgCpGCCOtcxqngjTr4tJbA2kp/uDKH/gPb8MVxVcH1gdMK6ekjKt7+1ugPKmUn+6Tg/lVmufvPBWsWmTFElwg/ijbn8jg1nNHrFj8rx3kOOzKwFccqMo7o2Ti9mdhiuVI/sjXhjiIt/wCOn/D+lVhqGpN8onmJ9BUsek6xqMgZbS6lPQO6nH5nilGDK0W5t3muWtsCsbedJ6KePzrBH9oa7fLFGjTSH7qL0Uf0Hua6LTfAF3KQ+oTrAndIzuf8+g/Wu207SbLSoPJs4QgP3m6s31NdNLCSestDGdaMdtTM8N+GotEhMshWS8cYdx0Ueg/zzXRYoor0YxUVZHJKTk7sKKKKoQUUUUAGKKKKACiiigAoxRRQAUUUUAFFFFABiiiigA/z0ooz70UAf//Z
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287
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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288
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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289
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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290
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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291
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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292
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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293
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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afxuxOzTfD8K9s6hPKf/AEStSJN4xj+/Y6FP9LyaL/2k1AHRUVQsJNSkjLahaW1u/Zbe5aYfmUX+VX6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvnHxaB4U/aJtr8hUt9RMTnB4VZVMLE/8CBavoW5uIbS3kuLiVIYYlLvLIwVVUckknoK+b/jHr+meM5ba80KC6urfSi8N1qSwkQHeU2qGPJIOfTrxnOaGrger30Z+yyjuvP61kVP4Z1geJfCmn6mz5e5g2T+0o+V/wBQT9CKhwQcHqODXn1FZnVESoLqaeNIo7SET31xIILWE5w0p9cdFABZj2Cmkub2G0dIm8yS4kGUt4V3Sv747D3OAO5qfwxoepeJL+TW3vJdItrfzbK3jgVJJX+YCVw5BVfmXYcAn5DhgDkulDml5BOVkdjp8WjeCNBigv8AUrW2BcvPeXTrCbmY/ec5PU9h2AAHAFMj8ZW140Y0nSNa1QONwlgszDHj1DzmNT+BNXNN8L6LpNz9st7JWvTwby5dp7g+3muS2PbOK2iSepru2OY5yLVPFd0zeX4VtbaPt9v1YK5/CKOUfrUbTeO2JK2PhqMejX07/r5QrpqKBHmuqeMfFvg24jfxBpWlTadeT7Y72K8lSK0J/hlIhJwT0O36k9a6G38Ta0bcXE/hS5lhZA6T6bfQXMbqehG5oyRjngVn/GOVo/hPrxQ4JEK/gZowf0NeJ+FPGmveBJB9gf7dozfNJp0zfdzySh/hPXpkc8g9aTkluXGnKSbitj6Cj8c+H1kRL+6l0mVhkLqtu9pn2DSAK34E1e1LRNL19LeS8tknMeHt7mJyssffMcqkMvbkHmsbwl8Q/DvjaDyrCfbdlT5tjc4WQDvx0Ye4z74q23grSoZDNpP2jRJiQ5fS5PJRiP70RBib6spNMgjH/CQ+H+cyeINLUc5CrfQgD2wk4/75b/fNaSTaR4q0WdEMV9YzBoZonBBB7oynBRh6HBB9Kz/t/iPRsf2jZJrFmOt3pybLhB6tASd3fmNiT2Snra2Ot/8AE40O+SC+PyNcxruEmP8AllcR8Zx0wcMvIBXJyAS6XLd6Zdro2oztOSCbG9kPNyg6o5/56qP++h8w6OF86+MOh30GtaN4xWy/tTTtNAjvLJ8kIgct5mPfPJ7bVzkZr1HYdUsvKvbZradWBKq2djryGRscjuDj2IByK0cHGGwcjB44P4UDWhwVprNrr+m2uoafcefaSJwR2PcEdj6isfxVeWlnoxa/aMWwO6XeMjbgg8d85Ax3rTvPhmLK/l1HwhqbaLJOczWLR+ZaSn/cyCh9x0HAAqrb/DKXVLpL3xheDURD80Wm2eUhZhnl2YguemB8oHuCaz5NTrjiEo+Zk/ASwvIbDXtTSCW30e+uVNjDISeFL7iPwKrnuV9q9CvfFljBdtp9nFcapqSHbJZ2CiQxH/pqxISL/gTD2zWdqUUMccFtr2pLZ2jJtt9F0reGkUDGP3Y82UDjiMKAOCGHNT2d1rAs1tfDvhW20uzQfu21CRbdRk9VgiDHHfDFDWhxj/snirV/+Py/t9Et2H+o08C4uMY7zSLtHPYRn2avNfij4J0/T/Cuq6nbwyTXKiPz7m6laeXcHGH3MSRkZUgccrwMGvTho3iO6Ja+8WPApGPL0uxjhH5zeafyxXNeL/C9vH4W143Oq61dtHp08o+0ajIFLCMsMopVTyBwRipkNHWeBL3+0PAPh+6Zy7vp8Idj1LhAG/UGujryn4T6BZap8M9FvLifVFldZVIg1a6iX5ZXUYVJQBwOwrrJfBUQl32mv+I7Rv8AZ1SSYD8Jt4qxHVUVyx0fxVayM9j4qS5THEWqaej8/wC9CYsfkaYdc8QaaM6r4aNxEFy02kXAuMc85jcI3vhd5oA6yisbS/Emk61PLb2V6rXEP+tt5FaKeP3aNwGA+orZoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiuI8T/FLwn4Wma2vNRM96n3rW0XzJAfQ9lPsSDXLf8NFeFN2P7M1rb/1yhz+XmUAewUV5/ofxk8F640cY1M2Ez9Ir5PK/wDHuU/8erqtZ13TNA0mXUtUu0tbSPGZWyc56AAck+woA1qK8jP7Q/g8TbPses7d2PM8iPH1/wBZnH4V3fhvxbofiy2afRdSiugn+sQZV0+qnBH1xg0AdDRRRQAlYviHxBpvhjR5tV1W5ENtH+LO3ZVHcn/PFWNX1Sy0PSrjUr+4WC0t0MksrHoP6k9ABySQBXiVgl58VfEI8Ta5G8fh60cpp+nufllIPJPqOPmPc/L0BpN2V2NK+iLRTWvixdJf62ZtN8KK2bTTYnw93g/fc+nv/wB892rr7TwzZ+JfCl3psUMdpok9u0Nkka4Vj1EwHdQ2Cv8Ae+9yCCY3iHiLX/8AhG4v+POKNZtWZDjbEf8AV24x08zBz0/dgj+IV6IMAAAAAcADtWavLVlPTRHzh8I9Wn0vWdT8H6kPLn8xniRj92ePiRfxAz/wA+tei38RW4faSu8ZBHb1rjfjV4cutB8Q2XjjR8ozyoLhlH+rnX7jH2YDB7cf7Vddpur23inwzb6xZhRuHzxqcmOQffQ/Tr7jB71nXh9pF0pdDNug2nabcyWEYN5KVjiJ+YyTyERxbieT8zL9BXVXOu2vhSztfDOh232+9srdEcO3lxQDAw0zgH5m+9tALHOTgHNc1e2r3kUIiupLWSKeOeOWNVYgqcjhgR79OoFS29vDawCGBSFyWJJLMzHksxPJYnkk8msoVOSLtuXKHM9djofCOpa3qPiTUk1PU0uIYLSGQQRWyxRq8jyDjq3Ai7sfvV2tcb4CUGfX5u/2qKL8BBG385DXZV1QbcU2YSVm0goooqhHD/GCB7j4Ua8iDkJFJ+CzIx/QV882rF7KB/WJf5V9UeKdPk1bwjrWnRLulurGaKMY/iKED9cV8zeGdI0/VfDkchWWC5SRomnhcgnuMjoeGHbtWVdqMU2d+X8zqOMe35GVcafDcOJRmKdTkSRcEH1rrdE+KHjjw6Fhlmj1q0Ha7BaUDPOGHzZ+u6sDULG/0X5rrF1aZwLmJcFf95e1MBDKGUggjII71nGo0tHdHVUw1Oo2muWX9fI9e0r9oHw7clY9W03UNNmJ+YqBMi/iMN/47XfaZJpOvx2/iLSJtwuF+W6hQxmdVJG1wQNwBBAyMjJxjOa+XrqH7TayRnGSpCk9jXqnwk+Jej2WgweF9anj067s2ZIZZyFikUktgt0UjJHPXjkk1vCfMebiMO6LWt0z2qikjZZY1eNleNhlWU5BFZOt+JtE8N25n1nVbazTG4I7/O3+6o5b8AaswNeiuE8E/FPRPG2o3dhbo9ncwvm3hnYbriPH3gB0I5yvOBg5647zB9KQGVcLdWksjaRpFrJPMd0sk0/kK/1YKzE/8Bx71SePxpJylz4ft/8AYe3nnx/wLen8qy/HuvGGG38MadP/AMTzXGFvDGnLwQscSzHH3QFDYPqM84OO2PLGmI5R7rxhaXK+db6BebVPCXE1sTn6pJ6etc74w8RzR+ENd/tTQ9SspJ9PniWRUW4g3shUDfESVHI5cLXQa9rS2F7pbPjy7/U47AE9t0chX/x5V/OuU+L17Jb+AZdPgRpLnVLmGziRfvMd284/74A/4FUXuy7HRfCRIovhbocUUkcoETFtjAgFpGYg47jPIrvK42L4f6Za2VkunSz6ZqVrBHANQsSI5JAgAHmqQVlHyjhwfbFPXxFf+HpRB4rSFbXgR6zbqVtmJOAsqkkwN05JKHP3gflrQg6+iiigDL1PQ9N1uJE1KyiuPLOY3IxJEfVHHzKfcEGqMNlq+kygWd62oWP/AD7XzZmQf7E3VsDtICSesgroqKAGIS6AlSpI6HqKfRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFcj448c6V4H0k3V65lupMi2s0bDzt/RR3bt7nAIB11ef/E7xbFovgfVv7N1W1i1dY1jijWcecu51ViADnIBJz2xmvJY3+JHxjlleKX7Ho2SpG9orXHpxlpTx74Ppmuhtf2b7ZUJuvEsrSY/5YWgUD82Of0oAr/CD4a+Gdf8ADg1/VB/aVw0zxm2MhCW5U8bgPvMRg88YYcV63/wg/hFV/wCRV0TAH/QPiJ/lXn2g/CfxL4G1X+0fDfiW1ud+FuLO8gaGKdOwJUtyOcHHH0JFet25lkt42mjEcpQF0VtwU9wD3+tIDzHXfhH4J1qFzbW02kXTZImts7M44zGSRj2GPrXjvjbw/wCLPCFhDoepXkl1oSzGWxdGLQFsHpnlGwT8vqSRnrX0/qCqt18owSoLfWs7UdJtdc0ufTNQtftNnOuHTH5EHsR1BqebuVy9iTT/AA74Tl8P232PRdMbTJYFmjDWqsroQCCcjkkdzzXmXjP4dr4fZvF3gF5tPvrHdPPZqTsZByzID6c5Q8EdAMYPfeDNL1Dw54euPDt15k8VlIRZXJX/AFlu5JAP+2p3AjsNvrWwm+GZWwQQaHIEiDwJ4st/GfhS11aIKkxzHcxBs+VKPvD6dCPYiuorxz4KRjT/ABF490SEkWNhqYECH+H55V/lGv5Vv/F7xnJ4S8J+VZyFNT1EmC2Kn5kH8bj3AIA92FWScR4w1Wf4n+PF8L6fOV8O6VJ5l9cRj/WSDggH65Vffc3IAx2d3dWeg6NJKIlis7KAmOKMcKijOB+ArI8C+F18KeF4bORAL+fE14e+8jhf+Ajj65PesX4mXrN4PvliOPPeK3jPsWBP54Nc05c0kjaEbK56D8NdNmtfB0OpXnOoaw51G5bOeZOUAz0ATaMdua7GmpFHBGsMShURQiqOgAHAp1bmRQ1nSrPXdIudKv4xLaXSGOVT6eo9CDyD2IFfOOmXV/8ACDx5c6JqztLpNwQWkCnDx/wTqPUcggZ/iHOBX07XI/EDwTZ+OPDxtJyIr2DL2lzjJjbuD/snAyPYdwKHrowWmpg3ESIyPC6yQTKJIZIzlWU8gg9xUNea+FPFF34P1CXwh4rRre2ikxFK3P2Vjzn3ibOePXIr0sjGOQQRkEHII9Qe4rhqQ5WdMJcyNzwNLt1XXLb1W3uv++g0f/tGu1rzrw9c/YvFtk5OIryGS0b/AH/9YhPsNso+sgr0Wuqk7wRhNWkwooorQkUHBFfMWn2P/COeOvEnhsp5ccc5lt1J6R5yv5oyn8K+mycEV4V8atNbQvF2i+MIIz5M3+jXewfxDOM+7IWH/AKirDng4nRha3sq0ZPb9OpXIDKVZQysMMrDII9CK4nVdM/sK+Xys/2ddNhM8+S/93Poe3/1ue2BVgGRgysMqw6EHoaq6np6applxZPgeavyk/wt2P515dKpyOz2e59NiKXtI80d1t/l6M46pNN0WPxL4r0bQ9gZ7q4HmspAZYBy+D67QcfSqNvc4sPNucq8QKSA9dw4/OvYfgd4UkigufF9/Gyz3wMNmp/hhB5b8SoA9lz0avQpQfN6HjYusvZpLqEn7O2kJJusPEOq2yH7yuEYn8QF/lVfU/hN4R8EaHLq08d3rOo5WGxtblxsnuWOI1Ea4LZOMgk8A8V7jXL3WhyXnihNa1e4iOnaYpewtw5Co5X555c4G4cqo5CjJ6njpPJORu/g74bk8KadbXkhsL/TbYb9UtmCfMMsztngruJPOCPUVyvg3QPG3i3Trye2+IOqwaOlw0NrdyxuZLlR1cZcEDPH3vX0rV1vXrz4t+IG8J+HZXi8O27g6pqSj/WgHhV9jjj1PPQc+saZp1ppOnwafYwLb20CBIo1OQoH8/qeTQBz3hLwDpXhKWe7jkub/Vbof6RqN7Jvmf1A9Bnn19ScCukvpvJtyAfmfgf1qwSFBZjgDkmuU8T+I7Pw/pF3reoti3gGI4s4Mrfwxj3J/Lk9BUMpHm/xV1po/E/hjT4H2RWF9BdXcxICxyO37oE9jtjkb6GtfS9nxI+J0OqwKX8N+G2P2eYj5bm7ODkH2wp7/cX+9W14b8AW2qeFruTxlZx3mpa1cLfXqksphI/1cYIIZdikjGeMsMkV3GmaZaaPYQ6fYW0dtaQjEcMaYVe/88knuTVJWFc0qrzwxXMMkE8ayRSKVdHGQwPBBHcVYopiOHuVufAhE8KTXPhc/wCvgBLy6aP+ekfdoR3TqnVcj5R2EM0VzAk8EiyROodHQ5VgeQQR1FWK5ezsW8MX4t7RT/YdzJ8kQ6WMpPRf+mTHt/A3A+VvkAOoooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDK1vVLbQ9FvdWvWK29rC0r4xkgDoM9z0A9TXz34Q8P3/xi8a3viLxC0p0uBgHjQkKe626HsoHLEc8+rZr0z46y3CfDC6SFSYpLmBZ2x91N2c/99Bfzrmvhl8RfBXhb4f2OnX+qLb3waWS5jW1lYly5I5CkH5doznsKAPZbe3gs7aK3t4UggiUJHFGoVUUcAADgCpq84074tWviK9bTvCmhapqt0p+aSQLBCg9XcklRweoye2TXoFsbl4Ea6jijnI+dImLKp9ASASPfAz6CkMq3Md00bPLIiqP4FY/5Ncn4m8YaF4Rtw+q3X+kMu6O0gG6dx647D3OBxWF8UfiinhyR9I0Zln1nG0tjctrnuR/E57DoO/oeT8JfC+W8n/tzxo01zdzHzRZyuSxPrM3XP8As/n3FZuy1ZS7IRviT478XzSReEdEFpbg4M4QSsPZpJPkH0xmj/hX/j7V/m1zxpIiNyYhczTbf+AjCj8DXo8l5BawrbW0UaxxjakUShUQegA4/KqMtxLN99iR6DgVlKtbY0VO+5wJ+E3kPu/4Tm7En/TOzJP5+dViHwh4lscfYPiJq6oOQpEij8vNIrsqKzdeZXs4nL6B4c8VaBqF5c6d4vjhm1Gbzbtzp6SNK2Scnd7sehHWsrQWvvHvxS+3arfnUbPQV+SfyljWUqx8vCrxy+W9wuK6XxZqp0TwpqF8jbZvK8qEg8+Y3ygj6ZJ/Ck+FGjjSvA0Nyy4n1GUztkc7B8qD8gT/AMCrWE5OLbZEoq6SOvv5ikBGfnk4/DvXAfES2a58DXxTO63eKbjrw2D+hz+FdjfS+ZdEdk+Uf1qpJFHcQS286B4ZUMciH+JSMEflWHNaV+xra6sei6NqsGuaLY6tbkeVeQJMoznGRkj6jofpWhXz7omv+Kfhb5+mRaVNr2gOxe1KMQ0JJ6ZAbb7qRgnkdTn0L4W+NtU8c2erX9/BbwQw3Cw28MCn5RjJyT1PI9OnQV3JqSujlaa0Z6BRRRQBwPj7wHpvi+2EU4+zXsak2l4q5Kf7LD+Jc9u3Ud8+MWGs698N9U/sHxFayyWG7MQVs4XP34W/iU/3f5HNfS+pgeXEe4Yiuf1rQ9N8Q6a+m6xaLc25OQDw0bf3lPVT/k8VDSej2KV90cfDc2+taYt3pl5G8bEPBcKM+XKpDKSPUMAcGvS9E1Vda0qG9RDHI2UmhzkwyjhlPrg9+4wRwa+f9Y+HvinwFeSar4VuZdQ08nMkaLukVPSWPo4/2h7nC1seCfi5p8eoBtRX+zzPgXKZzDIQMCRD/Cw6EHqABkkAVEIuD01RUnzep73RUNtdW95bRXFrMk0MyiRHRshlPQj2qatjMKw/F3hy38WeF73RbjCGdP3chGfLkHKt+Bxn1GR3rcooA+YfD1zc2FzP4Z1cNFqdg5jVJP4lHYeuOoPdSMdK6CvQPiB8M7HxoqXsM5sNagAEN0o4bHIVwP0I5Hv0rzxPAfxSSc2WNLdVOBfPIpB9+mfzXNcdbCOUuaB7WEzSNOnyVb6bM4jV7SKPV9Xt5flgkkWfJOMbhkn8wa6fwLqXxJ0jRH1Dw7bTav4ficxpBcru3Y6+SuQ+B0+XjOeDg47bw98FoPti6l4x1E6vdcf6MmVgUjPBPBYd8YUeoNerQxRW8KQwIscSKFREGFUDgAAdBXVTi4rVnm4mtGrL3Vbf13ueQj9oO2sWe31vwtqdheL1hDA/nuCkflWfNL42+Ms32fyJfD3hLId3bO64H1OPM7nAwo75IFe6bm9aQknrV3OYx/DvhzTvC+kQ6XpduIbWPk92kbuzHuT/APW6ACtj3pksqQrukbA7eprk/F3jPSfDNj9p1i48lGz5NsnM0+PRf6nAHrSbGaes6xaWVjcXl7cpbafbrulmfp/9fngAck1xXhfT77x94gtvFmr272ugWTb9GsJB80rf8/Env6D6Y4GWg0vwvrXxB1GHWvGNo9lodu3mWGhEnLn/AJ6Tf4Hk88AcN62iJGgVVCqowABgAUJdWDfRElFFFUIKKKKACkpaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMfxE2lR+H9QfW40k01IHa5WVdymMDJ47njjvnpXzT4D8Br8QvEt7PBbNpnh63m3OEcsyg/dhVmyS2Op7fiBXqP7QWrGw8CQaejgNqF2quuOsaDcf8Ax4R11Xw38Px+G/h/pFkibZpYBdXGQATK43Nn1xkL9FFAG5o2i6ZoOnR6fpdlFZ2ydI4x1PqT1J46nmuQ+Knj8eCvDpWzkX+2LvMdqCufLH8UpHTjtnqSOCM10F14psrbxGNHR0eWC3e9v3ZsLaQAcFj/AHiSMD+6CfTPgmnGT4s/E+51e+RxpFrhjE3QQqf3cXfljkn/AIHik3ZXY0rmx8MfBBgRPFetgzX1x++tEmOTGDz5zZ6seo9Bz1Ix3d3emYlEJEfc92qbUrkk+SD15bH6Cs6uGpNtnRCNgooorIsKKKKAPOvixcyyWuj6RB8z3MzSle5Iwqfqz169Hbx6ZYw2kX+ps4FhT/djXA/lXkmup/aPxp8OWp5W3NuWH0ZpT+les3zYtJD3OB+tdO0EZbyZkcnk9TRRRXOaktuSJ48HHNUf2d/+SfX5xz/asg/8gxVbiO2VD6GofgXss9K8SaPx5tlrEhYdwCoUf+izXTh+plW6Hq1FFFdBiNaKN2RmXJTke1ZF4ALyUD1z+lbI61hOxeVmPUsTUyHEQEg5Bwa5XxR8PfDfixnmvLQ2183/AC+2eEdj/tDo34jPuK6mipTsUeLjwX8RfAReTwrqZ1KxB3GCLHPqTA+Rk/7BJrT0n49SWcxsvFOi3VncocSNbgnB94pMFf8Avo/SvVarajp2n6xAINUsLW+iHRbiEPt+hPT8Kq/cXKQaP8SPDGthRZazYSSNwI3l8hyfQLJgn8K6b7ai/fSVPqteUap8F/B1/k20V7pr44FvP5iZ9xJk/kRWHD8KfGGglV8MeNzHDnLRSvLbj/vld6mi/mKx7sLy3PSYfjkU4TwnpNF/30K8PVPjZp0oVG0/VYx6m3/mdjGodP8AHfxP1GOd7Pwjpl0La4a1nKQvlJVxuUgTcEZHaq1Ee8ebF/z1T/voU03EA6zR/wDfQrxiPxR8WpyEi8A2Sv6yI4H6yj+dTZ+NeoSCJdH0bSVP/LfMbAfgXkP6Uageum9hzhN0h9FWue13xzonh5W/tPV7OyZesPmeZP8A98DJ/SuKX4YeO9bVv+Ek8fSxxsfnt9PDbHX042D/AMdNdHoPwc8GaCUk/s1tQnGcSag3m9f9nAT/AMdzRZhc5ceNvFXjWTyfAuhyQ27nDa1qgAROx2jkZB/3j/siun8L/C6w0W8/trWbmXXvEDEOb26yRGR0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TzH0VQWP6CoZSPJ/CS/23+0xrF51/s/z/wDyGq2/9a+gK8C/Z9s5NQ1jxH4kulJml2xB8cFpGMkg/SP8699rUgKKKKACiiigArnvG2qnQ/BOt6jHJ5csNnKYX9JCML/48RXQ1518bpfL+FOqJjPmyQJ9P3yn+lAHK/s66WIfD2taqWy1xcrahSOgjXP6mX9K9iurqGwsri8uW2QW8bSyN6KoyT+QrhfgpAkPwp0qRBgzyTu/ufOZf5KKsfFrVW0r4baosJ/0i+C2UK4yXMpwwHvt3/lS6gbXgvUr3WfBek6nqWz7Xdwec+1cDDEkYH0IreqlpGnrpGi2Gmp8yWdtFbKfUKoH9KujrQMx75gb1+RyQo9zj/6xptuM3MQ/2hXKa/ctJ8SPBtujfIx1C5kT/thtU/8AjzV0N3cixsbq7JwLaCSbPptUn+lZstHmf7Okxub3xfcn/lrLbvn6mY/1r3evEf2b7TZ4e1u8x/rbqOLP+6mf/Z69urUzCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArC8Qa9beH106W7GLe6vFtHlzgRFlbax9twC+27Pat2uF+L9kb/AOFmuxoAWjiWYH02SKx/QGgDuqK8v+DnjaTxV4XNjfSs+qaZtilkJyZYz9yQnueCD15GT1r1CgAooooASs7U9WstEsJb7UbuG1tohlpZnwB7e59B1NYvjfxtpfgbRTe6gxlnkytraIcSTt7egGRlu3uSAfny/n134jX66r4gunhslz9ntozhVH+wp6e7HJPH4TKSirsUpKKuzuvEPx7ea6ex8I6S13JnAublWw3usQ5x0IJI9xXneseMfiJfanbWlzrmope3BCw2tlIIWJY4UERY5PvzWvdT2PhfRnlgt441HEcY6yP2yep/wruPgx4HmjU+NNZ+a/vAWs1deY4m6v8AVhwPRf8Ae4inNzd0tCIScteh2/gHwjP4Y0YHU7+51DWLnD3dxPMz7T2jTJ+6MnnuefQDs6KK1NAooooAKKKKACiiigAooooAKKKKACiiigAooooA5XxP4F0nxivl6u980QxiKO7dIwR0OwHaTyeSM15n4i/Z7tTambwzqU8dwoz9nviGR/YMACvfqD+Fe7UUAfH/ANruvDd+dG8VaIitH3lt1LqOmc4w68dR+ZrXm8NaHqdus0MKosgys1q2Afw6fpX0N4p8H6N4w002OrW/mAAmGZOJISeMo3btx0OOQa+btd0DxD8LNZ8q4X7VpVxJ+7mUYjm/+IfHb+YrCpTe8HZmU4PeIy0i8T+Bbp9Q8O6jKYesix8hh/txnIbqeR068V7P8PPi5p3jF107UESw1r+GPd+7ufUxk9/9k846E8487sr63v7Zbq0l3Rt+BU+hHY1z3iLw55pOqaYDFeRnzGjj4LEc7lx0Ydff69Yp13flmTCr0kdh+0hFt1Lw/N/ehnX8in+NZeuWP9q6Xd2wGZHXzIv+ug5H+H41yvjDx1c+NNB0GHUULajpqzpNPxtnVvL2t7N8pz9M98DuxGVtYpu+7B/If/XoxL5XFhWdrM3f2eNfa70HUtClYk2UongBPSOTOQB6BgT/AMDr2uvmP4ST/wBjfGiWyRP3d2lxbj/ZXHnD9Er074j/ABXsfBjHTbFFu9ZK5MbN+7twehkx3PUKOcc8ZGelO6ubJ3PO/iV4Qn+HHiO28W+GrmO0t5rj5IVIBhlIJKqv8SEZ47Zx0r1P4Vx28/g6PXlfzr7WpnvL6UjBaXcQVHoq4wB/jXgL6T4g8X3Muq+INQka5kQ+SZxyeuBt6ImT0A/Cur+E3xLt/CkcvhvxCWhsvNdoLggt9nk/iRgP4SecjoSc8HISnGTaT2BSTdj6LqhqE/AgXr1b+gqi/jDQXtjPba3pTx/89vtsW0frXnvi34u6FolrPHpF1HqmqEEI0XzQRN/eZ+jeuFznHak7vRF7Gqts+rfGLeqF4tC0gDj+Gedj/OLP5VyXxa8dWw01vCuizi7v7tgl0bdt/lrn/VAjqzHAIHQZHeua8MfCfxf4v0savPqQs7a/be32x5GkuF7SFR1B5xk8jnoQT6v4G+Dui+DrtdQnmfU9Tj/1c0sYRIvdUycH3JPTjFPlFc2fhp4TPg/wXZ6dMoF9Jm4vMHP71uo6kcABcjrtrs6KKoQUUUUAFFFFABXnfxqtTc/C3VGVWZoGhmAAzwJVB/Qk/hXolUtRsbfVdMutPulL211C0Mqg4yrDB5+hoA4D4HX0d38LrKCP71lcTwS/UuZP5SCjxcT4h+KHhTw1GWMGn7tZvAOg2cQ/+PZBHo1eWaTqev8AwO8W3Fjf2j3ek3h6j5FuFXpLGecMAeV98HsR658N7b+0I9T8aXCj7Vr0++IcZgtk+WJOO+Bzjrx6UgO8PJqK6k8q3kbvjA+pqWs2/m82VYF5Cnn61LZSRwMTfbvjTPjJj0vQljP+zLLKG/VW/SpPifq66N8OtVffiW8QWUQ9TJw3/jgc/hUHg6RJ9a8deJbmaOO2fUvsnnOQFSK2XbuyexDD8q8/1m8ufjL4/s9F0femh2RJMxXb8mR5kxHqeAoPtnGTSSux30PUfghozaV8M7SV1ZZL+Z7sq3ocKv5qin8a9JqrZ2sGn2UFnaxrFbwRrHFGvRVUYAH4CrVaEBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVRv57q2tWktbX7XKvPleYELj2J4z9cD3FcLqfxh0fQdQFlreja7pcvODc2qlXx1KsrkMPcZoA9IorhLL4veA7+ZYo/EMMcjD/l4ikhA/4EygfrXX2N/Z6larc2V3BdwN92WCQSKfxHFAFyiiigArnvHSb/h/4kXGc6Xc4Hv5TV0NY/ihPM8J6yn96xnH/jhoA+YvhzqreEPFXh7WHk22WpB7S6JIAAL7ck9gD5bfga+tK+Qo9P8At3wpt5APnt5pnX/gJyf0Y/lX0p8PdfPiXwJpGpu7PcNAI52Y8mVPlYn6kE/jWcJ81/JsmLvdHU1g+K/E2n+EdAuNXv3AjiGI4w3zSufuovuf0GT0Bre7V8z+O/EB+I3jg2FvMW0DSSQGQ8St0ZsjruIwPYZHU1baSuxt2V2ZEI1DxzrsnibxCxlEp221r/BtB4UDsg/U5J756ZlIlK5BwcZ7VZsolggNwFCrGuIlAwBjjj+Vct4p1Ca3so9PtFaS9v38pEQZYg8HA9SSAPqa85ylWqWORt1JFvwjoX/Cy/HoWQE6DpWHl5wJOeF/4GR/3yp719OKoRQqgAAYAHauW+H/AIUi8G+ErTTMKbsjzLqRT9+U9fwHCj2Arq69GMVFWR1pWVkLRRRTGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFYHiXxPp3hLR5dV1Wfy4k+VEHLzP2RB3J/wDrnAFAG6SFGTwBXE6x8WPBWjSPFPr0MsyrnZaK0/4ZUFQfqa8XvtZ8ZfFy5kVZP7P0GNsGIORCO+GPWVuB7D/ZzWjY/DDSLGMefbvfyd2ll2rn2VSP1Jrmq4qlSdpPXsTKVjtG/aG8IhsCw1pl/vC3jx/6Mqe4+Kfw58V6XNper3TxwXA2PFeWzj8dyghSPXIwa5NvCmjRLhtDtAPUw/1rPufA3hy6Q4sWt2P8VvMwP5HI/Ss1j6b6Mz9suqOY1vSpfAGtreaTfw6t4eu2KxXMEiurgdUYrwJF/Xr6gdRZTpf28dzaN5kTruUjr7/iPSua1L4ZTxbpNJvI7jv5M42N+DDg/jiqvhe5vfD2sjS9RgltjOd8SyDHz+x6EMOOO+KdRwqx5oPVEzUZq8dzN8XaQLTV0kt1xDe8qB0V8/MP1B/GvVpoh/ZuAOnzD8/8DVHWtFi1OGFowPkninHtgjP5jNbDKGRkHQjbXJVrc8Y90ZyldJHlWpaxe+HPiA+raa6x3cKho3ZQwUtDtJweO561o+GvDssrvrOp+ZcXchM4847ypPO9yerHrz/PpTutO/tX4ifZ2j3xqsckq+oEY4P1OB+NejTxiDT5FByzYyfU5rprVnCEYLdlznaKSOX8R6sdJ0mSZGxcy/u4fYnq34D9cVq+EPhj4bb4dtr3jO7ksTeES28wuPLaKL+HAIIZn5OMNkbcc5rz/wAXX63HiBIXUS21nhDGWIDHgtyOmeB+Fa72useNr5dY8Q3bx22P3Fug2hE7LEvSNcAe5685zW1Llp07y6lwtCN2c/r1n4Wgu2i8O32pal+8wjz2yxqR6jnc34qtT6NpniCyuFu7PSo/OUfI95CjBPcLLxn3IPtXoOnaLbadBut7eO1ixywGXf8AE8n8aw9W8Spb3i6fpVu19qEjBFiQFwGPAGByzew/+tUrEObtTQvauTtFF+Txr8V4YjNLr1vHGOrSR2qgfiVxTNK+PPizS5Vj1SPT9ViV/wB4SojkYezJ8v47TWzoHwU1zxE0V/4x1OWzQ8raRENKBz3+7H2OAD74Nen6T8KvBOjRlYvD9pcMQAz3q/aCff58gfgBXRG9veNUn1Kng74s+G/GCx263AsNSYgfZLpgCx4+43RuTwOvHSvQazrTRdL08AWWmWdsB08mBU/kK0aooKKKKACiiigAooooA434k+GZPFfgTUdOgRWvAontc93Q5AHPUjK5/wBqvOfgh43jTTf+ERvWEd1A7tZrJ8nmKSSyf7wYk47g+1e8V5B8R/g7D4kupda8PyR2WrM26WJsrHcN/eyPuv79CeuCSaGB6LNqEjAqieX6nOTXOeKPEtr4P0CbWbseZsYLBCDgzSnooP5k+wNeW2/iL4weG8WF5oF1qZQALJPZNckf9tYT834kmiw8B+OPiZrdtfeMGn07S4iQEljETKueVii/hJ4+Zh6fexio5X1Kv2MDwp4X8afEHR7LS1mktPDsMrSPcyLtjkZmJZsdZnzkDsMYyM19EeEvB+l+DNH+waXEd5Iae4cZlnb1Y/yHQfnW5ZWVvp9jb2VpGsVvbxrFEg6KoGAPyq1VkhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFU7/AE6y1S0a0v7SC6t3+9FOgdT+Bq5RQB4H4/8AgfHHbzap4Qjk+T5pNMZi24Y5MRPOf9k5zk4I4B4HwloF1f273/hbXZ9O1q2XFxaPIYyR6q69VJ4wRweCehP1zXhnxX8Lz+GNYi+IHh+IRskoGpQJwj5ON5Ho3RsdyD1yazqc7g+R2f8AWjEyPQvjJrXh6+j0nx/prgk4W+hjAbGfvFR8rj3T06E17Np2p2eq2EOoWFxFdWswyk0b5Df5PGOxry4f2V4s0CGSWBLvTrtPMVJOqHoeR0YHIyPeuLT+3fhFqQ1PRpJL/wAPSOPtNtK3TPHzY+63YOB6AjseTD42NR+zmuWQkz6XrL8RkDwvqxPQWU3/AKAareHPEum+LtDh1TS5hJbycMrcPE46ow7MP8CMgg0njKTyfA/iCX+5pty35RNXeUfP3g+JZPh1a7xlDdzBh6g7Qf512nwA1B4LfX/DkxXfZXQmTJ5IbKtj2BQH/gVcx4Lhz8NLTj70s7fr/wDWqX4f3R0j43xIANmrWTR9eny7s/nD+tcWHnepNebMYv8AeNHo3xi8WHwt4InjtpdmoaiTbW5B+ZQR87jnPC8ZHQsteT+GtGOm6XBabcXMvzzn0J7fgOPzq/8AELU/+Er+Lv2JZBJp+hR7doOVMgwX/HcQp/3K1dPiwrTnq3A+lGLqcqsia0vsi321LRYlwASB+ArP+E2i/wDCW/EC78S3CbrHScLahhwZDnb1HYZb1BK1n+PNS+waHKEOJJV8lf8AgXX/AMdB/OvaPhl4b/4RXwFp1hJF5d3Kn2m6BGD5r8kH3Awv/AaMHC0eZjox+0dlRRXOa/438NeGMrrGs2ttKuMwbt8uD0Plrlse+K7Tc6OivF9V/aG0C1DLpml3964OA0pWCNvcHk/mtYE/x78VXrZ0fwtbJH/01WW4/VdtAH0NS185n4xfEqY/JoNknsLKX+slUD+0D4yt8rLaaIxBwd0Ev9JKSaewrrofTdFeUeE/iP418QQxM3w/naNsE3Qufs8ZU91Eo+b8Ca9SjLNEpddjkAlc5wfTNMZLRRRQAUUUUAFFFFABRRRQBVuLiGztpbm4kWKCFDJK7nAVQMkk+gFfI/jrxufG3iz+0L4T/wBj27FLW1SQKwizye4DNgZPOOBzgV7h8UrjWPEIh8D+HI917fATX8xJVLa3zxvbHG4jtzhSMHNa/hD4X+GvCVlFss4b7UVwZL+4iDuX9VBz5Y56Dt1J60AeNWPxC1y5torfw54L3WkQ2xxxJNOFH/AQKtN408dWo8y98DTRRjqTY3Mf6nNfRl3d21haSXV5cRW0EYy800gVVHqSeBXluv8Ax88NaWXi0u3uNWlHRk/dQn1+ZufyUj3rm+p0OsfzFZHBWXxgsDL5Wo6PdWxHBMEok5/3SFx+ddjperaH4kiL6bdxXDAZZB8kq/VTz+PSuZ1j4keKfFcS7fh5Y3lmc7Bd2Etzt+j/ACgfUV57c6H4iivvt1t4Z1DSypDILO3n2xkdwzFmH51y1cDQfwS5X6iaTPap7J4QWX50/UVRubeC9g8i5hjmizkCQZwfUeh9xWV4K8d/2u40nWSINVXiN3XYLj2I7N/OunvrYR/vkGEJ+YehrgvOlPknv3OecOXVFCNRHGIwSQOmad3oopmRi6XpYh8RaxqTr80rpDFn+6EUk/mcfhWhfY8hQTgFxn9atVm68s0mkSpbKWnfMcQH94ggfqa1UnOabHuzzjwxpR1/WbnUZ498AmL7SOHcnOD7DOT+FeoQWqQ/vZSGkHOT0H0qLSNIt9G0yGxt+fLX5nx99u5/OuV8Wa9dX08mh6Kks0g4uHiX7vtnt7nt/LeUpV58sdv0Ld5y8hupapqni3XU8OeGI2llkJDzKcBR3Oeyju34D39s+H3wz0rwNZiUKt1q8o/fXjr0/wBmMfwr+p79gPn/AEvU/FvgW3kSyv4NKiumBkl+zpKWI6KXEbEY7Dpycd61IPiJ40dsp8QLIH0lh2j/AMehr0KajCNo7HRHlitD6pqnepLNZzRW9w1vK6FY5kUMY2I4YA8HHXnivmQfGPxzplyrHxFp2qrnmP7IAv5hE/Q10+j/ALRsybU13Qom67prCbGP+ANn/wBCrUskh+N2ueGddutG8XaNDcS2knlyTWRMTY/vbW4bIwR93g16f4W+IPhrxgqppWooLork2k48uYcZI2n72O5XI96+fPiF4lXx7qEOq6f4WvbWS2jKzXeTIJIhyNyhcDHPOehwegxnWuiad4isBe6e4stQiI81EJ2B+xA6qD1GOnpxUOaW5MpJbn2BR0r5JvvHfxB06OHTb/xHfQxKMLIApZl9fNA3N+JzVsWWu6raJJc+OdTvLd+RieR1P5vx+VEqkYq7YOcVqz6lmnht4zJPMkUY6s7AD9axZvG/hW3maKbxJpEbqASGvYx6+/tXzYngTS85lubyRj1O5Rn9DXPeI9KtNH1aCG1iLRGBZdkpJ3HcwOSMHt2qY1oydkTGpGTsj6euvi54DtOJPEds3/XGOSX/ANBU1m3Pxz8CQDKalcXH/XK0kH/oQFeN6LY+HdTsRcW2mwBhxLE7FjGfxPI9DWqmmaan3NNsl9xbr/hUPEJO1iXWS0sd237Q/hBGKrY6y49RBEB+sgqpL+0VpDH/AETQNTm/32Rf5E1zEcaRf6qKNP8AdUCpfNf+8fzqPrXZC9v5Gx/w0FeSN+48DXUg9ftZ/pEaST46+IH/ANR4CuV/35nb/wBpCsfcx7mm5pPEvsL277Gg/wAavHEn+p8IWyf9dN5/qKgPxh+JLH5PDmlKP9uOT/46KrUUvrMuwvbvsXB8WviYf+Zf0T8Vb/49SH4r/E1umhaIv0B/+PVUoo+sz7IXtpFv/haXxP8A+gRo35D/AOPUn/C0vif/ANAnRf0/+PVVoo+sz7IPbSLi/FX4nJ10TRH+o/wmoPxb+Jg/5gGif98t/wDHqp0UfWZ9kHtpFofGD4kIf3nhvSmH+xG//wAdNWY/jX40j/1/g2GT/rmXH+NZlFH1mXYft5djcX4762q/vvAN3n+8LhwP/RRp8X7QgT/j88IX8Prtm3fzUVgZPrTvMYfxH86f1l9h+3fY6tP2ifCmAJdM1pW7gQxED/yJWna/HfwNc48y8urY/wDTa1Y4/wC+c1wJZmGGO4eh5qtJY2c3+tsbV/8AegU/0qvrXkP2/keu2nxa8C3xxF4jtUP/AE3R4v8A0MCty08W+G72Ty7TxBpNw/8AdivY2P5A18+S+H9Hm+9ptr/wFdv8sVUl8H6HJ0s3j/65yt/UmqWIj2H7aJ9TAggEHIPenV8lzeGdO0aM3sOs3+mhf+WolGSfQbQCTWfa+P8AxfYX2NN8U6vOCQE+1vvz/wABcsK1jOMtjSM1LY+xKK+c7P4h/F7T4t1xozagGGQ0+nHOP+2RWtSL9oHUNOlS317wlJDL/EY5miP4I6/1pqSl8LT+ZR7zVa8tbe/s57G6jEsFxG0UqN0ZSMEfka830/49eCrwkXMl/p+O9xbFgfp5Zauy0vxj4a14pHpmvWFxLJ92JJ18w/8AADz+lUB4l4WhuPB3jTVvA967NDuNxp8rD74xn07p17AoRXbTlPs8izRiaFlKyxsMhlPBBHcVV+OGhyrpun+MdPVV1DRpl8xsD5oi3GfXD449HapbC/t9W0y11C3/AOPe6iEoGc4z1B9wcj8K8LMaPJUVVbPf1/4JEkcJbXdx8IvFsWrWPm3HhjUmEdxCpyU9uf4l5K56jIz1Ne1eMr+2uvhhrt7byrLbz6TO8Ui9GDRHaR+Yrz66s7a8tbvR9QG6znHlt6qezD3HBriIPEd54Z8CeLfAWqOPNt0DWL5xvV5UDKOehDbwMd3zXfhMQ6keWT1X4oUJ8yOg8GIF+HGh5H3jMT/39krltdvT4e8UeHtcCs32K6/eqhwWVWBK/iCwrs/D8PkeBdAi/wCncSf99Zb+tcf8RYdumCTH3blW/Aq2f1rnw0v3782/zZlf94N8GwXF3b3epXLl7vUblneQ9W5OT/30W/Ku8VQoCqMADArG8NWH2LSbaIjBhhVf+BEZb9TWyTtBY9AM1GInzVGZzd5NnIXNkvib4qeH9CYK9v53nTI3RlXLMP8AvmM/nXuHjL4g6H4It86lceZeOu6GzhwZXGcZx/CvXk+hxk8V86DxTeeG/HWpalp1uk2ovB9ktWb5vIkIQFwv8RwGAHTLd8YNnTvDUk922qeIJmvb+Y+YyStv5/2j/Efbp9a9KMo0qaudCkoQVzV1b4h+OvHe5LBv7G0tjwIJDHke8n3m9PlwPUVkWPgfToMNeSy3ch6gHYv6cn866b0HYcAelABJwK5515y20MZVZPYrW2n2Njj7LZQQkfxKg3fn1pmq6zaaRD5l5OdzDKxLy7fh6e5rI1HxK73i6XoELX2oSnapiXeM+igfeP6fWvQ/BHwSjEyaz4zkF7eswkFlu3Ip/wCmrf8ALQ9OB8vH8QNXTouWsio0nLWRweieHfFvxMkH2SL+z9E3Ya4fIQjODjvIeDwOMjnFe2+DvhX4b8HrFLFa/bNQXB+2XQDMp/2B0Tn059zXaxQxwRJFGipGgCqqjAUDoAKnrrjFRVkdCSSsgooopjCiiigAooooAKKKKACiiigCja2NvazXMkUSrLcyebLJtyztjAJPfAAA9AAKz/E3iPTfCOhXGqapLst4+EQctM56Io7k/wCJPAJrer5i+MviiHWfH8ek3DynR9JISVYWGXkOC5Ge/ReemCe9DACPEnxb1I6nqty1hoMch+z26crxxiMfxN1y57k46YHdaJ4W0nQox/ZemxpIo/4+GXfMf+BHkfhgVyGm33xA8XwxReFtCj0jSFUJDOygKI+nDuPmxj/lmua1JvgrqM1kb/xl442ww/PNy0iKv/XSRgB/3zXm1sPXrv3pcse2/wB5Nmzp5tQtInxcahaxt6S3Cg/qaW3ure5bFrdwTn0hmVj+hrxO70HRdX1JtO8DWmr6j5ePNvbx41iI55C7BtB7Fjntium0n4QW6BX1q/Mj94bMYA+rsOfwA+tcdbB0aKtOpr6foKx6Jf2Ju4ws/wA2DkLOvmKD9D0qjNNdRl4pm6jkEDmm21hpnh23+zabaJCW65ZmP4kkn8KY0k05+Zmb0Fc0FrpsYVGlsR0VRvtZ0vS8i+1C2gYdULbnH/ARk/pWZH4sjvjjRdI1DUeceZsEMX/fZ6fiK6lSm1dLQzUWzoaZPNFaw+bdTxW8X9+Zwo/M1htbeKtR/wBde2OkQn+C2Tz5voWPH4g0yLwRoxm+0X7XmpXB6yXc5P8ALH6k0+WC+KX3a/8AAHZLdkWp+OdAgRoI7qe7kbjFqn6ZOB+WaxoL3xFcxCHRfDBtYOqmcbQffnaM/nWzqB1bwvE1xo2l6dc2Y5kEdv5c6D32n5h74+oqhZfEyymI+36fPDn+OBxKPyOD/OumEbRvSjdev6aFpaXirkD+E/FOqoV1PWLeCBvvwoSfzCgA/nWJ4i8E3ehW63sMv2+0X/XMI9jJ9Rk8e9el6brGm6wudOvYrg9SgOHH1U81d6ZBGQeCD3qFiqsJar5WsL2kos880vwNpfirSjeeHdYeKdABNZ36hjG3u64yD2Ozn2ORSrceKPAOBqGj281gDgTxRqB/38QcE/7QzUuuaHe+FNRHiTw2THFHzPABkIO/HeM9x2/l6H4b8S2fijSzc22ElUbbm1Y5KE/zU9jRWrzguf4oPvuvLQ2upIw9I8V2OvQsbKdhdqhP2abh/wAP7w+n6VwWowy+FNcj1KzjzYTnDRDgDuU/qP8A61dt4k+GtpfOb7QCunagp3CJTtic+2PuH6cew61zFtq63Lz+HvFsbWl2fka4cbee2/sD0IccHjPrV4edNpyp6rquq/zI5OV3WxuullrGmrvVbi0mXcuf5j0IrkZIb/wZfedCWudMmblT/I+jeh7/AKVY0qa48La7L4f1Q4hdswy/w5PRh/st+h/GutlijmieC4jDxONro3QitL+zdt4sn4HbdMjs7y3v7SO6tn3wv0Pcex9DXM+MibLUdH1NP+WT8/8AAWDD+tVQZ/BmtbWLzaVcnr3x6/7w/UfpreL4Fu/DDzIwdI3SZWHIKnjj8GzVRjyTTWzBR5ZJ9GZ+r2MvhfVRq+lpmzdts0Q+6M9voe3ofwrqrS6gvrSK6t23QyDKnuPY+4qrpUkep+HbNplEiS24SQH+LHyn9QawNEkl8P8AiKbQ7iQm2uDut5D6nofxxg+4qWuZNP4l+KBrmVuqOvoooAycViZBRXJDxZJd+JbW3tmA08ziH7ozJnjOewyRXW1UoONrlSi47hRRRUkhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBSutH0++nE93befIBgb5WIH0GcCqVx4T0S4Qr9kMBP8AFDIQfyOR+lbVFUpyWzGpNbM5y0j8S+DyZdEvTe2IOWs5Rkf98/1Ug13fh7xjpPjG2azdFjusfvbC5w4bHUrnhh+GR6d6x6xtZ8PRakwu7Z/smooQyTocbiOmcd/cc/WoqU4Vvi0l3X6msav8x0usfDfw/qgZ7WJtMuD/ABW/KZ90PH5YrznWPBl/4XkMuqWK32nE4+1Wrkbf/iT/ALwx6Gu/8I+NZr26XQfEKC31dTsimOALj0B7bvQjhvr17fsVIBBGCCMgj0NcyxOIwsuSpqv62Ztc8d02G6udIlttA8V3yWMsbRTWFwxKhWGCGUHHTvj6Guj+F9/JFa6l4cumHn6dMZIxn+AnDY9g2D/wOovEngJop31nwkDb3kJJlsU6N6+WP/Zeh7eh5XSPFEdt4003V5F+zNL/AKLqMRyAAflLfTocdildtRrF0ZKLv1801r+JKv6o9d1GPEqv/eGD9RXA/EzSvtmjW+sxJmeyIt7g+sTfcJ+jcf8AAhXpF/Efs8gI5Q5rCu7aO9sLqyn4huoWhY4zjI4P1BwfwrzsLU5WpLp+XUyvyzuWUh+z6Do1sesVnFGfwjUVzfi2wW/tLaNl3I1xEGHtvGf0JrrtTx5sSjgKvH0/yKz5YhKEz/Cwb8quhOzU/X9RTdpXFiTyogvcdfr3qO7bbaSn2x+fFTVU1A4tQPVgKcdZIzOasdHhttVu9SkCvczSkp6Rr7e59fwrTCkq7AcL1NOiiaaUIvU/pVu9VYYYrdO53H3rplNtobd9zPkkjghaWV1jiQZZmOABXMfaL/xjdSWOmTW+n6THj7Tf3soijUHj5mPTPZRyeffFHWp77xLqclhp8byWVs2CQcIW7sx6euP/AK9S2vgJThtQvcn/AJ5269P+BH/CuqEYU1zTeptFRjrLc9R8L698K/htatHaat9v1QxhZ7uOB3eX1CEDaq5HQHsMk4zV2X9ojwqinytO1mRh03RRKD/5E/pXncHhbRLdV/0HzCO8zs36Zx+laCadp8ClksLONR1YQKMfjireIj0RTrLodM37R+lZ+Xw/eEe86Cp7b9ozQG/4+dG1OP8A65GN/wCbCuDu/EmhWOVNzDIw/ht03/qOP1rHbxZBfzi207w+b2VvuqyBmP8AwFQf51cas5bRGpyf2T3DS/jn4J1D/X3l1p7E4Au7Y/zTcB+JrvtO1XT9XtBdafe293bk4ElvKHXPpkd6+Vh4L8aeIMrb+BFtPc232U/nIwrY8OfDL4o6BqC6hpdqun3A65vYiHHoygkMPY1qr21NEfT9FY2gXWrXekxSa7pyWOoD5ZY45RJGx/vKR2PoeR056nZpjCiiigAooooAKKKKAGswVSx6AZNeNeB/hWt3qV34u8XWSve3873UGmzJ8sG9y26Ud25+6eB35+77PRQBWuJobWB555FihiUu7uQFVQMkknoBXz7qmp6j8YNflAmltPCOnybUVeGuG9eerEevCg+p57T48a9JpngmLTIZQk+qXAhY5I/cr8zc/XYD7E1xGm+KI4dLTSfBejT6pFYQ4lvpx5FshwS0kjHGAcE/MUrmxLqqPLSXvPr2EzttP0+206zjsNOtVt7dPuxIP1Pcn3PNZWr+L9A0NWW71KFp1z/o8B818+hA6fjivL9W1TxL4qvzplrqb6iW4eDT0Mdso9CTjcB6tx6Ejmuk0D4T20ASfX5/Pfr9ltiVQf7z9T+GPqa8mWFp0vexM9ey1f4kW7lKTx/qGsXjW3h7RZbidud0oLn67V4H4nFXF8JeKdUh8zxLrxsrY9bW2ILN7ELhfxya9Cs7W10y0FtY20NrbLzshUKPqfU+5rMnnM8pY9P4R6CiOJu7Uo8q77v/ACRnK0dkYOn+EdB0whoLBJXH/LS6PmN+XQfgBW4WJABPA6Cm0AEnAolOUneTuYtt7hRUnky/3G/Kk8mUfwN+VKwhgJByDg1yfiTwRa6sHu9P8u1vzyy9I5T7+h9x+PrXXFWHUGm1dOpKDvFjUnHVHjFppVv9ubTtUuJdH1FH+SeYZhB7bscqP9sZHTjvXVPrXirwfJHD4hszeWTYEV1u3bh2Kyjg8c4bn6V1WuaBYeILTyL1dsqj9zcKPnj/AMR7f/rrldO1zVfAVz/Y2uQf2joE+QoxvXb32Z4+qH+uT2e19qtFd9v8mbqSmtTrdH17Tdci36fcBnAy8DjEij3XuPcZFchrek3nhDVk8R+HhsgU/v4MZVAeoI7xn9D+Fa+pfD3TdXt4ta8HXy2zv88Sq5ETH/Zb7yN7HvxxWbY+Mb/R7ttH8XWMitjaZimSVPHzKOJFPqP1rKly3bp694vcXK4u8T0Pw/r9l4l0ldQsvlP3ZoCctDJ6H1Hoe/5iq3inwvZ+KdO8qYCK+jH+j3IHK/7J9VPpXncyz+BtWg8Q6DKt3ot2djoHypHdCf8A0E9R0Pv6vpupWms6ZDqNjLvtpRkZ6qe6kdiK4q9KWHkqtJ6dPJ9mXe+qPDb37VHB/wAI7riCO7s/+PGdz0B/5Zk90PY/wn0GcdZ4T1Q67pjW8x/4mdmuGB6zJ0DfUdD+HrXT+MvDFvr9mA2I5xkwT4+43of9k/8A168dtbi+8NeIFkaMx3lm+Hib+Idx9CO/vmvTpTjiaV46S/X/ACYmlNNdT0bUdPg1Wwls7jgNyrY5RuxrmvDzXMqX/hK7T/STHIsAJ74J2j/0Ifj7V3bmDUrKHUrE7opkEg9x/iOh+lcb4tsJVWDXLIlLuzZSzL1wD8rfgf0PtSpTv7j/AOGZlB/Zf9MPA1z52hywE8wTHA9FYZ/mGp/jOwM+lrfxZE9mwO4ddpP9Dg/nVHwLeCTxPdqECR3X70IOgIfp+TGuzu7VG860k/1UimM/7pGP61VSXJWv8/8AMcvdncp6bejUtMtrwYBmjywHZhww/MGsrxZqT2OkfZoc/aLw+UoHXb/F/MD8ad8O4xNaajplwD51rOCMH1yCPwK/rVO18vXvG9zexkyWOn/LAx53EEhT+J3N+AoSSqSXRa/5BypSd+hR1/TRomg6OVA822uC0jDvIQCf/QAPwruZP9Y+PWuY8dLu8OIT2ukP/jrV1q2NyYoztByoPDD0qakrxi5PuTJ3im/Mr0VKbW4HWFvw5ppilHWKQfVTWV0QMooPHXj60mR60ALRSZHrRketAC0UmR60Zz0oAWij8DSZHrQAtFFFMAoopsrpDE0szqkSDLMxwAKAHUEbV3NhVHc8CuF1bxrPLI0OmMLeEcecQC7fn0/nU2l2/grUn8zXPEesGU8EyW+wA/72Zf6Vq6TjHmlf5K5qqTtqdU2pachw2o2Sn0Nwg/rTl1HT3OE1GzY/7Nwp/rV3Tvh74Kv7fzbBmvkHV0vd2Prtxj8akm+F/hWQYEF5H7pc/wCINc0sTQi7O/3FeyRWUbl3L8yeo5FFQzfCPTlffpus39o/rIqyf+g7apTeEPG+mfNYanb6nGP+WcknzEf8D/o1XGpQltP79CXS7MNc0SHWbQKSI7qPmCb0Pofb+Vb3gXxXLq8cujatlNashgl+two7+7Dv6jn1rj38T3mlziDxBo9xZSn7rBSAfcBuo9wTS6m8d4sPiLQrpWvtPIkJj6lB/eXrxz16jIq6lD2sOSXyfZ/5FQvHSR6pd74JFuYuo4YetcH8RPCUWqWEviLTIwLmJc3kIH+sUdZP94d/Uc9ue30jVbbxDodtqMAxHcp86Z/1bjhl/A/pg1FDM9ldHIzg4ZexFedQnOlPtKP4rsDfJK5D4R1Ua94R0+7dt0pi8ic553r8pJ+vB/GmkEEg9RwapeG7EeHvEWpaNDn+zb5ft9h6DGFkT6jK/gorUvF23cnoefzptRVWSjs9V8/6aFVXVEcjmXbn+FdtMooqjEKp6jkxxADJLcCrlIQCQSMkdPaqi7O4EVtbi3iweZD94/0rP1H97cSISQNu3IOD09fxrWqh9iaa4leU7YyxwO5qoS15mBn2tqsca29pAqRp0RBgCpLpI7NC0syrsG52JwqD61qyyJZ25KqABwq+prjfEGk6hrjJCl1DDaKdz7slnb6AdB9a2pvnlq7Ia1epANe1HWbz+z/C+mT39wf+WgjLYGcZx2Hu2BXU6V8DvEuulLjxXra2sZw32aH9649R2RT7jdXG2vhPUtPD/YfEU9tuILCAMgOOmcNV2MePLOQPa+M7xtvRZb2Yj/vk5Fd8JUo7M6Iypx2PaNG+DXgjRjHIdKOoTL/y0v383P1ThP8Ax2u3srG0061S2srWG1gX7sUEYRR+A4r53tfiR8UtIYtcJa6pGeglgRsfTyip/Oul0v8AaFs1l+z+INAu7KQYBa3YPz3JVtpA/Ot1JPY1TT2PbqK5zw/438N+KeNH1i3uZef3G7ZKMdTsbDY98Yro6YwooooAKKKKACiiigAooooAKKKKAOA+JGleEnsbTXfF/mSWmliQQ24fAmd9vy7Rgsf3YwMgdc8dPKRHrPxM8vzoxofhC3J+y2FqoQSc9gAAT7kYHYda2vi8Y7/4o+G9L1eV49F+zeZtJwrSF3B599sY9ge2a6naI1VFUIqgBVUYAHYCvOx+LlRSjDd9f66kt9Cpp2m2Oj2Qs9NtY7aAdQvVj6sepP1q3RRXgSk5u8iSO4BNvKB12msat2s25sipMkIyndR1Fa0ZpaMyqRb1KlMmghuIjHcRRSxHqkqhlP4Gn0V1GJy2pfD7RL/LwLJYzHvD8yZ91P8AQiuP1HwHrmlgvaD7ZEP4rVjvH1Tr+Wa9Zorpp4mpDrdeZoqkkeOaTc3EkjW8nii60mbdgec0wT6EqSQfquPeuzTw/wDEKC2W407XbPU4WGUdLlZVb6GVcfrXRanoumaymNRs45mxgSfdcfRhz+HSuWPhHW/D0zXXhPWJRnk28rBS31z8jfiBWzrKpqmk+zV195oqkZbjm1Xx9pn/ACEPDv2pR9+SKAt/49ESB+VQnx/oup28lhrmkTxxtwygiQA+vO0g/TmtfTPidJaXAsvFWmTWNwP+W8KED6lDzj3Un2FdkG0jxPZCbbY6ra9Nzosu3255U/ka56lV0n+8p280/wAhuMex5Bp2tt4M1I3GhalFqWkzt+9tnJRj7MpGQw7SAY/lXqSN4f8AHnh8O0SXVqeNrfLNbSemRyp/Q+4rE1f4Y+H7kM9l9o02T1jPnRD6q3P5GuSTQvFXgO8/tXT1S9tF/wBdJbEujx+ki9R9ccetVN0cQlKnLln56X/4PmWrfMn1fwzrHg0XU2nv/aegS5F1C4yAv/TVR0PpIvp26VleD/Fo8MawQvmvo9yR58L8snowx1Yf+PDsOMeu6dqdr4g0qHV9KkIYjBXPzI3dG9/5/jXEeJfAVtqQa80SOO1vOr2f3Y5v9z+4fbofbvVHExqJ06612f8Awf8AMlSSdpHpB8m8tg0cqyQyqGSVTkMDyCK4Pxf4X/ty082FQNTthhO3mqP4D/Q/41nfDbxJLY3p8LaoHjBci1EoKtFL3jIPTPOPf616DqEO2QTDvwfrXGozwtblv6eZM017yPNPhvqzD7Vos5IZMzwBuCp6Ov8AI4+tdZf2iYZ9gaGQFZUPTB4P4GsTxHpDafq8HivT4iXtnD30MY