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int64
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8.36k
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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.
C
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
301
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.
G
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302
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.
A
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303
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.
A
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
304
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.
B
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305
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.
C
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306
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.
A
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
307
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.
G
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
308
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.
C
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11lFAHm/wS1xdY+GllCz5m092tZM8YCncv4bWUfga9Irwnwow+G3xs1Lw3MfL0rW8S2ZPADEkxgfiXj9zivdqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvKPj9qAtfh19j6vfXkUQA9Fy5P5qB+Ir1evCvGMg+IHxq0fwxCPN0/RszXpHK5yGcHHsET2ZiKAPXPC2nvpnhPR7CVAslvZwxuo7MEAb9c1s0CigAooooAKKKKACiiigDzX4weDpfEvhoahp6H+2NKJntyudzqMFlGO/AYe6gdzWj8MPG0XjTwrFPJIDqdsFivU4B3Y4cAdmAz9cjtXc14t4x8Ba74W8Rv4y8AkiViWu9PUbhICcttX+JT1K9QeV9gD2mivP/AAB8TdO8bxtaSRtY6xbqTNaOeoBwSpPUeoPI/WvQKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqC4uIbWFpp5UiiUZZ3YKo+pNeV+K/jTZW039keEIG1vV5W2I0SM0St7Y5c+y8e/agDb+JnxEtvBGkmKBlm1q6Ui0txyVzx5jD+6D0H8R4HQkU/hJ4GuPC2jzanqoJ1zVD5twX5aNc5CknuSSW9yB2zWd4C+GF6NZ/4S3xrMb7XHbzY4JCGWBuzHsWHYD5V7cgY9doAKKKKACiiigAooooAKKKrXNzBZW0lzcypDDEpd5HYKqgckknoKALNZer63pehWhu9VvoLSADO6VwM/QdSee1eT6p8VPEHizVZdG+HemNOVbD6jMnyqM/eAPyqODgtyR0Gam0r4KS6ndrqfjnW7rVLtuWt0kOxeOhY8n8AooA5211CPxx8bNM1vwlpc8VvauDfXhTYsoGQWYdiVO3B5NfRAqhpmlWOj2SWenWcNrbp92OFAoH+J96v0AFFFFABRRRQAUUUUAFFFFABRRRQAVl61Hq0mnP8A2NPbQ3i8obmMtG3scEEfUVqUUAfOviP4v/EPwvqLWOraRYW0oztYxOVceqtuwwrT0/WPjF4r01LjTZ9IhtZgCtxC8eQD+LEHnoRmvZNY0PTdfsWstVsYbu3P8Eq5wfUHqD7ivJNW+FGt+Ebx9a+HuqzxuvzNYSvneByVBPDZx0bn3oAfH8Gdf8QTLP4z8W3N2uVZra3JKnHUZbAB9wtej+GPBHh/whb7NIsEicjDzt80r/Vjz+AwPauf+G3xKTxjHNp1/B9k122z59uQQCAcFlB5GDwVPIPt09EoAKKKKACiiigAooooAKKKKACvF/jVqF9q2raB4H0+YxNqkwe4K55XdtXODyoIZiP9kele0V4n8Q5P7J+OvgvVLkf6LIi24Y9AxdlP4DzFNAHqnh3w9p3hfR4dL0uBYoIgATj5nbuzHuT61sUUUAFFFFABRXK+I/iB4Y8K7l1XVIUnAyLeP95KfT5VyQOOpwK4Gb9ofSWk/wBF8P6pLADzI21Tj1ABP86APaKK43wz8S/C/iqJTZalHDckfNa3REco+gJw31UkV1ySxyDKOrD1Ug0ASUVDJcQxLmSVEHqzAVzWs/EjwjoKt9t1208xTgxQv5r/APfK5NAHV1ia54n0Xw7HE2r6nb2YmbZH5rYLH2A5wO56DuRXld58X9f8VXD6f4A8O3Mzng3twgOzORnGdq9sFmx6irGhfBZ9Uu5NY8f6lNq1/OvMKSsFjyO7jBOM8BcKMdxQB65Z3ltqFslzZ3UNzbuMpLC4dWHqCCQat14he/CLxH4TuJNR+HviK4iJ+ZrK5cDfgdM42N7BlGPWptK+NN5o94NL8faJPptyODcxRttIyeShyce6ls+gFAHtNFZeka5pmvWa3el39veQH+KFwcexHUH2NalABRRRQB4Z8RIV8JfF/wANeJ7RTEt84iuygADkEK2fcqwz/u17mOleIfGCUa58QfB/hq1ZTcLcCaTHJQMy4z+Csa9uHSgBaKKKACiiigAooooAKKKKACuD+KXglvG3hgwWmwanaN51qzcZOPmQnsGH6hc8V3lFAHj3gf4v2gtxo3jKZtO1izHlSy3ClVlI4yx/hb1zweor0geK/DxgE39uad5eM7vtKf41T8QeB/DfigFtX0qGeYjHnAbZAOP4hg9h1rkv+FB+B92fIvv937UcfyzQBa1z41+D9Gj22942pXH8MVmu4E5xyxwBXItq/wAT/iUfL0uz/wCEc0d+DPIWV3XkfeI3H/gIH1r0rRPhv4S8P7HsNFtxMowJpR5j/m2a6zFAHmHhn4K+HNEdbrUUbWb8ncZLsZTdnJIToT7sTmvRobS3t7ZbeKCKKBVwIkQKoHptHGKs0UAed+IPgx4O164a5NlJZTnJZrJxGGJ7lcEfkBXMj4ARW8hWx8W6pbRdkVBx+TD+Ve1UUAeLJ+z5ZzyA6l4m1O7j67CoHP1Jaul0f4LeCtIcSf2c17ICGDXkhcAj/ZGF/MGvRKKAKtpZ29jbrb2ltDbwr92OFAqr9AAAKtUUUAFZmq6Lp2uWTWeq2MF3Ac/JMgYD3HcH3GDWnRQB41qnwRNhenUvBGuXGkXYORE7sUPOcBhzjpwQwqmPGXxU8GqF8QeHV1e0RRm5txlsZ6lkyM/VRXuNGKAPILb9oTw7uKajpWp2Mg6qyK39Qf0qtqPx4tbxDZ+E9EvtQv5MLH5iYQE8DKrkn6cD3r1q40rTrt/MubC1mf8AvSQqx/MinW2m2NkSbSzt7ckcmGJVz+QoA81+GvgLVLTV7jxh4rkMuu3ikpGxyYFYc5xwGxgYHQcV6tRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==
309
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.
A
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
310
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.
A
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AMe3eoaT8QfFPhnTIXlTxNFbiOFegmYrlvxw4P19q988O6RHoHh3TtJiIZbS3SLcP4iByfxOTXkGtB739qLSo7c5NtChkx2Aidj+jD869zoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOD8ffD5PFMX9oabKLPXIo2iScj5ZoyOY5MdR6HqDXhOqWeu6ZrZ1FY5LHxXpihryAYP2lAMCdMcOCOGA+vrX1lXJ+NPA9l4wt4XM0lnqdqd1pfQ/wCsiPofVT6UDTOS8FeOtP8AGFiNhWDUo1/f2pPP+8nqv8u9dVXiGrfC7xtaavHcafo4F/EzSG+0+5VIpMDIZVJBRz3HQ54Fanhz4uy2dydJ8Y2kttdRHY1yIipB/wCmidQfcflXLUoNaxOiFRPRnrdFV7K+tNStVurG5iubdukkThgfyqxXOahRRRSAKqalqdlo+nTX+oXCQWsIy7t/IepPYVPPMlvA80m7YgyQq7ifYAdT7VyDeFbnxVqC6j4qBFnGc2mkK3yRj+9KR95/YcDpVRS3Ym30Of0m0uvjP4i8y5mFr4V0+TItRKPNuG9wDkZ9egBwOcmve7e3htLaK3t41ihiQIkaDAVQMAAelfL+v+BF8HeJY7y31C60/TJ3xbahAx3Wch6LJjkr75H+Po2l/EnWvCE8GnePrQvaS4Ftrlou+KUdi2B6enPt3rvhy8vunJO99T1q4giuoJLeeNZIZVKOjDIZSMEEeleA654O8RfCrWJ9a8MpJfeHpTumtQCxiHow64HZxyO/v71YahZ6pZx3dhdQ3NtIMpLC4ZT+Iq1TavoxRk4u6PHvDXxJ8PeI0RBdLZXh629ywXJ/2W6N/P2rsO2ex71F4i+FPhDxK7y3WlrBdPybi0PlMT6kDg/iDXFX/wAK/wDhE7J7q2+It9pNina6wVHt94An2ArCWHXRnbDGNfEjtbieG1t5Li4lSKGNSzyOcKoHcmvKlguvjJ43ht7ZZU8Laa+ZpiCPM9cf7TdAOwya43xDrmmzTiG48Qa14miRuFcfZIGP0JZj+QPvW7pfi/4jS6fHZ+GdHj0rTk/1cdpZBV+u+XJJPc5q6dHld2RWxDqKy0R9MqLewtAqhILaCPA6KqIo/QACvAdZ1B/i78SIba1y3hnSG3M4OBKc8n6sRgf7IJ71gaxF8WdZ02W01G4uri1l/wBZCs0Q3D0IXGR7Vnaf428Q+CdCm0FtFhs2dWCXDRMkgc/xk9HOOn4VpNStoc0bX1Or8WPq3xC8dQeGPDZi8jSiJZZXOIkkBALHrkLwoHOTmvVvB3w80/wvJJqNxK+pa3cZNxqE/LknqEH8I/WuH+BmseE7LRjYR36jX7uTzLlbkbGkP8KoTwwH1zkk4r2ylGKirIJSbYtFFFUSFFFReYhkMYdd4AYrnkA5wcfgfyoAlrxXxx4tu9U+KGkaNoemzasuhSG8ubeBgpeYDAGTwAm4ZPqxFdT8UviHD4H0QxWzq+s3akW0Z58sdDIw9B29T+NZvwZ8Fz6Do0+uaqrHVtWxI3mA74485AbP8TE7j+HpQBa+H/gjUtP1zU/F/iUxf27qZIEEZ3LbRkj5c9zwo46AdTk16TRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXNeKPAvh/xjB5er2KPKBhLmP5JU+jD+RyPaulrzf4pfEuHwRp/2OxKS63cpmJDyIF6eYw/kO59hQB454y8MXPwr1qIaF4pZ55zlbWPKzKvYuoyrDsM4z6VtWnxW8SaEEi8U+H5HXA/fohhY/oVP6VY8DeEZlmbxN4gZ7nV7s+ann8tHn+I5/iP6Cu9YB1KsAynqGGQaTpxluilNrYxtL+K/hDUgobUGspD/AA3UZX/x4ZH611lnqdhqCB7K+trlT3hmV/5GuSvfB/hzUCWudGsyx5LJHsP5rivN/EkHw80SV0s4bq4vV48uzuiFU+7nP6ZrGWGXRmirPsfQG0jsRVO+1TT9MTff31tar/02lVP5mvn7Q9J8daoWfTJ9SsbKTO1p7x0QKfTPLfUCujs/hBFJJ52sazPcSnlhCuM/8CbJP5VKw3dlOsdxqvjnwNd2c9jfaxaXEEqlXRVZwR+ArlPA3jnQtKv7rwnq2oQaj4UnDNazXaHFv32MGGdp7eh+taEPwx8KxKA1lNL7yXDf0IqZvhx4TYAf2SBj0mkH/s1bwo8mzMpT5tyxF4LtIrltR+FfjS3tJ2O5tP8AtQlhf2xyR/wIH8KsHx98TfDzCHXPBH9oBePtFjuw3v8ALuH6CsG7+F/hZI3nU3VkEBYypccIB3+bOK5Gy8TeLJ7+58OeE/EOqX1jINgkuMZVe5DHJRffI+lXYk7DUP2irtraSKx8OJBdH5Vee5LhW6fdCjP0zXNQ+E/Ffj2+GreKdQnhiblPNHz7T2SPog/L8a63wp4A07w6q3M+281LqZnGVjP+wD/M8/SuuppCv2MHRfBuhaCqm0sUacf8t5vnk/M9PwxW8ST1NFFMQVFc20F5A0F1DHPC3BjkUMp/A1LRTA818S/Cm3nVrnw/J9mmB3fZpGOwn/Zbqp+vH0qTwZ8Xdb8IXw0PxfFc3FpGQnmSDM9uPXP8a/r6E9K9GrG8ReGNN8TWfkX0WJFH7qdOHjPse49jxUtDues6dqNnq1hFfWFxHcWsy7o5YzkMKt18v+H9e174P+IhbXqvdaFdPl1TlXH99M/dcDqO/wCRr6Kj8QaVLoC66t9CNLMPnfaS2FCep9PTHXPFSBLrGr2Wg6Tc6pqEwhtbZC8jH+Q9STwB6mvDtI+K5sIdd8SXKG61nWZ1i03TEYt5cMYIUtjoMsfdiDjrmqev63qnxh18WlkZbLwpZSZ80jBmb+9ju3oP4Ryea6fQfCOi+HBusLQeeRg3Ep3yH8e34YppAYHww0D/AIS/x9q+q+MZJLjWbBo5RZzKNuWyVYjpheML0GRX0NXg2j3v9iftAWhJ2xatZeS/u2Dj9Yx+de80MAooopAFFFFABRRRQAUUxmWNC7sFVRkknAAryXxp8dtG0OSWy0FF1W9XgzbsW6H/AHhy/wCHHvQB60zBVLMQABkk9q5HWfif4N0JmjutetnmX/llb5mb6fICB+NeJjTviN8T2Fxq19JZaW/KrJmKIj/ZiHLfU/nXVaR8GvDdiqm+a51GUdd7eWn/AHyv9TWcqsYmkacma0/7Q/hKJ9sdnqs3+0IUUfq9auh/Gzwbrl0lsbqewlchV+2xhFJ9NwJA/EisO+k+HnhVvIntdJhnHAgjtxNKfwAJ/Os29m+H3iOMWl9pT6f5/wAkV1Np7WuGPTEmMZ9jxUqt/dY/ZeZ7i8sccfmPIip/eZgB+dJDcQTgmGaOUDqUYNj8q+cvDfw3h8T6dLNrGuanM1rdS2SxLICqiI7RgtnjHatSb4MWtjifQfEGoWF6vMbuwwT25XaR+tU6sU7CVOTVz3+ivJPhn451mTxBc+CvFpB1a2UtBcd5lAyQfU4+YN3Gc8ivW60MwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAwPGHie08IeGrrWLvnyhiKPPMsh+6o+p/IZPavnPwVpV5428V3firXWM6JNvO4fLJL2UD+6oxx9BWx8cdfn8ReM7TwvYkvFZFVKA8PcPj+QIHtlq7jRNIg0LRrXTbcDZAmC395v4m/E5qkgNDrWTr/iTTPDVn9o1GcKWB8uFeXkPsP69Kqa54imtrn+ytFtft2sMM+X/wAs7cH+KQ9vp3qlo3geGK8Ora/P/aurOdxeQZijPoq+3v8AgBTA5yRfGHxD+6DouhP03EhpV/m36LXWaB4E0Lw9tkhthcXQ/wCXi4AZgfYdF/CuloosFwznrRRRTEFMlljgieWV1jjRSzuxwFA6k0+vLfF2sXvjHXh4S0J/9HRv9LnB+ViOuT/dX9TSAq6tq2qfEnWjo2i7oNGhYGadgQGH99vb+6v+R6RoHh/T/DenLZ2EWB1klb78rerH+nanaDoVl4d0qOwsUwi8u5HzSN3Y/wCeK0qBhRRRTEFFFFABRRRQAUUUUAU9U0uz1nT5bG/hEsEg5B6qexB7EeteYRaFJofiC28Ma9eXk3hu6mMtoqyFYXmPQOPXtj1IPevW6oaxpFrrmly2F2p8txlXX70bDoynsRSGWra2gs7dLa2hSGGMYSONcBR9KlqjpDXR02KO+IN3CPKmYdHI/iHswwfxq9QI828fXB0rx74T1VeDFKpJ9llUn9Ca+lK+YvjKNsejTD7ymXH/AI6f6V9KWMpuLC2nJyZIlfP1ANSxlmiiikAUUUUAJWbrGtaf4f0qbUtTuUt7WEZZ27nsAO5PYCovEHiDTfDGjT6pqtwIbeIfVnbsqjux9P6V816jqviP4zeLBHEhg0+3bMcZOYrZP7zf3nP69BgUNpK7GlfRFvxZ4+8RfFHWBomgwTwaYxwLdDhpV/vzN0C+3Qe5rs/Bnws0vw6I7zUhHqGpjkMy5iiP+yp6n3P4YrpPDHhbTfCumCzsI8u2DNO4+eVvU+3oOgqPxX4u07wlp4nuyZbmXi3tUPzyn+g9TXJOrKb5YnRGCirs0dX1mw0LT5L/AFO6S3t0/ibqx9FHUn2FcFFqniX4jORpjS6H4cyVa6x/pFwO4X0/Dj3PSuY8N2Wp/FLxNJqmvOTpdmeYV4TJ5ES/zJ6/nXtkcccMSRRIscaAKqKMBQOgAqWlT06nRSpufvPYxtC8I6L4ciA0+yQTH79zL88rn1LH+mKf4qvrGy8KanPqarJaCBlaNv4yRgKPckitnvivL9SnPxJ8Zx6Rakt4c0mTzLyUfdnkHRQe46ge24+lEbyd2bzahHlitXsZ/gGHxXf+D7bTNIC6PYGR5JtSkG6SUs3SJfQAAbv1rp0+FWhOfN1K71PUbnq081ywOfUY6V3CIsaKkaqiKAqqowAB0AFNlljgheaZwkUal3ZuigDJNDqNvTQmFCEV72p4pf8A2b4f/FzS725vby9tLeHzUUsHnVCrqI8sQDz0yenHXr9A+EvFGm+M9Bj1jTDKsLuyNHKVEkbKcYcKSAcYYDPRge9eIJ4bj+IGjeIfEl1Gyy3chGlk9UjiBC/99Hg/Suh+AMkc82vXCgiWW3szPkAAyAzqSAPUKCSckkk966oSurdUefWhyvm6PY9tooryfx78XTo+pnw74Ys/7S1xm2OQCyQt/dwOWYdxwB37irMT1R3WNC7sFUDJJOAK4Txp8T9L8M2sUWnGLVtWuX8u3tLaUN83qxXOBkjjqf1HAReAPEnitxe+OfEV0247vsFu4Cr7HHyr+AP1qCDw3o3hT4vaRFbW621k2nySRtI5bMqhssSe4FZOrHZamipvqarxfFrxAvn3WvWeiRvyttAg3KPQkAn/AMeqrJ4T+JsXzQePnkb0eSQD+RrSXx/farO48MeGbvVLZGK/a5ZRBExH90kc1cTxP4kgGb/wTdBO7Wd5FMR/wHg1k6lQ2VKLV0mc6L741aJytzbarGO2InJ/RWqzbfHfV9InW38WeFZbduhkh3Rn8Ffg/g1dJZ+N9BurgW09zJp92elvqMTW7n6buD+BrenggvLcxXEUU8Dj7sih1I+h4o9vJfEiXSi9g8OfFHwj4mZI7PVY4rl+lvdDynz6DPB/AmuyrxLXvhF4c1YPJZI+mXB5Bg+aPPuh/oRXOQ3vxJ+F/InOr6LH2ctLGq/+hx/yraNWMjOVOSPpGivPPBnxe8O+LDHayyjTdSbAFtcONrn/AGH6N9OD7V6HWhmFFFFABRRXA+PvihpPgeP7MB9t1d13JaI2NgPRnP8ACPbqf1oA72oZbm3g4mnijPo7gfzr5duvFPxI+IUrm1nuILJjjZan7PAo9C2ct+ZpkPwg1e5/eX+r2ySHqAHlP5nFOwH1SkiSruR1dfVTkVFeXMdlY3F3KcRwRtK/0UZP8q+abf4X69pUgn0jxN5Ey8gp5kRz9VJq9qvi/wCIeg+GNS0nXoE1Gyurd7db9Tl4twIyWUcjn+IZ96LAYfw7hl8R+Ob/AMQXgLMhe4JP/PWRjj8gW/KvW7pJ5YDHby+S7cGXGSg9QPX0zXCfCK2WPw3eXIXDTXW3PsqjH6k16DVIGVNO0y00q2MFnFsDHc7k5eRu7Mx5Y+5q3RXOax410nSbkWUbSX+osdq2dmvmOT6HHA/n7UCNe+1K300xNdsYoZWCCY/cVj0DHtnselXK5k6V4v8AFFnLBeQWGiafOhV4pl+0Tsp9RwoP61jx6rffDzVYtE16WS60iX/jy1EjlR/db6fp9KhVIt2TLcJJXO+opsckc0SSxOskbjcrqchh6g06tCDkviB4jk0LQhBZk/2jfEwwBeWUfxMPfkAe5qDwzpeneAfD8R1CQDUb0jzAo3SSOekaDqcZ/Pmsu9ura5+JGp6pqJzY+HbQMqnvIcYx75J/ECp/AtrdeI9UuPGGr/M5ZorGI/diXuV+nTP1NIZ36MzRqzIUYjJUnJHtxTqKZFPDNu8mWOTacNsYNg+hxTEPooooAKKKKACisWTxVpI1AadbTPfXveG0TzCv+833VH1NbIJKgkYOOR6UgFooopgFFFFABRRRQB5V8aJMR6PHxyJj/wCg19GafcQWegWDXE8cKi2jG6Rwo+6O5r5r+LW698TaRp8XMnk4A/2nfA/lWtN8LbrVX8/XvE11d3WMEhd4X2G49PwFS9R9D6Kt7y2u1Jt7mGYDqYpA2PyqxXy5d/CnVNKb7Z4d1p/tCcqpJhf8GU4/PFdD4H+M2qaRqiaD43Vyit5f22RdskJ7eYP4l/2uvfmlYD6CrL1zW7Dw5pFxqmpziG1gXczHqT2AHck8AVbnvLa1spL2eaOO2jjMjys3yhQM5z6Yr5k8YeJ9U+LnjG30jR1dNLic+QhyBgcNNJ+HQdhx1JpbasaVyDUNS1/4zeMVSNWt9NgJ2IeY7WM9Wb+85/Xp0Fe1aDoNh4b0qPT9Oh2RLyzH70jd2Y9zUPhnw3Y+FdFi02xGQPmlmYfNK/dj/QdhVfxd4ssvCGjte3WJJ3ytvbg4Mrf0A7muKpN1HZHTGKgrsh8aeM7PwhpquyifUJsi1tQeXPqfRR+vQV5xrGjalpvhi68UeISZ/EmqstraRMOLUP6Ds23OP7ufWt7wH4Xvda1L/hNfFIMl3Md1lA4wI17Nt7D+6Pxro/H1i9xpenagsLzrpeoQ3ksSDLNGpw+B3IBz+FNNQaivmFnLVmj4X0KHw14cs9LiA3RJmVh/HIeWP5/oBWuKwpfGvhiK0+1vrth5JGRtmBY/8BHOfbFcJ4m8Y694jW0sfD1nc2Gm6hcLapfzLsknJ67B1CgZJI/SkoSk9TudWFONkaninxDfeJNSfwj4WbdI3y6hfKfkt06FQfX1/Id8dh4e8P2PhrR4dMsUxGnLufvSP3Y+/wDKjQPD2n+GtMSx06Lag5kkPLyt/eY9z/KtWlKWllsOEHfmlv8AkBrzvxzqlxr+rW/gbSJD51yQ+ozL0hhHJB98cn8B3rU8b+M18OwR2Gnp9q128+W1t0G4rngOw/kO/wBM0/wN4SPhuwlur9/P1m+PmXk7HcQTzsB9AevqfwoiuVcz+RM3zvkj8zoI7a20rRRawKI7a1t9iD0VVrkP2e7p5LfX7UqojjMEqkDklzLnnv8AdH61e+I+rf2V4KvBG2Li7xawgdSW4P6Zqn8CFEOqeKLSOXetrHZQ8ptKsBMXU8ckOWGfbjjFdFBbs5Ma1dRXQ9ol3iFzH98Kdv1r5u+E0mm6dpniHxPqsgFzby7JZn5ZFPJx7sxx74r2f4g+M4fBHhd9SMQnupHENpAW/wBZIfXvgAEn8u9fOz2ereFvFVnZ64kMdnrN1bXtyiL+74k3FfbaWII9KuaurHNT3ueoR+JPGmrRi50jwxbW9mwzG2pXG2Rx2O0dK434ir4q1jSITqnhbyp7RyyXlhN5ihCMOrKMkA8c+1e0HqaTOK5VNJ3SPReGTVrsxfCeo6fqnhbT7jTAqWoiWMRD/lkVGCp9wf8AGtqvONViufh34gl12wieXw7fuPt9qg/495D/AMtFHp/+r0r0CzvLbULOG7tJkmt5l3RyIchhSkuq2NacvsvdDbyxs9Stmt761huYW6xzIGH61y8/g+/0fdP4Q1aWyYc/2fcsZbV/YA8p+FdjRUqTRU6cZ7o4DRfinZtfNpXie0bRdTibY5c5iJ+vVfxyPevQEdJI1kjdXjcZVlOQw9j3FcP8RfBcPiXTPt9tArapZruQdPPQcmM4/T0P1rl9Jj17w7pEPiDwfLJqWgzDdPpM5LSW5HDqO/BzyOfUGtHGMleOhwzUqcrPVHR+LfhTo/iASXOnhdN1A87o1/dSH/aXt9R+tc7onxC8WfDPUY9I8VW01/pvSN2bc6r6xyfxj/ZP6V33hTxvo/i63zZSmK7QZltJTiRPXH94e4/StbVdJsNb0+Sx1K1jubZ+qOOh9QeoPuKcasoO0jOUIyV0dJ4f8SaV4o01NQ0i7S5gPDY4ZD/dZeoP1rYr5g1bwv4k+F+qnX/DF5NLYA/vMDJVc/dlXoy/7X8jXsHw/wDifpfjiAW7bbPV0TMlozZD46tGf4h7dR+tdUZKSujnlFx3NH4ieME8E+E7jURta8kPk2iNyGkI4JHoACT9PevBvBPg2XxLcSeJfEbyXKTyGRElPNw2eXb/AGfbv9K6b42yS6/8Q9A8MxuRGsYZgOxkY5P4KldnDDFbQRwQIEiiUIijoFAwBVpCFjRIo1jjRUjQYVVGAB6AU6iiqEFZniO1a+8M6paoMvLayBR6nGR/KtOikBwHwjuVl8K3NuCN8N0xI9mUEfyP5V21/qFppdlJeX06QW8Yyzuf0HqfavMZWn+GnjKa5MEkmhagT/q/4e4A/wBpTnjuDTtL0zVvivrxvb8yWnh+1fCop4P+yvqx7t2qZSUVdlKLk9DQj1LxD8R7uSz0LfpeiRttnvW4d/YEd/8AZH4mvQvDPg/RvClt5enW4M7DEl1JgyyfU9h7DitiysrXTrKKzsoEgtoV2xxoMAD/AD3qeuCpVc/Q6oU1EKz9c0Ox8RaXLp+oQ+ZC/II4ZG7Mp7EVoUVmnYs8KnTxT8Kb0xsp1HQHf5GOdnPv/wAs29uh967bQfHOg+IEVYLtYLk9be4IR8+3ZvwrvZYo5oniljSSNxhkdQVYehB61wWs/B/wzqkjS2qz6bITnFuQY8/7jdPwIrqhiekjCVHscR8TNFubC8e7s5gINcljimhI5MifdIPof5122pazpXgPw5aQXDf6qIRQQJ96Ugcn2Gep965/U/hTqGl6fHeWWs3WqPYzJcR2LpgMFIJ2/Mfmx+dL4X0yHxfrt94r1Yeb5dw0NpZyD/UBem9fXnp65NdEJxl8JlKLjuNsNO8SeOHW81y4k03RW5jsoCUaVffvj3P4Cu9srG1060jtbK3jggjGFRBgD/E+9WKKsgKKq3+o2WlwGe/u4baMfxSuFz9B3/CvPtd+K0e/7H4ctXubhztWeRDjP+ynVj9fyoHY7rWdd07QLI3Wo3CxLj5E6vIfRR3rzcat4i+Jd9LZ6cx07RYyBO4PzEHsxHUn+6OPWr3h/wCGOr+I71dY8ZXEyIxDfZ2b9649D2RfYc/Suk8R+C7rRp113wXElvcRIFuNOQYjuUHoP736n69cXXhzcpp7J2uaWgeHtO8N6eLTT4QoOPMlbl5T6sf6dBWrXLeG/Hel6+RbSk2OpA7XtZzglu4Unr9OvtXU9K2MgooopgFFFFABRRWD4v8AEMfhrw9PeFh9ocGO2X+9IRwfoOp+lIDz9T/wkvxr3Lh7ezlznqNsQ/8Aiv5169XnPwm0J7bTLjW7lT516dkRbr5YOSfxb+VejUIbCuN+IXhOPX9HkvLeIf2laoWQgcyoOSh9fb/69dlXEfEXxd/wj+l/YLN8aldKcMP+WKdC31PQfn2oYI8/m8deIdf8H6V4Ki8yREfyzsJL3Iz+7jP+yv8AQele0+BPBlv4P0YRHbJqM4DXUw557Iv+yP161zPwn8Df2TZr4g1GLF9cp/o0bDmGM/xf7zfoPrXpV1dQWNpNd3UqxW8KF5JG6Ko6muGtU5nyo6acLasp69rll4c0ebU799sUYwqD70jdlX3NeYeE9CvviJ4hbxb4kQ/2dG+LO1P3WweAB/cHf+8fxqtCl78XvF5nlEtv4c09sKOm4en++3f0FezQQQ2tvHb28SxQxKEjjQYCqOgFS/3at1KXvO/QkooorEszzoWjm7N2dJsDcHrKbZN354rmvG8o0zX/AAvrlyG/s2zuJY7hwMiLzE2q59ADXa0yaGK4heGeJJYpBtdHUMrD0IPWqjKzuw9Cut/Zta/alvLc25GfNEq7Meuc4rhfE3xLgtoJrfwzA2p3ikI1xGhaCFmIUZboxJIAHT3rcHw28Hi487+woN2c7dz7f++c4pmuW9ra6v4V0i2t4bazkvXmMUSBEJiiZlGB7kH8K0jy37mkqs5aLQh8J+Ck0WaTWNVnN/r9z801y/Ijz1VPT0z/ACFdfRXM+NvFdv4a0aUJMn9pzIVtYc5bceNxHoOv4VOs2dHu0o+RwfjjXLfU/F7+cDLpXh6MzToCQJZiQAmQDjLFUzggE5PFelfBXw9caL4IXUb8+Zf61Ib6WVlDSFGA8sM+SWyMvz0MhGM5z4t4U8K3XiPxVpnhx40mUyJqmr+a5T9zkfLnAbJR+NpOfNXONpI+sutdsY8qseRUm5ybZ4j8cLkDxh4KguCBaLcmR89P9ZGDn8KzvGl1P4/06ew0Pw7cX8VtORFqZnSJBIOG2bvvr1Bre/aC0CS/8JWerwrubTZj5uB0jkwCfwYL+dT/AA6v7W/8B6UbTAEEQglQfwyL97P16/jWdXS0jbDQU24tmN4B8W3TSf8ACLeI1e21u0AWPzus6Acc92A/Mc+teg5zxXN+LfBtl4qt42ZmtdSt/mtryPh4z1APqM/l2rJ0Pxde6ZfR6B4yQWmofdgvs/uboeu7oG/zwawaUtYndGTp+7Lbo/8AM7eWGK4gkgnjWSKRSro4yGB6givMbmz1T4W3sl9pqS3/AIWlk3T2mcvbE9wfT379D616lSMqupVlDKRggjIIqYyt6Fzp82q0Zn6LrmneIdOS+025WeFuuOGQ+jDsa0PpXlfjHwrL4PD+KvCVxJYujqLm1XmJlY4zg9skZB45yMVrWHxKWylWx8X6bPo17wPNKFoJPcEZwPzHvVOF1eJCrcr5Z6P8Dv647wqn9keOfEuix8W0nl6jAo6IX4cD8a2f+Es8OG2N1/buneUBkt9oX+Wc1leE1k1nX9U8VmGSG0uo47WwEi7WeFOTIR2DHp7VKTSdyK8otKz1Kni34c2+sXH9r6LL/ZmuRnessZ2pK3+1jof9ofjmqXhn4jXFtqP/AAj3jOH7BqiEKly42pL6buwJ/vDg+1ekVheKfCWl+LtONrqEeJVB8m5QDfEfb1HqKammuWRzuPWJukAgggEEcg8givIfHHwymspz4g8JB4ZoW817WAlWQjnfFj/0H8vSk0rxFrfwz1GPRPFCyXWiudtreoC2xfUHuB3U8jtXrVtcwXltFc2syTQSqGjkjOVYeoNHvU3dbC0mrM8F8NeJLrxX8UNO1HV2i+1pbGEvjb5jKhAOOzHPQd69jrjPiL8Nv7SL69oEfl6kh8yaCPjzsfxL6P8Az+vWl4B8e/2xjSNWYJqScRyNx54HY+jj9a7adRTWhzTg4s9AooorUgKbJIkUTyyuqRopZmY4CgdSadXmvxT8RSRxQ+HLElp7nDXATrtJ+VPxPP0x60gMie4uvil43h0y3laHSYdzA+kY+9IR/eOQB6ZHvXumn6fa6Vp8FhZQiG2gQJGg7D39T6muA+FPhldDOryud9yrx2sj9gwUO4HsCwH/AAGvSK4K825W7HXSjZXCiiisDQKKKKACiiigArgvEngK/k1WbW/CuqnTdQnO6eFj+6nPr3wfqCPpXe0VUZOLuhOKkrM8bnm+LVmTG2mxT443xQxvn8j/AEqq9p8WdW/d+TNaI3BIMUGPxzmvbqK2+szM/YxPGdO+C2pX04uPEWtDJOWWEmWQ/wDA24H5GvSfD/g/QvDKf8SyxRJsYa4k+eVv+BHp9Bit2is5VJS3ZaglsFFFFZlHH+MPhzo/i0NcEfY9SxxdRL97/fX+L69fevPLi68e/Dw+Xew/2npacLM2ZEx/vj5k+jV7nR1BB5B4I9a2hWlAiVNSPJ9J+LGg3yqt8s1hKeDuHmJ/30P6iuusta0vUlDWWo2twD0EcoJ/LrTNb+GnhbXGaSXTxazt1ltD5ZJ9SPun8q4e/wDgQ28vpmuLjstzDg/99Kf6V0xxEXuYui1selbTjODQQVGSMD1NeSD4SeNrc7YNXtgvql5IvH0xViL4O+KLz5dR163WPv8AvZJT+RwKv20O5Ps5HY65430LQY28+9Se4A4t7dg7k++OB+NefWGm6t8T9fXU9TVrbRYDhEGcFc/cT1J7t/8AWFLYeD9L8M/EVNC11BfQ3ESvZzNlEZj2Zc88gjr1A9a9fREijWONFRFGFVRgAegFWnzK6JatoJFFHBCkMSKkcahURRgKBwAKfRRVEmdrus22gaPPqN0crGMKmeZHPRR9a8z8BeHLnx34puPEOtDzLOCXcwP3ZZOqxj/ZAxn8B3qv4l1C8+IHjO20PSW3WsUhSNh90n+OU+wGcew969z0bSLTQdIttMsk2wQLtB7se7H3J5rmr1OVWW5tShfVl7qa8e8ZazeeP/E8Xg/QJP8AQon3Xdwv3WKnlif7q/qfwre+J3jCbS7WPw/pDM+sX4C4j+9Gjccf7TdB7ZPpWx4C8HQ+EdDEbhW1G4Ae6lHr2Qew/U5Nc8fcXO9+hs/efKjb0PRbLw9o8GmWEe2CEdT1du7N6k1oUUVk3csKKKKQBRRRQAVkeINCTXbGKNbmS0u7aUT2t1GMtDIO+O4I4I7iteimnZ3QHEX0HjeGyne+8Q6LYWcKFpL2K2cyBR1O1jtBrzr4f+FZvHfjeWaea5uLCF/Nubmc5d0z8qk9i2OnYZ9Kv+P/ABRd+NPEVv4Q8Okzw+cEYxni4lHv/cXrn2J7CvdvBPhK08GeG4NMt8PN9+4nxgyyHqfp2A9AK7aUWldnPVm5O1zWsNG0zS5Z5NP06ztJLhg0728KxmUjOCxUDceT19TWhRRWpiVb+xttT0+4sbuMS21xG0UqHoykYIr5otJ7z4PeP7nSdQMkmj3JBD4+/Fn5JR/tDoR7H2r6hrkPH3gax8d6A9nKwivYSXtLnbkxv6H1U9CP6ik0mrMqEnF3RDFNFcQxzQyLJFIoZHU5DA9CKq6ppNhrdg9jqNrHcW79VcdD6g9QfcV434W8Xan8Otal8MeJ4JUtInxz8xgz/Ev95D14+o9K9tt54bu3juLaVJoJF3JJG2VYeoNcc4ODPWpVY1YnmuoT+Ivh1f2Nrp7Sa1o13L5UFvcH95C/aNX9x0z6YxWrbfFTw6X8rU1vdKuhw0N1btwfqAf6Vu+L9OXUvCWpQE4kSFponHVJE+ZWH4irGjXEPiHw1pl/eW0MzXNskjCWMNhiOevvmm5Jq7RjNzpytF6HK614p0/xfptx4e8OGS/ub0CGSZYWEVuhI3O7EDoOgHeu7e0t5bRbWeKOeFVC7ZUDAgDHQ0+GCG3j8uCGOJP7saBR+Qp9ZuXRESk5O8jEi8H+GYLgXEWgaasoOQwt14P06Vt0UVLbe4rJBRRRSApatpFhrumy6fqVus9tJ1U9VPYg9iPWvKI21r4QatskMuoeF7qThu8ZP/oL+3RsevT2SoL2yttQspbO8gSe2mXbJG4yGFXGdtHsTKN9VuM03UrPV9Phv9PuFntpl3JIv8j6EdxXmvxN+Hpu/M8R6FEUv4/3lzDFwZAP41x/GO/r9etG4tNV+EWsm9svOvvC10/72InLRE/yYdj0PQ16vpmp2esadBqGnzrNbTLuR1/kfQjuKvWm+aOwviVnueceAPGw8Q2osL91GqQr16eeo/iHuO4/Gu2rzb4leC5tFvh4t0ANEEcSXKRceS//AD0A/unuP6Guo8H+KYPFOkibCx3kOFuIR2P94f7J/wDrV2wmpq6OacXFm5dXMVlaTXU7bYYUaRz6ADJryfwBZS+KfGt54lv1zHBJ5ig9PMb7o+iqP5V1HxS1I2Pg9rdW2veSrF/wEfM38gPxrQ8DaSNH8G2ce3bNOhuJfXcwyPyGBVk9Da8AnzfCwuyPmu7u4uCfXMrAfoBXT1y3w3bd8PNGPfymz9d7Zrqa8yfxM7Y/CgoooqBhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHlvxr0xzpWl65b5WeyuPLLjqA3Kn8GX9a6fRNTXWdDstRXH+kQq7Adm/iH55q34504ar4H1i125b7O0icfxJ8w/lXC/CS/Nz4WntGPNrcEKPRWG4fruruw0rxsc1Za3O+rhviX4o/sbR/7NtpMXt6pBIPMcXQn6noPxrsb69t9NsJ726fZBAhd29h/WvIPCmm3PxI8fzahqCk2MLCadT0CA/JEPrj9DW8pKKuzOKuzvfhL4R/sbRf7Yu48Xt+g8sMOY4eoH1br9MV13ifxFa+F9BuNTusNsG2KLPMsh6KP6+wNa/yquThVA+gArx+UP8AFbx95YZv+Ea0k8kdJTn+bY/BRXnr35OUtjqfuqyNH4aeG7rUb6bxtrv7y9u2LWoYfdB4L47ccL6AV6hSIixoqIqoigKqqMAAdAKWonLmdyoqysFFFFSMKKKKACiiigAry34q+PxpkEnh/Spj9ulXF1Kn/LFD/AP9o/oPrW18RfHkfhPT/stmyvq9wv7tevkr/fb+g7/hWD8Gfhy+qXa+L9fjaSIOZLOOXkzSZyZWz1APT1PPYZ6aNK/vMyqTtojrfg38OD4X0z+2tVgA1e8T5EYc20R5C+zHgn04HrXrFFFdRzBRRRQAUUUUAcV4/wDh7p3jvSvLl22+pQqfst4F5X/Zb1U+nbqK+cft/i/4ZaxLpzySWzqdzQSDfDKP7yg8EH1GD619hVzvi3wbpPjPSGsNUgywyYbhABJC3qp/mOhoaT3KjJxd0eTQXfjHx14fENpc6Fb6fdL5dxd27u0iKR8y7Dyrdsfr3r0PTbCHStMtdPtgRDbRLEmeuAMc14Pq2heK/g/r4uYJTJaSHCXCKTBOv91x2b2/ImvV/Bvj3S/GFvsiP2bUUXMto7c/VD/EP1HeuSrBrbY6I1OZ6vU6uiiiuc0CiiigAooooAKKKKAIrm2gvbWW1uokmglUpJG4yGB7GvJpIL/4SeIftEAmuvCt9Jh0zkwMf/Zh2P8AEOOor16oLyzttRs5rO7hSa3mUpJG44YVcJW0exMo3Etriz1XT0uIHjubO5jyrDlXU/5xivDvEek3nwv8Yw6ppis+lXLHYp6berRMfbqD9PQ10NhcXnwp8Rf2bfyST+Fb6Qm3uG5+zsfX09x3HI716LrejWXiXRJ9PugHt7hMpIuCUPVXU+3WtIy9nK62ZLXOrdTyDx7eweJr7wrBZSb7a9JYH/edVIPuMEGvVlRQBGowoG0D0HSvBtK0ufw18S9P03VmEf2W7HzN9wg/dYezHFe89DXcnfU5mraGV8MJP+KKjtz961uriAj0xIT/AFrsa4XwNILHxN4p0U8YuVvoh6rIOf1xXdV51VWmzrg7xQUUUVmUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAI0ayo0bYKuCpz6HivDPhNILXX9b04PldoK++xyufyNer+MdYOieFr27j5uXXyLZR1aV/lUD8Tn8K8R8P3EXgXxzqUd3JvW1tpY8ngyvhWA/E8V14ZPVmFZ9Db+K/iB5JIPDtoSxJWS4C9Sx+4n9fyr0vwJ4XXwp4Xgs2A+1y/vrpvWQjp9AOPzry/wCF2iz+J/F1z4h1IGSK1k84lujztyo/4COfyr2rVNTttH0u51G8fbb28Zdz6+gHuTx+NLETu+VDpRsrs4n4oeIbiGzt/DGk5fVtWIjKp1WInH4bun0BrpvCnhu28K+H7fTIMM6jdPKB/rJD1P07D2Arj/hvplzrmq3vjnV0/wBIu2ZLJG/5Zp0JHtgbR9D616XWU3ZciNI6+8FFFRXFzBZ273FzPHBCnLSSuFUfUmsiiWiuTl+Jfg6K48k65EzZwWSN2Uf8CAxXT29zBd20dxbTJNBIu5JI2yrD1BqnFrdCTT2JaKKKkYVzPjXxlaeDtHNw+2W+lBW1tyfvt6n/AGR3/KrfinxRYeE9Ge/vW3MflggB+aZ/Qe3qe1eMeGfDut/F3xlLe38rpZxsDdXAHyxJ2ij98dPTkn32pUubV7GdSfLoi/8ADrwPffEjxHPr+vGR9MSXdPI3H2mQf8s19FHGcdBx9Pp2KKOGJIokVERQqoowFA6ADsKq6ZptppGnW+n6fAsNrAgSONegH+PfPer9dpzN3CiiigQUUUUAFFFFABRRRQBU1DT7TVbKWyvreO4tZV2yRSLlWFfO3j74Paj4VuTrnhR7ieziPmGKMkz2uO6kcso9eo75619KUUBc+ePBPxehuxHp/iR1in4VL4DCP/v/AN0+/T6V6uCGUMpBUjIIOQRXL/EL4M6d4lM2p6IItP1X7xTGIbg/7QH3W/2h+I715VofjDxF8NtUbRdcs53tIz81rMfmjH96JuhH6H2rnqUL6xN4VejPfqKzdE13TfEOnrfaXdLPCeGHRoz6MOoNaVcrVtGbhRRRSAKK4278fPJPNHoHh/UNajhco9zCNkW4dQrEfN+FUIfizYW92trr2j6lo8jHAaePcv8AIHH0Bq/Zy7C5keg0VXsb+z1O0S7sbmK5t3+7JEwYf/r9qsVIzP1vRbLxBpM+m6hEJIJR+KN2ZfQiuG8F6te+F9cbwPr8u5l+bTLpvuyoeif4ehyPSvSa5jxv4TTxTo2yFhFqdqfNsrgHBVxztz6HH4HBq4yXwvYmS6oxvip4P/4SDQ/7StIydSsELAKOZYurL9R1H4+tVvh/4m/4SHQFSd919Z4jmJ6uP4X/ABHX3FbvgLxTJ4i0qS3v18rWbBvJvYWGDkcB8e+OffNefeIbM/Dn4jQarbIV0fUCxdV6KCfnX8DhhXRQk4vkkZVI3XMjp9VmXQfiBoetMdtveg6ddN2GeUJ/H+VejHg4ri/EmkJ4i8N3NkjAvKgkt5AejjlSD/ng1f8AAviE+IfDUUlx8uoWp+zXkZ6rIvGSPcc/nSxMPtBRl0OlooorkNwooooAKZLLHBE0s0iRxryzuwVR9Sa888Z/Fex0KWTT9HRL/UVO1nzmKJvQ4+8fYfnXNaf8O/iB8RpVvteunsbM/Mn2oEcf7EIxj8cVvCjKWr0M5VEjvdR+JvhDTWKPq6TuOq2qGX9Rx+tYj/G7wur7VttTcf3hEg/m1dLonwE8H6aqtfrc6pMOpnkKJn2VMfqTWzq+jfDvwXpZvNR0bR7W3Xhd9qru59FBBLGtlQgZOtI5bTPit4Q1ORY/7Qe1djgC6iKD/vrkfma7ETRGATiWPySNwk3DaR656V4frusRePp5dP8ABPw8tFizt+2C0AlHvlcIn4k1p6N8BvFF/aRQ63rMVhaqci2R2nKeuBkIPwJqXh10ZSrPqd9f+PPCumkrc67Z7h1WJ/MP5LmsaX4weDo2wLu6k90tWx+uK1tL+AXg+zCtei91Bx182bYp/BMfzrrLL4deDbDH2fw1puR3kgEh/Ns01h4idZnB2fxX8HXjqn9pvATx+/gZR+fIrsLa5gvLdLi1njnhkGUkiYMrD2Irzn4kTnVtSk8JeCPDFtPNF8t/d2tlH8hP/LMPjCcdTn29at2XgD4i3unwWTavp/hzT4UCJbWILOB7sOp9Tu61MsOvsjVbueg7G/un8qTpXAS/AbVJFMh8d3zXHXc0LYz/AN/M1hana/EX4WkXd3df25oisA7Fi4Ue+fmQ+/IqXh30Y1WR65RWfoms2niDRrbU7JiYJ1zhuqMOCp9weK0KwatobBRRXPeMfEi+GdCaeJfN1C4byLKAcmSU9OPQdfy9aEm3ZA3ZXMDV7n/hJfiBBp8fzafoP7+4PZ7lh8q/8BHP1zXk3xBiZ/iBqMcSF3d4wqgcsSi/1r1zQtNj8JeGZZb6XfcYe7vpieXkIy3P6Vwnw306bxd8QLnX75d0Vq5uWB6eYT+7X8Ov/ARXoWVOByJucj1vwf4fTwx4Ys9NAHnKvmXDD+KVuW/w+grjvHU03jDxfp/gixkItomFzqUi/wAIHOPwB/Nh6V3fiLW4PD2gXmrXGCtvHlVJ++54VfxOK5f4YaFNaaRNr+o5bU9Yfz5GYcrGTlR+Oc/l6VyRdrzZ0NfZR29vbw2ltFbW8YjghQJGi9FUDAFSUVheLPE1r4T0CXUrgB5PuQQ55lkPQfTufaskm3ZFt2RV8Y+NLHwjaIHQ3Ooz8W9oh+Zvc46L/PtXMad4J1fxZOmr+ObqRk+9DpcbFUjH+0B0+g59T2q14F8K3Uty3i3xJ+/1i7/eQpIP+PdD047HHQdh716B9a1bUNI79zalR5vel9xTt9P0vSrBooLO1trSNCXVIwF2gc59ePWud+F+X8HecqlLaa9uJLZMY2xF+APbrWf4/wBWuNTurbwVo7/6fqJH2qQdIIOpz9Rz9PrXc6dYQaXpttp9qu2C2iWJB7Afz70npHXqTVknKy6Fms3XtdsPDmkzajfybYoxhVH3pG7Ko9TUuratZaHpc+o6hMIreEZY9yewA7k9hXgt3ca/8XfGcNnZxFIAT5MZJ8u1izy7kd/U9zwKKVPnfkYTnyobaWuv/GLxoEGY4l5ZuTHaQ5/Un8yfbp9Q+HfD2n+FtFg0rTIRHbxDqfvO3dmPcmqng/wjpvgzQ49N09Mn7087D55n7s39B2FdFXalbRHK3cKKKKYgooooAKKKKACiiigAooooAKKKKACuf8UeENG8YaabLWbQSqOY5VO2SI+qt2/ke4roKKAPlrxD4G8V/CnU/wC2NInluNOBwbqJcgL/AHZk9Pfp9DXfeCviXpvioJaXO2y1XGPJY/JKfVCf5Hn617E6JLG0cih0YEMrDIIPYivE/iD8DorlpNW8IKtvcA73sN21GPXMZ/hPt09MVE6anuaRm4noVR3ERuLWaENtMkbIGHbIIzXjvg/4p3mk3P8AYni9JlMLeX9qkQiWE+ko6ke/X617HDNFcwJPBKksMi7kkRsqw9QRXFODg9TojJSRxfw0v1Phw6HMoi1DSJGt7iHofvEhvof6V1l5ZWmpWrW19bRXMDcGOVAw/WuM8aaBqOn6onjHw2mdRgXbeWwHF1EOvA6kAfXgEcit/wAMeKdO8V6Wt5ZPtkXAmt2PzxN6H29D3q5K/vo6aM01yS3OM1HwTqvg67k1zwRPIUHzXGmSHcrr/s+v06+hrr/B/jKw8XaeZYB5F5Dxc2jn5oz7eq+/510FeeeM/C91puoDxj4YBi1O3+e6gQfLcJ/EcdzjqO/XqKE1PSW5NWjy+9D7j0aisvw5r1t4l0K21S14SYYdCcmNx95T9D/StSsmrOzMk7nnfjfT5/DWtW/jnSIizxER6lAvSaI8bvr05+h7VueJtJs/HnglltHWTz4xcWUvo4HH58qfrXSzQxXMEkE8ayRSqUdG6MpGCK898GzSeEvFV54Ju5CbaQm60uRj1Q8lPrwfxB9a1TbV1uiGrPyZS+GetvqGgPplzuW801vJZW67P4fywV/AU/VxP4M8S/8ACVWMTSabdYj1S3TsM8Sgev8AnvVPX7YeDfira6sg2adrQMc3YLISA367W/E13skaSI8UiK6MCrKwyCD1BrtTVSBzO8JGvaXdvf2cN3aTJNbzIHjkQ5DA1PXmdva6x4Du5Z9Fgk1LQJW3y6cD+9tyerReo9v/ANdVfGHxUjksrfTvCrSyajefIzeURJAScbAp/wCWhP5VxyoSUrI6FVTVzt9f8a+HvDLeXqeook+M+RGC8n4qOn44ridZ8c3vjd4fDngW3unuLoH7RcSJ5flR9Dz/AAj1b8Bya2fDfwrTwxoEut6taJq/iicf6PbznfFFM/C5zwxBOWY5wAcdMn0HwT4Os/B2lGGMifULg+be3jL808h5J9lBJwP65raNGMdTKVVsw/AXwl0bwfHHeXKLqGsYBNzIvyxH0jU9Pqefp0r0aiitjIhnkaK3eRImldVJWNSAWPoM159B8MYde1j+3vGsx1O+b/VWKsRa2q9kUdWx3JwCe1ej0UAV7W0t7G2S3tLeO3gQYWOJAqr9AKsUUUAFFFFAEMUMVuhWGNY1JJIQADJ5JqaiigAqC5toby1ltriNZYJUKSRuMhlIwQanrJ8R6v8A2FoF5qKwSXMsSfuYI1LNLIThFAHPLECgDwPRfEsfw81LV/DK2011Fa6s7O2OILT5QXz68r/k17ErK6hkYMrDII6Eetcp4X+HV3H4W8R6n4iIl8Qa9ayibPPkKwJCfXOCfTAHas/wd4v0+0+GOn6lq14kItlNs245Z2Q4AUdScYrmr076o6KU+jOy1LUrTSNOn1C+mENtAu53P8h6k9hXn+iQXfijXP8AhLdWiMUSqU0q0b/llH/z0I/vH/PamJBqPjzUIdS1qBrTQYG32emv96c9nl/w/wAnsQMAADAHAArWjR5dXuRUqc2iOB+K+sfYfDsWnI2Jb5/m5/5ZryfzOBXVfDLQf7C8FWvmJtur3/Sps9fmHyj8Fx+ZrzTXIj4y+L1vpA+a2gkWBsdkT5pD/MV7lf3tvpem3N9PhLe1iaRsdlUdB/KoxMtooqiup594yJ8XeOtK8HxMTZ2v+magVPGMcKfwI/77r0kAKoVQFUDAA6AelcF8LrCefT7/AMU34zfa1O0gJ6rECcAe2c/gBXfVzz091dDWPfuHWvMVgHjz4mTzz/vNE0A+VHGeVkmzz9eRn6KPWvSrh3jtZpIxl0jZlHuAcVx/wvsktfAdjMDulvGe5mbuzFiP5AUQdk2aU4800n6nY1zPjXxfb+FNLDBRNqNx8lrbDks3TcR6D9elQeLvHdh4aT7JAPt2ryfLDZRfMcnoXx0Ht1NZ/g/wZfyal/wlPixhPrMnMMDfdth246bvQdvrVRikuaRrVrW92G/5F3wD4Tn0a3n1jWGMuu6j89w78mJTzs+vr+A7V1V/f2ul2E19ezLDbQrud27f4n2p15eW2n2c13dzJDbwqXkkc4CivA/EniLWPif4jh0bRreQ2u/FtbDjee8kh6DA554A96IxdSV2cspKCGa1rOtfFbxXb6Zpdu4twxFtbk4Ea95ZCPbqe3Qe/wBE+BfBGneCdDWytF825fDXV0y4aV/6KOw7fXNV/h/4AsPAejeTDtm1GcA3d1t5c/3V9FHYfia7SuxJJWRyt3CiiimIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDiPHfw10bxxbGSZBbaoi4hvI1+b2Dj+Jf1HYivC7bUfFfwf1s6XqluZtPdiwi3ExSj+/E3Y+o/MV9VVla/4f0zxLpcmnatapcW79Mj5kPZlPVSPUUmk1ZjUmjk9B8Q6b4k05b3TLgSR9HQ8PG3ow7GuS8T+BbuDVD4l8Hyiz1dSWmtxgR3PqMdAT6dD7GuM8T+B/Evwo1ca1odzLPpecfaFGdoz9yZemPfp9DXovgnx/p/jC28r5bbU0XMtsT97/aQ9x+o/WuWVOVN80djojNS33KPhn4k2GqT/wBma1GdI1hDseGfKo7f7JPQ+x/DNdxzWP4h8I6J4oh2apZLJIBhJ0O2VPow/kciuZtvh7rujnytE8b3sFoPuw3EIlCj2ycfoKl8j20OmFaUdJK5b8MWY0Lx9r+j23Fhcwx6jFGOkTMSrAexP8hXb1i6D4eXRmuLme8nv9Sutv2i8nADMF6KAOFUegraqJu7Mwri/iRos97okWs6dldU0d/tUDqOSo5Zf0z+HvXaUEBgQwBUjBB6EUovldxNXVjgvEsUPxB+Fo1C0T9+IhdwqvVJEHzoP/Hh+VT+FNYGueGNPvmYGWSLbIM8714b/H8ao+Cf+KY8aa14PkJFq5+3WAbpsPVR+H/oJrkE0bWNH8ca3YaTI+dJjk1Oytf4ZY2Kb0x3yhI+q110Xytx6bmFRXSZ6dqF7HpunXN9N/q7eJpW98DOK5X4I+GZdd1y/wDG+rqZGWZltdw4Mp++/wDwEEKPqfSqfivxJaa58L7u/wBPfImaOJ48/NGxYZU/55r2rwVoaeHPBmk6SBhoLdfM95D8zn/vomuhmJv4B7dKWiipAKKKKACiiigAooooAKKKKACiiigAooooAawBUg9COa+X/hfo+kX02oXF3Ck97aXH7lJDkIp/iC9M5HX6V9L6jcrZ6Zd3THCwwvISewCk/wBK+XvB2k3cfw/1PxnYKft2l34Y8nE0G0eah9R8wP4GmhnsNQ3l0ljZXF3IcJBG0jfRRn+lM0+/g1TTre+tjmG4jEi+2ex9x0rA+Il59j8DaiQcGYLCP+BMM/pmqJOc+Clg99q+s+IbgZf/AFSsf77nc/6Y/Oup+Kd1Nc6Zp3hmzP8ApWs3SxHHaNSCT9M4/I1a+FWmjTvh9YsV2vds9y3vuOB/46BVKzH9v/Ga+uW+a30G0EEfoJX6n9W/KuGTvUcux1JWil3O7s7SGwsrezt12w28axRj0VRgVNRRWBqFcfceBJVaWHSvEep6XYSuztaQ7SqljlthPKgnJxXYUU1JrYLHO+HfA+h+GZDNZ27S3rffu7lt8p9cHt+Fbd7e22n2c15dzpBbQrukkc4Cikvr+102xmvb2dILaFdzyOeAP8favC9e8Qa18UPEkOjaNbSfZd/7i3zgHHWWU9sfp9auEJVHdkSkoLQj8S+JNZ+JniGHRtFglazL4t7ccF8dZJOwA688KPevefh78PdP8CaRtAW41OdR9qu8fe/2F9EH69T7P8AeANO8CaV5UW2fUplH2q7K8uf7q+ij0/E12VdqSSsjmlJti0UUUyQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAhlhjniaKaNZI3BVkcZDA9QQeorwjx/8ABm50yc6/4KEqtG3mvZRNh4yOd0R7/wC7+XpXvtFAXPBPAfxRh1YppOvsttqQOxJ2+VJj0w391/0Pt0r0zpWB8RPhDp3i4S6jpuyy1s8l8YjuPZwO/wDtDn1zXnXhzx9q/g3Uv+Eb8a286LCQqTv80kQ7En+NPQjP41zVKPWJ0Qq9GeyUVHb3EN3bx3FtMk0Ei7kkjbKsPUGpK5TYKKKKAPPfiUjaPqHh/wAXQj5tPuhDcEd4X9f/AB4f8CqObURpP7Qmi3Dv/o1/ZLbq3Y7gwX/x4L+ddZ4u0sa14Q1XTyuWlt2Kf76/Mv6gV5P4piuNY+GfhbxVbM32rTlEE0g+8u1tob8GUf8AfVdNF7X9DKotz0PxJ8GFutc/tDw/epZW9xcRy3tjJnyn2uGJXHTucEYz0xXr1c34H8U2/jDwpaatEQJWXZcRg/6uUfeH9R7EV0ldRzBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTJHWONnc4VRk8Z4oA4P4x6+uhfDjUQH23F8BZwjPJ3/AHv/AB3dSeAPCP8AZXwmi0e7iCzX1tJJcow6NKDwfopA/Cq03ha/8c+MbXW9ege20PTGJ0/T5R8875/1sq/wjIGFPOAM45z2viHUY9I8O6lqUrBUtraSUk+ynA/OgDwz4TXjz+FZ7Rzk2dyyDPowDfz3VF8YJzH4WtIgf9bdj8cK3+IqL4PQyLoOo3D9JboAH1IXn+dM+Mak6NpLdhdMCfTK/wD1qvoHU9W0iCPS/D1hAeI7a0jB+ioM1yHwoiafQdR1uXmbVb+WYk/3QcD9d1dR4ilMPhDVZUPK2EpH/fs1R+H1utt8P9DjXvahz9WJY/zrzb+633Z2faR0lFFFZlBVPVNUstF06W/1CdYLaIZZj39AB3J9Kg17X9O8N6Y9/qM3lxDhEHLyN/dUdzXjUUPib4y+JNlupt9MgbknJhtVPc/3nI7dfoK1p0nP0InNRItR1PxF8W/EselaXbOlijbo4icJEvTzZT6//qFe/wDgfwLpngfSvs9onm3koBubpx88p/oo7D+tXPCnhDS/B2kLp+mRYz8007cyTP8A3mP8h0FdBXakkrI5XJsWiiimIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5vxd4M0bxnpptNUttzqD5NxHxLCfVT/Q8GukooA+Z7i08XfBjUisi/2j4emk4cZ8ts/wDot/0PvXqHhzxRpXimx+06bPllH72B+JIj6MP69K9AubaC8tpLa6hjmglUq8cihlYehB614p4q+Dl/o16de8BXMkM6EsbHzMFfURseo/2W/PtWVSkp69TWFRrQ9EorzLw58WIhcnSvFtu+m6hEdjzNGVQn/bXqh/T6V6VDNFcQpNBKksTjKyRsGVh7EVySg4vU6FJPYkABIB6HrXkCTrpvwZ8U2hJAt7+e0QfWRQB+pr18feFeFXTv4kFv4S0qVWn1nXbi8mdfmEUe8hSwHsrP9APWrpK+noRUdiDwtr2r/CTxNGl5G8+lX0aPMiDiRSPvJn+NckEfh6GvpnSdYsNd0yHUtNuEuLSZcrIh/Q+hHcHpXgXifR/G+mafJp/iLQItf01eUvbIESJjo3yjKn6r+dcD4W8b614J1F5dLuCsTN++tJ+Y5P8AeXsfcYNdxzH2ZRXmPhX43eGdejSHUpDpF6cArcH90x/2ZOn54r0iCeG5hWaCVJYmGVeNgykexFIRNRRRmgAooooAKKKKACiiigAooooAKKKr3d3b2Ns9zdzxQQRjLySuFVR7k0AT14P8d/HcTQjwjp0od9yyX7KeFxysf1zhj6YFP+IHx0hSGXTfCLmSVgUfUSMKn/XMHqf9o8emaxPBXwQvPENl/a/ia7urFZ23pAFBnkB5LuWztz7gnucUDKel+O/D/hHwxa6dZiXULpF3SmMbIzI3J+Zvy4B6Vi+Jbzxh4u8Oy6rcaQ1toVowk8wRlVyTtBDNy33u3FfQXh/4V+D/AA4ySWukRz3Ccie7PnOD6jPA/ACuqvrC21PTriwu41ltriNopIz0KkYIp3A850S5j8V/D63ZWB+2WBgf2faUYH8ap/Da++1eCbO1kG2604tZ3EZ6oyE4z+GK5NbXxD8G9TuYZ7KfU/C08m9J4hkxe5/utjgg8HGQao6p448PQ6jN4i8MazLY6lMv+lWVxaM0V0R03Y4De4NcsqT1R0Ka0Z7RXM+L/HGl+ELQm4YT3zLmK0Rvmb0Lf3V9/wAq8zuPjB4m1HSbhrHSre2WNR5l5GrOIsnGct8oJJAGe5Fea3d+Zrh7mWd7u8kcO80vzKTznIYZbt1wBgjB4NKFB394Uqq6Gxr/AIiv9e1OHU9eMskLkNDbRsYwYtxB8slSAMqRuwTn15x9gaNomn+HtKh03S7VLe1iHyovc9yT3J7k18LOzSOXdizMckk5JNffldSVtDBu4UUUUCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOZ8U+BfD/jG38vVrFWmUYjuYvkmj+jf0OR7V5Pc/Cnxz4Omkn8Gayby1J3fZnYRsfqrfI31yD7V77S5pNXGm0fPMt/8YNRgfTR4dEEkoMbXCwiMgHgncX2j6iu3+FvwuXwUsmp6m8c+szrs/d8pboeSqk9Se59sD39OpaFFLYbk3uFZmoeHtG1bP8AaOk2N2T1M9urn8yK06KZJ57rfwY8GazH+709tOlxxJYvs/NTlT+VcenwO8QaHL5nhjxrPajrsdXj/PYxB/KvcqKAPI7fQvjRYgInibRrtPWdMn8/LBrO1PUviH8PtXHijXxY6pplyqQX0On7gIgudr/MBg8kZ6HoccGvbailiSaJ4pUV43BVlYZDA9QR3FAHN+HPiB4X8VRJ/Zuqw+ew5tpmEcqn02nr+GRXU15F4o+AmhatI11okzaRcMc+UF3wk+y5yv4HHtXFyfDH4raA5XSNXlniUcfZNRZM/wDAXIoA+kaK+ZDZ/G2PKl9eP+7Ojfrmmf8ACN/GnVCI5JdbCnr5uoLGP/QxQOx9MzTRQIXmkSNB1Z2AH61y2rfEvwdooYXev2bSD/lnbt5z/TCZrxi2+BPjXV3D6zqtrAO5muHuH/Lp+tdtoX7PvhuwKyard3epuMHZnyYj+C/N/wCPUAMn/aI8MxzusemapJGD8r7Y13e+C2RVK4/aR0hQfs2g3sh/6azIg/TNenweCvC1vbJbp4d0vy0GFDWiN+pGTU8fhPw5C26PQNKQ+q2cY/pQI8JvPj34r1iQ2+g6HBCzcApG9zJ+GMD9KoL4B+J/xAuUn117iCDOQ2oybFT/AHYhyPyFfTENvBbx7IIY4k/uxqFH6VLQM848FfB3QfCckV7cA6nqSciadRsjPqidAfc5P0r0iiigQUUUUANIDAggEHgg1lP4X8Pyy+bJoWmPITne1pGT+eK16KAMLxF4V07xJ4ZufD8/mW1lcbN32TajLtdXGMggcqO1eef8M5eD/wDoJa5/3/h/+NV7BRQB4/8A8M5eD/8AoJa5/wB/4f8A41XsFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAlLRRQAUUUUAFFFFABRRRQAUUUUAFFFFACUUUUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z
311
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.
C
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312
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.
A
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313
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.
A
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314
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.
A
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
315
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.
A
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316
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.
A
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O9OrzL4PeKbnUtHn8NauGj1rQ2+zypJ95owcKfcjG0/QHvXptABRRRQAUUUUAeMftHWhl8HaZdhSfJv9hIHQMjf1UfpXQ/BCeGX4TaUscsbtC86SqjAlG852w3odrKcHsQe9Hxws/tXwr1JgpZreSGUADJ/1iqT+TGuc/ZxvoH8IarYLJm5h1DzpE2n5UeNQpz05Mb/l7igD2miiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8f8A2jf+Se6f/wBhWP8A9FS0fs5f8k91D/sKyf8AoqKj9o3/AJJ7p/8A2FY//RUtH7OX/JPdQ/7Csn/oqKgD2CuB8XA2nxM8C6irYV5bqzkGPvB4srz9Vrvq4H4qAwaXoWqKSradrlpOSP7pYoQfY7qAO+ooooA5L4k6W+r/AA/1iCIH7RFB9pgKnBEkZ3rg+vy/rWz4d1Vdc8OaZqq8C8to5sDsWUEj8DkVoSRJLG0cihkcFWB7g1wvwkkMPhCfRnkZ5NG1G5sGL/ewrkrn8GFAHb3dvHeWk9pMMxTRtG49VIwf518ufCO5fwp8ZP7KnkhQSNPps7y/LyCSAvPDGSNFA5zux1Ir6qr5S+K0c3hP40Nq9tHGz+ZBqUKOCVLDGc4IJBdG9OtAH1bRRRQAUUUUAFfIXxp1A33xT1fbd+fDB5UEeJN6x7Y13IPTDl8js27vmvr2vjGyaLxV8XIp7dJBb6jrfmqsmAwjebdzyRkKeeT+NAH1x4b0xdG8M6XpgBH2W0ihOepKqASffNa1FFAHzt4vv9S0L4sat420m1U2Ok3FtZ3wQczB4xvJ/Rc+u2vfdO1C11XTbbULOQS21zGJI3HdSM1wfw806217wt4iuL6MTwa3qt48inoY93lgD6BeKwfhzqF14E8XXnw41iUmBmM+kTuQA6MSdv48nH94MO4oA9mooooAKKKKAOX+Idmb74d+IYFUsxsJXVQMklVLAD3yK8g/ZsvbeLUPEFi0mLmaGCaNMH5kQuGOenBkT8/Y179fWwvLC5tmxiaJozn3BH9a+Z/2fJY7X4j3cFwywyyadLEkbnazOJI2KgHqcKxx6KfSgD6hooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPH/wBo3/knun/9hWP/ANFS039nJ1PgHUUz8w1RyR7GKL/A079o3/knun/9hWP/ANFS1B+zeR/whmqjPP8AaB/9FpQB7PXHfFSwXUfhh4ghYbtlqZx7GMh8/wDjtdjVa/tVvdOubR/uzxPE30YEf1oAg0S/XVNB07UFbct1bRzAjvuUH+taFcT8Jrp7r4aaSkwKzWqvaSITna0bsmPyArtqACuB8KBtP+JvjXTTtEc7W2oRAf7aFXz/AMCUV31cFdD7F8cdPmBIXUNElgZexaOUOD9cMaAO9r58/aT0sCfQtWVR8yyW0h78EMv83r6Dryv4+6et58M3uNp3WV3FMCOwJMf5fOP0oA6X4Z6jDqnw18PXFusixrZpAQ4AO6IeUx4J43ISPbHTpXX15P8As+3lxdfDd4Z5d8drfywwDaBsQqjkcdfmdjz6+mK9YoAKKKKAMzXtT/sXw/qWq+T532G1lufK3bd+xC23ODjOMZwa+U/gvZfbPito2R8sJlmb22xtj9cV9IfEzUYdL+GviG4uFkaNrN4AEAJ3SjylPJHG5wT7Z69K8M/Z5tjN8QrmbadsGnSNu5wCXQAfkT+RoA+oqztcvBp2gajfFtn2a1lm3ZxjapOf0rRrj/ihdiz+GHiCXcFDWjRZJx98hMf+PYoAX4X2QsPhj4ehC7d1ms3/AH8y+f8Ax6s34p+CpfFGgx32l7k13S2+0WUiYDORyUz74BHuB6muy0W1FloWn2gAAgto4wB22qB/Sr9AHGfDfxtF418MpcyfJqdsRDfQ7du2QdwPQ9fzHauzrxTxpYXXwz8aR+PdFgZ9IvH8vVrRDgZY/eA6cnkH+97NXsGnaha6tp1vf2Mqy2s6CSORTwwNAFuiiigAr5X8FRxaN+0WtvcOkCxaleQqXIUElZVQDOPvEqB65GOtfVFfK/i6OPSf2jY5bqRILcatZ3LSyEKioTGzMScDA5yfY0AfVFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB4/8AtG/8k90//sKx/wDoqWqH7NrqfDmtpn5hdoT9Cn/1jW18ftPmvvhmbmMxhLG8iuJQxOSpDR4XjrukU844B+h5j9mm4Jt/ElscbUe3kX1JIkB/9BFAHvlFFFAHAfDkiy1fxjoW7/jz1h7hE7pHOodR9M7q7+uAtidL+N9/EVxFq+jxz7h/FJC5TH12sK7+gArgfGam2+IHgPUAxXF3c2rejCWLofxXiu+rgPigpitPDV+rFTZ+ILORj6qSVI9gd1AHf1yvxHsTqPw58QW+0sfsUkiqBkkoN4x75WuqqC7tlu7Ke2f7s0bRn6EYoA+f/wBmy9t4tQ8QWLSYuZoYJo0wfmRC4Y56cGRPz9jX0PXy38A7iPTfidPaXTeXcT2U1vEmC26RWRyuRwPljc5PHHuK+pKACiiigDz/AONn/JItd/7d/wD0ojrzP9muEHWNfn7pbxJ+bMf/AGWu0/aCvLi1+G6QwS7I7q/ihnG0HegV3A56fMinj09M1z37NMAWy8R3G778lumPTaJD/wCzfpQB7zXA/F5FuPApsGGVvb61tyucbgZlOPXt2rvq4H4mbp38I2SnAn8Q2pkz0KJuYjPrwKAO+ooooAzdejs5NA1AahCk1n9nkM8b9GQKSRXhfwr8S6h4FudL0TxAQmja3Atzp9wzfLE7fw5PQE9R2JB716j8V72S0+HGqxQqWnvFSyiUfxNKwTH5E1L4l8A6d4j8EQ+HJlRBawIlpMF5hdF2qR7diPSgDsKK8q+GfjG+gu5PAvistFr2njZBI5yLqIdMN3IHfuOeoNeq0AFfLn7Qlmbf4iwz7cLc2Eb7scEhnUj64A/MV9R189ftKWRF14fvQvDJNEzY6YKED/x4/lQB77b3EN1bxXEEsc0Eqh45EYMrqRkEEcEEc5qxXKfDm9t7/wCG/hyW1k8xFsIoidpGHjURuOfRlYe+OOK6ugAooooAKKKKACiiigAooooAKKKKACiiigAooooA8/8AjZ/ySLXf+3f/ANKI68z/AGa5tusa9Dx89vE/vwzD/wBmr134madDqnw18Q29w0ixrZvOChAO6Ieao5B43IAfbPTrXh/7O1yYfH95Bu+WbTn49WDoR+mfzoA+n6KKKAOA8dY03xh4K10sVVNQfT5T22zoQM+25RXf1xPxWs5Ln4danPbnFxY7L6JsZw0Thz+gNdXp17FqWmWl/CQYbmFJkIOQVZQR/OgC3XA/GJvJ+G95ehSxtLi2nABweJk6fnXfVyHxQh+0fDHxEnPFmz8f7OG/pQB1wIIBByD3pao6RN9o0WwnyD5lvG+QPVQavUAfLHgxYtJ/aO8md1hSPU7yFTI20EssqoBnuxKgeuR619T18q+IYPs/7S0KYxnXbN+n95o2/rX1VQAUUUUAeP8A7Rv/ACT3T/8AsKx/+ipaq/s3RkeE9Yk4w18FH4Rr/jVr9o3/AJJ7p/8A2FY//RUtN/ZxQDwFqL85bU3U/hFF/jQB7FXBeNmEvjrwHaZG5r+eYDqcJCSTj0569q72uB19Rc/GPwemM/ZbS+nHbBZVTPvQB31FFFAHAeOsal4u8F6BhnWTUG1CUDptgQkZ9tzDj2rv68/05hrHxp1e75aHRdNis14+USynzGI9TtAFegUAef8AxI+H58V2sOqaTJ9k8Raf89pcqdpfHOxj9eh7H2Jpnw5+IqeJ0k0bWYvsXiSyylxbMNvm7eC6j+Y7fSvQ68t+LPg61n0qfxjY3D6drulR+elzDwZQv8LY79gfwORQB6lXjf7Rtk03gnT7tVz5F8FY+isjf1Apvw++OWn6vHFp3ieSOx1D7q3R+WGb3J/gP149x0ro/jLarqfwn1WSFlfyhFcIynIIDrk5H+yTQBB8Db63uvhXp0UEm+S1lnhnG0jY5kaQDnr8rqePX1zXpVeJfs4alDJ4X1jTFWTz7e9E7sQNpWRAqgc5zmJs8dx17e20AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGL4rs59S8H63YWkfmXNzYTwxJkDc7RsFGTwMkjrXzD8Drz7L8VdMQ423Mc0JJPT92zD9VA/GvrivjPwssnhX4s6fa3DRmWx1UWszRt8pxJ5bEEjp1PIH4UAfZlFFFAFa9tY76wuLOX/VzxNE/0YEH+dch8J7qWb4f2dncEfadNklsJcdjE5Uf+O7a7ivP/AAkP7I+JPjDRNoWK6eLVoMd/MXbIcf760AegVg+NLY3ngbxBbjbuk064Vc9AfLbGfxreqtfQ/adOuoACTLE6ce4IoAxfAlx9q+H/AIdmZizNptvuJ6kiNQT+Yro64n4S3K3Xws0CRTkCAx9Mco7Kf5V21AHyr8Z5JtF+MUmp2TeVdItvdRyYDYkRQFbByONg4IxxX1VXy1+0PF5fxHgbbjzNOibPr88g/pX1LQAUUUUAfP8A+01/zK3/AG9/+0a6j9nqBYfhvK4JzNqErnPY7UX/ANlrl/2mv+ZW/wC3v/2jXW/s/wD/ACTNf+v2b/2WgD1OuBkJuPjvDGBlLTw8zluuGecDHtwua76uD0n998Z/Ech/5YaZaRDP+0XbigDvKazKiF2ICqMknsKdXI/ErVX0b4favPBu+0zQ/ZoAoyxklIQY9/mz+FAGd8KVa90HUvEMm7frepT3alhg+WG2IMemF/Wu/rK8OaSmg+GtN0pSCLO2jhJHchQCfxOT+NatABXnPxv1D7D8K9SQNh7p4oFP1cMR/wB8qa9Grwf9pLVtthoejqeZJXunHptG1f8A0JvyoA8y8NfC/XPF/hSbXNEME8kN01s9m7iN2wsZDKx+U/fOQSuNvGScCtfReOvCOlXem30Wr2OlzM1rLHMjfZnbnIUnKHOCQVPIGQa+mPhTp0+l/C/w/bztGzPbm4BQkjbK7SqOQOdrgH3z16121AHhf7OGlX1rpmt6lNbSR2V48CW0rcCUx+Zv29yAWAz0zkdQce6UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXxx8U7RNF+K+upayPn7Ut0GfBIeRVlPboGc49gOtfY9fPH7SGjbNQ0TXESdvNie0lfGY02Hegzjhjvk6nkLwODQB7xouox6vodhqUZBS7t451x/tKD/AFq/XmHwK10av8OYLV33T6bK1s2eu3O5Pww2P+A16fQAV594sI0X4meEdcyqw3hl0i4Y8Z3jfEM/74Neg1xfxUsJbz4fX89t/wAfenlL+A4zhomDn/x0NQB2lFUtJ1CLV9HstRhIMV1AkyEejKD/AFq7QBwXwjCxeBzaIAFtb+7hAHQATMenbr0rva4D4Wufsniq37W3iW+iU+o3Kcn/AL6rv6APmj9pCFV8Y6VOCdz6eEI7YWRyP/QjX0JoOp/214f03VfJ8n7daxXPlbt2zegbbnAzjOM4FeCftJqP7e0JsDJtpAT/AMCH+Ne3eBP+Se+Gv+wVa/8AopaAOgooryfxv8cNN8J64dIsbD+17mHIuWS58pIX/uA7W3MOc9McDk5AAOX/AGmv+ZW/7e//AGjXW/s//wDJM1/6/Zv/AGWvKPip42h8feHPDOrJZSWTx3F7byQtIHAYCBsq2BkbWXqBzkdsn1f9n/8A5Jmv/X7N/wCy0Aep15/4SVpfil8QLo/c8yxhXJ5G2A5+gyQa9ArhfBn/ACP/AI9/6/bb/wBECgDuq8/8cD+1/GXg/wAOgFozdtqdwAcAJAvy59QWYce1egV594dH9s/FfxPrJwYdNii0m3bOef8AWS/T5iBQB6DRRRQAV8n/ABQvJfG3xgOl2kseVni0uBnY7A+7BJwDgb2bOM9K+j/GviKLwp4S1HWZCu+CI+Sp/ilPCD8yPwzXgvwD0KTW/HN34iuJyTpqFz83zSTTB1BIxyu3zCeQc7eozQB9J29vDa28VvBFHDBEoSONFCqigYAAHAAHGKsUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVwvxZ8Mv4p+Ht/a28HnXtvi7tlG7JdOoULncxQuoGDksOnUd1RQB8tfAPxKuj+NpNJnfbb6rH5Yz/z1XJT8wWH1Ir6lr44+IXhub4f/EKaCyPlQCRb3T3ByVjLEqOSx+VlK5bk7M96+o/A/imDxj4TstYi2q8i7Z4wf9XKOGX8+R7EUAdJUM8EdzbywSrujlQo6nuCMEVNRQBwXwomkj8KT6FcuzXOh3s2nvuGCVViUP02sMH2rva8+sf+JH8ZdStOVttfsUu4xnjz4fkcY7EqQT616DQBwnw9GNY8bAcD+3pD/wCQ0ru64T4f4XXvG6HhxrjMR7GNMV2d1d29jbPcXdxFbwoMtLM4RV+pPAoA8A/aVjA1Lw9IPvGGcH6Ap/jXqnh3W9L8PfC7w7f6vfQWVqul2w3zPjcRCDtUdWbAOFGSccCvFvjp4n0XxTq2jQaFfJfvbLKknkKxG5im0A4w2cHpmsPwz4B8a/EGG2Sae7XS7LEUUuoSv5cS8ArEpz0CgYUY4AOKAOo8dfHHUtauX0nwaktrAZGj+2rzNcqRtGxSMxjJJB+990/IciovDvwhm0vwVrXiHxJH5V2LCb7FaE4MblCEd/Q5IwPz9K9c8FfC/QPBaJLBCbrUcfNeTDJB5+6Oi9fr7muq1fSrPW9KuNM1CIy2twu2SMMV3DOcZHPagD4gkv5pdEt9NZE+z21xLOrAHdulWNWyc4x+6XHHc9e303+z/wD8kzX/AK/Zv/Za4vx54R1fxHdy6V4M8IR22mWUxhknEccDXTrwTvfBZVIIGD6nnth2l78UPhVoZT7GsGliTewlhSREZsZ+Yc8/U9KAPqOuE8C/N4t8dM3J/tRB+AiXFaPw+8USeMPBljrM0Ahnl3JKi527lYqSuexxn26dqy/hu4n1HxtcKMA+IZ4eeuUVAfw9KAOw1fU4dH0a91K44itIHmf6KCf6VzPwt0yaw8B2lxdj/TdSd9QuTjGXlO7p/u7R+FU/ihK+oWWkeE4HAn129SGQBsEW6fPKw79AB+Nd5FEkMSRRqFRFCqo6ADoKAJKKK88+KnxEh8DaIYbV1fWbtSLaMnPljoZG9h2Hc/jQB5b8ffGo1PWo/DNlMTa2Db7rHR58cD32g/mT6V7H8NPCR8F+B7PTpV230v8ApN4M5/fOBlfvEfKAqZBwdue9eM/BT4fXOv64nizWIZjYW0nm20jyFWuLlWBDerKpBJORlgBzhhX0xQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeffFjwGfHHhf/REzrFjueyzLsVsld6HPHzBRjOMMF5Aznwj4R/EFvBXiE297JnSL5lS4yT+5btIB7dD7fQV9cV89/G/4ZTfaJvF2h2ieQU3alBCpDBskmfHQgjG7AGMbjnLEAHv8cqTRrJG6sjAMrKcgg9CDUtfL/wAKvjBJ4YEei69JJNpBOIZuWa19sd09u3b0r6YtLu3v7SK7s5457eZQ8csbBldT3BFAHD/FCNtPtdG8WQpmXQr5JZSE3E28nySgY56EH8K7g3Vuln9qadFttnmGVmAULjOc9MYrJ8X3ejWnhTUW1+4WHTZIHimLdSGBGFHUt6Ac14p4Q0Pxb8TdD0yy1m8lsvCdgixLsBR70LwvUnPGBnoMcAnoAWbDx7qzeL/FFj4F0xdXm1G+WaO8bPkwqIwpY9OMg4JIHHeuhtPg9feIJk1D4geIbvU7nO77JbybIY+Omcf+ghfxr0rQtA0vw3psen6TZx2tvGPuoOWPqx6sfc1q0AY+i+F9D8ORlNH0m0s8jDNFGA7fVup/E1sUUUAFFFFABXifxotL/wAT+KvC/g60byxeM8zMw+Xjqx91VWPH94+te2VUlsrWa7hupbaF7mAMIpjGC8Ybg7W6jPfFAHlUvwg1jw1I134B8U3di+MtZ3bb4pD9cY7d1PXqKzPCHji4+H11d6J450i509729luhqCjfC7yHLdP4eOoJ9wK9zqhqelWGs2L2WpWkV1bSDDRyruH/ANY+9AHDeFp4/GPxE1TxRC4m0vTIhpmnSKcrIxw0sg/MLnnIr0ivFNQ8C+JfhveS6z4BuJbvTQ2+50aYl8jvt/vcenzfXpWB4v8Aj/cXmjR2fh+ym069lQi7mmwWgboVj9T/ALRx9M9AD0D4kfFnTfBkD2Nk0d7rTDAgBykPvIR/6D1PtXivgvwXrnxZ8TT6nqt3ObBZM3t8/JY9fKizxuwR7ICCR91W1Pht8HtR8U3sGt+JI5YNGcC4UO+Jb7JOO+5VOMljgkEbeu4fSGlaXZaHpdvpumWyW1nbpsjiXoo/mSTkknkkknJNABpWl2Wh6Xb6bplsltZ26bI4l6KP5kk5JJ5JJJyTWhRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHi/xR+C58Q3kmu+GRDBqUm57q1c7EuGwTuU9FkJ4OcK2ckg5LeT+CPiLrvw71JrOVJZbBZStzp04KlGBw23PKOCOn5ivo74jeObbwL4XlvswSajL8llaysR5r5GTgc7VB3Hp2GQWFfNfw+8G3vxE8XMlxLK9qj+fqF07FnIJJ6nkuxzyfc9qAPU9I06/+NXiIa9rUctt4TsZCtlZE4+0MDyW/wDZiP8AdHQmvbYYI7eFIYY1jiRQqogwFA6ADsKy76+0bwd4cE1zJDp+mWUYRR0CgcBVHUn0A5NeI6j8RvG3xM1SXSPA9rPY2A4e4BCybT3eTpH7Befc0Ae46t4m0PQh/wATXV7KzPZZplVj9BnJrEHxV8DGTYPEtlnpzuA/PGK4PRP2edPVvtPiXV7q/uWO50gOxCfdjlm+vy10/wDwovwDjH9lTZx1+1y//FUAdtpuuaVrUXm6XqVpeoOpt5lfH1weK0a8X1X9n+yhm+2eFdcvtLvU+aMSPuVT7MuGX681W0r4l+J/AuqRaJ8R7R2t34i1SNc5HqSvDjp0ww7g0Ae40VWs7221CzhvLOeOe2mQPHLG2VdT0INWaACisDxR4t0jwfpD6jq1z5UfSONeZJW/uovc/oO+K8Rk8S/EH4wX8lp4eV9J0RW2ySo5RQP9uQcscfwr68jvQB7jq3i/w5ocpj1TW7C1k/55yTrv/wC+etZUPxU8DTOEXxNYg/7bFR+ZAFcVon7PHh+1jEms395qM+PmWMiKPP4ZY/n+Fbr/AAM8BFSF0udSe4u5Mj82oA72x1Ox1S3E+n3ltdwnpJbyrIv5g15n8TvhBaeKll1bRljtdbAy6/djucdj6N/tfn6jI1D4FXOj3B1HwR4ivLG8T5kjnfGe+3eoHHsQferHhr4t6nourjw58RbQ2F4uFS+KhUf3fHy4P95ePYUAcF8NPiXffD/VH8OeIkmGkiUo6OpMljJnlgOpTPLKP95echvpy3uIbq3iuIJY5oJVDxyIwZXUjIII4II5zXmXxY+GUPjHTTq+kRp/bUKbgy4xdIB90npu9D+HTp5v8HPiQ/hjVT4b1+7MGkSllhM4/wCPSfd0JJ+RD82cggNg/KCxoA+naKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoory345eLf+Ed8Evptu+L3WN1unHSEAea3KkHghMZB/eZH3aAPDviJ4ruviD43kNpLLPZLN9m0y3BOCpIXcAQCC5AbkZ5Ck/KK+jPBvh3Tfhp4E2XcscZijNxf3J43Pjn8B90fT3ryH9n7wd/aOtzeJbuPNtYfu7bI4aYjk/8BU/mw9K1fjP4kvfE3iez+H+hnzGMqfaQDgPKeVUn+6oO4+/+7QBjk658ePG5VWltPDlk/wCESevoZWx+H0HP0HoHh/TfDWkRaZpVssFtEMYA+Zj3Zj3J9apeDvC1j4M8OW2kWSghBumlxzLIfvMf88AAV0VABRRRQAVla7oOmeJdKm0zVrZbi2lHKt1U9mU9QR6itWigDwLSb7VPgl4uTRdUlkuvCOoSHyLpv+WB9fYjI3DuPmHpXsfiHxJp3hvw/PrV7MPs0abl2EEyk/dVfUntUPjDwtZeMfDdzpF8vyyDdFIBzFIPuuPp+oJHevmiHTvF3inX9K+HGoSlY9KmeMjBxGg6uT/EAvC+xA70AdF4c8P6z8bPFkviDxA8sOh27lEjQ4GOohj/APZm/qePovT9PtNKsYrKxt47e1iXbHFGuFUVX0bSLLQNIttK06IRWltGEjX+p9STkk9ya0qACiiigArnPFvg7SfGmjPp2qwZxkxTqAJIW/vKf5joa6OigDw/wR4j1b4deKV8BeLJd9hIcaZet93BOFGSfunpj+E8dOlH46/DkFZfF+kxYxj+0IkXr2Eo/k35+tek/EvwND448LyWqqo1G3BlspTxh8cqT/dbofwPasn4TeLG8W+FZ9J1kb9U07NreRyjmROQCwPfAKn3B9aAM34J/ESbxRpcuhavcyT6xZJvSV0OZrcbVBZs8urHBJwSCp+Y7jXrtfIvjDQ774TfEmC70wssEcou7B2ZsMmeY2IIJHVWGeVPvX1Poms2fiDRLLVrB99rdxCVMkErnqrYJAYHIIzwQRQBp0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfHvxS18+MfiVdtYSG6t43Wys9oU7gvHylc7g0hdgcnIYdOg+k/iN4obwj4E1HVYJEW82CG0DOoPmudoKgghioJfbg5CHtk18+/Azw4Nd+IMV5Mm620xDctnoZOiD8yW/4DQB7zZQWvwu+FR3hWOm2pkkI482c9fzc4HtivO/gHoM2p6nqvjXUy0txJI0MEjD7zt80r/qB+LVo/tGa4bbw1puixvhr24M0ijukY6H/AIEwP/Aa9H8BaEPDngbR9M2hZY7dWmA/56N8z/8AjxNAHSUUUUAFFFFABRRRQAVkwaBYW/iK711IAL+6gjt5JPVUJI/PIz/uj0rWooAKKKKACiiigAooooAK8Q8Up/wrr41aZ4jgyml66TBegD5Q5IDE/iUf8Gr2+vO/jToS638NdQcKDPYEXkZx02/e/wDHC35UAS/FzwcPF3gqdYI92oWObm1x1JA+ZP8AgQ/UCvNP2dvE7Qanf+GJnjEFyhvLfc6qfNXCuqjGWLLg9eBEeOSa9h+HWtHxB8PtG1F23ytbiOUnu6fIx/EqT+NfOvj6wuvhr8W/7R0r90vmrf2nLBSrE7kOCCVzuUjPKnHegD6zoqpp99b6lp1tf2knmW1zEk0T7SNyMAVODyMgjrVugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD58/aP15vtGjeHEaQIqG+nUqu1iSUjIPXIxLkcD5h17dV8ANB/szwG+pSIBNqVw0gJGD5afKo/MOfxrxb4qalL4i+KurLA08giuFsYY5j90xgIyqMkBTIHI/wB7JwSa+sNB0uPRNB0/SosbLS3SEEd9qgE/j1oA8I+LAbX/AI4eHtFPzwoLaJkOMDfIWcn/AIDj8q+ia+dNakab9qu3SQ7lint1QEdB9nVv5kmvougAoornvHF9d6Z4G1y+sGK3UFlLJG46oQp+YfTr+FAEni3xLB4S8M3euXMLzQ22zMcZAZtzqoxn/erE8E/FHw/45ZreyaW2vkG5rS4ADEdypBww/X2r5g8Q/EHxT4qtI7TWdXkuLdG3CPy0jUnsSEUZ/HNV/A93dWXjrQp7IkXAvoVXH8W5gpX8QSPxoA+36KKKACiiigAoorw742eO/FPhLxJp0GiX5s7aa0LsfKjkDvvIPDqcYAXketAHU+KvjBo/g/xUdD1Cyu3KojtPBtYKGGeVJB4/lXb6Vq9jremQajp1ylxaTLuSRDwf8CO4PSvhzUNQu9Vvpr6+nee6mYvJK5yWNfQf7N11dSaHrdtIGNpDcRvCS2RuZTvAHb7qH8aAPcaKKKACqmoWaX+mXdlIAUuIXiYHoQwIP86t0UAeRfs93UreCb/T5hh7LUHTHoCqnH/fW6qv7ROgi88KWWtxoPNsJ/LkOf8AlnJx/wChBfzNTfAzAvPGgAAA1Q4A+r16B440ka34G1vTtoZ5rSTyxjPzgbl/8eAoA5P4GazNrHw0t4pt7Pp9w9mJHkLllADr16ALIEA5wFH0HptfOP7N2piLxBrek+Tn7Tapc+bu+75T7duMc587Oc8be+ePo6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5Hxl8RPD3gaNF1a5ka7lXfFaW6b5XXcBnGQFHXliM7WxkjFZ/xZ8Y33grwYb/TUjN5c3C2sUr8iEsrNv24wxAQ4B4yQTkDB+TInOo6or31xO73M2ZptpmkYsfmbBILNznryaAPVte/aG8Q36NHo1ha6SjIB5jN9olVg2SVLAJgjAwUPfnpjnbjxr8TvE0UMkeo65KqbtjadC0IOcZz5Kru6DrnHOOpr6E8L/Cjwp4WjjaHTY7y8Xk3d2okfPqAeF/AV24AUAAAAcACgD410Sw1rTPFtjr2uaBrVzFDdi6nL20heVgd2SzDkkjJyeea+lfBnxN0XxxeT2dhBe215bpvkhuYguBnB5BI69jg129MCKrMwUBm6kDk0AfPPxBkOiftF6FqDDEczWrk9PlLGNj+QNfRNeH/ALROhvLpOleIrcMHs5TBKynBVW5U/gwx/wACr07wR4hj8VeD9N1dGBeaECYA/dlHDj8wfwxQB0VRSxRzxPFKgeN1KsrDIIPUGpaKAPnbxP8As8X51J5/DV/bNZyMSLe8ZkaLPYMAdw+uD9etdT8OPgonhXU4ta1q8hu7+EfuIYQfLiYj72TgsfTgY9+MewUUAFFFFABRRRQAVx3xB8A2Hj3SEtrhzBeW5LW10q7jGT1BHdTgZHsK7GigD5kj/Z08TNfiKXUtLS03czqzs232TaOfbP417z4O8J6f4K8PxaRp4LKGLyysPmlkPVj+QHsAK6KigAooooAKimmS3gkmkO1I1LsfQAZNS1wHxg8SJ4b+HuoFXxc3ym0gAODlxhiPou4/XFAHN/s/LJcaFr+rSKV+2akxGT6KGP8A6H1rrPGvxK0bwPcWtnqFte3VzdruiitolbIzjnJHfjHJqf4Y+H38NfD3SbCZClw0fnzKeodzuIP0yB+FdcUUsHKgsOhxyKAPjLQrjxb4W1e41Lw3Y6jaNMjRq5sfMJiLBgMMrD+Fefauhs/jj4+0q9c3tzb3nyYNveWaoFJwd37sI2cepxz06V9XVn6poumazbeRqdhbXcWMbZ4g4H0z0oA828H/AB30DxFefY9Vg/sO4bcY5J7hWgYAA4MhC7WPzcEY465IFes18/8AxD+BCJBLqnhBGGwFpNOZi2R1/dk85/2T+B7VV+DnxUnsbq08Ia88skEjrBYXBBLwuTtWF+5TOAp/h6H5fuAH0VRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHzb8e/G99c+IH8I200kWn2qRvdoBjz5WAcZOeUVShA4+bJOcKRc+A/gHTb5P+Eqvpobqe3lKW9sDuEDjBDuP73oO3XrjHGfGufTbj4pam9hM8jhIku2LKyCZUCkJjsFCgg8hg49K93+DfhpvDfw+sxNHsur8m8mBBBG4DaDn0ULx6k0AehUUUUAFFFFAGbruj2uv6HeaRerut7uIxv6jPQj3BwR9K8B+HniK6+FXja+8HeJGaLT7iYbJjwiOeFlH+wwxk9sDPQ19IVxHxD+Hen+PdKCOVt9SgU/Zrvbkr/st6qf06igDtQQwBBBB5BFOr5q8LfFDXPhtqM3hXxLatqMFq3lxiGZXkh9FU5wynjAOCM/hXbD4jfEPW0L6B8PJYoW/wBXJfyFd3ocHZx9D+NAHr9FeRrqPxulUSNougQk/wDLMuCV/KQ/zpqeLvjDZc6h4EsbhP8Ap1mGf0kf+VAHr1FeKXPx2u9PaTT9R8E6jaaywxBbM5IkY8A8qGwT6A5qaDwR4/8AHI+2eL/EU2kWknK6ZYcED0bBx+e4/SgD0rVPFvh7RTt1LW9PtZOfklnUMcf7Oc1zF58a/AVm5T+2jOw6iC2kYfntwfzqLSvgh4H0wIZNNlvpFGN93OzZPrtXC/pXVWfg3wzpoxaeH9MhOB8yWibjjpk4yaAOJf4/eCFJAk1Bh6i24P5mpofjz4FlxvvLuHP9+1Y4/wC+c16GmnWUa7UtLdV9FiUD+VQ3GiaTdqwudLspg33hJbo2frkUAY2lfEXwhrLIlj4isHkf7scknlO30V8HPtXTghgCCCDyCK4jVvhH4H1dCH0GC2fPD2eYSPwXj8xXIyeAPG3gLN34G12XULJBltLv8NkDPC9AT9Nh+tAHs9FeCaT8VfiP4q1C4sNC8O6Qlxb4FxHcOVkj5xnDyKcDvgHFb8mqfG+Ab10HQbjt5auB+PMo/nQB6rdXUFnayXNzKkMESl3kdsKqjqSfSvDLAy/Gb4nJqDI48K6G37tXHE75z+bEAkdlAHesL4haz8RdcihtvEWg32m6IpBuU0+EyBxnOWbJH0BIH1r1b4Z+JvBV7otto/hifyGhTJs5xsmJ/iY/3z6kEigD0GiiigAooooAK+bvjz4Ci0q+j8UabDstryTZeIo4SU8h8dg2Dn3HvX0jXgP7QtxrtnPZCK9f+w76DyZLbAKeajbsnPcgrg/7NAHoHwj8UzeLfANpcXTSNeWbmyuJHyfNZApD5JJJKshJOMtu4xiu+rwT9mqeVrfxHbtLIYEe2kSMsdqswkDEDoCQqgnvtHpXvdABRRRQAUUUUAFFFFABRRRQAVma9qf9i+H9S1XyfO+w2stz5W7bv2IW25wcZxjODWnXE/FfS77WvhprVhp1rJc3bJG6xR8swSVHbA7nap4HJ6DJ4oA+YfDKW/ib4gQXHiG+t4ra4uWur+4ndIlbku3oPmPGAP4ulfaEZQxqYypQgbdvTHtXwbZQrdX9tbsSFllVCR1AJAr7yjjSKNY41CooCqoGAAO1AElFFFABRRRQAVw3xJk8VyaZaaT4Tt2FxqEpinvAcfZY+MtntnJ568HHOK7migDifBXw00PwbAkscQvNVbmW/nXdIzHrtz90fTn1JrtqKKACiiigDxv4X2UXiPx54t8V6mBLfW981pbq3IgQZHGfYAfgfWvZK8U143nwm+Idx4mgt5J/DGtOPtyRdYZic7vzJI9dzD0r1zS9Wsda0+K/026juraUZSSM5B9vY+xoAv0UUUAFFFFABRRXnvxA+Jtp4ST+zdPT+0fEE/yQWcQL7GPQuBz9FHJ/WgDntbjgt/2kPD7aSNt3NZudREY4K7XwX98AdfRfavY681+Gfge/0aW88TeJZftHiPU+ZS2D5CHB2Z6Z4GccDAA6c+lUAFeceOPhVp3iJTqWjBdK1+E+ZDdW37sSMOgfH/oQ5Hv0r0eigDlfAV/4hvvDETeKLJ7TVYZGhkDADzQMYfjjnPbjINdVRRQAUUUUAFef/GXQ11z4Z6mVQGaxUXkRxnGzlv8AxzdXoFcP8S/Gtp4M0GJr2xlu4b9mtiI2C7QVOTz147UAef8A7N+s79P1vQ3eBfKlS7iTOJH3jY5xnlRsj6DgtyeRXvFfMH7OX/JQtQ/7BUn/AKNir6foAKKKKACiiigAooooAKKKKACiiigD4t8a+ZpnxS1ySeCRGj1aWfY6lSymUup57FSCD3BBr7Sr5A+Nn/JXdd/7d/8A0njr6w07UrXU7fzLa6guGjws3kyBtj4BKnB4PPQ0AX6KKKACiiigAooooAKKKKACis465pA1MaY2qWQvyMi1Nwnm/wDfGc/pWjQBXu7S3vrSW0u4I57eZSkkUihldT1BB615FqHw38R+CNQl1j4c3hNu53TaPcOWR/8AdyefxIYdmr2WigDzDw58Z9Hvbk6X4kgl8P6tGdskd3xFn/fONv8AwLH1NelxyxzxLLE6vGwyrKcgj1BrH8QeEtD8U2n2fWNNhuhjCuwxIn+645H515y/wt8UeEpXn8BeKJo4d27+zr8hozznAOCv/joPv3oA9irD8ReLNE8K2n2nWdRitlIyiMcu/wDuqOTXnDX3xl8RAaaun2GgBRtnvywJb1Kct+g/EVp+H/grolnd/wBpeIrifxBqbEM8l4xMe7/dyd3/AAIn6UAY0njbxr8SZXtPBNg+k6SW2vq90MMQDg7eoB9lyfcV2Hgn4Z6P4NBuwWvtZkB87UJ+WJPXaDnbn8Se5NdrHFHBEsUSKkajCqowAPQCpKACiiigAooooAKKKKACiiigAry34/WK3XwyknK5a0u4pQfTJKf+z16lXD/FmKK7+GHiGAlWZLdZCueRtdWB/wDHf0oA87/Zz8OQ/ZtS8UG4kM5dtOWEABQuI5GYnqSTtA6YweuePfK8H/ZsvbiXT/EFi0mbaGaCaNMD5XcOGOevIjT8vc17xQAUUUUAFFFFABRRRQAUUUUAFFFFAHyV8crG4tfipqMs8eyO6igmgO4HegjWMnjp8yMOfT0xXQ/s6a8tp4j1HQ5WIW+hE0QPTfHnI/FWJ/4DX0LqWk6drNutvqdha3sCuHWO5hWVQ2CMgMCM4JGfc18eXMGo/DT4jtGrb7rSboMjHAE0fBUkAnAdCOMkjdjqKAPtKis/R9Vttb0ez1Ozffb3USyxnvgjOD7joa0KACiiigAooooAKw/Ft5qFh4U1O40i3e41FYWFtGi7iXPAOPYnP4VuUUAeK+I/D/hHwH4R0iHxBoX2+S9mEd7qycTxTMNzSeZy3XJAz2716/YrFHYW0cEzTQrEoSVn3l1AGGLd8jnPeqniLQbLxPoV3pGoR77e4TaSOqHsw9wcEV5V4P8AFN78NtXXwP4zk22QJ/szU2yI2TPCk9l/9BPB4waAPa6KYkiyIrowZWGVYHII9afQAUUVzvjHxZp/g3w/Nql/INygrBDn5ppMcKP6nsMmgDZivLaa4lgiuInmix5sauCyZ6ZHUfjVmvk/SL/xp4a8XHxV5Mk93d2f9rX1oc5ktHlKkkc4AwpHdQQcYBr6S8MeK9K8XaPHqWlXPmRnAkjP34mxyrDsf59qAN6iiigArO1jVINF0m41G4SZ4rdN7LChdz2woHU5NaNeYeOfid9gvf8AhGvCkP8AaviOc7AsXzJAcHknoWHXHQd8UAXE+JGoWlxay+IPCN/o+kXkqxQ30s6SbGb7vmxjmME8c16HXC6Z4Kv7n4b3PhzxNq01/e3yOZriRjJ5btyAu48hSAR06dq6/T7d7PTbW2klM0kMKRtKRguQAC2PfGaALdFFFABRRRQBDPPHbW8txM4SKJC7segUDJNfFWteMNT1TxFrWpw3U0KaozpLEDw0JPyoR0OBj8q+jfjl4mXQfAE1jG+LvVT9mQDqI+sh+mPl/wCBCuF+Dvwr0bX/AAxPrfiSwNzHdS7LJPNdNqISGfKOM5bIwRx5eejUAaf7N2nzRaNruplo/IuLiK3VQTuDRqzMTxjGJVxz2PTv7rWRoHh3SfDGljTdGsUtLQMX2KSxZj1LMxJY9Bkk8ADoBWvQAUUUUAFFFFABRRRQAUUUUAFFFFABXiXx+8FTappdt4nsYJJbiwQxXaoCx+z8sH68BGLZwCcOSTha9tqvcW8N1by288Uc0EqlJI3UMrqRggg8EEcYoA8A+AXjoW0zeEdQlAilYy2DNxh+rR/j1Hvn1FfQ9fIPxM8DXnw+8VpNayKmn3Mrz6dJE5DRbWB2HJLbk3L82TkYOc5A95+FfxIg8caOLe8dE1q1QC4i6eaOnmKPQ9x2PsRQB6LRRRQAUUUUAFFFFABWJ4j8MaR4r0o6frFoJ4Dyh6PG395W6g/5NbdFAHjCeDviN4Afb4P1aPWtKXlNPvyAyDjgZIH/AHyy/SrS/FbxdYP5WsfDXVAcf6y1LupPp9wj1/ir12igDxm++Lfi+a0uJNJ+HmoxLBC0j3F8smxAoycjaucDnG7Jo8K+AtQ8b3Fh4x8caimorLEk9lp8QxDGrYYbh09Mr3xyTXsFzAl1azQSDKSoyMPYjBrjPhHNK/w6sbSfHn2Ek1lJj1jkYD9MUARXsaQ/G/S5Ao/0nQp4DjuFlVsEenNYevfCy+0jVpPEXgDUV0m9PzTWLHFvMByR6AexGPpW34mb7P8AF3wPJj5biK/gJ6BSI1Yc984xiuk8W340rwfrN8Dg29lNIuOOQhwPzxQB5Zonxx1b+y7e71zwdfvBKuY7ywRjHLglTgNwOQf4jWgvx+0m9G3SPDevX03TYIUHPplWb+Vdz8P7E6b8PtAtWXay2MTMPRmUMf1JrpaAPGZf+Fp/EMeUYY/CWjyj5yxJuGUjp2bv0+Su68F/D/Q/A9mYtNty9y4xNdyjMkntnsPYcV1lFABRRRQAUUUUAFNZgqlmIAAySe1OrxH43/ElNNs5PCukXGb6dcXsqH/Uxn+DP95u/oPrQB53471y6+KfxOt9O0j95biQWdlwSuM/NKcAkL1YnBwq57V9P6Jo1n4f0Sy0mwTZa2kQiTIALY6s2AAWJyScckk15F8BPAf2DT5PFWqWW27uPlsPNT5o4ccyLzxvzgEgHauQSr8+4UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGJ4m8NaX4u0ObSdVtxLbyfMrLw8Tjo6HswyfzIIIJB+UfEvhvxD8KvF0LLcSRsjGSw1CEYWZR7HOCM4ZDnGe4IJ+yazNY0TS/EOnvYatYQXtq2TsmXO0kEblPVWwThhgjPBoA4H4dfGHTPFkMOnao8VlreNuwnEdwfVCehP908+ma9Rr5Z8b/A/XPDsxu9BW41jTjlsRx/6RD82FUoDl+CPmUdmJVQBmLwX8cfEHhwR2eqf8TbT1woErYmjH+y/f6Nn6igD6rorh/DfxX8IeJkRINUS0un/5drzET59AT8rfgTXbAhgCCCDyCKAHUUUUAFFFFABRVDVdX0/RbF7zU7yC0t16yTOFH0Gep9q8uu/i1rHiW9k034eaBLqDKcNqF0pSFOnODjHX+Ig+xoA9gry3S7/VvBOu+JLJfCus6jZXmpPfW0tlGrIBIqlhywx8wPFUR4A+JetIZtZ+IUmnyMd3lacjYX0GVMf9fxrO1Zfih8M7M6musReJdJiUCdbmNmeIf3jzuwPUMfUjvQBd8Ta34n1rxL4b1LTPBOtRrpNxJNOlyiIZFYBSFO4jOC36Ve8Xa14o8VeFr7QrTwTqtpNehYRPPJHsRS67icNn7uadoOt/EDxN4dg1+11bwnFaSoXYCCciLH3gxLcEY5/wrl9F8TfEv4jXFzaaNqFjYabbylJNVhtjGJPZdxY89eMHpkjOKAPd4IVgt4oE+5GgRfoBipa8hX4Z+P7ZXuLX4nX0ly2SY543MefbLsAPotV28e+P/ATqvjbQ01PTRw2o6cBke5wAv4EJQB7NRWB4b8YaD4stPtGj6jHcYGXiztkj/wB5TyP5Vv0AFFFFABRXHeJfif4T8LB1vdVimuV/5dbU+bJn0IHC/wDAiK8K8XfGfxH4vmGl6FBLYWkzCJIoMvcTknAXcOecj5V59zQB6L8UPjJbeHUl0fw9LHc6scrLOPmjtfX/AHn9ug7+lee/Cj4a3vjHWE8Ta0G/smKfziZlDm+lDZK4bIKZ+8T15Uc5K7fw6+BD3Ij1XxjFstpIt0Wmh2SQk55lIwUwMEKDnJG7GCp+gLe3htbeK3gijhgiUJHGihVRQMAADgADjFAFiiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuN8W/DTwx4z3S6lYeVetj/TbXEc38PU4IfhQvzBsDOMV2VFAHzJr37PPiGwRpNGv7XVkVAfLZfs8rMWwQoYlMAYOS478dM8tGPiR4FjmkWPXtNtrU7JHKSG2U7to5IMZBOACMg5GDzX2JRQB8oWPx88cWaqs1xZXuO9xbAE/XYVrdg/aQ1pVH2jQtPkbAyY5HQZ+hJr3/U9C0jWvK/tXSrG/wDJz5f2q3SXZnGcbgcZwOnoKy7jwb4KtbeW4n8N6BFBEpeSR7GFVRQMkklcAAc5oA8dH7St95WD4atvM/vfa2x+W3+tUtS/aL165sZYbHTLOyndcLcBzIYz6hSME/XIrh/HeoeGtX8UOPCGjLaWXmMA6GTddOx+8IycIueFRQODzjIVdbWPhRqPhv4fS+ItYbyrsyRLHZr1jVjyXPr0GB070AeraH8IW142mueOdbvdZupI1kW1LFYo8gHb1zj/AHdor1ew0+z0qzjtLC1itbeMYSKFAqj8BRpsqTaZaSoco8KMp9QVFW6ACo5IkmjaORQ6OCrKRkEHqDUlFAHyd4n1LWfA+qeJ/AOmBP7M1C5UxqyneqOAQqHOOVKqcg9O1fS3hXQLbwt4ZsNHtlAW2iCuwH336sx9ycmvHfiNoa3v7QXhZQAEult5JOM58uRiw/75UCvfaACmMqyIUdQysMEEZBFPooA8z8RfBjRNSvW1TQrm48P6oCWWayYhN3rtBGP+AkV5t/wuTxf4KvtQ0DV47fVrqzuGiFzNlTtHA+7jIPUE8819K14p4Z0XTfEvxU+IdnqVpFeWbNEjK4+6wJHB6gjB5FAHA3v7QXjW5UiEabaZ6GG3JI/77Zqzlk+KXxAWEIdavrW5DbHUGG1fGd2W+WPsRyevHXitjx58LNa8AXj+IPDF1dNp0WWE0DlLi0BBByVwSuCRuHY8+p9N+FHxWh8Y26aRq7pDr0S8HAVbxQOWUdA4HLKP94cZCgHn3hr9nrXL2WGbxFdwadbHmSCFhLPw2NuR8i5XJDAtjjKnkD2zwp8PvDfgvMmjWPl3MkSxS3UsjSSSAe5OFyeSFABIHHAx1VFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFe4uIbW3luJ5Y4YIlLySOwVUUDJJJ4AA5zXzD8T/AIo3fju/XQNBWYaP5qoiopEl9Jn5SR125xtTrnBPOAuv8dviH/aF3L4P04j7Layq17OkuRLIBny8KcbVJ5Dc716Dbk9N8F/himjWcPibWYM6lOmbWGRf+PdD/EQejkfkD7mgDR+FXwkt/CcEWsazEk2uOMqp5W1BHQdi3q3boO5Oh8W7+3u/DsnhO3tZL/WNWUfZrWHqgVg3msf4VBH4/nXS+MPFMXhXRTd+V9pvJnENlaqfmuJm4VR7dyewqj4K8KXGkC41nWphdeItSw95MPuxjqIkHZV6e/5UAZvwc8Qpr3w+soJGP2vTR9inRuo2fcP/AHzj8QfSvQ68S15JvhN8SW8SwRO3hnW22X6RrkQS5zuwPclh9WHpXs1tdQXtrFdW0qSwTIHjkQ5DKRkEUAT0UUUAeQa6jXn7THhuP/lna6W8jA8ckT8j8Sv5V6/Xkt7/AMnN6b/2Bj/7Ur1qgAooooAzdd1e30HRL3VrpsQWkTSt74HAHuTgfjXiPw+0LxbaaBL490mUz32o3Uk91pbjal5BuPKk8h9xcqfQj8dXxzqU/wAS/F0HgLQpSdMt5PN1e7j5UbT90HpwePdsf3TXsNjZW+m2FvZWkSxW1vGsUUajhVAwBQBl+G/Een+LtEF/Z58tsxz28ww8Ljho3XsR+teI/FX4UTaBcN4q8JLLDbROJpre3JVrVgciSPHIUHnj7vUcdPRfFelXfhHWn8b+HrYyoR/xOdPj4+0xf89VHTzF6+4z757jTtQtNa0u3v7KVZrS6jEkbjoyn1/kRQB5z8KPitD4xt00jV3SHXol4OAq3igcso6BwOWUf7w4yF9Vr5h+Lnw5k8F6rF4k8P74dNkmDAQkq1nNnIKkdFyMg9jx6VvyftIY0S2WDQN+rtEyzl5dsCSdFZAMs6nqVJUjpuP3qAPf6K+aR8fPHZg+0DQ9KMO7b5n2SfbnOMZ8zGc8V6h4A+LujeObj+zzDJp2rbS620rhllAJz5b8biFAJBAPJxkAkAHo1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXn3xY8eHwP4X/0R8axfbkssxb1XBXe5zx8oYYznLFeCM49Br5B8Zatd/FD4olNNAlSWVbKwHQeUpOGOVBAJLOdwyN2O1AG18E/h9/wk2t/23qMWdM0+QbVYcTzDkL9F4J/AetfT8sscETyyuqRopZmY4CgckmszwzoFn4X8O2Wj2S/uraMKWxgu3VmPuTk/jXC/GLxPaWGn2Xhua/+yLqj5vJhy0dov38ADkt90DvzQBZ8JW7+NPE83ji+iP2C3LW2hQyLjbH0efHqx4HsPoa9Jrxuw+KGsXlrHbeB/AN5c6VbII4Zpm8tCq8AKAMdB/eJ9qmb4v63oUi/8Jf4Iv8ATrRiB9qgYuq5OOcgDv8A3s+1AHpur6RY65pc+najbpPazrtkRx19x6EdQe1eOpJ4m+Cd86PFNrPgqRyUZOZbTPP4fj8p9VJNet+H/EmkeKNOF7o99FdQ8Bth+ZDjOGU8qfY1qOiyoUdQyMCGVhkEehoAxPDfjDQfFlr5+j6lFcEDLRZ2yJ/vIeR/Kt+vm+/8Jab44+K01j4OtV0mw07P2/UbViAZO/lqDgHPyjGM4Y9K7Rfhr4/sh5Vj8S7t4Rwv2iJmYD6lmoAh8WMtp+0h4PuSRiSxaHB9xOo/9Dr2KvFrj4H6xqN4mqah49v5NWhAEF0IDmIDkBT5mRySeCOSavf8K6+Ip/cn4mXAh/vCA7//AELP60Aemanq+n6NZm81O9t7S3HWSeQIPpz1PtXkms+Pdd+I93L4d8AW80Vkx2XesygoFU9Qv93j/gR7Ada5nx58Mb7wrHY+Jb3ULrxRa20q/wBoxXe8NsyMkEMSFPTrxx1Ga908Kz6Nd+GbC60CGCLTZow8KQoEC+oIHcEYPuKAKPgnwTpvgXQ10+xUySud9xcuPmlb19gOw7fma6qisnX/ABHpPhnTmvtXvorWEdC5+Zz6Ko5Y+woA1CAwIIBB4INea6UB8PPHA0POzw3rsjS6eSTi2uv4ofZW6j349ayz8UfFfiqV4/AfhJ5rYNtGoagdsZ5wSBkDt/eJ9qzvEnhr4veI9Ia01CXRJY96ypHC2ySN15VlbAwR6570Aezalp1rq2nXFhexLLazoUkjYcEGvFfAPw80Dw/8QdU0TXLY3d/EBc6Y9wAYprfP3gvdweCDxxkDjNdB4a+Ktzb6rb+HPHOlyaNqzAIly4/cztwM56DJ7glc9x0roPiHoVze6bb67pK41zRXN1aEDmRf+WkR9mXI+uKAOw8mPyfJ8tPKxt2bRtx6Yr5r+KukD4dfEPS/EPh5EtQ5E6QrlUDqcMmFI+RhwQCOGI6V9CeHdctfEfh+y1ezOYbqISAZyVPdT7g5H4V4P+0berL4g0jTkQs8Vs0xwM43MRj/AMdz/wDroA+ja5//AITvwh/0Neh/+DGH/wCKr55tvh98R/iLIt5rE1wsRZnjk1OVgqbiN3lx/wAIOAflUDgDp06Vf2aWZQW8UCNu6Cx3j/vreP5UAe829xDdW8VxBLHNBKoeORGDK6kZBBHBBHOasV8rat4d8Z/BfVo9V0688zT3lXLxsxhmwDhJk4zwWx6ZJUgjI+jfC/iG38VeGdO1u1G2O8iDmPk+W4OHTJAztYMM45xkcUAblFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5b8cvFv8Awjvgl9Nt3xe6xut046QgDzW5Ug8EJjIP7zI+7XHfs7+Ew8l54quY/uZtbTI74y7D8ML+LVyfxq8RN4p+Iz6fZNJJDpwFjGm9trzbj5hCkDadxCHrnywc4xj6U8JaBF4Y8Kabo8QH+jQBXI/ikPLt+LEmgCbX9dsfDWh3Wr6jKI7a3TcfVj2UepJwBXkXg7wbN8Stdm8eeL7cG0mfGn2DD5TGv3S3qvt/EcnoeX/EB7z4ifEi08E6ec6fpa/adRLMVRnwDtJAz0IUY7ufSvTbW81uyto4H8OQbYlCKtlfKygDgAb1THAHFAG9HGkMaxxoqIowqqMAD0AokijniaKVFeNhhlYZBHoRWH/wkOqf9CZrn/f6y/8Akila+8RT4W20W3gyeXvLwfKPULGrZ+mR9aAPOfF3gG+8F3r+MfALC1aAGS901c+XLGOTtX09V/FcHgv8RfF+1v8A4XNqGilo9Yv3+xJbA7pIJSPmIx14+6e5I+ld+vh6fUJVm1+/N8FIZbSKPyrVSO5TJL/8DYjgEAV4z8QNE0jwX8UNN8UWdstzZJcJPqNpEhItpCeHJA2ru+8FOOV9DQB6b4P0CD4bfDj54PMvEhNzdBMbpZiPuA/XCitWDwna3sXn+JI4tWvJBmRblfMgj77Y4z8oA6Zxk4yTV3V4hr/heb+zZo5DcQrNayZ+VmGHQ59CQKn0jV7fWLQTQMVcHZNCww8LjqjDsR+vUcUAYeoadF4RgOr6QPs1hbAG9sQT5HkA/M6L0RkGW4wCAQR0I6+uY8XTR3mlS+HIWL32rRNbCNTkxxMNskreiqpPJ6nA6mrmo6/HaXw02ztpb7UmUP8AZoSB5aE4DyMeEXg4zycHAOKANS6tYL20mtbmJZYJkMckbDIZSMEGvIPh1NN4F+IWq/D68kZrOcm80p2PVSMlRz/dB/FG9a9HVfFcyq7S6NaN1aLypbjHtv3J+e3t0548v+L8HiCwXSPFjWFqLnRrpT9stpiVaNiPldGAK/NgcFh8x5FAHc/EH4had4E00bgLrVLgYtbMHlj03N6L/PoPbgF+GOu+JdOuvE3jaWe91V0DQaZG2BCmQSuAfvbc4Ud8Zyam8KfD7UPEOmSeONclS78Q3zQ3ljG74jjRXWRV4zjeq7e+Fb1zXqCeJSYvn0TWUuMcwfZckH03g7D9d2PegCKDxd4aigWG3vYlMagC0iibzUHZfJA3g8dNvY+lX7DW7XUJ5LeOO4huEUSGG4haJyh4DAMORnj274qrFrl3HeWseo6RLYwXT+VE7TJIVcjIVwpIXOMAgkZ47iodVkgsPGmj31xKkMUlpdWm+Q7VLs0MijJ4ziJ8D60AHjPwfp3jXQJtMv41D4LW84HzQv2Yf1HcVyXwi8TX08V/4P14ka1ojeXuZsmWIHAPvjgZ7grXbS+LvDkDyK+u6eDF/rMXCkJxn5iDxxzzXm3jvZ4X+LXhXxhanFrqZFleMhG1gcAMfX5WB/7ZigDofC4/4RP4hat4VK7NP1EHVNMHZSTiaMfQ/MB2H1rrj4d0j+3G1p9Phk1IoqfaHG5lA6bc8L+GK5b4o272Wl2Hiu0jLXmgXa3PygbmgY7ZU+hU5/Cu5gmjubeOeFg0Uqh0YdwRkGgCaiiigDlfiLZW998PdciuoxIi2jyqp4y6DcoB7HIAz71xP7OX/JPdQ/7Csn/oqKmfHzX9Z03w3Fp9raBNNviEmvBJ824Eny8dugOc88joDnd+CmnWlh8LtNktWjd7t5bid0L4aTeVxhgMFVRVOBjKkjOckA9GooooAKKKKACiiigAooooAKKKKACiiigAooooAKoavqUWj6NfanOsjw2dvJcSLGAWKopYgZIGcD1FX68e+Nvj3TNO8Oah4Ugup21m8iTcLY8QoXUlZGyMb03DaM5B5ADDIB5T8K7Cbxb8Xbe9vmEzpNJqVy+0Dc4O7OBwP3jL7V9U6vqMOj6Pe6lOcRWkDzv9FUn+lfNfwP8AEWk+GbzV7y/F1JcSxxxRR2ts8zBcksTtGAMhe/rXc/E/4leH9X+GmoW2i6tHLd3MiQNCQY5VXdlsowBxhSCcd6AE+EFj4gTSr/xcLO0vLrXLlpJRPM8T7FZvuHawxuLcHHQc9K9LGv3UZK3fh/VYcfxRrHMp9xsct+YB9ulULLU9B8AeE9J07VtUtbL7PaxxhZpAHchRuIXqec9BVjRviB4U8QSiLTNds5pj0iZ/Lc/RWwTQBM3i6wQlHs9bDjsNGu2H/fSxkfrTm8QTyELZ6Dq1wxOMtEsCj3JkZTj6A/StiaeG2haaaVIol5Z3YKB9Saz7DxLoWqTmDT9b067mHVLe7SRh+AJoApSWniHVWUXV1DpFqT80Vk3mzuM9PNYAJxnO1SeeGGM1LceE9IuPDV1oH2RFsbmNlkGSWZj/ABljyzZ53E5zW9Vdry1W4EDXMInbpGXAY/h1oA8u+DWrXVh/avgXVXzf6JMwhJP34Se3PQE5+jqO1eiX3h/StQuftU9mn2nbtM8ZMchHoXUgke2a8x8fL/wiPxe8M+LYQUt9Qb7BfEYweign/gLA/wDbMV7HQBgXUFh4V0a8vNPsIlmIGAPvTykhUDMeTlioyT3q1oekJpFh5bP513M3m3dwes0p+8x9uwHYADtVXxXtXTLWR13RR6jaO/GcATpz+BwfbGe1b9ABWL4q0hde8KappTAn7VavGuOu7Hyn88VtUUAebfA3Vzqnwxs4nctJYSyWrHvgHco/BXUfhXpNeQ/BVhbaz460gZxZ6uxx2GWkX/2nXr1AHO+MD5egpckkJbX1ncSsG27I0uI2difQKGJ9gRVrUta0C3iVNS1LTkjkICpcTJhz2wCeTWpJsMbeZt2YO7d0x3zVWz07TbQeZYWdpDu/igiVc/iBQBDpmpaRqEckWl3dpOkOFkjt3U+XkcAqOmR615H8UbKJfhjqunNgXGh6ks8C5wywSyHyyMfwgSlB/ueor0zXNun65o2q4CKZzY3EmcfJKPkz6/vRGBn+8fxwPirb6NqfgLW5H+xT31tas0T/ACNLHggkA9R05oA6iy8jxP4NtjcASW+p6ehkBH3lkjGevs1YXwpvZJ/A8OnXDA3ejzy6ZPjsYmwPp8u2rvw0k834aeHWI6WMa/kMf0rM8LA6Z8T/ABjpeR5V0LfUohjGCylJP/HlFAHfUUUUAYXi/QIvE/hTUdJlQMZ4WEZP8LjlT+YFeU/s438zaVr+kkRmC1uYp0cKQzNIrK2c9sRLjjPJ/Dv/AB94w1PwjpctzZ+H7u/TyyftUbKY4T6uM7uOvTB6ZFeV/s66vZQaxr2nXNwsd9eiGSCJyd0uzzC+CepG4HHXGT0BwAfRFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHK/EPxBceFvAOr6vaL/AKVDEEhOR8juyor8gg7SwbBHOMd6+cPhl4Dm+IviS4utTnnawgbzb2csTJM7EnbuOeScknrj3Ir2z456NNrHw0uJYd7Pp9wl4Y0jLllAKN06ALIXJ5wFP1HA/AHxjpWkpqGg6lcQ2ktxMs9vLKwVZDgKUyeAeAR65NAHvWk6Npuh2KWWl2UNpbJ0jiXA+p9T7nmuF+LFhpN7ZWOn/wBiWl/4g1Sb7Pp5cbGjIGWkLrhtqjBIz6V3Fx4g0W0iMtzq9hDGBkvJcooA+pNeZeKPG/hy3+IvhTW4dc067s4RcWlz5U6yGDzFG2TA7ZGCfT60AdX4U+HOleHoY7i9J1bWSo87ULz965Pou7O1R27+9L8QbDwnH4WvdS8R6RbXUNvH8vyBZWY8KqOMEEkgcGuuhuIJ4BPDNHJCw3CRGBUj1yK87+KeoWS2Og3Ul1DLZ2OtW1xexJKCfKBI3EDqASDigCh4Q+GU19pltdeNri7vtpMlppFxcvJFaIeQrZPzsAcc8DpXWX/w08GX8HlP4c0+HA+WS1hEDqexDJg5rqIpo7iFJoZFeJ1DI6nIYHoQaqa3FPLoWox2uftD2sqxbeu8qcY/HFAHknhzSfEPiLUtS0zRfFeqx+DbWYwfapmDXEzDO5IZMZ2DON2ewx1Ndinwj8ELZNbvoiSs2S08krmZmPVt+c5z6VN8Kp7Sf4Z6ItoAoig8qVMYKyqSHyOx3ZP412lAHgPxV8E3el+H7TTdP168vre6u0Sy0m8Xz5fN6Zik6gAFsg8YP0rtrP4d3uvWqT+PNXu9QmZAP7Ptp2htohjlflILn1Ymp5/Kn+Otql6eLfRDJYKw+XzGlIkYH+9tAH0r0GgDyzxF8NtM0jQb640vxNqmhWiW7edG9w09uUx3RznPoQc+lQeG9L8ZePdItbrxNq8+naRsxHb2Cm3nvV7SStklQR/COue1bXxeKnwvp0VyVGmy6xaJqBboLffls/iFrvlVVUBQAoGAB0xQBwJ+EXh61UyaNcatpF3nd9ps7+TczerBiQc9+KxLzxF468I63aeGy9j4pur9GNm5BgniAP35goK7BxzkE4PNet1594GjTUPGHjPWLpc30epHT0DnJjgjVduPQMST796AMzRvg8sM19qOreIdUGp6lK093/ZlwbaLezFuAOTgscZ9TxUPiWHxL8O7GG/07xdc6okkyW8GmarCJ5LmRjhVWRcNu6161Xn/AIg8tvjB4TivWAtxaXUlorH5WuBtB/EIeKAK9p4AvvE6i+8f30t5LIQyaVbStFa246hSFOXbgZJP59alu/hb4d02Ka+0W91Hw7JGpleayu3CDA5LIxIIwORxXodcT8WxdH4V6/8AYwTL5C7sf88967//ABzdQByHhnSPE3xJ0lZfE2tTt4bDMsCQQC2l1FQeJJMZ2rxwB1/U9bcfCLwLcWYtj4dt0UDAeN3Vx/wIHJ/Guq0l7KTR7J9OZGsTAhtzGcqY8Dbj8MVeoA83i8IeKfBsAHhDWTf6fF93SNWwQFz92OUYK98A8etZOieKIdZ+NFhK1jdadqTaRNZ3tlcrho2SQSKQejA84YdRXr1ec/FO3trKPRvEVuRFrdnqEEVo6j55Vd9rxH1BUscfX1oA9GooooAQgEEEZB7V88/Gb4dx6AyeMPDwezCTKZ0gbYIHz8siEY284HHQ4x14+h65vx9HFL8P9fWVVcfYZSqv0ZwpKg/8CxQBB8PvFZ8aeDbLWJFgjuX3R3MML7hHIpIPuuRhgp5AYcnqerrx/wDZy/5J7qH/AGFZP/RUVewUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAV7i3hureW3nijmglUpJG6hldSMEEHggjjFfL3xi+Gtj4Hnsb7RzdGwvmkV45RvW3cEFVD+hUnAbJ/dk5Pb6prgfjBoC6/8ADXVFIQzWSfboWkZlCmMEueOpMfmAA8ZI6dQAcd8FNA8KeIvBImvdB0651GzuHgmkngVy4zuUkHjo2P8AgNepXPg3wzd24t5/D2lvEOim0T5fpxx+FeA/s8699h8X3ejSNiPUoN0eT/y0jyRgf7pf8q+m6APLdc+EfgWCSweHQVQz30ccgFzNgqc5GN+B+FdD/wAKs8DeX5f/AAjNjt9dpz+ec1p+Ky0el206ru8nUbNiPRTcIrH8FYn8K3qAPPV+Emn2oMel+JvFWl2v8NrZaoViT6AqT+tSJ8I/DhT/AEu51q9k/wCetxqUpY/98kD9K76igDybS/hlFZa7rX/CPeIdZ0YRSxqUinEqSFo1clg45OW6k1tv8ONQuQDe+P8AxU5HP+i3SW//AKCtdFpPHiHX1PUzQt+BhUfzBrcoA8r1T4P3NxNa3Vl4410Xlm/mW1xfuLp4mOM4PykA45GceoNaSeHPiNLEILjx3aRIMAzQ6UhkYficAn6V6FRQB5VfeANR1fUpdE1Pxprl1bT2ZlmUmMI53gAbNuAOM/lV6x8E+NdFtRY6Z8QCbNV2Rrd6Yk0kK9Bhi3OPfjiurT5vG8v+xpqfjukb/wCJ/WtygDgl8C+Ip8NqHxD1mST1tYYrdc/QA+9ZUPgDxb4b1u51vw94nhvbi7VRdW2qQYWfb0JeP+LHAOM+pNepUUAea3Vz8TZ76xs5bnw7pKXbtGskEcly4Kozk4bC4wuKj1X4Wavr0Fv/AGr461G4uLeQTRSLaxRiOQfxKF5X8DXZat83iLQFHUTTOfoIWH82FblAHnqeEviB5K27/EX9yv8Ay0XSIvNcehJbj69ae/wwS7WT+1PFnie+aRdrA33loB3ARQBz+Nd/RQB5NoPw91jSbnUtK0Dxvqlhp9nMqRRSwxz43Rq5xkADlj0A/wAdv/hWf2thJrPi3xHqLYxs+2eRF9QiAc/jXQaK4k13xKQDiO9iiOe5+zQt+WHH61vUAefTfC7TYUaS18SeKNOCjc722rOOB1zuB/yK5L4NaQviV73xPrN1faq1petDpkmo3DymJQAS4DHG75l5xwRxiu/+J2tf2D8OdbvFYrK1uYIiOu+T5AR9N2fwrz/4Y/EjwT4X8CabpV5qbW9ym5p98DtmRmJP3QeB0z7UAe30VxyfFTwPIu5fE1iB/tMVP5EVn3vxp8CWYbbrP2h1Xdsghc5HsSAM+2aAPQa8S+PHju3tNIbwpZzB7y5w13tP+rQYIUkHgk4OPQcjDVjeJfj7f6qV07wjps0MtwRGksq75mZuAqIMgNnH97OeMdav/C74S6rFrdt4u8WP+/A+0W9pKN8vmtn55tw+UjIYAfNuIJKlSCAd78JvDL+Fvh7YWtxB5N7cZu7lTuyHfoGDY2sECKRgYKnr1PdUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFV7i3hureW3nijmglUpJG6hldSMEEHggjjFWKKAPia4i1DwB4+mjgmkju9JvGVJmgwXUHAfYT0ZSCBnkN1719Kw6x8SNPt0mm0XRtet2AdJNPuWt5GQ99sgxnvgV5R+0NoKaf4vstZjWNU1OAq+GYs0sWFLEHgDY0YGP7p47n1j4MeIBr3w309XfdcWGbOXnJ+T7n/jhX8jQBn+I/iFI3hy/tNR8J+INOuWt2aJ5LXzIPMHKgyITjkDtxXQWHxV8D6iqmPxFZxM3VbkmEg+h3gV2DosiMjgFWGCD3Fct4c0rTtQ8LWtlqVhbXj2e+xk+1QrIWMLGLncOchc57g570Ab9pq2nagoNlqFrchuQYZlfP5Grtcbe/CnwNfqRN4askz/zwDQ/+gEVTb4T6NGuLDVvEOnHsbTVJAV+m7P8Ak0AdDYuE8Za1Bn5jbWk+PZjKn/tM1u15Y3gvVrHxXb2tn4411XuLJ2We58udsROg2EleeJc8+55rVXw38QbYt5Xj+G5Q/dW40eMFR25Vhn3JoA76iuE+wfE6P7uu+HZQe8ljIuPyaog3xbjO54/BkyDqqNdIzfieBQB0sX/I73X/AGDYf/RktbdeYfaviOvigsNL8O/azZAFftUu0oHOOdvXJP51qf2r8TP+hZ0P/wAGLf8AxNAHd0Vwn9q/Ez/oWdD/APBi3/xNL9s+KP8A0CfDH/gXN/8AE0Abl+6t4x0WHPzC3u5wMdl8pSf/ACIPzrerymRvifc+K1kWLwjHdW9k21ZGuWVI5HGckdyYh04wOa2vsHxPkwH1vw5EOu6OylY/TlqAO8orgX8PfEW4ADeOrO0Ock2+jI/4fO3T9aR/BfiLyWkv/iJq5RFyzQW8MPA5J4BoA6Dw2UlbWbpNp8/U5skdzGFhOfp5ePwrbkljhQvK6oo6sxwK8x8NfDS3vdCs7zUPEPiZ3u4/tT2x1AxojSHzG+VAMElsnnk5Na6fB/wV5gludLlvZQMB7u8mkP5FsfpQB53+0N4qtrjTtL0Kxu4pt8rXNx5UgYAKNqA49dzH8BT/AAh8BtB1jwhpWp6tf6il5e263DLaSoIwr/MgG6MnO0rnk85xxXm2s6ZZ+Kfiy2i6DapaWU16tnELWDcERTteXaOoGGc89B1AHH17b28NrbxW8EUcMEShI40UKqKBgAAcAAcYoA8n/wCGcvB//QS1z/v/AA//ABqp7L9n3wZaXkc88uqXiLkGCa4UI+QRyURW468EdPTivWaKAMDQfB/h7wuqjRtHtbVwhTzlTMrKW3ENIcuwzjgk9B6Ct+iigAooooAKKKKACiiigAooooAK5nxV478O+DrffrGoxxzFN0drH888nDYwg5AJUjccLngkV5p8T/jWulgaR4PvYZ7z5Xm1GPbLHEOoRM5V2Pc8gDjls7fLvBvw48SfEO9kvAzxWkkjNPqN1lt7k5bGeXbPX36mgDu9Z/aQvHDromgQRYlO2a9mMm+PnGY027WPB+8wHI561j/8NG+MP+gbof8A34m/+O16z4c+C3g/QIV86wGqXOBumvQHBPsn3QPwJ966KTwB4PlXa3hbRQP9mxjU/mBQB5H/AMNNf9Sj/wCVL/7VWnp/7R+hy2zNqeiajbThyFS2ZJ1K4HJZihBznjHYc88dvc/CLwHdjEnhy2X/AK5PJH/6CwrIn+AvgWX7lneQ/wDXO6Y/+hZoAg074/eCb25eK4Oo6egUsJbm2DKTkfKPLZznnPTHB56Z1oPjH4BubmKGPxDGru4RTJbTIoJOOWZAFHuSAO9ctcfs3+G2/wCPfWNVj/66GN/5KKxbv9mk7ibPxONvZZrPkfiH/pQB0Pxk1Twx4o+HlzDZ+I9LuL2zlS7t4IdQhzIVyrDBb5vkdyAOSQMZ6Hh/2efEX2LxReaFK4EOoQ+ZEC3/AC1j5wB7qW/75FR3n7OXiiI5tNS0q4T/AG3kjb8tpH61i3HgHxl8M7y08U3NpEYLC4jdpYZ1YDLAYI64OdvTvQB9bVz+lf6H4n1mwJOy48u/hB6fMvluB9GjDH3krV06+t9U0211C0cPb3MSyxsO6sMj+dY+v7bDUdJ1gDCwTfZbggZ/czEL+QkERPYAGgDo6KKKAMHXc2+r6DejAVbtreQn+7JGwH/j4jrerD8WW8k/hm9aBN9xbqt1CoOCZImEijPuUArWt547q2iuIm3RyoHQ+oIyKAJqKKKAMGZlTx1ZKeGl024I9wksOfy3j8/rW9WFfqq+MNFmx8xt7qAHPZvKcj/yGPyrdoAKKKKAMDSwsvi3X7oHJjW2s2PpsRpcf+R8/jW/WD4WzLY3t6V2m8v7iUe6hzGh/FUU/jW9QAVheLXf/hHbi1iJE18VsoyOoMrBCR9Axb/gNbtc/df8TDxfZWi4MOmxNeS+0jgxxD/vnzT+C0AbkcSRRrHGoVEAVQOwFcn8TfE48J+BNR1BHC3UifZ7YZ5Mj8Aj6DLf8BrsK+f/AIlx6r8UPHX/AAi3h4xPb6NGXuJZH2x+axAbJx1HAA9d1AHM/BW50Dw9qOo+KfEGqWVrHbRC3toZNrzM7kbnRATIMD5cheRI3OFavZv+F2/D3/oYf/JK4/8AjdeU2n7N/iGQZu9Z0yHPaIPJ/NVratP2aYQ2bzxPI4/uw2YX9S5/lQBuf8NG+D/+gbrn/fiH/wCO1jXn7SdpHeSLYeGp57UY2ST3YiduBnKhGA5z/EfXjpWva/s6eFYiGudR1afH8IkjRT9fkz+tbFv8CfAUOPM024nx/wA9LuQZ/wC+SKAPPtS/aS1KW3VdM8O2lvPvBZ7m4adSuDwFUIQc45z2PHPGX/w0b4w/6Buh/wDfib/47Xttt8K/A1qFEfhuybbgDzQ0nT/eJzV8eAvB4j2/8IrouMY5sIifz25oA8y8O/tFaZdCOHxBpU9lIdim4tW82Mk8O5U4ZFHXA3nGepHPruj63pfiHT0v9Jv4L21bA3wtnaSAdrDqrYIypwRnkV554p+BHhnWYZJdIRtIvSMr5RLQk+6Hp/wHFeKyQeNvg74jSQvJbZcNlGL2t4BnhhwGGGbg4YZyMHBoA+wKK4T4ffEvS/iBayCKP7FqcGTNYvJvITOA6tgbl5APAweCOVJ7ugAooooAK+cPi98Xv7V+0eGvDVz/AMS/lL29jb/j59Y0P/PP1b+LoPl+/wBl8bPiJN4X0uLQtIuZINYvU3vKiHMNudykq2eHZhgEZIAY/Kdprzf4N/DNfFd//bWrwk6NavhI2HFzIP4fdR39enrQBa+FHwffxEYde1+N4tJzugtzw1z7n0T9T9OT9J21tBZWsdtbQpDBEoSOONQqqB0AAqrqer6ToNoJtSv7Wwt1G1TNIqD6DPX6CqXh7xhoHio3Q0TUo7z7KwWbYrLtz0+8BkHB5HHBoA36KKKACiiigAooooAKoavplprek3WmX0ZktrmJopVBwcEY4PY+hq/RQB4+nwg8RaER/wAIr4+1G0hVcLbXILoPyO3/AMdqve2fxmt9NuLC5j0XXreSNo5MFUd1PHH+rwQOh9u9e0UUAeOwfE3xxosMMOv/AA81GXYgWS5tGZgSBy2ArDk/7QqxF8f/AA1HMINS0vWdPlxkiWBSB2/vZ9e3avWqimghnTZNEkif3XUEfrQBwVr8afAF4Qh1vyWb+Ga2lUdO524/Wk8JePfCMGjLpp8RaZEtlK9tCZbhYw0Kn92RkjjYVH1BFePfGrxVoWo6uNF0LTtOCWrn7TfQ26B5JP7iuBnaOc4PJ+nLbH9n7xde6fbXf2rSrf7REkvk3EkySR7gDtdfL4YZwR2NAH0jB4k0K6VWt9a06UMMqY7pGyPUYNW01GykXdHeW7L6rKpH86+av+GcvGH/AEEtD/7/AM3/AMarFufgj4/hnljTRo50RioljvIdrgH7w3ODg9eQD6gUAfTGtyD+1PDlzCyMg1Bo3Oc/K0Eo499239a6GvkD/hSXxC/6F7/ydt//AI5R/wAKS+IX/Qvf+Ttv/wDHKAPrg3lqDg3EQI/2xWRrPifS9L0a8vBqVmZIYHdEEykuwUkADPJJ7V8vf8KS+IX/AEL3/k7b/wDxym+MfhL4l8FaUupXy2t1Zl9kktmzOIScbd+5VIBJwDyM8HBIyAfRmmeMfB2h6HY6fJ4o0gtbW6RsVvUckqACeCec5qve/GbwFZMVbX0lb0ggkk/ULj9a8k+DNt4F18vo2taLbPrIJeGWV3IuUGTjBbaGHoAMj6GvdbTwL4SsmV7fw1pSOOj/AGRCw7dSM0AcTP8AH7wy0vk6bp2r6jMRkCG3AH6tn07VkaX478d3E+o3Ok/D28eW9uDL5167ou0AKigEKMBVHQ9cnvXtUFtBbJsggjiX0jQKP0qagDyEWXxq13H2jUNI0KJuWWFQ7j2HD/8AoQ+tdZ8PfAsPgfR54Xuftmo3cplurwqQZD2HJJwMnvyST3rsqKACiiigAooooAKKKKACszWtE07xFpc2m6raJc2sowyN2PYg9QR6itOua1fx54X0HV10rVdYgtL1lDiOQMAFPQlsbR+JoA+c/G3gXW/hV4gtta0e7nNksu61vkHzRN/ckHTpkc8MMjHUV7p8NfiTYePNNKtst9Zt1BurUHhh08yPPJQnt1UnB6gt1M0ek+J9FeJjb6hp10m1tjB0dT6EfzFfLPi3w5qnwj8fWl9YsTAkv2iwnJIEig/NG+CD0O1hnlT70AfXVFYHhLxRZeL/AA3aaxYMjiVAJ4lkyYJcDdG3AOQT1wMjBHBFFAHyf4gnm8d/FC7a1uPtH9p6j5NrN5e3MW7ZGduAcBAvXnjnnNfRfi/XbX4V+ArKx0e3Et2wW00+3wSXfHLkDk+p9SQO9fNvhq8fwX8RbGbVIvLbTb7y7pAQxTaxR8bcgkc9OuK9y1SSDxX+0FoESSpPp+m6f9tjKYZWY5YMD9TGf+A+9AE3h34Qf2pIuufEC6n1bVpsMbdpSI4R12nbjP0GF7YPU+maVoml6FbNb6Vp9tZQsdzLbxBNx9Tjqfc1pUUAFZes+INI8P24n1fUrayjY4UzSBSx9AOpP0riviF8QrvRtSt/C/hi0F74kvQNq4ytup6Mw7nGTg8ADJ44Of4e+DdrLMNY8bXc2uaxINzpLKxijPXaO7AZ+noKANzRvi54U1/X4dF0u5uri4mJEbrauEOAT3GQMDqRXe1SstK0/S4li0+xtrWNRgLBEqAD8BV2gAooooAKKKKACiiuU8WfEHw74Nt2OqX6m525S0hw8z/8B7fU4FAHUPIsaM7sFVRlmJwAPWvnz4rfGZLqGbQPCtxmJspc6hGcbh3SM+nq3ft61yfjD4neJviNe/2RpdtcRWMuRHp9mrSSzgDJ37RluATgDA98Zr0r4XfBc+HryPXfEwhn1KPa9raod6W7YB3MejSA8DGVXGQScFQDL+CvwtmtbhvEnibS3inicf2fbXIKsjAndK8ZGQQcbM+7Y+41e+UUUAFFFFABRRRQAVn6rpdlrml3Gm6nbJc2dwmySJ+jD+YIOCCOQQCMEVoUUAfIXxC+H2p/DnXYrq1mnfS5Jd1lfqcPGw5COR0cYyDwGAyMYIX1/wCF3xhtvEscWj69JHbauAFjmLAJdf8AxL+3ft6D07VdLstc0u403U7ZLmzuE2SRP0YfzBBwQRyCARgivmn4ifBjUfCol1TQTcahosUXmSMzKZrfGMlgMbl/i3KOADkADcQD6mor5i8BfHTU9BEWn+IRJqWnrhVnBzPEPqfvj68+/avoPw/4o0bxTYi70fUIbqMAFlU/PH7Mp5U/WgDaooooAKKKKACkJwCfSlooA85t/jX4Jlv5LOa/ntJUkaMm5tnQZBxzxx07498V3dhqNlqlol3YXUF1bv8AdlgkDqfxFVNV8OaLrcRi1PSbS7U/89oVYj6HqPwrzDV/hbqvg6eTXvhxfz28qDdNpkrl0mUc7Vz178Nk+hBoA9lrE1vwpoHiMD+2NItLt1XaJJYxvUegbqB9DWN8PfHtr440mR/L+y6laEJeWjHmNvUZ52nB+mCK7SgDxHX/AALqvwyMvifwLe3Bs7f95e6VM5dGjGMkeuAOc8gcg9q6PxDBp/xa+ErXlnGPOaE3FsGxuhnTOUJ/Ar7g5r0eSNJY2jkUMjAqykZBB7V4f8Otfs/AVj4802+l8u20a/Z7dHb7+7cqquepPlr+efWgDzz4Z/FGX4fW+o27ae+oQXbRukZujEsTKGDMBsYZYFQTx9wdexXFaZoera15v9laTe3/AJWPM+ywPJsznGdoOM4PX0NFAHvfxr+GH9qRXnjDSWxdwxeZfwO/EsaLjzFJ6MqqMr0IHHzDDcR8A7+1tviI3267WIyafJDb+Y+Azl0IQZ9gxxX07qFjb6lp1zYXcfmW1zE8MqbiNyMCGGRyMgnpXzJ43+B+ueHZjd6CtxrGnHLYjj/0iH5sKpQHL8EfMo7MSqgDIB9TUV8j+HPjX4v8PQpbNcxalaqAFS8Usyj0DghvzJrsF/aVuwgDeGYC3ci8IH5bKAOl+DMMOra74t8S3hEurSag1uWYDMUfXA9Aen/ABXsdfGUvxA1K38X3XiPw+i6NPdndPBA2+ORs5JKsMHJ5x65xXVQftEeMYowr2ukTN/fkt5Af/HZAP0oA+o6K+al/aQ8QCIB9F0wyY5YGQDP03f1qlJ+0V4wdcLZaNGc9Vgk/rIaAPqKivkq8+Onjy5TEeo29t6mG1TP/AI8D/kUxp/ix4o+zAjxLPDdbTG6RyxQOHxhtwATbyDuPAHOcUAfUmqeIdH0OMvquqWdmO3nzKhP0BOTXnuu/HzwjpgdNPNzqkw4AhQxpn/ebHHuAa8o0/wCBHjrUmme8istPcEHdeXQcyk5yR5e/p3zjqOvOPQdF/Z00W0n8zWNZutRQOjJFDELdSAfmV+WJB4HylSOeeeADgNf+NfjHxRMLHSv+Jcs7COOGwUtPITwFD/eySeNoBqTw78DfF3iK5+06yw0m3lAkaa6PmzvuBP8Aqwc5zjIcqRnuQRX0RoPg/wAPeF1UaNo9rauEKecqZlZS24hpDl2GccEnoPQVv0Acz4V8CeHfB1vs0fTo45im2S6k+eeThc5c8gEqDtGFzyAK6aiigAooooAKKKKACiiigAooooAKKKKAPMfGnwV8PeLLibULVpNJ1SZy8k8K745GJXJeMkDOAeVK5LEndXhOveBPGnw4u/t7RzxRR426np8jGMfd6sMFOWC/OBk5xmvsSigD5i8NftBeINNCQa3bQ6pAMAyr+6mA+oG0/kPrXquh/G/wVrIVZr6TTZz/AMs71No/77GV/MitXxD8MfCHibzJL7RoIrl/MJubQeTJvfq5K4Dtnn5w3OeOTny/X/2cJgzSeHdbjZC4Ag1BSpVdvJ8xAdx3dBsHB68cgHu9lqdhqcIm0+9t7uIjIeCVXBH1Bq5XyFefCb4g+H2nuotJuHWBton0+dXaQbsBkRT5hB4P3cgckDBqOXxf8TPCiQre3+u2Sy58oajG534xnb5oOcZHTpkUAfYNFfJ9t8fPHNuAJbmzucdTLbKM/wDfOK0ov2i/FqlRJp2jSKCN37mUEj6+ZgflQB9PUV80zftIeImjxBo+lI+er+Ywx9Aw/nWbe/tBeNLqFo4U0yzYjHmQW7Fh7jezD9KAPRNUjg8PftG6PLprKr6zaut9AnfhsOR2yUU/8BJ717JXx54U+JN3oHia58Q6hZ/2xqcyeWLi5nYGNT124BAz06cDpjnPdTftKX7RkQeG7ZH7F7pmH5BR/OgD6GZljQu7BVUZJJwAK+PPGCp4n+LOoWek3UUkOpakkEMm8+UzsQgYkA8ZJ5APGcVc1Hxr49+J12NItzPKsmM2WnxlI8Ehcuc/dywBLnaOOlerfCn4PTeFL5Nf19421RFxa28EhK2+5MMXPRnwzLgZUcnLZBUA7bwB4Es/Aegf2fatHPdSOXub0R7GnOTtyCWwFU4AzjqerGiuuooAKKKKAMjUfDWhavOtxqmi6dfTqoRZLq1SVguScAsCcZJOPc1y3/Ckvh7/ANC9/wCTtx/8cr0CigDEsvCfh3TbuO8sNA0u0uo87JoLOON1yCDhgMjIJH41F/wgnhD/AKFTQ/8AwXQ//E10FFAHP/8ACCeEP+hU0P8A8F0P/wATR/wgnhD/AKFTQ/8AwXQ//E10FFABRRRQAUUVieK59UtvCWqz6LF5upx2sjWygZO8A4Kja25h1C4+YgDjOQAbdFfMtl8RNW0jwXLqmg3Pi2/unWOC/utYUXNjbSbfmaF8kq4dl2hjghhuBO2o1+LvxAvtSvI0voLTUVl8hdJNiqpGPLkEsrPJzH5RRWO9sDJJ+VSKAPp6ivlG/wDiH8R9X0a5uJdb+yWf9nx3n+jqkTyRrOluWV0G9WMuSRlR97ACkA14fiN478QyaVoFp4m8n7b9ntF8oFHjfcIwZJtvmbmKh2Ks2d591AB9bUV82eF/iB4i1Lw1478RaprV3tt9Ngt0t7cYC3EgMUcyfMPLIZdzbMAlycfKBWRF8Q/iRpYu47Z7q4e5e108TvbTTeRcxxgGJBLwJ25EgKks2SOxoA+qqK+Vh8aPiNBqN+8zxn7O+6e0ksQFtQJVBU4AdRnEfzEn5+u7BGm3xh+IGparqtjZ2P2aa6u4bOziMSg2E5kwsbM64ZnCupD45BI2hSKAPpaivlWz+Mfj2W2eEa3azCVI5Jbx7DJ05fN2Etsjxg5XJ2vwygYYkVBffFT4g61o9npx1GSCedwsJtLdorq+DOwDKyLjCtHs+TaSTjDfNgA+saK8K+H3xL+IXiG21O4XwumuwC4ykkdxHZrb5GTECwIcAYPdhn5idwrjtC1/4n6XZ6JqWnazNqo1vz5YLGd2uXdbYnzFIkGVyN3Ebbm+uKAPqaivmWw+NPxA1G506ODTo7lHvWfZZWjGS6RDvkt1J3DARlGVXcBtJJ5Jpz/E7x/4gjWGDU4IUWWbUory2ikhUeTbmZ7bOMOqg4KsGy23LFSCQD6mor5tX4w/Ee4ebUrfTLSaCC3zcWSadOUt0KiRLh2zkBlJ2nfghSdo4Jj8M/FPWo/GUV14iub7U1GnzQ6ZHZiWKG/n8xxG/lqAG3HfEG8vg7cqCpIAPpaivmVvjL44fQL2QT2ixT3AaHV0s38q2byzIbRcoQz/AHVBYHHzEsQQ6pqnxb8egSX7XtrpENw8tmLWW23NbXFvHC0uAYywLs20B9wXeQcbQ4APpuiszQrm7vvD+mXeoW5t76a1ikuIdhTy5GQFl2nkYJIweRWnQBQ1LSdO1m3W31Owtb2BXDrHcwrKobBGQGBGcEjPuazv+EE8If8AQqaH/wCC6H/4mugooA5//hBPCH/QqaH/AOC6H/4mpbLwn4d027jvLDQNLtLqPOyaCzjjdcgg4YDIyCR+NbdFAHIaj8M/BWqWywXHhnTkRXDg20X2ds4I5aPaSOemcdPQVBp3wo8DaZcGeDw3aO7IUIui9wuMg8LIzAHjrjPX1NdtRQBUsLC00yyjs7G0gtbaPOyGCMRouSScKOBkkn8at0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXj+j/APJPPi1/2FdY/wDRQoooA9A8Cf8AJPfDX/YKtf8A0UteP/sy/wDM0/8Abp/7WoooA+gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z
317
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.
A
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318
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.
B
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
319
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.
G
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
320
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.
C
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R7Vx/hXx5f8AgK5dbS5udV8PRttuNPuVMd1Y8/3TwMdOCVPfaTX0fXJeNfAOneLrNpFCWmrRqfIvUX5gf7r/AN9D0INO4HTaDr2neJdHh1TS7gTWsw4PQqR1Vh2I7itWvmrRbbxj8I5l126sHGjS3Bg1G0ikDL1wJVHYH+E+2DwRX0LpOq2etaXBqGn3CXFrOu6ORDwR/Q9iO1MDQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKQnFAHKfELxangzwheaoNpuuIrVG/ilbp9QOWPsK5n4T+D5dE0iTXNWEkmvav++neX76ITkL9T94/gO1cP8AEXxBJ4x+KWlaVotk2t2+kNve1ibCSyhsvuboFGFUt0612snhjx94oJfXvEqaJbN/y5aODux/tSE9fxNID0OW4ghIE00UTHoJHC5/M08EEAggg9CO9cFa/BzwZCpa7sbjUZj96a8unZj+RArrNB0Gx8OaUum6cJRbI7OollLkbjnGT2pAaVFFFABRRRQAVz0qAPJGyqyncjKwyGB4IIPUEdq6GsS8GLuX/eqZFwPKZWuPhH40h1Wx8xvCeqSCO7txki2c+n0HK+oyvaveYpY54klidXjdQyspyGB5BB9K4XXdHt/EGh3mk3WBFdRlNxGdjdVb6g4Nch8MfiFY+G/B+oaR4pvFtbjQ5zAquSXkUk4VR1Yghh7DHaqi7ikrM9vrI1jxLonh6HzdX1W2s16gTSAM30XqfwFeTv428dfElpLfwbYnRtKDbX1K5bDsPQHBwfZQT7itLQvgpolrcm/8RXVxruoNy7XDERlvXGct+J/CqJHal8fvD8d0bbRdO1HWJB0aKPYrfTPzf+O1THxW8e3g3af8N7zYehl8w/8Asor0+w02x0qAQ6fZW9pEOiW8SoP0FWjz15+tK4Hk3/CzviNbDfc/Di4KDr5fmZ/kafD8fbe0kWPX/Cuq6ac4Jxux+DBTXq1NljSeMxzIsqHgrIAwP4Gi4GFofxJ8I+ICqWGuW3nN0hmPlOT6ANjP4ZrrAQelcBrnwr8Ia6rl9Jjs7hh/x8WIETD3wPlP4iuQTwJ4/wDA7ifwf4j/ALStE/5h18cZHoATt/IqaLge30V5FpPxvt7W+Gl+M9IutEv1O13CFos+uPvAfTcPevU7K/tNStEurK5iubeQZSWFwyt9CKYFqiiigAoxRRQBz+veC/DniZD/AGxpFtcvjHmldsg+jjDfrXn918CrewvGvPCfiHUtFuR90b96/TIIbH1zXsFFAHi0k/xj8KPia1svEtoOrxqPMx+G1s/gafZfHPT4LhbXxLoGpaNP0ZmQuqn6EBv0NezVVvLC01CEw3lrDcxHqk0YdfyNFgOa0nx14V1vaNP16xkdukbSiN/++Wwa6EcqGHKnoR0rjNZ+DPgnWVY/2SLGVv8AlrZOYiP+A8r+lcw/wT1jSH3+F/HGo2QHIim3Y/EoQP8Ax2lYD1qivJ47f41aDkb9K1+IdNzKGx9fkP8AOmS/FfxToz7PEHw+vogPvS25Yr+BKkfrRYD1uivKrX4/eFJDsvLTVbN+4eFXA/Js/pW1bfGPwHc9Nc8o+k1vIv8A7LQB3dFcxD8RvBlx9zxPpn/A5tn/AKFiuitbq3vbWK6tZo57eVQ8csbblceoPcUgJaKKKACiiigAooooAKKKKACue8TeM9J8LRxpdvJPfTf8e9hbLvnmP+yo7e5pfGPiX/hGNAe8ih+0X00i21lb/wDPad+FH07n6VB4I8FnQo31bWHW98SXn7y7vHGShP8AyzQ9lHTjr9MCmBmQS/EvXz5sNppPhu1P3BdA3NwR2JA+UfQ4NJd6R8SNHtnv7fxLZa5JENzafNp6wCUdwrqchvSrvjj4o6L4HK29wst3qDrvW1gIBVexcnhQe3c+leVXX7RPiFLoGLRtNFseQGMjFl/3sj+VMD2LRNW03x14VeSS2BhnV7a8s5vvROOHjb3Hr9DXnPh6+uPhD46/4RrUZmk8Nao/mWV1Jx5Lnjk9OuFb8G9an8DeK7W/+IgvLEeTZeJbRpZbYtnyb2H7498rznvuFd7438I2njTw1PpdxtSbG+2nIyYZR0P0PQ+xpAdgDmlryL4aePpI5v8AhCPFRa11uwPkRSStxcKvQZP8WOh/iGCOa9cBzTAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvJ/ix4p1Ga6tPA3hmQnWdTOJ2RsGGE9if4cjJJ7KD6ivULu4is7Oa6mbbFDG0jt6KBk/oK8b+D1nLr+r6/491BD9ovrhobbcPupwWx+G1f8AgJoA7vwZ4O07wZocdhZRq07AG5udvzTP3J9vQdq6OiipAKKKKADrRRRQAUUUUAFYl6f9Ml+tbdeQeNvGl/da83hTwen2nW55Cks0fIth356AgdT0X69E1cqLsT+L/H8OjXH9jaPAdS8QTEJFbRLvEbHpvx1P+yOfXFReFPhE15fyeIfHjLfapcMJDaAjy1OP48cMeBwOOO9dR4B+G9h4OhNy5F7rc4JuL58k88lUz0Hqep7+ld8kCjluTTSsJu5VhgWONIoYlSNBtVEUBVHoAOBU4gJ6kCrFFOwiIQJ3yaXyU9Kkop2Aj8lPT9aQ269iRUtFFgK5gYdCDUbIy9VNXKKVgMHV9D0vX7M2mrWFveQEcLMmdv0PUH6EV5lffCvW/DF02pfDvXJrNj8z2FzLlHx2BIwfow/GvZ2hRu2D7VC8TJ2yPUUAeVaN8ZZtMu10rx/pM+jXw4FysTGGT3xyR9RuH0r1Sw1Gy1Szju7C6hubaQZSWFwyt+IrN1jRNM1+wax1ayhvLYnOyVc4PqD1B9xXmV18Ltb8IXU2q/DzWpYGPzPpt0wZJR/dDHg+24Z/2qLge1UV5DofxoNrfppHjnSptE1AcGbY3kt7kHlR7jcPcV6rZ31rqFslzZ3EVxBIMpLE4ZW+hFMCzRRRQAUUUUAFFFFABRiimswRSzEADkk9qAKtzpdhfD/S7G2uP+usKv8AzFeS/Em48B+G3XTrfwlpuo+ILkYhtILYDaT0L7MHnsByfbrW34u+MPh7RLOaHSLyLVNWZjFDbwZdQ/TLMOCAewyT0FVPhl4FudJebxR4jzP4i1AmRjJ1t1bkj2Y9/QYA70Acf4Y+BU2oz/2n4qZLJZTvGnWOFK57M3IUewyfevbNK0u00XSrbTbCMx2tsnlxIWLYH1PJ61coqQCiiigAooooAKKKKACiiigDg9TI1j40aHpjgtDpGny6iVPQyudin6jqK7XxFqyaD4e1DVZACtpbvLt/vEDgficCuLux/ZXxy0q9kbEWr6TJZoT08yNt+M+4rZ+KUTz/AA015IwSRbbjj0DAn9AapAfLEqXes6jPqF9K091cOZJZGOSWP9Ow9q9S+EnhfwzqE1/FrkFrc3QKm2trkjbtwdzKp6nOAfTiuB0sx8ZxWX4yVv7Qt3T/AFRhwvscnP8ASgD0LUF0nwx8bNJs9AMS6f8A2hA7JG25YZXBSRVPpgrkdjx2r6HxjivjXwQS/ifRoSNytqdttHcHeORX2WfvH60mByvjPwBonja1VdQjaK7jGIbyHAkT2/2l9j+GK4eGH4u+B8Q2xt/E2mx8IHO6UL+JDj82r2GigDyVvjxcWNyljq3gzUrW/K58gPy3uAyg44NTf8Lw1HG7/hANX8v13H/4is34rA+HviN4W8VsG+ykfZZ27Lgn/wBlcn/gNd2GJAIckdiD1pN2N6VJTW5z1n8ffDpmEOq6bqmmP3MsIZR+Rz+legaJ4o0PxLb+do+qW14APmWN/mX6qeR+IrmbyztdQgaC9tormFuCkyBwfzrhtV+F9rFcjVPCt3No+qxfPF5bnyy3p6rnp3HtQpDlhpLbU95orzj4VeOdQ8V2Oo2OtRKmsaXKI7gqMCQHIBx0BypBxx0PevR6o5wooooAKKKKACiiigAoopGYL1OKAFopqurdDz6UblzjIz6ZoAdRRRQAUUUUAFFFFABRRRQBxHxc1I6X8MNclUkNLCLcY/6aMFP6E0fDexXTvhxoECjGbNZW+r5c/wDoVZvx0jaT4V6iVBOyWBjj08wD+tdB4OkWXwRoLr906dBj/v2KTA26KKKQBRRRQAUUUUAFFFch8RPGsPgvw886FX1S5BjsbfGS7/3iP7q5z7nA70AYnxJ8d3mn3UHhLw1GZ/EWoAJlf+XdW6H2YjkZ+6OT2rc+H3w/s/BellQRcapcAG8uyMlj12rnnaD+Z5Ptl/CzwJcaHbTa5ruZvEOokvPJIdzQoedmf7x6t+A7V6eoCjAGKYCKoRcCnUUUwCoZ5vKxgAk+tSMSMAdTUJVSwO3ce3qfegCZTuUHGMinUikMoI6GloAKKKKACiiigAooooAjeIPyODVZlKnBFXaRlDDBGRSsBhavoel6/ZGz1awgvICOFlTO33U9VPuK8xuPhVr3hS8bUPh9r8tuSdz2N4/yP7Zxtb/gQz717FJEUORytR0gPKrD41XGjXw0vx5oNzpN2vBuIVLRN77euPdS1eoaPrmmeILFbzSr6C8t2/jibOPYjqD7GotQ02x1a0a01Gzgu7dusU8Ydf16fhXnGq/BbT4rk6h4S1O70HUByvlSs0Wfz3D8yPancD1+ivE49d+Lng0garpUPiOxTrNbcybfqoB/NTW3pPx18JXkgt9TF7pFyOGS7hJUH6rn9QKYHqNFZGmeJNE1lFbTNWsrsHtDOrH8s5Fa+aACmsodSrAEEYII60pIAyTxTRKhOAwzQB4RrngzUvhl4tm8XeHdJt9T0dsvNaGMGS0BOTsPVQOzL0HBGOa9O8IeKrPxj4fj1eyhmhiZ2iaObG5WXGeRwRz1rhvjH4x8S6JOmi2sNpBpuqxeSt+5bchPyupPReDnODwc9q7fwT4ai8JeErHSI3WV4lLzSr0kkbliPbsPYCkwOgooopAFFFFABRRRQAUUUUAFFFFAHN+NfDcviPRUFlKLfVbKZbuwnPRJl6An0PQ/h6VH4W8V2fjLT7vR9UgNprECNb6jpsjYZSRhiv8AeQ9iOmfoT1Fc54k8FaT4meK5mWa11KD/AFGoWb+XPF6YYdR7H9KdwPnDxToF/wCBPED6ZdgtCcva3A+7NHng/UdCOx/Csa61GK4h8uZVdfQ173q/h/x29k2nanb6H4x00H5RdD7NcD6MMAHHcHNef6h8LZ7kt9j8C+ILOdvuIdVt5IVPuxXOPxpgYfwm08ar8S9Jjhj/AHNo7XknfAQHH/jxUV9WVwPwv+Hi+CNLlmvPLk1e7/1zocrGg6Rqe/PJPc/Su+pMAooopAYPjLwzB4u8K3ujzFVeZN0MhH+rlHKt+fB9ia82+G/iKe5tZ/DerKYtX0kmFlbq6Kdv4leh9sGvZ68y+JfgW+vruHxV4XBi16z/ANYsfBuUHt3YDjB+8OOwoeppTnySudFSjqPrXKeEPHGn+JrdYHZbXVoxiezk+Vtw4JXPUZ7dR3qfxv4jh8OeHrmTzAL+dDFaQ/xO54yB6DOc1Fjv51y8xnfBBvtOveNdY5Mc14qJjv8ANI38iK9oilEi5AI5xXA/CfwpJ4W8CwW96my9unN1cA/wFsBQffaB+JNegR7du1V247VqeY3d3H0UUUAFFFFABRRTGYKPUnoPWgAZgo9Seg9aYASc557kdvYUgDFuvPc+nsKcX2/Ii5I7dAKAEZDjqGHo3b8aDGcdEP8As4pxdl+8nHsc08EMMjoaAI1bGASSD0J/kalqN06kDOeo9aRW7Ekg9Cf5GgCWiiigAooooAKKKKAOa8f6YdY8Aa7YqNzvZyMg9WUbl/UCud+EGqJqnwy0khgXtVa1kA/hKMcZ/wCAla9FYBlIYZB4IPevEvhaT4U+IPinwTOdqeabu0B7qP8AFGU/8BNJgew0UUUgCiiigAooooAgvby306xnvbuVYra3jaSWRuiqBkmvIPBVhP8AEnx1ceOtUiZdMsZPJ0u2ccEr0P8AwHO4+rH2q78VtUuPEOs6X8O9IkxdX8iy3rjpHEOQD+ALEew9a9P0DRrTQ9ItNMsk221pEI0B6nHc+5OSfc0wNWNNi47nrT6KKYBTWbsPvfypGbHA5Pv2qI5yS2GV+uKAEJIG4Ox28/MO3rSkDsuBn5wOv/6qU/KQBht38Td/akEWWGAyAdRn+VAE4xjjpS00kIvPAqFpyfujFFwLFFUi7HqT+dAZh0J/OlcC7RVZZ2H3hmplkV+h59DTAfRRRQAUUUUAFVJU2Px0PSrdV7gjIHcUmBDRRRSAO+azNY8OaL4giEer6Xa3oHQzRgsPo3UfnWnRQB5jqXwJ8IXjmSz+36bJnINvPuUH6MCf1qqnwx8Y6Om3Q/iJepCvKxXSMVH6sP0r1gkAZPSmZJwSMN2B7e5pgeZJp/xgsIGH9t6XqUv8CsqIB7nKCqyTfG7diWLRpE9C0Q/rXq/C8DLE/maX9518sY9m5ouB5JqPhL4k+LLcWuu6jolvZhw5i2eacjv8qj+dej6Bp8+j6La2FxeG7a3QR+aU2kAdBjJyAOM1qBgwyKCOcjhhQAtFMB25OMKOo/u//Wp9IAooooAKKKKACiiigAooooAKKKKACjFFUdZ1ey0DSLrU9Ql8u1tk3uwGSfQAdyTwBQBeorgfBWv+IvGV+Nda4sLLw/h1i06MiWd+ytIw+4c84/TvXb3Uk0aKYY9xzzxnFDBE9FIM4GRg9xS0AFFFISFGTQB578Qfht4d1uzvtckjlstRhhedrm1baZSqkjcp4J4xng+9cx8J/hrp2p2Fr4o1uW4vL9Jm8iGV8xKUPBPdiD7446Gut+K+tT6V4Qe3t4RLd37i3SJGyxXIL4HrjA/4FXVeE9HHh/wpp2nkfNBHmQHtIx3Nn8SaaA2VOecfPzj0P/16kjA28ZPqT1zUbBjwFKtnORyPrUyrtHXJPU+tMB1FFFABRRRQAVAx5OeOgz6A1PUUuM/8BOaAJAAo46Cmxj5Ae55NOHAGajz5fDfd7H0oAlpicOy9utJ5qfwncfQc0wKZO/yk847+30oAk82P++v51GcMSR/FgD396kYhAAByegoVcck5Y0APooooAKKKKACiiigArx74xWFzoGraJ8QNMjzPp0ohuwP44ieM+3LL/wACFew1n6tplprelXOm30Xm2tzGY5E9QfT0PcGgCrpWpWusaTa6lZyB7a6iWWNvYjofcdD7irleO+A9XuvAPiu5+HutMTAZGl0q4c4DhuQvp83OPRgR3r1X+04h1jkB/CpbsNK5doqidUi7RufyqNtUP8MQ/E0roOVmlVLVNVs9H064vb2ZY4LeNpJOecAZqnJf3D/x7R/sjFeX/GDUZ30fT/D9mS13q90qbR1Kgj+bFfyovcfLZXZe+D+l3OsX+r+PtVXN1qkrpa56pGD82PbgKPZTXssK4jHvzWPoekwaHotjpNsP3NpCsK++ByfxOT+Nbg4GKokKaz4OAMmkZsYA6npmogOGz2OSPU+9MAw2GB+uOuf8aUZOBtBUn+Icn3pQdpA6lRgD1NIm5i2SMZwSP5CgBVj3AjPyZ6etPkkCD37Ch2Ea/wAhVViWYknmkAMxY5JpKKKQBRRRQAUUUUAPWR16H86eLg91/KoaKALP2hPQ0faE9/yqtRTuBM1wT90Y+tQk5OTRRSAKKKKACiiigBrEhumcKSB70q4xkHOec+tB+8nrupI/uZHQkkfSgB8fO4984/Kn1EG2MTjKnrjsad50ePvqfoaAEYYkBH8Q5/Cml0U4LKD9aMmR+Mjtk9v/AK9SYWNc9BQBEGUtuByF6kfypyghQD1AoGScsMeg9KWgAooooAKKKKACiiigAooooAKKKKACvOPjBaw31j4Xs7lA1vPr1vFLknG1gwI/GvR6rX32JLU3GoCAW9sfPMk4G2IrzvyemPWgDz7xd4E03QLGfxL4Ymi8P6lYIZd6Pst5lHVJF6c9B6nFYvhbUb74waul5qdwtjpOkmN/7LtpiHnnwDvfvsz0/L1NX4I7v4t60bm5EkHgmxm/cQ8qdSkU/ebvsH/1uucRfFTSbTSLjT9W8Pyz6f4ovJFsrVLEhRcqcAh16YUYGfp6cMDutJ8VWniO51e30lZXOm3At5J2UeXI/OQhzzjH+c1tPE81uqu5R+CSnrXkvhjxBqfw00mDRfEHhC9jtInJOpad+/SVicl39/x7dKT4ZfEPw3pvhJrXVNajhuFvJ3WOUOXKM+Vxwc5yeKVgPYCQq8n/ABNZWv6/p/hvTZNS1WcW1sgwCeWZvRQOrH0rgtc+LrtefYfCeg3mr3rriKUowjU/7o+Y/jiud0PRtZ8TfECPS/Hkn2qQQtcSWiSfu4VwCE+XgckZx+dOwHQ+B9PvvG/iVvG2rRFbFRjTrZz8qgE7eO+OSW7