++nRmHvgkH8/Wusyki5Uh4nGQR0YGuurNOSqR67+plNp+8jynw9YvpPxEtbIkkK7BSf4kKkg/yr0nUY+I5h2+U/wBKyrzRwvifStQXrAzRknupBwPwJ/Wt+dPOhkTuRx9e1FeqpSjLyCcuazPLbrVH8O+IvEPlZ8y7tykZH8LOUbd+ALfjXReGtO/svQ4YmXE0v76X2J6D8Bj9ax7/AEc6t4+hhKbojEk0nuo4x+JAH412Lg+aw6ncRXRVkuVJbu1/kVOXupI5fxrunsNP0+PmW6ugFHrgY/m4r0SQASEL0HA+lcFY7NY8cNeyvGunaMvMsjBUMvOOTx97J+iV0F74z8O2RIfUlmcfw26l8/iOP1rGtCT5YxV7fr/wBNOySNyjNcl/wnkdwM6ZoWp3g9SoQfmN1B8QeJ5+bfQLO3Q97mfd+gIP6Vj9XqdVb5onkfU63J9aMZ6gH8K5B7rxhMP+P3SbYHtHEWI/MGq17fazYKPt/i5YpG+7HDp8bO30AwatYdvS6/EOTzO32r/cX8qNq/3F/KuN0m28ZXs/nTarLZ2fZrq2j81x/wBc8HH4n867FFKoqtI0hAwXYAFvc4AH5Cs5w5HbmT9AcbdRw46ACnZPrTaKyJDJ9aRtu0l8bR13dKinuYrcfMcv2UdazJ7iW4PzHC9lHSrhBy1AbMUaZzEMRk8CmUUV0AFV7uwtr8It0hliU5ERYhSfUgdfxqxRTvbYE7DYYorddtvDFEvpFGFH6VFcWVpdjFzaQTf78QJ/Op6KOZ7h5mDN4TtI5xdaXc3GmXS/dkgc4H65H4GtK08Z+IdBAXxDZrqdiD/x+W2A6j36A/iB9auUAkdKcrTVqiv+f3miqSW+p1uj61pmv2v2nS7uO4UffXo6f7ynkfy9KvV5ZdaDGLsX+k3DaZqCcrLAcK31A9fb8Qa3dG8etHdJpnimJbG7PEd6vEE/uey/Xp67a8+tgmvepart1/4JrGSlsdfep59q0TwxXMB+/bzIGVh9DXDaj8PtOvJvtfh26fStQHIhZyYm9geq/qPavQSCP5is6+tsZmjHH8Q9Pes8PWlTdk7fl80Jtx1Rwvw6OoaBrt/4Z1aBraSdPtECP0LLwdpHBBXnI/5513eoRcrMO/yn+lQCZJZIDdRiU27+ZDIfvxnocH3HBHetJgtzbEKQQw4PvV16jdVVLWvv2BtTRilQ72r8CW1nE0LH+HI2yL9GUkfXB7Vf1NcSxt6gj8v/ANdUfY1PJP5tqsbffRuD6iiSfMmjLm92zIKKKK0ICiiigAooooAr3Ns1wyfvQqKOBjPNQf2Z/wBN/wDxz/69X6Q5x8pAPuM1Sk1ogKB0xu0yH6jFRtp9wOgVvof8akuJr2HltoX+9GMj9aqPPPIDmZs9sk4/Kto8z6gEkbxNh1Kn3FRTwx3MXl3EUcyf3ZVDD9a5bVvEet6ROEn06zVG+5Jh2V/ocj8utadlD4/1Gxhv7HwzBc2sy7o5IRuDD8JP0rpjQm1dGipyeqK954O02dhJaNLZTZyDGdyg+uDyPwIrZ0j4j+N/BDBNUH9u6UOS0jkug56S4yOo+8COMDFZbHx7A2J/BF83/XGzmP8ALNU5vGE+mzeTqug3lkx4IclSfwZRW0fax31NI+0XmfRvhPxzoXjGzM+k3eZE/wBbbSDbLF9V9PcZHvXTV8ctqunWt/Frfhq/m0rU7dt6xlNiv64xlfqp4I4+v0X8N/iBb+OtEaR4/I1S1wl3bqflyejp/snB9wcjngnoTutjZO53lFFFUMKKKKACiiigAooooA5bxl4K0jxvpX2DU4iskZLW9zFxJC3fB7g9weDx3AI8mn8O/EbwGPLt4U8S6MnCeWCZVXPA2/fB9hvAr6BoqKlOFRcs1dCtc+e7D4naBO5g1GO70q5U4dJ4y6qfTI5/MCuosdW03VMf2fqVpdE/wxTAt+XUV6Pq3h7RtdRV1bSrO9CghTcQK5X6EjI/CuF1T4E+CL4qba2u9OYHJNrck7vwk3fpivPqZXSl8Da/EXKIY2XqpH1FJWO/wT13Tgx0Lx5fQoP9XBOjbfxIbH/jtVZPCPxd01dyaho2qAdI+AfzKJ/OuWWVVPsyT/AXKzcmtoZuWXDf3l4NVH0+UfcYOPQ8GsWS5+J+nruv/A0M6/8ATpJub/x2R/5VA3jjWbZd2oeANdtE/vFJMfrGKz+pYqGyv80Q6afQ2JIpYvvoy+5HFMrFX4seHg+ye11W3kHUNChx/wCP5/Ss7XPijpawBdGsPtM7Dma6j2LH+AOWP4gfWrhQxDfK4v8Ar5kOi+h1TERxPK7KkajLMxwB9TWDfeNvDtgWBv8A7Sw6pbIX/wDHuF/WuChvtN1qRbnxX4hv5BnItbK3yV/E4VfwBrp9O8SfDTSgPs2hXcjj/lrcWyzMff5pCB+AFbuhybxcn5Ky+9/oNUV1IL3x/perxmzHh6fUYu0czAEe4wGIP0rmRFq1nqP27QtI1jTD22l3x7Z2jj2Oa9Mi+LPhpVEajUo4x0UWygD8A1WYvif4Xk+9f3Uf+/bP/TNEatWmrRpO3m2zRRUdjm9J+KV5ZlbfxNp0pHT7VDF5b/ihwD+GPpXcWV9p2sx/bND1GKVxywibDD6qeV/EVXi+IXheQ7U8Qxj2eOVP5qKtWupaHqV0JbG50u6ugODG67x/WuKtvzKm4v52+5oJJNaohtUtbPUZrtbVYJ5RtnaEbPM9Cy9CRzz15NTXiIWE0RBjfrjsamvFLjL28isOjL8wP1qh2+tKPvPmOeTezMbxD4ct9fiWUP8AZdSiwYLxeDkdA2Oo9D1Hb0PR6Xd3GraTtvYxFqMf7q5Tt5g6MPVW6jHuOxqrT4pnhbcjYPf3rSo3OCj22CNRrR7DBkdR9Qajt4EtrdIYhiKMYRc/dHYD2HQVPI2+V3wBuOcCmUXdiBGVZANwzghh7EUtFFAFC109IdTub3b+8kAiX2UEn/2b9Kwtbup0SS2sEL3twWEWOBGO7k9sdvc11oBJ4Gaos+nWMwhklh+1N0jJ3zN9EHJ/AVtCo07tXGnqcRpvgO2CKbySW7cfwRZWIfj1P14rpbPw5b2mPIsbW3I6NtBb8+T+tdHDb3Fwu5YGROxnBTP4feH4inHSbqX72oCBD2t4QWH/AAJsj/x2lUxjb96X9fIu05GaumlvvzM30FZ0t/poZrewjm1O7HBS3+dUP+0/Cj8TWpeaLp8jeVObq92nLG7uGZSf9wYj/wDHasIqxRLDEqxxKMLGgwo+gFCqK1/+AQ0kc8mj6vfD/TLxNOhPWGzO+Yj0Mp4B/wB0GtPTdF07SSXs7VVmP3rhzvkb1+Y8/lV+iiVaUtOgczCiiishBVK7vdhMUP3h1b0+lXaym0+4U4UBx6g4/nWkFHqBW6nJOSepNFWPsNz/AM8v/Hh/jThp9wevlj6tW3NHuBVoq8NMb+KZR9BmpF02IfeeQ/TAqXUiBm0mR61sLZW6/wDLLP1JNTKip91FX6DFJ1V0AxVhlf7sTH6Cplsbhuqhfq1atFS6r6AZ66Yf4pgPoM1KunwDqZG+pqvqOu21hciyghmv9Sb7tpajc/8AwI/wj/OKSPQvFerHdqGpQaJbH/l3sx5s/wCL9AfcH8KbbSvOVv67LUuMG9S9JBa2sXmzLDFH/emIA/M1lalrHhe4s3tNR1CwmgbqgfzMH1BXOD7ir8Hw58OJIZLuC71GY9Zby5Yn/wAdx+tasPhvQbddseh6YMd2tUY/mQTWP1ikne7f3L9S1SS6nnWleNrTwndrZ22ptrOhMflQqyz2v+6WABHt0+nf1KxvrTUrKO8sbiO5tZR8rr39iOx9jTBpemqMDS7AD2tE/wAKlgtra1DC2toLcMcsIYggJ9TiscRWpVdYxafy1/4JqZ13b+RLx/q2+7/hTIZ3gbch+o7GtWaITRFG79D6GsdlZGKsMEHBp0588bMwnHld0PnZXmLp0bnHoe9R0YPpTtp9DWiVlYzeuo2inbT6Gm4PpTAKKKKACiikOSODg+tAC0VTmtro8pcu3tnb/Kub1a98SWzFdPsY2A6s05LY/wB07f61rClz6JoaVzsPY1n3NjjLwDjvH/hXAjx7r2nzCLULRM/3XjaNj+ef5Vvaf8Q9OuSFuka1kP8Af+7/AN9D+oFavDVYapX9CnTki/LFFcQtDPGssLjDIwyDWdo2sax8MtQa90tnu9ClfN1ZO33e24eh/wBr6A9q25pba6QXNs4Ifng5De4I4qDggggEEYIIyCK1pVZQ3CM3HY9x8OeItP8AFGkw6ppVx51tJwQeGjburDsR/ngitllDKVYAgjBB718x6LrF58Mtf/tWxV5tCuGCXlopzt9CM9x2P4Hrmvo7TNRtNX0+C/sbkXFtOgkjkTOGB/l9DyK9CMlJXR1xkpK6MPVvht4O1tT9s8O2IYncZII/Icn3ZME/jXMaN8Ik8I+KbbW/DOrTRqpKXFnejzFliYjcoZcEYHIyDyBmvVKKoYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHCeLfC+v+M5JNOm1ZNJ8P8CSO1XfcXfruY4CL0wBuz39BX0n4LeCNLVN+lNfSr/y2vJmct9VGF/SvQ6KAOZl+H3g+VdreFtHA/2bKNT+YFcF410b4TeErc/2xo9ubt13x2do7iZwT1wGG0deTgcHHPFeheKo/E82lmPwvJp8F6/BuL5mxGPVQFOT9ePY14ra/Brx/Yao+rjUdCu79juMt07zuW/vfPF19+tJ3toBzMfhC68VypcaT4atfDWmE5WWa5nkeQcf3mO71BCqPeun074VaBaAG/lutQk77m8mM/gvP/j1a0ulfF+3JZtK0a/PtIBn/wAfWmqvxTiG648EWDj/AKZXaD/2qa8ytHGzfu2S8mS7mhZ+G9AsFH2bRdPQjoxgDMP+BNk1al1NVXZF84HAxworDbWfG9v/AMfHw5vn/wCuNxn+SmqzeJvEDnFx8M9fz6rG7/r5VcTweJbvNN/Nf5kSjLobD3k79X2j0Xioazf7c1Fuvw98Up/uWrn+a1G2r6r/AA+B/Ff0Ont/hWkcNVX2Wvu/zMnTmzWorFGsa6xwvgPxLn3tHH/stW4m8W3HEHgLU8n/AJ7TrD/MVp9Wq/yk+zn2L9OALHAGTUSaN4/nYKvg2C1B/juNTiYD/vnmub8Nw3njr7XcatcGDTLeTyf7Ps3KeY3fefvbfb+WOVLDyhHnqaJD9lLqal14h0u0uFtRO11dngWtmhmkJ9MDgH6kVJCnifURm30y20qA/wDLTUJDJIR7Rr0Psxro9P0+y0m3+z6bZwWkXcQrgt9T1P41ZrjliUvgj9/+W35mipxRgR+FY5R/xNtVv9RJGDGG+zQN/wAATBP4k1sWdlaadCYbC1gtIz1WCILn646/jU9FYTrTnpJjCiiisijMnsZVYtEN6E59xVZlZPvKV+oxW5Rk+tbxrtbmTprdGDketLW4Y1bqin6imfZ4T/ywj/75FX9YXVC9k+5jUVtCyRuluD9FpHsoYV3SwxoPVuB+tP267C9kzGoq1NqOgQHE+p6TGfSS7iB/LNZ8/i/wdbf6zWLA/wC5G0v/AKCDWic5fDBv5D9kyajNZM/xJ8G2/wB2SW4/642f/wAViqTfFfQmcR2Oj39zIeilEUn8i1aKlXe0GP2LOiyPWjOelYy+MPFd2inTfh5qRVvuyOkrKfxEYH61bEfxfvUBt/C9haIf42dAR9Q8p/lWqwtd/ZS+f/Dj9i+5ohGPRGP0FPW2uG+7byn/AIAapL4E+Lt+gM/iHS7ME8qpCuPxSL+tWR8EvEd7Gv8AavxAvXJPzRKkjr+BMg/lWiwNR7tL7/8AgD9h5kk1vLbJuuFECeszCMfrXN6jrUNzqCaPp+s6dZll3XOoSXKbYI/7sZzhpD7dP1HW2/7PHhhdr3ep6vcSZy2JEVW/8cJ/Wt+2+C3gG2VD/YZmdf4prmY5+o3Y/SuinglHVv8AD/MaopHDadq/gnwxZm1s9Ysl3f62YOZZZT6syg5/l6VIfiH4ULBIdUa4c9FhtZiT+aivVLbwP4TtNhg8MaQpXo32KMsPxIzW7DDFBEI4Y1jQdFUYA/Cs3ltOTvKTb+RpynjCeJWmCta+GfFV1G3SSHSm2/mSK0F/4SaeLfaeCtTYf9PF1bwH8ixNeuUVSy3Dro/vHyo8wttH8Y3UeW8P6bZv2Fxqxb/0XCf51Yg8J+LpD/pE+gWw/wBhJ7j+sdej0VosDQX2fzDlR56/gLxDLJk+LYYI/wC7baSoP5ySPSzfC2O7O+68Va+ZD1MDwQj8hFXoNFaxw9OG0V9wWTOCt/hTpEP+t1fxBc+vm6m4z/3zir3/AArTwwR81vft7nVbr/45XX0VpyR7BZHFTfC7w6/+rbVIf9zVLj+rmqNx8I9Ml/1XiLxNbj0i1In/ANCBr0OinyrsFkeaS/CMKP8ARPF+vo3rcSRzD/0EVRb4WeJ4wTD46V8fdWXSIj+Z3V6zRUulB/ZX3C5I9jxh/AXxDgc+VfeG7uMDjzlmjJ/BRj9aoSaL8RrSRlm8JWd4g6vaX6Rg/QMc/pXu1FQ8PSf2ROnDsfPEmsaxaFv7R8E6/bhPvPDbmZR/wLAFUf8AhN/DVzmK6uJ7Vhxie3YMp/4DmvpWqt7Y2moQmG7tYLmM9UmjDj8jUPCUul18yXRiz5ya/wBIu08pNQsbuF/4HkXn6q3NYupeCLO4UyWDG0kPIU5aNv6j8M/SvoC/+FngnUwPtHhuxQj/AJ9lNv8A+iyK5TUPgVpEe+Xw/q+paVcEgqN/mxD2K8E/99fgaqNGUfhkJUnH4WeH6bY3+mahJZtqY0m9bmE3HFtP7F+QD6EjHqVxXSya5eaLfnTfFOmTaXeD/loVOxhnGR1yOOoJFWvEuheIdAs3g8W6Qt/pn/QRsPmEZ45IwNp5xyF/GtDwb4k0u4itvBni3yNY8P3LeXpd9J1t26CNj95OuAeCuQPun5W4qek1qNx5tJLUaRBdWxB8ua3mXBwcq6n3q/8AC3xLN4Q8T/8ACIahM7aVqD79OlcjEcp/hz/tdMf3scfMTTfEfwn17wi0uoeD5ZNR0/l5NOmG6UDHYD7/AOGG6DmuNubu18WaY9vAGt9VtiZYoGOHEg6hT3zj65x6VMYypy7olRdN+R9a0Vxfw28Wf8Jj4LstSlbN7Hm3uwP+eq4yencENx03YrtK6TcKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArzDxH8IbTUNXm1rw/rF3oWozNvmaH5o5DySSuQQSevOPavT6KTSejA8Rk8J/FjTRlLzRNWQHhXG1iPf5V/nVbb8VokJn8E6e4H/PK6XP5eca92orneEoveCFyo8EfVfiDEcS/D6Y/9c5Sf5ZqM6747Bx/wry8/Nv8ACvf8UYqPqOH/AJfzDlR4AdX+ITHEfw+lH++zf/WqRZvipN/qfA1ov/XWbH85RXvdFNYLDr7H5hZHgz2vxhbhPCOlx+4uEP8AOc0qaB8Yrn/llpVnn+8Yjj/0KveKKtYWitoILI8NPgH4uzKC3ibRUHoo2kflBT4vhN4/uCDe+Png9fsxlP8AIrXuFFWqNNbRX3ILHibfAfUriTN74+1C4XuDA2fzMpqxF+zp4Z25udW1iRz1ZXjX+aGvZKK0SS2GeY2XwG8C2mPOtLy7/wCu90wz/wB8ba2LT4SeBLJt0Phy2Y/9N3km/wDQ2NdtRTAw7Xwh4Zs38y18O6RA/wDeiso1P5gVsIixqFRQqjoAMAVJRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAMZQylWAIIwQe9eM+PfgjZamk1/4VRLG9xuaxHyQTkf3f+ebc8fw9OnJr2migDgPhb4jvdb8OyadrQlj13SZBbXsc4IkIx8jnPqB17lSe9RePvhXpXjDfqFrjT9cXBS8iGA5HQSAdfTd1HHUDFdi2k2b6zHq3khL2OIwGVOC8ZOdjeoBAI9DnHU506APCvg7Z614U8c674Y1q3eOWeAXitnMblW274z0IYP8A+O4OCMV7rVZ7aCSaKd4Y2liz5blQSueuD2zVmgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z
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294
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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295
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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G
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296
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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C
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297
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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C
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298
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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A
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299
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From the perspective of the camera, which orientation is the rabbit in the photo facing? A.front B.front right C.right D.back right E.back F.back left G.left H.front left\n Answer with the option's letter directly.
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B
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