t7CvWwvzApxlclTUcUUcEccEEaxxIoWNFGFAHAAHYD0qyq7R1yT1PrTAEXaoHpTqKKACiiigAooooAKjkXPOMjGCKkooAYjdATn0PrT6hdOpHIPJH9R70qvjhiOejetACsN7bc/Ljn3pWYIAAOT0FN3fMWAznge9ORSOWOWPegAVMHceWPen0UUAFFFFABRRRQAUUUUAFFFFAHF/ETwHaeN9FMRK2+p2/z2d3jlG/ukjnae/pwe1cF4e8d3Gmah/wi/joGw1iDCR3kpzHcKfulm6A/wC30PfBr3Gue8TeDdD8XWQttZs1m258uXO2SMnurDkfTp7UmrjTsUWVkIDDGRke49R60lcC/wAOfiB4QJXwj4hj1DTgfksb/Hyj0AbK/iCtMXxH8TbElNR+HyXLD+O0dgD/AN8swqHBl856DXnelqPE3x+aT71t4ftDjPTzen/oTn/vmnS+KfiPOp+x/Dw2+OS1zIxA/MrTvgLFLfReJPENyAZ728VGYdMgF2x7ZcU0rClK57LEMyLVh5NvAGWPaq8WQxI6gGnoMkZJy2c1SIFMgYbZI+O+aGXgDPHZv6Gg4UmM7nBGcdTSwglSDyvvTAE3OPmGOxPrUnCL6AClAwMVXmk3HaDwKAGO5dsmm0UVIBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAIc8EdQc/Wmqdo4zt6DPUexp9NK85GM9CD0NADqQjJAHBbvTQ20Drs6ZPUH0NKGHmBv4VByfr2oAk+WNPQCmcsQzdug9KOWbc3boPT/69LQAUUUUAFFFFABRRRQAUVh+JfGGh+EbNbnWL1Yd/+riUbpJP91Ryfr0964X/AIXnZODPD4V1ySx/5+Qgxj19P1oA9WoritB+K/g/xAyxQ6otrcMcCC8HlMT6An5T+ddqCCAQcgjIPqKACiiigAryvU7qX4reIpdAsJHi8LabMDqV0jY+2SDpEh/u8dfx9K0PH2ualqmow+B/DMhXU7xN1/cL0s7Y9ST2Yg/XHuRXZaDoVh4c0W20nTYhHbQLgernuzepJ5NAFy1tbextIrW2ijgt4UCRxoMKijoB7V514V2eOvHt94xkBbS9NzY6SG6M3/LSUD8ePr7VqfE3Wri00KLQ9Lcf2xrkosrZVPKq3Dv7ADjPv7Vp2U3hrwHotjok2qWNjHbxhVWedUZz1LEE55JJ/GgDonk8mN5MkBVJOPYZr5y1CG3/AOFF6fCILVtR1PVXEMuF3EeYxIDYz1AH417N4l8S6ZB4R1K+i1K0kU2zrAY51bezAqMYPPJrxvwuljqHivwhaalci307SsJBHOfkllyW+mWkI/BQKaA+gtB0mPRtBsbGOONPKgjjk8tQMuFALcdTnNee/Doz6r8SfGOrOqSQrL5VvJn+EsePyQfnXc+LNcTw54V1XVmYr9nt2ZA3GXIwg/FiBXKfA3QptJ8AR3l0D9o1OU3RLHJ2EAJ+gJ/4FTA9LVdo65J6n1p1FFABRRRQAUUUUAFFFFABRRRQAVGyZ6HGeoIyKkooAaqbeckn1NOoooAKKKKACiiigAooooAKKKKACiiigAooooAKMCiigDH8U3Bs/Ces3I4MNjM4PuEJrz/4FWwg+GVvIBgz3U0h98EL/wCy12nxBJHw88Rbev8AZ0//AKAa5r4NAD4V6Pt/6a5+vmNSYHoEAyxHqKdnYdjjK9QcU2D/AFh+lTlQwwQCPehARRrkYAwP4j6+1TAYHFAAAwBgUE4GTTAZM+1cDqaq0523uTTakAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQjnIOD9M5pAp4yc46ADAFOooAKKKKACiiigAooooAKxPFviaz8I+HLrV7wgiJcRRFsGWQ/dQfX9ACa268i+OOl6jPb6PrKwi80fTZvMvLMEgnLD5if7pA257Z96AHeAfAVx4ruv8AhN/HCfa7q7w9nZyjMccfVSV9P7q9AOTkmvZlRY0CKoVVGAoGABWX4d1yw8RaFaapprhrWdAVAwCh7qR2IPGK16oDjfEnwv8ACXigvJe6VHFdP1ubX91Jn1OOG/EGuEl8G/EP4fIH8Jasdb0tP+YfdqNyD/ZBP/oJH0r22igDx/RfjZpb3X9n+KdPudBv14fzkZo8/luX8QR710fiH4haNpfhW41fTb+01GY4jtYYZQ5lmbhVwOfc+wrqtW0LSddt/I1XTba9j7LPGGx9CeR+FeD6V8LND8b+L9cuNIMumeH7CX7NA9u28zTj7zKWzhR/UYpWA9N+H3hG48PabPf6qzT6/qbfaL6dhkgnkRj2XP5+wFb+sa/pPh+3afVtRtrOMf8APZwCfovU/gK84HwKv4/lg8e6tHF/c2t/SQVznjP4VaL4S8Pm5a5v9Y1zUJksrJZ3AUyufvYHJwM9TjOKLAUbjV/FHxE+Jc2p+D4XW3gQ2drfSxlUtoyPmkyeFY5Y92weBmu/0b4E+Ho0afxBcXetahKd0s0srRqT7AHJ+pJru/CPh+Lwt4V0/RosH7NEBIwH35DyzfixNbppgfPHxD+FHh/RI9ItdGN4NR1G9W3t4pJgyhTy56ZyMjnNeqax8P8AQdZ0S20v7KsH2NdtnNEPmhOOT7g9wev15rBsJB4x+NFzeKN2neGIGto2PIe5kyGI+gyP+AivT1RUGAKAPGZvhL4r1h4NN8Q+M2u9BhlD+SiMJHA6A56egyWx2r2G2tobS1itoIxHDCgjjReiqBgAfhU9FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXAeLfi74Z8KSm0adtQ1AHabWzw5U/7TdB9OvtQB39FeLn48XduPtF94G1W3sf8AnvuPA9eUA/WvR/C/jHRfGOni60e9WXAHmQt8skR9GXqPr0PY0AT+LLf7Z4P1u2Ay0thOgHuY2xXDfA+Uv8MrSJj80FxMhGeRlt2D/wB9V6fIiyRsjcqwwfoa8Y+B0jaefFPhuUnzbDUN2G64OUP6oPzpMD2GE4lFWqpxnEi/WrlCAKgnf+AfjUrsFUk1UJJJJ6mhgJRRRSAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACjpR0ooAKKKKACiiigAooooAKKKKACiiigAooooAKZLFHPC8M0ayRSKUdHGQykYII9CKfRQB474PE3wy+Kdx4Umkb+wtZzNp7MchX/hGfXgofXCmvcK8i+OOjtdeDYdbtsre6PcJMki9QjEA/kdh/CvRvDOrrr/hjTNWXH+l2ySsB2Yj5h+ByKpAa9FFFAHE/FHXZ9G8GzQ2GTqWpSLYWaqfmMknGR9Bn8cVreDfDkPhTwpp+jxbc28Q81l/jkPLt+JJ/DFclrDt4h+N2jaUVJtdCs31CT0Mr4VM/T5T+dem0AFeYBx4w+NQQDfpvhaAknqrXcn+A/Va9A1bUYtI0e81Gb/V2sDzMPXaM4/pXHfCXSJLLweNUu+dR1qZ9QuX9S5O0fTHP4mgD0CuO+IPiw+FtAxaK0usX7fZtOt0XLPKeAcegyD+Q712NVLixtLqe3nntopZbdi8LugLRsRglSehx6UAYPgTwtH4R8LW1g2HvZP317NnJlmb7xz39B7CupoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKguLiG1t3uJ5UihjUs8kjBVUDqST0FU9b13TfD+lyahql7Fa20fV3PU+gHUn2HNeNTz+IvjXqeyJZ9J8FwyfM5GHusf+hH2+6vfJoAn1nxh4g+J2qz+H/BRe00ZDtvNVcFSy+gPUA9gPmb2Fdp4O+HGg+DLcfZbcXN6fv3twgMhP8As/3B7D8Sa6DRdF0/w9pUOmaXbLb2sI+VV6k92Y9ye5NX6VwBiWUqxLA8EHkGvJvGfgS48N6k/jbwSn2e/tsyXNigxHKn8ZVR6jqvQ9RyK9ZopAYPgPxrYeOdAXULYCKeM7Lm2LZMT/1U9Qe/1Brgr0L4M/aEiuHIjsPEdtsYk4UTcD/0JV/77pfGHgvWfDGut4y8BrsnwWv9OjHyzDqSqdwe6jnPI5rO8Ya1pvxV+H41HRt0Wv6K4ums2P76Nf49v94cA5H93nBqgPawcHNXQcgH1rkfBHiaLxb4RsNWRgZpE2XCj+GVeHH58j2IrpfNbywo/OkgFmfc2B0FRUUUgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAo6UdKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAyvE+nJq3hXVtPf7txaSp+O0kfqBXL/Am9a7+F1lGxz9mnmh/DduH/oVd1PgW8uemxs/ka84/Z6/5J1P6f2jLj6bUpoD1iiiimBCIIhMZRGokICl9oyQO2amoooA84+Mt7MPCtnolo5W41u/iscr12E5b+QH4139pbR2dpDawrtihRY0HoqjA/lUF9o2n6ndWdzeWsc01lL51u7jmN/UVfoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKQkAEk4AoAWuP8a/ELRvBVn/pcqzahIp+z2SH55D2z/dXPc/hmuT8VfFie71VvDHgK2/tLWXYoboAGGHHUjPDY9T8o96n8FfC2LR70a94juP7W8QSnzGllJdIW/wBnP3m/2j07AUAYeleDdf8AiTqMfiDx8ZbawjObTSI8p8p7sOqg/wDfTewxXr9vbQ2ltFbW0SQwRKEjjQYVFHQAdhUlFSAUdKOlFABRRRQAV5v4y+F66lfnxD4Yuf7J8QRkyBoztjnbvux90nuehzyO9ekUUAfOPwx1nVvA3xBfw9rdlNaxanII3iMZwkv8DqBwV5xkcYOe1fR1RvbwyzRTSQxvLCSYnZQWTIwdp6jI9KkoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACjpR0+tFABRRXK+NPFF34cl0CGyginm1PUo7Rllzwh+8RjvyKAOqooPU4ooAKKKKACiiigAooooAKKZJNFE0aySxo0jbEDsAWb0Gep9hT6ACiiigAooooAKKKKAM7xBeJp/hvVLx2CrBaSuWPbCGuT+BVm1p8MbUuMGa4mk+o3bQf/AB2rvxTnNv8ADHxA46tbBP8Avp1H9aufCmAW/wAL/D6DobXf/wB9MW/rTQHZUUUUwCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopjusaMzsFVRkknAArynxT8Xl/tL+wfBNmdb1dyV8yMboYz6jH38euQo9aAO68TeK9F8J6ebzWL5IEOdkfWSU+ir1P8vWvJprvxn8Ypilosug+EycGRsiS5X8Pv8A0HyjuTWt4f8AhVPqV+viDx/dtq2qPgi0LZhhHZTjhsf3RhfrXqaIsaKiKFRQFVVGAAOgA7ClcDE8MeEdF8IacLPSLRYgQPMmbmWU+rN3+nQdhW5RRSAKX+dJ0ooAKKKKACiiigAoqndalb2pKkl5B/Av9fSs5tdmJ+SFAPck1LkkUotm7RWGmuyg/PChHsSKvW+rW0+AzeUx7P0/OhSTBxaL1FFFMkKKKKYBRRRQAUUUUAFFFFABRRRQAUdKOlFABRRRQAV594hP9rfGPwrpqncmmW0+ozL2BPypn8QPzr0BmVFLOwRQMkscAD1rzL4c30eueIvE3jK6lVUu7gWVjuPSCPuPr8v4g0AenUVSbVrJf+Wpb/dU1C2uW4+7HI34AUrofKzTorIOvJ2t2/FhSf28P+fY/wDff/1qOZD5JGxRWP8A28ve3b8HqRdcgJ+aKRfyNHMg5JGpRVNNVsn/AOW20/7QIqykscozHIrf7pzTuhNNHGfFPR21DwVc39vldQ0lhfWsq9UZCC2PqoP5Cuo0XU49a0LT9UT7l5bpMB6blBI/PNSalAt1pV5buMrLbyIR7FSK5D4P3bXnwt0Yv1iEkP4LIwH6UCO5ooooAKKKKACiiigDmPiNps2rfDzXLO3QyTNal0QdWKkNgf8AfJqv8HdUh1T4Y6QY3Be1Q20q/wB1kJ4/75Kn8a6/rXkN/wCF/E/w31u61rwRb/2jpV2++50o5Jj/AN1Rye+COR0IIpoD2yivHbT9oDSoWEOvaBqumTj7y7A4B/Haf0q4/wC0D4KUfKdSY+gth/VqYHq1FeNzfHqOWRo9L8IaveP/AA5wM+h+UNUX/Cwvilq6/wDEo8BLaq3R7sNx/wB9FBQB7TmoZ54raIyzypFGOrOwUD8TXjyaL8Ytc51DxJY6NEf4LdVLf+OA/wDoVOHwRi1JxJ4k8V6xqrg5I37Vz7bixoA7nUviX4M0ncLrxFY7l6pDJ5rfkma5K7+P3hZZPK02z1TUpT0ENuFB/wC+jn9K1NN+EXgbTMFdDS5cfxXcjS5/AnH6V1lhpen6WmzT7C1tF9LeFY/5ClcDzV/in461Mg6F8O7wJ2e734P6KP1qJviD8UtLX7Xq/gSJrFOZRbbt4XueGbH5V60Tnrz9aBwcii4GJ4M8daR43043OmyssseBPbS4EkRPqO4PYjiuprw/x9oN34E8QRfEDwxDsjV8anaR8I6k8tgdm6H0OGr13RNYs/EGj2mq2EoktrmMOh7j1B9weCPUUwNOiiigAooooAKKKKACiiigAooooAKKKKACijNcX4n+KPhTwqjpd6klxdLx9ltMSSZ9Dg4X8SKAO0zXEeMvij4d8F5gu5mudQK5Wzt/mf23Hov48+1cNNrHxJ+JRKaPbN4a0GTj7TMSssi+oP3jn/ZAHvXVeEvhX4d8LFbkw/2jqedzXl2oZg3qi9F+vJ96VwORbR/HfxY2S67KfD3h1jujtIs+ZMvYkHk/VsD0WvTPDfhPRvCenrZ6RZpCuMSSkZklPq7dT9OntW1RSuAUUUUAFHSjpRQAUUUUAFFFVbvUILT5WbdJ2RetK4JXLRIAJJwB1JrGvtYGGitjz0Mnp9Ky9b16zsIxJruq2umQtykc0mGb6IPmP1xXITfFzwpa3JttM0vVtYuVOP3cG0H8Dz+lLV7Fqy3OrCs5+VWY+wzTzBMBkxSAf7prl1+LmsINy/DjXBB/eCsP08unw/HXQo5RFq2kazpbHvLCGH8wf0pcg/aHQng4PB96K0dG8Y+FvFIVNN1WzupGGfIY7ZP++GwfyrQuNGt5ATFmJvbkflScGNVF1Mi01Ce0OFbcndG6f/WretL+G8GEO1x1Q9f/AK9YFzYXFry6ZT+8vIqurFWDKSCOhB6UJtDcVI7GisWz1nACXWT/ANNAP5itiORJV3RsGX1BzVppmTTW46iikLKv3mA+pxTELRUD3ltH96eMf8CqB9Xs16SFv91TRdDsy9RWS+uxD7kLt9SBVWTW7lvuLGg+mTUuSGoM6CkZ1jGXYL/vHFczJqF2/wB6d8+g4x+VVWYscsST7nNLnKVM6WTVLOPI84MR2UZqrJrsQ/1cLt/vECsOilzMrkRpvrlw33EjT9aqyahdyZ3TuAeynH8qrVWv7+20ywnvbuURQQIXdz2A/r2ApXZVkjnfH2sTR6bDodo7Nqert9mgJJOxTwzH2wcZ9/at7SNLh0XSLTTbcYjtoxGDjG4jqfxOT+Nc74N0fUfEOoz+NtQsnUXK+XpkTDJhgGfm+rev1Peu0aGVRiSN1PYlTTemglrqRUUHg4PWipKCiiigAooooAKASDkHB9RRRQBPJq9zaWU7GTeixOSH56Ke9YXwauobX4baZBMxR3eWTJHBzIf8Kj8W3n2HwhrFznBS0kC/UjaP1NL4RtDY+DtHt2GGS0jLD3I3H+dUm0iHFNnpYIIyDkHuKK5OG6ntzmKRlHp2/KtKDXCABcRZ/wBpP8KpSRDg0bVFVYdQtZ+EmUH0bg1a7Z7VV7kWsFFFFABRRRQA2SKOYYljSQejqG/nUK2NmhytnbKfUQqP6VYooAVTtG1flHoOKQ9eetFFABRRRQAUUUUAFFFFAEVzbw3ltLbXESywTIY5I2GQykYIP4V454VvZfhF45m8LatMx8P6o/nWF0x4jYnA3enZW9wp6GvaK5/xj4R07xnoUmnX67WGXgnUfNC+PvD1HqO4/CmB11FeI+HPHmsfD28i8MePYZTaKdlnqyAuhQdAx/iUDv8AeHQivZbS7t721iurWeOeCVQ8ckbBlYHuCOtMCzRRRQAUUUUAFFFFABRRXC/EP4iWvgi0ghigN7q93xbWinrzjc2OcZ4AHJPA7kAHW6hqdjpNnJeaheQ2tsn3pZnCqPxP8q8t1X43JdX503wXotzrt30EoRljB+gG4j3O0VQ0z4Y614wvY9c+IepTSsx8yPS4XKrED/Cey/RefU5r1TTNK0/RrNbTTLKCzt1/5ZwIFB+vqfc0rgeXJ4Y+J/jRC3iXxAuhWT8GzsgN5XuDtP8A6Ex+ldP4Z+FHhPwyUngsPtl4mCLm9IkYH1C/dX8s121FK4B1OaKKKACiiikAUdKOlFMAooooAKKjuLiC0t5Li5mjhhjG55JGCqo9ST0rybVvidqni3UJNA+Hlg9xKQVl1KZdscS/3lB4A92/AUWA7LxV430nw3Axvb+O3GDjHzSP7Ig5P16e9ee2etePPHkn/FK6b/Y2mMcNql1zIw7lWI/9AB+tdR4S+Den6ddjV/E1w2t6wx3M0/zQo3sDyxHqePQCvUVVVACgAAYAHYUco7nlui/A3QLa4N94gubrXb5zukkuHKoT64ByfxJr0bTtI07SLcQadZW9pEABtgjCDj6VeoqhBiqt7p9nqNuYLy1guYT1jnjDr+Rq1RQB5rr3wS8JasTNYwSaRdg7lls2wobsdh4/LFcvcXnxJ+GTZvUPijQI+s4B86Nfc8sv47h717lSYB7UAcd4U8c6B4ztN+l3YM4XMtpL8ssf1XuPcZFX7zR45AXt8I/93+E/4VynjL4Qadrl0uraFN/YmtRncs1uNsbt6sFwQf8AaH4g1haR8TtY8K6jFoPxEsHt5PuxanGpKSgfxNjhh6sv4ipcRptbHXSxSQuUkQqw7GiOWSI5jdkP+ycV0qmz1ayjmikiuLeVd0csTBgR6qRWRd6TNbgvFmWP2HI/Cs3Fo1U09ym11cP96eQ/8CNRkljkkk+/NJRUlhRRRQAU77v+9/Kj7v8AvfyptABRRRQAUUU13WNGd2VUUZZmOAB6k9qAHV5r4z/4SHX9dFrpWjPrGi6bJG93BATtll6+W5HPH91c4zzya27bVb/x/qcmjeFpXt9PiO2+1grwg/uQjux9fTn3r1vRdFsfD+k2+mafCI7eFcKOpY92Y92J5J7k1pCPVmU5X0R5LH8ZNT0tFi1j4f6nZLGAo8rcqqB2AZBgfjWhZfHrwfcDbdpqViw7S24f/wBBJ/lXr2KpXGladeZ+1WFrPn/nrCrfzFXYzOGg+K3gC+AzrdspP/PeB0/mtXl8WeBp2KjXNH3dwbhUP64rSufh/wCELwkzeGdKJPdbVVP6AVl3Xwg8C3iAPoEKEDAMUsiEfk1HKh3ZcS+8Kzj91qumtn+5ep/8VUwj0KT7l9bH/du1P9a5eb4B+B5PuW97H/uXR/qDVdv2evBjdJdVH0uF/wDiKXKg5mdibXR/+f2If9vKf41E66BH9/VLZf8Aeu4x/WuR/wCGd/Bn/Pzq/wD4EJ/8RUifs++C16tqb/71yP6LRyoOZm9Nq/g21/1/iDTk/wB6+T+hrLuviB8OrEEya7aykdovMl/9BFTWnwO8B2zbm0qWc/8ATW6kI/Qity0+G/gyxYGHwzpuR0MkAkP/AI9mjlQczPHvH3xK8LeItIj0HSFmWK5uYRdXkkJRY4g2Wxk7ieB26A17l9mtLuwjSEo1uUBheMgjbj5SCOoxiotU8KaLq2hXOjzadbpZ3C7WWGJUKnsy4HBB5BryTR9a1T4O6yvh3xM8t34duGJsb9QW8kZ6Y7D1Xt1GQadtAuzv7m2ktZjHIPoexFQ11LpbalZoyuksMih45IyCCD0INc/eWMtm+G+ZD91wOD/9esnGxrGVytU0N3cQcRSuvtnI/Koad93gde5qSzSj1u4jAEipJ6npVuLW7d+JFeM+vUVgUU+ZkuCZ1kV3bzf6uZGPpnmpq42porq4h/1czr7A8VSmQ6fY6yisCLW50wJESQevQ1ei1m1kwH3Rn/aGR+YqlJMlxaNGimo6SLuRlYeqnNOpkhRRRQAUUUUAFFFFABRWZr+lTa1pE1jb6nd6ZK5UrdWpxIuDnH0PeuEk8QeKPhzPCviq4XW9AmkEY1SKPbPbMenmL3Hv+vagDvta0PTfEWmS6bqtqlzaydUbgqezKeqkeoryO3u9V+CXiGGxnkmvvBl9L+7lcZa1Ynnp0I6kdGHIwc17TFLHNEksTrJG6hkdTkMDyCD6Vn+ItCtfEvh+90e8UGK6jKBsZ2N/Cw9wcGmBtwTR3ECTROskcihkdTkMDyCD6VNXkvwL1i5fQtS8NX7H7VolyYhk9EJPH4MrfgRXrVMAooooAKKKKAA9K8O+GcA8YfEDxH4yv9s7W0/2ewD8iEc4I9MKAB/vE17ieleI/Bk/2T4i8ZeHJRtktr3zUB7qGZCf/QfzoA9goooqQCiiigAoprsfuoMtj8qhtkcAsejdBQBLJLHCoaWRIwSFBdgoJPQc96f0rzKa7X4kePI7G2Bfw54fmE1xOp+S5uh91VPcLz+p7ivTepzQAUUUjusaM7sqooyzMcAD1J7CgBa5Txj8QtD8FwYvZjNfMuYrGDmR/TP90e5/AGuS8Q/E/UNb1RvDnw8tvt983yyagADFEO5XPHH95uPQGtvwV8J7LRLoa3r8zax4hkbzXuZiWSN/9kHqR/eP4Yp2A5ez8I+L/ileR6l4xml0rQlbfDpcWUZx2yD0/wB5ufQCvYNG0LTNA05LDS7GG0tk6JGuMn1J6k+55rTxRTAKKKKACiiigAooooAKKKKACszWtC0zX9New1Wxhu7Z+qSDofUHqD7jmtOigDxG98A+MPh5eSaj4EvXvtKLb5NJnbcfcAHhvqMN9a3/AAx8XdA1uX7Fqe/RdVU7Htr07V3egc4/JsGvT65XxT8PvDnjFN2raepuQu1bmI7JVH+8Ov0ORSsBo3On212NxUBiMh07/wCNZE+j3MWTHiVf9ng/lXCSeCviL4DQHwjrX9s6anTT70Dci+gDHH/fJX6U60+Nh066Wy8YeG7/AEe4zhpVQsn12sAcfQmpcblKTR1bo8bbXUqfQjFH3QD3/lVmw8eeDtcRRba9p0hbpHNII2/J8GtcaZYXK74QCD0aJ8j9M1HIy1UOdorebw/GfuyTD6rmq9xpllZoXur9IEHVpWVAPzNHKx86Mmjr0rK1jx94C0FGMusi+mUcQ2Z80k+mR8o/E1z0Hivx140cQ+DfDY0axc4OpXYywX1DMMf98hjQoMHUR0XiLxFpXhW187V7pYZCu6O2X5ppP91PT3OBXJ6Z4a8S/Fa8jvNUSbRfCqsDHb5IkuB+mc/3iMDsDXY+GPg5pWnXo1bxFcya7rLN5kk1zkxhvUKfvY9Wz9BXp/FaKKRm5NmdpGjWGhadFp+mWkdraxDCRxjA+p9T6k8mtGiiqJCiiigAooooAKKKKACiiigAooooAKytc0LTfEely6bqtqlzbS9VYcg9mU9QR6itWmO4XHcnoPWgDwkJ4o+C9825Z9Z8GM5xtOXtQT/46f8Ax1vYmvU9B8RaP4s0v7Xpd3HcwHiRDw8Z/uuvVT/kVsG3+0F1nRXicFXRwGDA8EEdxXl+vfCKfTdSfXfAOoSaRqIBJtB/qZf9kf3QfQgr9KTQHb3ejEZe1P1Rj/I1kSRvE2yRWVh2IxXJ6Z8X73Rb1dK+IGiT6Xc9BdxRkxv7leePdSR7V6Rp+r6J4ktg+nX1pqEeP+WMgYr9R1FQ4FqbW5g0VvS6HAxPlu8Z9DyKrNoUw+7NGfqCKjlZoppmVRWj/Yt16x/99U5dEuT1kiH4k0WYcyMyitcaBIBl5wB67D/WqV3N4e0wE6jr1nBjqJLmNP0zmnysOdFdJHibdG7K3qpxWhb61PEQJgJV9ehrmrz4j/DrTVO7WkuWH8MCSS5/IAfrWG3xv0EymPRfDGp37D7pWNVz+W401FkOUX0PWLW+hux+7LBv7rDFWa8iX4n+PL8Z034b3YQ9Gm83H/oKinf8Jr8WF+dvAEJT0G7P/of9KuzMz1uivLdJ+MsMeqLpfi/RLnw/dN0llDGP8cgED35FenwzRXEKTQSJLE43I6MGVh6gjgigB9FFFABVe+sbXUrGexvYVmtZ0McsbDIZT1qxRQB558L72fTm1jwVeyM9zoU5WB2P37ZzlD+H8mFeh15hrt3aeFfjbp+rXd1DaWWq6VJDPJKwVQ0fQk/ggo8QfGrRbRlsvDcMuuanJ8sSQI3lhu2TjLfRR+IpgReFiLD9ovxTaRj93d2SzkL0DYjOT/303517FXmXwv8AB2r6feaj4q8TsTruq/ejOMwx5zg44BOF47BQPWvTaYBRRRQAUUUUAFeL/EGz1HwN49g+IWmWn2qymiFvqcCcEDAG4nsCAvPYqM9a9opjosiFXUMrDBBGQRQBynhrxroHiy2SXStQieQj5reRgkyH0KHn8RkV0JUjqpH4Vw2u/BXwdrU7XMVpLplyx3eZYSbBn12kFR+AFc8fgx4ksmxpPxE1KGIfdjkD8D8Hx+lKwHrNITt4IOfoa8lf4VeO2GJfiXe7fbzc4/77rE8V+Fte8FXej3Uus6vqelSS7L64hmZZUz7kkAEd/bHpRYD2e/1Ox0uyNxfXUMEQGXaVwpJ+nU/QV5/eaxrfxJMul+F/NsNBJ8u91iZSrSjukC/oT+eO+l4d8G+Cbh/7Y06P+1pHwTLdXDTlT6Mh6H6iu4hCKoSJQsQGFUDAX2HtSAp6Fodh4c0e30rTIBFawLhR3Y92Y9ye5rRqrqOp2GkWjXWpXkFnbjrJPIEH69fwry/Vvitf+ILp9G+HemT6heE7Wv5I8RRD1AP82wPY0WA7zxV4x0Xwfp32vV7oIWB8qBPmllPoq/1PA9a8zjsvF/xmZJbsvoPhQNlI1yZLgevON31PyjsDXReFPhGiXv8Abvja5/tvWnYPtlYvDF6DB+/j3G0dh3r1RVCqAoAA4AHanYDG8OeGNJ8K6WunaRZrBEPvN1eQ/wB5m6k/5FbdFFMAooooAKKKKACiiigAooooAKKKKACkLBRknAoJAGT0qL7zDjnqB/d9z70AIzkHkhfbBP507zGxnaPru4qQAKKTYmc7Rn6UANEmeuMHuDkVHdWdvewNBdW8U8LdY5UDqfwNSOndQM9x60isAACTjoCe3saAOG1j4N+CNZkMr6OtpKerWbmIf98j5f0rmpP2e9Ihctp3iDV7QHtuVsfkBXsdFAHjP/Ch7g8P451dk/u7T/8AF1Nbfs9eHTL5mo6tq163+1Iqg/oT+tewUUAcloPw28I+HQGsNEt/NHPnTjzn/AtnH4YrrAAO1LRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUxm2qT1Pp60AKzqn3jUWd24jJOe3XHtSZPBzy38QH6ClZWyGx82OcdjQAqhtwAOMdQOg9qmqCNst8oPP3h2FT0AU9Q0yx1W1a11Czt7qBusc8YdfyNeZar8BfDtzcG60e7vtGuMkqYH3ov0B5H4NXrNFAHjUXw++KGjYXSPHsdzGv3UvVY8fRg9SDTPjYnH9q6DJ7lF/+N17DRQB4+NF+Nc/Da/odv7rGD/7TNRSfDv4oX+ft/wAQvKB6i2DgfkoWvZaKAPGB8BprznWfG2rXpP3gAR/6EzVqWfwC8E2oBmiv7w9/OuSAf++AK9TooA5nTvh/4S0oL9k8O6chXo7QB2/76bJroYYIoIxHDEkSDoqKFH6VLRQAUmB6UtFAGRr/AId0rxNpkmnataR3MDjjcPmQ/wB5T1U+4rxya28RfBG9Mlv5useD55BvQ/6y2J7+in3+63fBr3qoJ4IrmB4Zo0likUq6OoZWB6gg9RQBj6JruneItLi1HS7lLi2lHUdVPdWHVWHoa0a8n1j4X674U1R9c+G94YDJzPpcr/u39l3cEezcjse1OsPjTDp8i2PjPQ7/AEW/Xh3EJaNj6gH5gPpu+tKwHq1ML8A7gFPQ4zn8K5M/E3wZ9jW5fXrdYWGVV1dWb8Cua5PWvi62rOdK8A2V1qurTfKLnyCI4R/eAP8ANsAdTmgCv4q0yLx78ZNJ0eWOO50zTIG+2hXK8/eZTg5HJQfnXq2j+HtF8PxeXpOl2dmuMMYEAY/U9T+dc38NfAI8H6bNc6jILrXb9vMvbgsW5znYCevJyT3P4V3jICOOCOhFMBwIIyOlLUCnYTxgd1Hb3HtUwORkUALRRRQAUUUUAFFFFABUcjFQMYyemelDsVAA6npnoKjwG4OTkZDE9fwoARdpbGN2Rksev19qint4p7d7W6iSW2lUqysNykH1FTnAAY5O/Hy+poC5wBjAbJI9fQUAeYXnwS0kXkl74d1bUdCnYn/j3k3x/gCQw/76qp/wq7x5F+7g+Jl8IhwNyPn/ANDr2ADA4paAPIrX4F2d5eLeeKfEOp65Ko+7I5Rfpkktj6EV6ZpGi6boenpZaXYw2lsnIjiXAz6nuT7nmtGigAooooAKKKKACiiigAooooAKKKKACiiigApCcUtNYZUj1FAEeC5z+Q9Pf6084ReOpP5mmKcPyPvD8iKe/BU9s0AN8oEfOSx+tKQU5BO3uDUlNc4Q/SgB1RumckAZ7g96Tc2NqgEgck9BQ28feKgeo60AEbZGMkjGRnrUtRouOSMdgPQVJQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFMdtq569hQArttUnGaixzkgOxPOf6UhG4jdkknGQcAfSjb8u7OABg4HUD09KAF5ibIGUJ7GhFVnOPruHX8aFUnKgAE9QOgH+NTAAUACqFGBS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWfqFjZapbG2vrSC6gJ/1U0YdWP0NaFQj5W+hx+BNAHK3Hwz8GXMvn3Ph6zZwOwYAfgDitzS9D0zR7byNN0+2s4TyY7eMRg/XHU/WtKT7hxSggjI6UARlCvKEj2J4NSKdyg0tQqxAAAyWJIHtQBIy556EdDUa5VvQE4I9D7Up8wDJ2Y/GhRnB7DkZ7+9AEtFFFABRRRQAUUx5NvA5Y9BUO0E5JYE9Wxx+dAChSOGA3epOQ1G7ezj+Ljg+npSg7f3cnI7Gl8os43YwP4u5oATZvbJ5x1P9BUwAAwOlAAAwOlLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBCpG9SfQ4+vepSARg9KjZepxkHqP896FboCc56H1/wDr0ALhx91gR/tUz5mbG7kdSBwP/r1MTgZpikJEpPpQA75Y19qRVJO5uvYelCqSdzdew9KfQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFNdgi5NADqgdBk7+/RvT2pvXLMzbvYE4pwzH1O5DQAu75guNpAwB703bu+Q9QP++f8A69OaMsABgjsc9KlVQowKABVCjAFLRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUJI3k/wC0M/TFTU1lzyOv86AHUzay/cIx6Go0bb67c4wf4f8A61T0AQtuY7SRn0H9akACAkn6mmpj5yfXmgfOcn7vYetAAP3nJ+72HrUlFFABRRRQAUUUUAQscTjJxkUhLBNmz5iMA54ouP4fqf5U8/fH+6f6UARhC5+8WA6k9PwqxTIv9Un0FPoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAComXqQMg9R/nvUtFAFfecbS4+o+8fw9alVOQSOnQelKPvmnUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVDN95D796mqOX7n4igBu7y1PylsnjHfNNVGICljkdQOgpV+5F+H8jT4ujf7xoAeBtUAdqWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjZMncMBun1qPeVyAyj2Y8r/jVjtTT1FADEXjn7vXnv7mpaKKACiiigAooooA/9k=
321
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.
A
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
322
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.
C
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cg/5aL/31WJRXmyz6o/s/izdYJdzZYwyDDGNx6HBqhdeH9FvgRc6TYzZ7tbrn8wM1U/GnBiOhI+lXT4gqwd0rejaFLAxfX8DH1D4WeFr0Ex2ktm5/itpSAP+AtkVx+q/Bm9iDPpOpRXI7RXC+W3/AH0Mg/pXpiXM6dJG/Hmp01Bh99AfccV7eD4wq03Zyfz1X+Zy1csi+i+Wh826toWq6FN5ep2E1sSeGdflb6MOD+dZ4Ga+qWa0voGgmSOWNxhopVBDfUHg15/4l+Elheh7jQnFlcdfs7kmFvp3T9R9K+1y/ijD4hJVdPNar/NHk18vnD4Txu3nmtLiO4tppIZ4zuSSNirKfUEdK0vEHiTUvE9xbXGqSLLNbwCAMq7dwyTkjpk55x6VU1PSr/Rb5rPUbaS3nX+FhwR6g9CPcVSr6WKpVbVFZ9mcDco3iz6R+Fnir/hIvDCW88m6/sAIZcnl1x8j/iBg+4Nd7Xyh4O8SzeFPEdvqUe5of9XcRD/lpGeo+o6j3FfU1leQahZw3drIssEyCSN16MpGQa+azHC+xq3Xwv8Aqx6eHq88bPdFqoZoIriF4po1kjdSrI4yGB6gjuKmorgOg8J8efCSaxMuqeHImltuWkshy8fun94e3Uds15N0OD1FfZ3avPPG3wt0/wASiS+08pZaqeS+P3cx/wBsDof9oc+ua9nB5ny+5X27/wCZxVsNf3oHjuieLprMLBf7prccLJ1dP8R+tdxbXMF5As9vKskbdGU5ry7WNE1LQdQay1O1e3nHIDchx6qejD3FRafqd3pc/m2kpQn7ynlW+orzs14XoYxOvhGozf3P/J+aOjC5nOj+7rar8V/md1q/hKz1DdLb4trg85UfIx9x2+oridR0i80t9t1CVUn5ZByrfQ122keLbO/2xXOLW4PGGPyN9D2+hrfkjSaNo5UV0YcqwyDXgYbOszyep7DGRcoro97eT6o7qmDw+Ljz0nZ+X6o8cOe9JxXean4Ktp90lhJ9nkPPltyh+ncfrXIX+k3umPtu4GQdnHKn6HpX2+X57g8ekqc7S/lej/4J4uIwNah8S07rYpUUUV7JxBRRRQAUUUUAWLS7ubC5W4tbiS3mXo8bYNejeG/iYHZLXXVCk8C7jXj/AIGo6fUflXmWc0dK8jM8kweZU+WvDXpJaNfP9GdWHxdSg7wfy6H0pHKksayRurowyrKcgj1Bq3a3RgOx/uH9K8I8J+Mrnw7OIJt0+nOfmi7x/wC0n+HQ17RaXcF9aRXVrKssEq7kdTwRX5Bm2TYrI8QpLWD2fR+T8z6fDYqni4W69UL4w8KWvizSDA5WO6jBa2uMfcb0Pqp7/n2r52v7G5029msryJoriFykiN2P+HvX03ZXO0iJzwfun09q5H4leDP7d046pYxZ1K1TlVHM8Y/h/wB4dR+I9K+z4Zz1WVOb91/g/wDJnlY/Bv4luvxPCa3fCWtHQvEdvdMxFu58qf8A3G7/AIHB/CsKivusVh4YqhOjNXjJNP5nj06kqc1Nbo+lx83Gc15t8VdMzHY6qi8qTbyH2PzL/wCzV0PgHWf7W8MwrI+64tD5EmepAHyn8R/I1oeKNM/tbw1qFqFzIYi8f++vzD+WPxr8Sy6c8mzqMamnLKz9Hpf7tT62ulisK2uquvU81+FWr/2T49slZtsV4GtX/wCBcr/48B+dfTA6V8bQTyW1xFcQnbLE4kQ+jA5H6ivrzR9Rj1bSLPUIseXcwpKuO24ZxX6pm9O041F10+4+fwktHEv0UUV5B2hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVFJKkMbSSOqIgLMzHAAHUk0AMubmCztpLi4lSKGNS7yOcKoHUk18/fEH4m3HiR5NM0p3g0kHDN0e59z6L/ALPfv6VH8SPiHJ4ou203TpGTSIW6jg3LD+I/7PoPxPbHKeHfDl/4m1RbGxT/AGpZW+5Ev95j/IdTXuYPBwoQ9vX0trr0/wCCcFWtKb5KZT07TbzVr6Oysbd7i4k+6iD9T6D3Ney+E/hZYaSI7vWQl9fDkRdYYz9P4z7nj2rp/DfhfTfCmneRaIDIwHn3Lgb5T7+g9BVye+LEpFwP73c18xnfFFk4U3yx/F/5I7sJl/Vq7/BFuWeKBQGIyBgKKpS30j8L8g9utVepyTk0dK/O8TmletonZeX+Z7dPDQjvqwJJOScmiimSyxwRGWaRI4x1d2Cgfia8+MZTlZas6LqI7PtS1y2ofELw9YEqt013IP4bZNw/76OB+tczefFiUkix0pFHZp5Sf0XH869zCcMZpileFJpd3p+ZxVcww9PRy+7U9P4o/CvGJ/iV4jmJ2S20IP8AzzgBx/31mqD+OvEznJ1eUf7qIP6V7NPgHMZL3pRXzb/JHLLOqC2TZ7txRXhC+N/Ey/8AMYnP1VT/AEq5B8RvEkON11DMPSSBf6Yqp8A5jFe7KL+bX5oFnVB7pntdJmvLrP4r3SkC+0yGQd2gkKH8jmuo034heH9QKo9w1pIf4bldo/76GR/KvFxfC+aYVNzpNrutfyOqlmGHqaKX36HVVZhvJIsBvnX36iqcbpLGskbq6NyrKcg/Q0/pXjU6tXDy912Z1uMZqz1JtY0XS/FGmm1v4RLH/A44eJvVT2P6GvB/Fvg2/wDCd6Fl/fWUpPkXKjAb/ZYdm9vyr3WORonDIcf1q1d2llr2mTWV7CssEq7ZIz1HoQexHY193w9xLOnL2c9uq/VeZ42NwCkrr7/8z5cxXq/wh8cfYLpfDmoy4tpm/wBDkY8RueqfRj09/rXFeMPCN34T1PyZN0tnKSbe4x98eh9GHcfjXOAkEEHBHpX6bJUcbQvF3T2Z4MXKjPXc+zqK81+F/j4eIbJdK1KYf2rbpwzH/j4Qfxf7w7/n616VXy1alKlNwnuj1YTU43QtFFFZlGTreg6Z4hsGstTtEuIjyNwwyH1U9QfcV4f4u+EWqaMZLvRi+oWQyTGB++jHuB94e459q+haK6cNjKuHfuPTt0MqlGNRanxkQckEEEHBB7GtbTPEeoaVtRZPOgH/ACyk5A+h6ivobxT8OdC8Uq8s0P2a+I4urcAMT/tDo348+9eK+Jvhl4g8NF5jB9usl5+0Wyk7R/tL1X9R717Ht8Jj4ezxEU79H+jOPkrYeXPTf3GxpninTtQ2oX+zzH/lnKcA/RuhradFkQo6qysOVYZBrxscitTTvEGpaZhYZy8Q/wCWUvzL+HcfhXzOYcG2ftMFO3k/0Z6VDOPs1181/kdfqHg7T7vL22bWQ/3OU/757fhXK3/hbVLDLCH7REP44fm/Mda6XT/GtjcYS8ja2f8AvfeT/EV0cFxDcxiW3lSVP7yNkV5sM1znKWoYiLlHz1XyaOmWFweLXNB2fl/kePFSGI6EdRR06ivWL3SbDUR/pVrHI39/GG/Mc1zt74FibLWN2yHskwyPzHP6V9FguMMFWsqycH56r71+qPOrZPWhrD3l9zOIpeK17zw1q1nktaNKg/ihO8fpz+lZLKUYqyFWHUEYNfS0MZQxCvRmmvJp/wBfcebUoVKbtOLQh4pKUc1o6XpE+r+bHaSRm5QblgdtpkHfaTxn2OK0q1oUYOdR2it30RMISm+WKuzNrrvBHixtBvhaXTk6bO3zZ/5ZN/fHt6/n2rl7i3ntLh4LmGSGZDhkkUqR+FQ1zYzCYfMcNKjNXjJf8M0+6NKVWdCopLRo+lsggEEEHkEVqWdx5qbWPzr39fevL/ht4jN9YNo9y+bi1XMJJ5aP0/4D/Ij0rvopWjkEinkV+IVqFbJsfKhU2X4ro0fWwnHFUVNf0+x5T8UPCI0fVBq9lHixvHPmKo4il6kfRuo981577V9Sapptpr+i3FhcrmC4TaT3U9mHuDg/hXzTq2l3Oi6tc6ddrie3co3ofQj2Iwfxr9b4ezJYqh7OTvJfiuj/AEPmsdQ9nPmWz/M6D4dax/ZviVLaRsQXo8ls9A/VD+fH417QK+bEdo5FdGKupDKw7EdDX0FoOqLrWh2moLjMsY3gdnHDD8wa+M49y7krQxsFo9H6rZ/Nfkepk1e8XRfTVHiPifTv7K8SX9oBhFlLR/7rfMP0Ne3fBjVvt/g02TtmXT52jx/sN8y/zYfhXnnxV07y9RsdRVeJozE5/wBpTkfof0qx8FdX+xeMJdPdsR38BAGf40+Yfpur67CV/wC0Mmp1t3ZX9Vozz5w9ji5R6X/PVH0LRRRXmnWFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACV4f8XPHZuJpPDOmS/ukOL2VT95v+eY9h39+OxruPiV4wHhXw+Ut2A1G7zHbj+5/ek/DPHuRXzfFFPd3SRRK81xM4VVHLOxP6kmvXy3Cpv29TZbf5/I48TWt7kdy7oWh3niHVodOsUzLJyzn7sa92b2H/wBavojQdC0/wpoyWdovyj5pJWHzzP6n+g7Cs/wZ4Vt/CGibZNrX0wDXUo7nsg9h+pya0J52mfcenYelfI8T8RKT9lSei2Xfzfl2O/L8Db3pbjp7h5254UdFqEdaKK/OKlSdWTlJ3bPejFRVkBwOtVr7ULTTLVrq8uI4IV6u5x+A9T7CuY8UeO7PQi9rahbvUBwVz8kR/wBojv7D8cV5bcXWs+KdUG/7RfXb/cijUnaPRVHAFfW5JwjiMbFV8S+Sn3e7Xknt6nmYvM4UnyU/el+B22t/FIktDottx0+0XA/kn+P5VwOo6tqGqy+bqF5LcN23twPoOg/Cu+0P4QaldhZdYuksIzz5MWJJfx/hH616BpfgfwvoO1o7CKWZf+Wt0fNf8AeB+Ar7WlVyXJo2oRTkuujf3v8AQ8qUcVin77su3/APBtO8P6xq5H9n6bdXI/vJEdv/AH10/WupsvhJ4lugDOlpaA/89ZtxH4KDXtrX8SqFRWIHQdAKhbUJD91FH15rzMVxwk7U7L73/kjenlF/iv8AkeaW/wAFZSM3Ouxj2itif1LCr6fBbTQP3msXrH/ZiQf413JvZz/GB9AKb9rn/wCehryJ8a4hvST+SSOpZTBdF+JxLfBbSiPl1e+B940NULr4KyAE2euKT2E9uR+qk/yr0YXk4/jz9QKkXUJB95Fb6cVdLjOtfWb+aTFLK4/yo8N1T4Y+J9MVnWzS9jH8Vo+8/wDfJw36VyMkckMjRyo0cinDI4wR9Qa+qY72F+Gyh96o614a0fxHBs1KzjmOPlmHyyL9GHP9K+lwHFqqaVUpLut/uPPrZby/Dp6nzppOv6poku/T7uSIZy0eco31U8V6X4e+JNnqBS21VVsrg8CUH90x+p+7+PHvWB4r+F2o6Ksl3pbPqFivLKF/exj3UfeHuPyrgvpXo4zJ8rzulzpLm7rRr17/AHGNLFYjCSt07PY+lQQQCDkHkEU6OQwuHQ4IrxPwr43vNAZLa43XOnZx5ZPzR+6H+nT6V7FYX9rqdjHeWcyywSDKsv8AI+h9q/K85yHFZPVTlrF7SW3z7M+iwuNp4mNlv1Rpajp1h4k0mWwvot8Mg5H8SN2ZT2I7GvnzxT4WvfCuqm1uR5kD5a3uAMLKv9CO4/pXvkcjRuGQ4Ip+raVp/ijSJbC+jyjcgj70TdmU+v8A+o19Dw1xI6MvZVdnuv1XmcOPwKkuaJ81Wl3c6feQ3drM8NxC4eORDypFfSvgLxvbeMNKyxWLUoABcwA/+Pr/ALJ/Q8fX588S+Gr7wvqrWV4u5DloZlHyyr6j+o7VU0jVr3QtUh1HTpjDcwnKkdCO4I7g9xX6NiaFPG0lOm/RniUqkqM7SPsCiuV8F+NbLxfpazQkRXkWBcWxPKH1Hqp7H8OtdVXzU4ShJxkrNHpxkpK6FooozSGFIRmlzTcj3oA4vxL8M/D3iMvM1t9ju25+0WoCkn/aXo35Z968m8Q/CPxHo2+WyRdTthzutxiQD3Q8/kTX0dRiuyhj61HRO67MwnQhPdHxpJHJDK0UsbRyKcMjqQQfcHkU+3uJ7WXzLeZ4n/vIxBr6v1rwvoviGPZqunQXBxgSFcOv0Ycj8680134GQtul0LUmjPaC7G5fwccj8Qa9WGZ0Kq5aytfvqjleGqQd4M86s/Gmo2+FuUjuU9SNrfmOP0robPxjpVzgSu9s/pKOPzFc5rXgTxNoO5r3SZjCv/LaAeamPqvT8cVzlcOJ4byvGrmguV907fhqjenmOJo6Sd/U9ihmiuEEkMiSL/eRgR+lNuLS2u123FvFMP8AbQGvI4ppbd98MrxN6oxB/Stq08XatbYDzLcL6TLk/mMGvnq/BuKovmwtVP1un9+x3083pTVqsbfijqrnwfpE+SkUkBPeJ+PyOapw+DZrC9ju7DUMPG2QJY+vqCQehplp46t3wLu0kjPdom3D8jg1tWviHSrvAivYgx/hkOw/rXBWln+Eg4VeZx2d1zK34nRD6jValGyf3P8AQ1Lmw0/XrZbPVYskDENypw8R9M+n14rzXxJ4WvvDV3sn/e2zn91cKPlb2Pofb8q9IBDLuUgqe45FasK22s6fLpd/GJY3XGG6kex7EdjXBlOf4nK6iUrun1XbzXYvGYCniI3jpLv/AJniWk6nNo+q21/AfnhcNj+8O4/EZFfQlncQ3lnDcwNuhmQOh9QRkV4T4m8PT+G9Va1kJeF/mglx99f8R0P/ANevQvhjqpu9Dm06RsyWb5TP/PNuR+Rz+Yr3uM8JSx2BhmWH1Stquqf+TPPyqpKjWlQnpf8ANHotjNsfymPDdPrXBfF3w19qsItftk/e2wEdzgfejJ+Vv+Ak4+h9q7LODuFae2HULGSGdA8cqGOVD0IIwR+VfM8NZpKhVS6r8V1R34/DqcW+/wCZ8rdK9K+Fer/8fmkSN/08Qg/kw/kfzri/Euhy+HdevNMlyRE2Y3P8cZ5U/l+oNRaDqjaNrlnfjO2KQbx6oeGH5E1+o5zhIZpls4R1urr1Wq/yPnsJUeHrpvo7M9Z+Ilh9t8ITyBcvaus4+gOG/Q/pXkmh6m+i67YaknW1nSQj1API/EZFe/XdvHqGnTW5IaK4iZM9iGGM/rXznJG0MjxSDDoxVh7jg181wHiOfCVcJP7Lv8nv+KPQziHLUjVXX9D7HikSeJJI2DI6hlI7g8ipe9cb8L9X/tfwHp7s26W2U20n1Tgf+O7a7KuqpBwm4vowjLmimLRRRUlBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJUM88dtBJNK6pFGpZ2Y8KAMkmpq8x+M3iQ6b4cj0iB8XGoEh8HkQr978zgfTNa0abq1FBdSJzUIuTPH/GXiSXxT4ludRYsIM+XbIf4Ih0/E9T7mu++FPhEQw/8JJfJ87grZqw+6vQyfjyB7ZPeuA8H+HX8T+I4LE5Fuv725cfwxjr+J4A+tfQl06QRJaQKEjRQu1eAqjoB+FPifNYZfhvq9PdrX06L59TLAYZ16nPIiubgzPgfcHQevvVfrRS1+OVasq03OT1Z9TGKgrIB05rzTxh49kllbSdBdmZjskuY+Sx6bY8fz/L1rS13UNT8VahL4c8NjMafLfXucIg7ru9PXHJ6DvXReG/CekeE41e3QXeokYe7kHT2Qfwj6c+9fX5XgsHllNYzMdZvWMPybX6HmYirUrydKht1f6I4nwz8J7y9C3mvytZQH5vs6keaw/2j0T9T9K9Q06z0nQLX7NpNnHCn8RQct7sx5aiSaSU5ds+3amfWubNOKsVjHyw0j2/4BeHy6nTV3qyeS8mk/i2j0Xiq+aWjivmJ1alR3m2z0IxjFWSCiiisiwooooAKKKKACpIppIjlG49O1R0VpCcoPmi7MlpNWZqQXaS4B+V/T/CuJ8afDa010SX+lCO11L7zL0jnPv8A3W9/z9a6HpV+1vMkRyn6N/jX1GUZ9Vo1FeVn36PyaPNxWDjKOiuj5gu7S4sLuW0u4XhuIm2vG4wVNbPhbxRc+Gr/AHruks5CPPgz1H94ejD9eleyeO/BEHimxM9uqx6rCv7qToJB/cb29D2PtXgE0MttPJBNG0csbFHRhgqR1Br9Uw+Iw2cYR06sb30a/Vf5nzs4VMLUUov0Z9GWV7b39nFd2solglXcjjuP8farKM0TB0OCK8Z8BeKTo2oDT7uTFhctwSeIpD0b6HofwNexjjivx7Pcnq5Ri+T7L1i+6/zXU+oweJjiad+vVD9Y0fT/ABXpD2N9H/tK6/fifsyn/Oehr5+8R+HL7wxqr2N6mR96KZR8sq/3h/Udq+gUdo3DKcEUms6Np3izSHsb6Pn7yOv34m/vKf6d+hr6XhniZ0ZexrbP+rrzODMMvUlzQPnbR9Yv9B1SHUdOnMVxEevUMO6sO4PpX0n4L8baf4x03zI8RXsQH2i1LZKH1Hqp9fwNfO3iTw3f+F9UayvUyDloZlHySr6j+o7Vn2V9eaZdLdWNzLbXCggSROVYAjBGRX6NiMNSxtNVKb16M8SnVlRlyyPpTxT8R9C8LboJpjc3wH/HrBgsP949F/Hn2rynWPjN4j1Bymnpb6bEeF2L5kn/AH03H5Csnwd4Dv8Axc8l7PN9j0uNiZryX+I9wuep9SeB+lei22s/DTwIuyxaO8vE4aSFPtEpP++flH0BFcSo4eh7kYupP8Ebc86mrfKjztF+ImvjzFOvzo3RsyIn4dBT/wDhFfiJbHzVtNZUjnMdySf0au5ufjvaKSLPQriVezSzqn6AGqa/Hmbd83h2Pb7XZz/6BWynivs0kl8ibUus2crbePfHPha7WG9ubskdbfUoi2R9Ww35GvZ/AnjaDxnpUswg+zXNuwSeHduHIyGB9Dz19DXlnjP4mad4w8Mvp8mkXFtdrIkkMhkV1Ug888EZBI6VX+DWrDTfGTWkkgWK+t2j+Y4G9fmX/wBmH41niMMquHlUlDlmuw6dXlqKKldM+i6KQHNLXhneJXP6v4K8O67ltQ0m2kkP/LVF2Sf99Lg10NJTjOUXeLsJpPRnkWrfAuwl3PpOqz2x7R3CCVfzGD/OuI1X4SeLdNLNFaRX0Y/itZAT/wB8tg/zr6TH1pTmu6lmWIhu7+phLDU5dLHx3fabf6ZIY7+yuLVx2niZP5iqvBHtX2TNBFPGY5o0kQ9VdQwP4GuR174aeGtatZkTToLO6dTsuLdNhRuxwOD9DXfTziMtKkbehzywb+yz5stbq5tHD21xJEwOfkYj9K9O0DWRqdlHdRkJPGcSKP4W/wADXnOt6NeeH9XuNNvo9k8LYJH3WHZh6girXhnUzpurxh2xBPiOT0Geh/A/1ri4iyinjsI6tJLmirp911Xnob5fi5UavJN6PT0PXPEOjw+KvDjRqALgDfAx/gkHb6HpXmvw/vH0zxjDBJlBcBraRT2btn/gQxXp+i3GyZ7dujjI+orzzx9YHQ/F0Gq267UuGFwMdpFI3fnwfxr4vhvE+1p1soqv3Zxbj5O2x6eYUvZzhiY7pq/oev8AarNlN5c20/dfj8appIssayIcq4DD6Hmn9BXw9KpLD1uZbp/8OetJKcbdzlPi54e+3aNFrUCZnsfllwOWiJ6/8BPP0JrxOvqvbFf2DwzoJI5UMcqHuCMEflXzT4i0WXw/r93pkuT5L/Ix/jQ8q34jFftPDGYKvQ9k3tqvR/5HymPock+b7z1b4e6yNU8MxwO2biyxC+epX+A/lx+Fea+NbL7B4u1GIDCSSecv0cbv5k0eDtf/AOEf16KeRiLSb91cD0U9G/A8/TNb/wAVbULqen36YKzwFCw6Hacj9GrzsFg3lfEMoxX7usm16rVo2q1ViMEm/ii0dB8C9W2Xmp6O7cSKtzEM9x8rfoV/Kvbq+VfAernRPG+l3ZbbGZhDL6bH+U/lkH8K+qu1epmtLkr838yMsLO8LdhaKKK846gooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGngV8vfEfXP7e8b38yPut7dvs0HPG1OCR9W3GvojxXq39ieFdT1IHDwW7Mn++Rhf1Ir5d0HS31zxBY6aCSbmYK7dwvVj+QJr18rjGCnXnsl/wAFnHipN2gup7H8MNEXRPCR1KZMXOoYl5HIjHCD8eW/GujYliWJyTyas3ZSNY7aJQscagKo7ADAH4CqvUV+ScQZjLGYuUnsn/X4H0WBoKlSSDtVTU7Sa+sZLaC7a1MmFaVFywX+Lb6EjjParYoHWvGpVJU5KUd1qdcoqSaZBYWdppVhHYWECwWqdEXqx/vMerE+pqejig89KdavUrzc6km2+rFCEYK0VZBRRRWBoFFFFABRRRQAUUUUAFFFFABRRRQAUUUUwNCyud48pz8w6E9683+LPhESwHxHZR/vI8LeKo+8vQSfUcA+2PSu4DFGDA4I5FauIr6zaOVA8UqFJEPQgjBFfZ8OZvUo1FrqvxXVHkY/DKUfJ/mfKde0fD7xAdZ0X7NcPuu7PCMSeXT+Fv0wfp715d4m0V/D3iK80xslYnzGx/ijPKn8j+YNT+EdYOieJLW6ZsQOfKm/3G4z+Bwfwr9C4jy6Ga5a5Q1klzJ/K9vmtDxcDXeHr2ls9Ge8Yp6O0bBlOCKbRX4Wm4O6Pr3ZrU5r4oarp6+DjBc28ct3PIFt1brGw5Lg+w4/EA14eNocFwSueQDgkfWux+JWo/bfE/2VWzHZxiPH+0fmb+YH4VQ8FeE5/F+vpYoWjtox5lzMB9xPb/aPQfn2r934dhLD5VCrXerV389vwPj8a1PEOMOmhetYvFXxBkj0+whK6dbAIkEZ8u1t17A+p+uWNd9o3wNsYlV9Z1Oa4fvFbARoPbcck/pXp2laVZaLp0VhYW6QW8QwqKP1PqT3NUdW8V6PpDFLrULWOQdVkmUY/rWc8bVqPloLlXluaxowjrPVmdafDLwfZoAmh28hH8U5aQn/AL6NXz4J8LFdp8Pabj/r2X/Cudn+KWgBiP7Ztx/1zidv1xSQ/EjQ52wmvwKT/wA9AU/mKzdLFPV3/ErmpbK34F2/+FXhC/Q40sWzn+O2kaMj8M4/SvHviD8P5PBk1vPDcNc2FyxVHdcPGw52tjg8dCPQ8V7jaa+byLzLW7guU/vRlXH6VifEGP8At7wVqFu0I86FPtELA9GTn9RuH41rha9enVSm7rr/AEyKlOEotpalT4N+I5dW8OzabdTNLcafIArO2WMTcrz3wQw+mK9LxXzH8NfFFt4X8U/aL2Ro7K4hMMrBS23kFWIHPBH619KWV9a6jax3VncR3EEgykkTBlI+orPMaDpVm0tHqVh6nNBJ7otUUUVwHQFFFFABRRRQB5f8ZPDCan4fGtQJ/pen/fI6tCTyPwPP514BX2Nd28V7aTWsy7opkZHX1UjB/nXyDf2jafqF1ZOctbzPCT6lWI/pX0GU1XKDpvp+TPOxcLSUl1PUfDuotc6ZY3hOXAAf6rwf5Ve+JNgL3wo86jLWsiyg/wCyflP8wfwrlvA0xfSbiEn/AFc2R9CB/hXol7ANR8MXMLDPnWjL+O04/UV+W41f2dnalHRRn+Df+TPo4/7Rg9eq/Eb4WuDdeFdLmJyTbICfcDH9K1+1cz8P5DJ4J04n+EOv/j7V03avn81goY6tFdJP8zqwzvSi/JFuwk2uYz0bkfWvOPjLZWBXT73z4k1AZiMOfmki6hsegOeT611er32p2duP7H02a+vn/wBWqr+7T/adjgAe2ea87n+GnjPWryS+1F7YXEp3O89yCfyUHA9u1fccIQ9nFV681CMW7XerXXTseRmb5m4QV29/I8+4x71p3OvXd7oNppVwFkjtJC0MpzvVSMbfcV15+DfiHGReaaT6eY//AMTVG6+FXiu2UlLW3uAP+eNwpP5HFfeyx2XV5Rcpxbi7rXZ7XXyPGVKtBNJPU4rkcg4PY+lfR3hP4n6DrGnW0N7fpZ6jsVJY7g7AzgYJVuhBPvmvAdR0XVNIbbqOnXNr7yxkKfx6Vn10YjD0sZFO/o1Zk06k6L2PstXV1DKQQRkEHgin9q+W/Cnj3W/CkyLbzm4ss/PaTMShH+z/AHT9PyNfQnhbxZpnizThd6fLh1wJoHPzxN6EenoRwa8DFYKph99V3O+lXjU23OhooorjNwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8y+NuofZvBkNorYa7ukUj1VQWP6ha4X4O6cJtfvdSkHyWdvtUn+85x/6CD+dbXx4uibnRLQHgJNKR9SoH8jVj4W2n2TwTPckYe8umwfVVAX+e6urMMQsJk06nV/q/+Ac1KHtcWo9jr3cyOznqTmql5drZwFzy54VfU1YZgilmOFAyT6VgJIdT1ZC3+rByB6KK/G4R9pJzltuz6rZWRr2cTxw7pTmWT53J9fT8Ks0UVjJ8zuMKKKKgoKKKKACiiigAooooAKKKKACiiigBOpxWDdau9v40sdPZ/wDR7m2dQP8ApqCGH/jvH41uSOsKtI5woGTXmnjC8lt3sNWXiW3vBJ+HXH6Yr2slwscTiPZSXxJpetnb8TlxU3CHMulvzPTqKZFKs0SSoco6hlPseaea8eUXGXKzoTuFXdPfDNGe4yKpdqsWX/H0v0NdeAm4YiLXe33mVdXgzzX40acqXWl6mow0iPbufXb8y/zNeVda9i+NVzGNN0i1z+8aaSX/AICFA/ma8dr92yNylgIqXn91z47FpKs7H0F4avjqXhnTrpzl3gUOfVh8p/UVozzR20Ek8pxHGpdj6ADJrnvAMTxeCtODggsHcA+hckVB8Q9S+w+FJolbEl2wgX6Hlv0GPxr8bngVXziWFp7ObXyv/kfVRq8mFVSXRX/A8dvbt7++uLyU/PPI0h/E5r0rwt4z0fwB4PVIovtutXx8+WNGwsQ6Irt2wOdoyeT0ryyuy8CeALzxjdGV2a20uFsTXGOWP9xPU+p6D9K/b8RSowoKM9IRtp6aJHydOU3NuOrYuo+N/GPjG7NrBPckP92z09GUY99vzH8TVvTvg/4rvwJJ4bayDc5uJvm/JQa960Pw9pfh2yW00u0jt4wPmIGWc+rN1J+ta1eRLMnD3aEVFHYsNza1HdnhcfwJ1Qr+81qzU+iwuf6iop/gVrSKTBq9hIfR1dM/zr3mjFZf2nie/wCCK+rU+x8z3nw58aeHWN1b2cr7OfO0+bcw/AYb9KzdR8beIdQ0ltKvLsmPOJW2bZHH91j6f5NfVGMivmz4tWCWPxBvCihVuYo58D1IwT+amvQwWM+s1OSrFXWqZz16Xs43i9Dhq9q+BF6Tb6zYMx2o8UyL6bgVP/oIrxY9a2PDnifVPCt+bzS5lVmAWSN13JIoOcEf1HNd+NoOtRcY7nPQqKE02fWtFUdI1GLVtJtNQi/1dzCkqjOcbhnFXq+RaadmeuncWiiigYlFFc94h8ZaJ4Zjzqd+iSkZWBPmlb6KOfxOBTjGUnyxV2JtJXZq6neppulXd9JjZbQvK2fRQT/SvkGaZ7iWSeU5kkYux9STk/zr0Txl8WrzxFZXGl6fZraWE67JGkO6V19OOF/X615vX0eWYWdFSdRWbPNxVWM2lHodt4Cz5F96b0/ka9YsF/0CBW7pz+NeZeArVm02Qgczz7V+gAH9TXqqoEUKOgGBX5HxZWTzOo13/JI+oy6NsNFPt+rMXwppdxo/hu2srkKJVZ2Kqc43MSB+RFbfSijrXzmIryxFWVWe7d38zrpwUIqK2Q8TzBAisQo7Dijzpf8Ano//AH1VW5u4bRN0rcnoo6muXvPE+sxyP9l0O3kjB+UtecsPXGBiunDUcTiHywla3d2X4tETlCCu19yudot1MPuyt+JqRNQmH3lVh9MV5sfiVNYziLVtBmt8945c5+mQAfzrqdH8TaVry/6BdBpQMtC42yD8D1+ozXfXy/NcHD2sk+XummvvVznjXw1V8ul+z0Z1K3UE6GKUDa3BRxlT/SuT1/4YaDrKtLaR/wBm3R5D24/dk+6dPyxWzU8NzJCeDlf7prbL+I6+Gmru3mv1WzJr4CE1ofP/AIk8Jat4XuAl/BmBziO5j5jf8ex9jzVTQ9d1Dw9qsWoadKY5k4Kn7si91Ydwa+l5Y7TVbKS2uYY5oJBtkikGQR7j+teI+PPh9L4cZtR04PNpTH5geWtyezeq+jfgfU/p+VZ7Rx8VSrWu9n0f+T8j5/EYSVF80On4HuPhDxVY+LdGW9tDslX5Z4GOWif0PqPQ9xXRV8meFvE194U1qPULM7h92aEnCyp3U/0PY19QaJrVn4g0mDUrCXfBMuR6qe6kdiDwazx2DeHlePwvY1oVlUVnualFFFcJ0BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJRRXlPxI+JyaQkujaHMH1A5SadDkW/qB6v8Ay+taUaM60+SCInOMFeRx/wAZtVtNQ8XQQW0qymyt/Km29FcsSVz6gYz6V3fhe3+x+C9EtsYP2USsPdyW/rXz4xZyxJLM2cknJJNfSoRba2hi6JBCifQKoH9K4ON39Xy6lh093+X/AA5WU/vK8pvsZetXW2NbdTy3zN9OwqHQ1zcSt6KB+Z/+tWfcTG4uHlP8RyPYdq0NCP7+ZfVQf1r84lDkotH0ZuUUUV5xQUUUUAFFFFABRRRQAUUUUAFFFFABRRUNzcJbQNK/boPU+lVFNuyEZ2tXWI1tkPJ+Z/p2Fcf4stxJ4Nvrgj/VTwAH3Zj/AEFbEsjzStI5yzHJqPxpb/ZfhQ8zDDXV/Fj3Azj+Rr7DhjD3x9NLo7nBmErYeXmavg28+2+FrFicssQU/hW8a4b4a3BbRY4if74/Js/1ruOteFnVFUcwqwWyk/zZvhZc9GD8l+QvarenrmZm9FqoK0dOT92x/vNis8rp8+Jj5ajxLtTZ4r8Xb/7V4yW1BytpbImP9pssf5iuFhhe4mjhjGXkYIo9ycCtbxfe/wBoeMNXuc5DXTqv0U7R+go8K2xufEVse0JMx/4D0/XFfusZrBZZzP7Mb/O3+bPj1F1sRyrqz3aztEsbGC0j+5BGsa/QDFeW/FTUDNrFpp6n5beLzGH+05/wA/OvULK6F3bq+fnHyuPevB/El/8A2n4l1C7ByrzME/3R8o/QCvzfgrCyr5nPEVNeVN/Ns97Nqns8Oqa6/kg8NaFceJdftNKtyVMzfPJjPloOWb8B+uK+qdJ0u10bTbfT7KIRW8CBEUfzPqT1J9a8r+BmjKttqWtyL8zuLWInsowzfmSv5V7HX3GaYh1Kvs1tH8zy8LTUYc3Vi0VDcXCW0Rkfp2Hqawbi8nnY7nKr2VTgV50YOR0t2N9pok+9Ii/VhTPtlt/z3j/76rm8UVr7FdyeY6QXluek8f8A30K8I+OEaf8ACT6dcIQRJZ7SQc/dc/410fi3x9Y+Hg9rbBbvUunlA/LF/vn/ANlHP0rxnVNWvtZvnvNQuGmmbjJ4Cj0A6Ae1epl+DnGoqr2/M5MTWi48vUpdaKtafp93ql4tpZQmadgSEHcAZPWorm2uLOdoLqCSGVeqSKVI/A17LrUvaey5lzWva+tu9tzi9nK3NbQ9k+HXxN0XTPDtnourSy2s1uGRZ2XdGy7iRyORgHHI7V6rYa1pmqRh7DULW6UjOYZVb+Rr5BpVJVtynDeo4NedXymnUk5xlZv5nTTxcoqzVz7M3Cuf8R+MtF8LW+/U7sCUjKQR/NK/0X+pwK+XV1TUUXauoXar6CdwP51XkkeZzJI7O56s7Ek/iawhk1pe/PQuWM091Hovib4wa1q5eDSh/ZlqeNyHdMw92/h/D8686ld5pGkkdnkc5Z2JJY+5PWprSwu759lrbyTHvsXIH1PSugsvA95LhryeOBf7q/O3+Fa1cdl2XR9+aXlu/wALsiFDEYh+6m/yOX5FHPWvR7XwfpFvjzInuG9ZX4/IYrmtC05NS8SSusYW0glMhAHGMnav+fSuWhxLha9OrUpp8sFdt6X7JddTaWW1acoxla8nY9K8GaQbLSrfeuDGn/j55b8s4rqiawrDTZbhFkmd0i/hUHk/4VtxxrHGEQYUe+a/FMwrOvXlVk7uTbfzZ9XTgoRUVsh1Q3VwtrbtK3OOg9T6VNWLrkpLxQjoBuP8q5aMOeaTNGZcsrzyNJI2WNZurava6RaiW4JLtwka/ec/4e9aBYBeTgdz6V5TrGpPqmpy3LE7M7Y1/uqOn+P419tw7kyzGu1PSEdXbr2R52YYv6vT934nsWtW8S3erQtBJFAkG4MqhckH/eNY8U0tvMk0MjRyodyuhwVPqDV/Q9FuvEGrw6fagB35Zz0jUdWP0/wr2q2+FGg3ekrZiB0Zet7u/elvX0I9sYr9MthMBTVCMVy9l+t77nzX72vLnbuzF8E+NBraDT9QZV1FB8r9BOB3/wB4dx3612vtXjfivwDrfgq4F4jNcWSODFewAgxnPG8fwH36e/au88GeLI/EVjsuCqajAo81BxvH98e3qOxr804o4dhRX17BK9N7pfZf+R72X41v9zV+Lp5nVI7RuGU4IrSSSK9geORFdWUrJGwyCDwQR3FZfUU5HaNwynBFfKYHHTws/Lqv1XmejWoqovM8f8f+BH8M3Rv7BGfSZmwO5gY/wn29D+HXqz4c+N5PCWs+VcOx0u6YC4Xr5Z6CQD27+o+gr3JkttUspba5iSWKVSksTjIIPavAfHHg6bwnqn7vfJp05Jt5T1Hqjf7Q/Uc+tfsGTZrTzCj7Cq7trR9/+Cj5jFYaVCfPE+n4pUmiWSNldGAZWU5BB6EGpa8a+DvjVpVHhnUJfnQE2Lseqjkx/h1HtkdhXstc1ehKjUcJHRTqKpG6FooorIsKKKKACiiigAooooAKKKKACiiigApKKpajqthpNuZ7+8gtYh/FNIFH4Z600m3ZBsXaq3t/aabaSXd7cR29vGMtJKwVR+NeY+IvjXptmHh0K2a+m6CeUFIh+H3m/T615Dr3ifWPEt0J9VvXm2nKRD5Y4/8AdUcD69fevQw+WVaus/dX4/cctTEwjotWd/44+Ls2orLpvh1pLe1OVkvCNskg9EH8I9+v0ryinJG88qxRIzyOcKqjJY+gFeneEvh0IWS/1xAzj5o7Q8hfd/U/7P5+ldeOzHBZLh+ab16Lq2Y0qNXFzsv+AjmNL8Fane6I+reWyqpRoYduXmXcNxA7DHI9a9i1qfZbS4PMjbR9P/1VcA4wKxddf54Y/QFj/KvybNM9r5vVj7VJKLbSXRO2nnsfS4TBwwy067mRV3SpRFfpno4Kfn0qnSAkEEHBHINcElzJo7TsaKrWN2t3bB/4xw49DVmvKlFxdmMKKKKkYUUUUAFFFFABRRRQAUUU13WNC7sFUDJJ7UwFd1RC7EBQMkntXNX96bybIyIl+6P60/UNRa7bZHlYQen973NUa9ChR5PeluSS28El1dRW8Qy8rBR+NP8AjTLHZ+GNI0uI4UTg49lQj+v610/gzS+ZNUnGFUFYs/8Ajzf0/OvNPjJqf2zXrK2z/qoWlI9NxwP0UV+i8J4Fxmq0lq/yX+Z4Wa1k04LoSfDyTy9Otz2+0Ov54Fek15j4MBj0CB/WVm/8e/8ArV6aK+K4ls8xqyX8z/M9PBK2Hh6IXvWgsos9KkuW4EUbyn8AT/Ss8d6i8Y3H2HwFq0gOCLQoPq2F/rS4eo+0xS+S+9ojHS5af9dj5vd2lYyMcs5LE+55rsPAlt815dEdNsSn9T/SuN9q9H8HW/k+Ho3xzLI0n64H8q/U+K6/scscF9ppf5ng5VT58Sn2uzcutVfR9MvblT0gYAf7WMKfzIrxwdQK9B8bXPlaKkAPM8oH4Dk/rivPh1rl4Lwqp4OVe2sn+CVv1NM5qc1ZQ7L8z6Z+FVotr8OtLIGGmDzN7lnP9MV2tcv8O8f8K/0THT7In9a29Sn8m1IB+Z/lH9aK95Vper/MqGkEZd/dG5uDg/u14X/GqtFFbJWVkSwrzDxv8RTE0ul6HL84ys14h+76qnv6t+XrU/xJ8YtZo2h6dLtuJF/0qVTzGp/gHoSOvoPrXklergsGmlUqfJHHXr292IpYsSzEkk5JPetDRtDv9evRa6fCXbq7nhIx6se1afhbwjd+JrjflobCNsST46/7K+p/QfpXs2l6VZ6PZJaWMCxRL6dWPqT3NeLxFxXRy1Ohh7SqfgvXzOnA5dKv789I/mZnhjwnZeGrYiP99dyDEtwwwT7KOy/5Na95YWt/F5V3bw3Kf3ZUDY/PpVmuV1rxPcRyyWGhWhu71SUeVhiGE+5/iI9B/wDWr8tp1MZmGKdVz996tt2S+fRI+hcadGHJbTta9zM8SeG/BWkWxub2F7Zm+5HbyndIf9lTn8+leWyrHcXjLY28qxsf3cRbzHx7kAZP4V6BB4E1DVLtr3Wrma5nflsHaPpk9vYAV1Fh4USxTbbR29uO+0ZJ+p6mvtsLxFQymjyOs69Tu2+VenVnlzwE8RK7ioR/H5nmFh4P1K7w04W1jP8Az05b/vkf1xXTWPhDS7TDSo1zIO8vT/vkcfnmu5TQ1/iuG/4CtPGhwDrJK35V4mO4txmLuuflj2Wn47ndQy2hR1td+ZgIixoERVVB0VRgD8KdWzcaRbw28ku+X5VJ6j/CsavEVX2t5XO61titqMrwafO8Sl5dhEaqOSx4H6mpfCHh+OxtkgbDFfnnb++57fT/AA96krodHjC2Ge7sSf5VtVxk6eFlRhopNN+dlp+pHsk6im90rGhRRRXgmwVzusH/AImDeyrXRVha5EVnjlxwy7T9RXThn74mYOpFl0u7K/eEL4/75NeSDgCvZHRZEZG+6wKn6HivIr21exvZrWQfNE5X6+h/Kv1LgetG1Wn10fyPns7g/dn01R6n8HtOQ2d/fYHmyzLbqfRQAT+rD8q9viiWGJY04VRivDvg3qkaJe6ezASJMtyo9VOFb8sD867H4s3uraV4fs9V0m6lt2troeY8f91lKjI6EZx19RXt42nKpiuS9rnHQko0ubscN8YrnVLDxIlumtXslnd2/m/ZfN2rGMlSuFwCDjvk9a84sL650u+ivLSUxzxNlWH8j6g+lLqGpXmrX0l5f3MlzcSfekkOSfQew9hVTrXuUcLFUPY1EnpZ6aM4Z1W6nPHQ998NeI7fxJpouIsJOmBPDnlG/qD2NbQ9a+eNI1W+0G/iv7Rij46MPlkXOCD6jj8xXtvhzxNYeI7XzbZglwo/e27H5kP9R71+P8TcM1MvqOvQV6T/AA8n5H02Ax8a0eSekvzNyORonDqcEVY1PTbHxJo01heJuhlGDj7yN2Ye47VVIyKkhmaB9w6dx614eWZjPCVFrpf7n3R2YigqsfM+fdX0vUfCHiM27uY7m2cSwTpxuGcq6/l/MV9JeC/E0Pizw5b6im1Z8eXcRj+CQdR9D1Hsa5H4j+G4/EPhlr23XN7YqZoiOrJ1dPyGR7j3rivgzrslh4tOmM3+j6jGRjsJFBZT+W4flX6/TrxzLBKuvjjv/X4nzXK6Fbk6M+h6KKK806wooooAbngV5R4i+Ld54a8U32lXOhpLFA4EbLOUZlIBDdCOc16uDxXlfxj8ItqWmJr9nHm6sl2zhRy8PXP/AAE8/Qn0rpwapOqo1Vo9PmY1uZRvDdDbb466M+PtOk6hF67Cj/1FaUfxp8Jv9838f+9b5/kTXzuOAa6Sz8E6pqWnxXmnS2l2ki5KJNtdT3BDAcivUxeFy/DJSrS5U9Lt6X9bHLSq16jair2PbB8YfBxH/H7cD62r/wCFMk+MnhFPu3F0/wDu2rf1xXhs/g/xFbk79Huj7ou/+WapPomqxnD6Zer9bd/8Kyp0MtmrxrJ+jRcquIjvD8Ge4XHxx8Oxj9zZalMf+uaKP1asK++PEpBGn6Gins1xcE/oo/rXla6PqbHC6beH6W7/AOFWofCuv3H+r0e9Pu0RUfritXRyylrOcfnJf5oj2mJlsn9x0GqfFjxbqQYJfR2UZ/htIgp/76OT+tcbdXlxfTme7uJriY9ZJnLt+Zrp7X4b+I7kjfBDbA95ph/Jc10Wn/CiFCG1HUnf1S3TaP8Avo5/lXNW4hybBq6qK/Zav8P8y44LF1t0/noeYdTgdT0rqtD8BazrBWSWL7FannzZxgkf7K9T+OBXquleF9G0bDWVjGso/wCWr/O//fR6fhWvXyWZ8fTknDAw5f7z1fyX+Z6WHyZLWq7+S/zMTQPCmleHUBtYvMuSMNcScufp/dHsK3AKOlQ3F1DbLmRwPQdz+FfAYjE18XUdStJyk+r1Pap04U48sFZEp4Ga5fUdRt7zVpoImJaBF3Z6EHJyPUdvwqa81OW6yi5SL07n61yeuytpd9ZasoJiB+z3AHdDyD+BzXo5Zgfa1HB/E07eu9vmTWn7Nc3Rb+hvYopEZXRXRgysMgjoR60tRKLi7M0TJra5ktZRJGee4PQiugtNQguwAG2Sd0b+nrXM0dKyqUo1N9xnY0VzMOpXcIwJdy+j81cTXW/5aQA/7rf41ySw01tqO5tUVlf27Fj/AFEn5ion11yP3cAHuzZqVh6j6Bc2qrXN/b2o+d8t/cXk1gzajdTjDSlV9E4qrW0ML/MxXOhsL2S9nlJUJEgGF75Pqa0KxNMu7eztHMj/ADs2doGTgU251qWTKwL5a/3jyf8A61TOjKU7RVkFzVuryG0XMjfN2QdTWBeX0t43zfKg6IOn/wBeqzMzMWYksepJ5NTWtpPe3CW9tGZJW6Advc+grqoYfVKKuyW7K7IkjeQkIhYqpY4HQDqav6NpUur3ywJlY1+aV/7q/wCJ7V3WkeHbfTbF4mxJNMpWSTHUHsPap7a1tfD+nCKBct6n70jepr6fDZHNyg6j06r8kcFTHaNRGXzxWlpHZW4CIFAwP4V9K+Y/FmqjWfFF/eqcxNLsj/3F+UfoM/jXsfxB8QnR/Dlwwk/0y8zDF6jI+ZvwH6kV4TZ2zXd5BbIOZXVB+Jr9Dy2lHD0ZVXokvwWr/I+fxM3OSgtz0/QIDb6BYxkYPlBj9Tz/AFr0EdB9K5CCMb44kHy5Cge3SuvHU1+KZpVdas6j6tv72fXUockFHskKBlgPU1i/Fa48jwHPGDgzTxR/ru/9lrdhGZ4x/tCuO+M9xt0DTbfP+suy/wD3yh/+Kr3uDqXPio+q/BXPOzSVqb9Dxfsa9Z0mH7Po9nDjBWFc/XGT/OvKIo/NlSMdXYL+Zr2ILtAUduBX1vHFX3KVLu2/wRw5JHWcvRHCeObnzNUt7cHiKLcfqx/wArnVs7h7OW7SJjbwusckg6KzZ2g/Xaata/c/a9dvJQcr5hRfovH9K9e8AeGba6+G0ttfR/JqpeRz3C/dQj3G3cK9rD1o5VllFSXRX+er+65xVYvE4mbXn+GiOr+Ftwtx8OdJIP8Aq0eM/wDAXYVrarL5l1sB4QY/E1y3wlSXTdI1TRbv/Xafet83ZkdQwYexwTW7NIXkklIJJJbA61xPlnVlODunqn3T1R0RuoJPcbWT4l1uPw9oNzqD4Z0G2JD/AByH7o/qfYGjTvE2i6oubTUrdm7xu+xx7FWwa80+Kutfa9Xt9KhkDQ2qeZJtOQZG/wAFx+Zrtw+HdSooyXqZVKijC6OCuJ5bm5luJ5DJNKxd3bqzE5JrZ8KeG5fEmqiDLJaxYa4lH8K+g9z2/E9qxY4pJ5kiiQvI7BVUdSScAV7z4Z0GLw/osVkoUzH553H8bnr+A6D6VhxTnayvC8lN+/LReS6v/IWXYT6xVvL4Vv8A5GpaWkFjaRWtrEsUES7URegFTCkxS9K/EZzlUk5Sd2z62MUlZBTVjRCSqKpJySBTqKjmsAUUUUigooooApaq2NOk9yB+tc0zBVLMQFAySTgAV0msH/iXSZ4CkEk9ua4DTIbjx54gk0y0Zk0m1QzXMi9ZQOi/ieB7ZNfR5LltTGqXLpGOrfZf5s5cRiY0Ur7vZG2rBlDA5BGQfWuh0WQNZbO6OR+fNc8OnpWhpV0Le62scJJ8p9j2rhxELxaRujoqKKK8osKgu7ZbqBom4PVT6Gp6KqMnF3QjkZoXhlMci4YfrXLeK/D73yi/s03XEa4dB1kX29x+teoXNpFdx7ZV5HRh1FYdzpVxbklR5qeqjkfUV72V5tPCVo1qbtJdOjXVGGIoRrQcJbM8a0jVbvRNVhv7Rts0TdG6MOhUj0PSvoHw34u0Hxvo0mm3WzMsflzWkx+bB7e49GH6GvOtX8MWOqM0uDBcnrIg6/7w7/zrlrnwjq9nIHgCz7TlXhfDD3wcEfhX6bRzvLsygueXJU89Px2Z87PBYjDt2XNHy/yOs8QfBnWbO6eTRHjvrRjlEeQJKo9DnhvqD+FVdF+DniW+ukGopFp1tn53eRXfH+yqk8/Uis6y8W+PNHURRXeobBwFmh80fmQatTeN/iHqaeUtzeIDxmG2WI/99YyPzr0niaqhb2sbd7o5vZxcvgd+1jb+Lui6Romk6DZ2DxxzWqvCId2ZGjPzbiP97PPqxryyC4mtZlmgleKVDlXRipH4iupt/B+o38r3OqXZSRzlizebIx9zn+pqeXwGCv7rUDn/AG4uP0NcsM9yyjH6vUqqXd2bWvnZo1lgcTN+0jG3z1HaV8TtWswsd9FFfIP4m+ST8xwfxFegeGPFcPiRmaPTbyGFB88r7dhP90HPJ/CvKjpNz4duBdXul2+o2wPVnbYPrjGPxBFeveHtXsNa0iK408LFEvyNAAB5Tf3cD/Jr5DifD5dCisTg6Cab+JPRPs0uvyR6OAnXcvZ1ZWt0a1+8br9r4yu0mOg6rp6wYIFp9nCPtPGNzZBP5CvHdHurjwd4utLq+spRNYzbpLdvkYjBHX6HI7Gvf7ZQJQRKIyOhNef/ABdnsJIoYp9NvY7+Mj7Pe+WvlSr/ABJuzk+uMZB9jXdwpnEsQvq04Kz0urJ/PUwzHDKD9om9O57BoutWOv6VDqOny+ZbyjIPQqe6kdiO4rTr50+EvixtD8RLpdzJiw1BgnJ4Sborfj90/h6V9Fg17GMwzw9Xk6dDKjU9pG4tFFFcxqFMdFdCrAMpGCCMgin0UAfM/wASfBT+E9aM1rGf7Ku2LQEdI26mM/TqPb6Gsjwrrn9k6gsc8rJZynDsAT5Z7Pxz9cdvpX01rui2fiHSZ9Mvot8Ey4yByp7Mp7EHmvmDxR4avvCmsyaferkfehmAwsqdmH9R2Ne3RlRzDDyw2IV9Pv8ANeaOGanh6iqUz183l/Ysgm2yxuoaNz8yyKejKw6irMWuxNgSRuh9QcivPvh/47h0pV0LX1E+jSN+7dxk2rHuO+31x06jvXqd54MjmUXGlXSvG4DKjtkEHoQw7V+eZtwtUwtR+zV49Oj/AMme7hcxp1Y+9oyump2knS4A/wB4kfzqdZon+7KjfRhXP3ekahYk/abSVVH8QG5fzFUePavmKmClB2ldPzPRjKLV0djkeo/OkLKOrKPqa4/NGax+qLuVc6p7y2j+9PGP+BVVl1m2T7m+Q+wwP1rn6KpYaC31C5oz6xcS5EYES+3J/Os9mLsWYlmPUk5pUR5W2xqzseyjJ/Stez8LareEEweQh/imO39Otd1HCzm7U4X9EZyqRjrJmP2rRtvB0/iTT5oZ/wDR7WVCBKw5J7FR9cc12WmeEbKy2yXGbmYcguMKD7L/AI10QAAxivosuyidOcatV2ad0l5dzgxGLUouEVufPvg15Pts/hW/YQapbSMluJDhZCOseex7qehHHpXQTQy28zRTRtHIpwVYYIqv8YfDgS8j8SacWE0e1bzy+CpH3JMjuOAf+A1p+DPGWm+NLFNL18KurRLhJR8pmA/iB7H1HTv9PZzfIYYuH1vDaSfxLpfv8zjwuPdJ+yq6pbPyKFFdHqPg+9tsyWjC6h6gDh8fTofwrnpI3ikMciMjjqrDBH4V8PXwtai7VI2PahWhNXixtFFFcxqFFFFIAoooqgCir1hpOoaiR9mtnZf+ejfKo/E11umeC7e3KyXzieTrsHCD+prvwuXV8Q/djZd3sc9TEU6e71OX0nQbzV3BiXy4c/NMw4H09TXoWl6PaaTb+Xbp8x+/I33nPv8A4VfCpDGANqIo4A4AFZ9zqqrlLf5j/fPQfT1r6rAZXTw+q1l3/wAjzK+JlU30RburuO2QFuWP3VHU1z15eDEl1cyKiIpZmY4VFHJ/CiSQsWkkfJ6szGvG/H/jgawzaTpcmbBT++mX/luR2H+yP1+lfQ4XCucrL5s4KtVQV2c/4w8SN4l1x7hdwtIh5dsh7L6n3J5/L0q14K0/z9RkvHHyW42r/vn/AAGfzrmIopJ5kiiUvI7BVUdya9V0jTk0rTYrVcFlGXYfxMep/wA+lZ8UZhDB4H6vT+KWny6v9B5ZQdet7SW0dfn0NnTY/M1CEdlO4/hXTVjaHB/rJyP9hf61s1+M4mV527H1SJrUZuY/rXnPxrm/e6LB6LNIfzUf0r0iyGbpfoa8p+M8u7xJp8X9yzz+bt/hX3HA8L10/N/keJm79x/I4PSI/N1uxj9Z0/nXqd3OLWznuG6Roz/kM15r4YTf4ksh6OW/JSa7Txbc/Z/D0yg4aZljH4nJ/QV7fE9N4nNcPh+6X4vX8jHLJezw1Sp2/wAjzuGGW8ukhT5pp5Ai+7McfzNfT8dtHpWjw2cPCQRLCmPYYrwj4aaZ/aXjmxLLmO1DXL/8BHy/+PEV7tqD/cj9OTS4zxipU1SXRfjsvwM8rp80uZ9X+RFp8kNrLcybFWWeIR7+5xnaP/HjUg9q57Wp2jSKJDhi2/I7Y6frWvp94t7aLKMBujj0NeRwvjeei6FR6rVenb5HdjqNpc62Z4x8SPDv9j+IGu4o8Wd8TImBwr/xr+fI+vtXG16h8WNcRzbaHFtLKRcTnGSpwQq+3BJP4V5zZWNxqVwYLVA8u0ttLAZA69a/S6Fbkw6qVXZLq+3dnztWF6nLDU7D4Y6KL3WJdTlXMVmMR57yN0/IZP4ivXBwK5XwZFDo2iRafNtScsZJHB+VmPv7DA/Cur6nFfinE+YPHZhOafuLSPouvzPq8Bh/YUUnu9WFFFFfNneFFFFABRRVe6vIbRMyN8x6KOpqoxcnZCLFFZ2n3Et7LJO/yxp8qIOmT3960aqcHB2YjhfiXrpsdJj0yBsTXmfMI7Rjr+Z4/A103wW0lbPwY1+y/vL6dnLf7CfKo/MMfxryf4h3hufGd2hOVgVIV9sLk/qTXunwzwvw70YL08kn8d7Zr9fy3BRweTUoxWs7OXq1dfcj5mtVdXFyb2WiOW1qxOn6xc2+MJv3J/unkf4fhWf7V6J4p0VtSthcW65uoRwB/Gvp9e4rzvkHB4NfC5lhJYes1b3Xqj3cPVVSC7o29O1NWVYLhsOOFc9D9fetauOq9aapNbAI37yMdieR9DXiVcPfWJ03Ojoqpb6jbXGAsgVv7r8GrdckouLs0MKDmj61mapbaxK6SaXqMFvtGGhnt96ufcg5H4VdGmqk1FyUfN3t+FyJycVdK5dlt4Jv9dEjH1I5/OqraNaOeA6/RqxZNc8Tab/x/wDh5LuMdZdOm3f+OHmktfiHoE0nlXMs9lL3S5hK4/EZr1P7Kx3LzUVzLvFp/gtV9xh9apXtJ2fnobA0S3H/AC0l/Mf4VImkWinJVn/3mqSz1Sw1BA1ne29wP+mcgY/lUN7qkduDHCQ8vTPZa45LEqXJK6fnobqUWrplLV3jV47aJVVUGWCjHJrMpWZnYsxJYnJJ70ldMY2SQwIDZBAIPBB71jW9tN4Y1U6rpaM9o/F3Zr3T+8g9R1x/jW1060V3YbFToc0N4yVmns1/n2ZlUoxqWvutn2OrtrmG8torm3kWSGVQ6OvRgalntrTVbGTTNShWa0mGCrdj2IPYjse1c/otzHaD7LtVInYsuBgBicn8z+tdBivLjWng8R7Sg2rPT0HKmqkOWZ4L4r8N3PhTXpLJ2Zo/9ZbzdN6Z4P1B4PuK+ifAPiL/AISfwlaX0jA3Sjybkf8ATReCfxGD+Ncf8RNGGu+DZLlFzeabmZSOpT+Mflz/AMBrmvgnrxsvEdzo8j/ur6PfGP8Apogz+q5/IV+wYbFrNMtjXXxR3PmJU3h67h0Z79RRRXCdQUUUUAJXP+LPClh4t0hrK8Xa4+aGZR80T+o9vUd66CinGUoSUouzQmk1ZnyR4h8O6h4Z1V9P1CLa45jkX7kq9mU9x/LvXUeAviXeeFXSwvt91pBP3By8HunqP9n8sd/c/EvhnTfFOmPZajDuXrHIvDxN/eU9v5HvXzp4v8D6r4QuyLlPPsXbEV3Gvyt7N/db2P4Zr6ChiqWMh7Ksve/rVHn1KU6UueGx9L6Xqun6zYx3un3UdxbyfddDx9D6H2PNPuNKsLokz2cEh9WjGfzr5W8P+J9W8MX32nS7kx7v9ZE3Mcg9GXv9evvXtXh74xaHqVvt1cnTLpR824F4n/3WAyPoR+debi8qnDZc0fS/4HTRxUZbuzOybwpor/8ALmB/uuw/rUR8HaPn/USD/tq1YV18XvB1uDs1CW4PpDbuf5gCsG9+Omlx5FjpF7OexmdYx+m4156yZVP+XK+6xu8Xy/b/ABO8Xwhoq9bZm+srf41Yi8O6TCcrp8JP+0N3868Vvvjf4huMrZWVlag9CVaVv1IH6V654Xm1CLw/bya/fJNqUo8yUYVRHnogCjsP1zVVcohhoqUoJX8lcUMW6jspM34reGFdsUKRj0RQP5VLiqMmrWyfdZnP+yKpzavK3ESBB6nk0RpdEhuRryyxwpvkcKvqax7vVGlBSDKJ3buf8Kzrm6Co9xdTBUQZaSRsBR7k8CvNvFHxQggV7TQMTTdDdsPkX/dB+8fc8fWuyhhJVHaKv+RlUqqK1Nnx34utdC02WxQRz39zGVELDcqKRgs4/kO/0rw+KSSCVJYnaORCGV1OCpHQg0+eaa6neeeV5ZpGLO7nJY+pNSWNjd6nex2dlbyXFzIcJHGuSf8A63vX0VChHDws36nmzqOpLQ9c8EfFbesdhrUyxT9FuG4jk/3v7re/Q+1envcadqMYS8t0YEcF13D8DXzh4m8Da34Uigm1GBGgmUfvYW3Ijn+Bj2P6HtS+HfHWseHgsKSC5sh/y7zEkKP9k9V/l7V5uJy2jiY89KzT6dDpp4idN8sz6Am8H6TdAtbPJET/AM833D8jWfL4Dkz+6v1I9Hjx/I1z+ifEfQdU2rJcHT7k/wAFwdoz7OOD+OK7OHUZ2jDxXBdD0YEMD+NfN4jIqF/fhZ/NfloelTx1S3uyuYp8Dah2urb/AMe/wpy+BbvPz3kAH+yjGt8ardDqUP1Wnf2vcf3Y/wAj/jXJ/YOG/l/Fmv16r3/AzIPAlupBuLyWT2RQv+Na9p4a0qzwyWqO4/ik+c/rUJ1S57FB9FqF7y5k+9M+PQHH8q66WVUKWsYL8/zMpYipLdm9JNDAPndUA6An+lUp9YReIULH1bgVj/ePqay9T8RaPoyk3+oQQsP+We7c5/4CMmvQhh7uy1MHOxtT3E05zI5I/ujgD8KzdS1Wx0eza7v7lIIR3Y8sfQDqT7CvOtb+LQw0WiWZJ6faLkfyQf1P4V51qWqX2rXRudQupLiU/wATnoPQDoB7CvToZdOWstF+Jy1MRFfDqzp/GHxAutfD2ViHttNPDAn55v8Aex0H+z+ea4ulzSAkEEHBFexTpRpR5YI4pTc3eR3fhLQDaoNRukxM4/dIf4FPc+5/lXWgAkAnA9fSuL0Dxa5ZbXU368JcH+Tf4/nXZ1+Q8R08bHGyni1vtba3Sx9dl0qLopUum/e/maTamYYFhtF2IoxvYcn3xWtYu0ljC7MWYryT3rlu1dLpTbtNh9sj9a+UxEFGF13O9GrYD/SR/umvHfi++7xqi/3LOIfmWNex2H/Hx/wE14r8WGz48nHpbwj/AMdr7vgNfvL+T/Q8LOPh+4xPCC7vElufRXP/AI6a1vHlzzZ2oP8AelYfoP61m+DBnxCvtE5/SovFd19o8QXJzlYQIh+A5/Umvp6uH9txDGT2hC/33S/M44T5Mva/mdvyPRfgvpmyz1PVWXmR1t4z7L8zfqV/Ku7nk82Z27E4FUPB+nnRPAmnQEbZXh81/wDfk+b+RH5U++n+zWckn8WML9TX5/xXi/rGMcIvr+WiPXy2lyUk2YF/P9ovpGByoO1foKjh1pNCjmvJsm3VCZFHU+mPfPH41DXFeNtU3yx6ZE3C4kmx6/wj+v4inw/g6mIx0IU3a2rfZLf7zXHVI06EnL+mcxqN/Pqeo3F9ctumnkLt7Z7D2HT8Kdpl++m6lDeogcxk/KTjIIxj9arRo8kixxqWdyFVQMkk9AK9J074Uo0Mb6lqMiyEAvFAgwp9Nx6/lX6jm2Z4DA0fZ4uVoyTVrXbXXRfmfMYahWrT5qS1XUzIfHducCexlT3Rw388Vv6Z8QNMjwj3DrH/AHZkIx9CM1owfDXw7DjfBczn/ppOR/6DitCLwV4bh+7o9uf9/LfzNfmmMxnDlRNU4T+TS/Ns+hpQx6+No0dN1aw1aEyWN1FOq43BGBK/UdquZBqC0sLPT4zHZ2sNuhOSsSBQT+FT4Ar4+v7L2j9lfl6Xtf52PRhzcvv7+QtFNkkSJC8jBVHUmsC+1R7jMcWUi7+rUqdKVR6FF2+1ZYsx2+Hfu/Yf41xPiLxIumIVB86+kGVU87fdv6DvR4g12PRrYBMPdSD92np/tH2/nTPAPhh7+f8A4SLVQZNzbrdX/jb/AJ6H2Hb8+wr6/LstoYXDPMMYvcXwrrJ9F6Hn4jEylP2FH4nu+y/zOz8KWdxZ+HLYXm/7XNmaff8Ae3Mc4P0GB+FbR5FHaivk8TX9vWlVatdt6bK/T5HdThyQUex4T45jMfjTUwR1kDD6FQa9b+FninT4/CGlaXc3Ci7a7ltYYhyzdZM47DDdfwrz74o2Bg1+C9A+S5hAJ/2kOD+hWuMsbybTr62vrZsTW8qyxt6MpyK/cMsjDH5TQafRfelb80fI15OjiZ+v56n2HuUkqCDjqPSuZ8QeFUv2a6s9sdweWQ8LJ/gapeHfEsetWEWrWj583/Wxk/cbup+nb2xXXW15FdKNjYbup6ivGxmCjUi6dRX/AEZ30qzi+aDPJJ4JrWZop4mikXqrDBqKvXL3TbTUIvLuoEkUdM9R9D1FcrfeBTy1hdfSOUf+zD/Cvk8VklWm70veX4np08bCWktGcbUi301pGzrO6IoyecjH0rRuPDer22d1m8g9YyH/AJc1QktLmE/vLeZD/tRkV5c8NUi7VIP7jqVSMvhZWh8e2JO1723z6So0Z/UCtODxZazj5Gt5P9ycGsyW2jnG2a3WQejpn+YqhL4R027/AOYWQT3hVl/lXTHC5dU+KMo+ln/kYuVeO3K/wOqOugjK27H/AIF/9aqOoXNtqUZjutNtZl/6bLvI/HrXMt8Ppx81jJqkHphGYfyFRP4S8aWozbXlzKB2kjcfzBFdtDKMNdSw9flfmpJ/eroxniJJWnTuvJpjbzwZp07mS2aW0fqNh3KPwPP61QbSPE+mc2V+biMdF38/98t/jU0z+N9Oz59g8ijuYA38sVU/4TTUbdtt3p0YPcfMh/XNe/RoZtbkUoVo9nZ/nZnFOphG7tSg/JNfloJ/wlusae4j1GwUn/aQxk/0qGfxbdX90sfnnTrQn5niXe+Pr/hWZqWrvrOpJLdl47ZSAI4+Sid8ZwCa7FZfhtrBgtWhvdOkbbGJlQj2BbBYE++K9+nk2EhCNWrQUZta21SfkndXRwyxlWUnCE24+ejf3Gv4Y0mDVYJJtFH21oyFlleTMgJ/vbjkZ/Ktm40PU7RS01lMFHVlG4D8s12nhTwjp/hHTGtbEO7u26aeTG+Q9s47DsB/WujIB618ticloVKkpKbfm7Hp08ZOMUnFL0PGeOgqrYeKJ9E1dNM1mYyWU5za3j9U5+657gdM/TPt6Z4g8MxahG9xaosd2Bn5eBJ7H3968m8S6Z/aGjzx7P38OZEBHII6j8RkV5UMDCjiFh8Urwnpfqn0afSzOmdV1afPT+KOtv0+Z6fZhHkaGQBo5VKsD3H/AOrNfPUby+EvGYdc79MvfzVW/qv867r4b+NBJNb6LqUuHBC2szn7w/uE+vofw9K5T4jfZz481N7aWOWORkYmNgwDbBuGR3yDX1fC+Ar4CtWwVdabp9Gu6+88fMK0K0Y1Yn1DDKk0KSxsGR1DKR3B5FSda4z4Za7FrngqyCtmeyQWs4PUMoGD9CMGuzrWpFwm4PoXGXMk0LRRRUFBRRRQAVXurSC9tpLa5hjmgkXa8cihlYehBqxRQB4v4t+C25pLzwzIFzybKZuP+AOen0b868iv9OvNKvGtL+1mtrhescqlT/8AXHuK+xKz9S0XTdYgEOpWNvdxg5CzRhsH29K9TDZrUp+7U95ficlTCxlrHQ+RYYZbmURwRvLIeiRqWJ/AVZ1DSdR0owjULKa1aZd8azLtZl6ZwecfWvrS106x02ApY2UFumPuQRqmfyxXzt4w0Pxjq/iG81S90C/HmNiNY4/MEcY4VcrnoP1Jr0MNmPt6jVlFLu9TCphvZxvuzO8Cw6W/iFLvV723t4LXEiLM2PMf+EfQdfwFewSeMvDcQy2t2X/AZNx/SvBZNJ1OE4k069Q+jW7j+lMXTr9zhLG6Y+0LH+lbV8PCvLmlP8iKdWUFZRPaLv4m+GbYHy7ie5YdoYD/ADbArmNT+Ltw4ZNL0xIvSS5bef8AvkYH6muNt/CfiO8IFvoWpPnv9mYD8yAK6HT/AISeL74qZLKGzQ/xXMyg/kuTWXscJS1lJfN/5F89aeyOY1bX9V1yTfqN9LOAcqhOEX6KOBWeiPLIqRqzuxwqqMkn2HevatJ+BdshV9Y1aSb1itU2D/vo5P6CvRNE8I6F4djxpemwwSYwZcbpD9WOTUVM0oU1y0lf8EOOFnJ3mzxLwx8Itd1kpPqYOl2Z5/eLmZh7J2/4F+Ve1eHPCOj+FrTyNNtQjMMSTP8ANJJ/vN/Qce1b/b0o7V4+IxtWv8T07I66dCENtyC7tLe+tJLW6gSaCVdrxyLlWHoRXi/jH4NTwNJe+GSZYurWUjfOv+4x6j2PPua9w7UY4rPD4mpQleD+XQqpSjUVpHxtcW09ncPb3UMkMyHDxyKVZfqDU9hq2o6Y26wvri2P/TKQqPy6V9Ua74W0XxLB5eqWEU5Awsn3XT6MORXlut/A2VS8mhamGXqILwYI9g6j+Yr3KOaUai5aqt+KOKeFnHWGpxlr8TPE9sAHu4bgD/nvApP5jBrTj+LurqP3mn2D+43r/WsLU/AHinSC32nRbpkX/lpAvmrj6rn9a52WNoXKSxtGw7ONp/WutUsNV1ik/T/gGLlVjo7noTfF7VCPl0uyB92c/wBao3HxU8RTAiIWUHukO4/+PE1xGc0VSwlBfZQnWqdzav8Axd4g1IFbrVrooeqI+xfyXFYp5JJ5J6n1o3AdSPzp8UUk7bYY3kb0RSx/St4xhBaKxDcpbjKK6Cx8EeKNSx9m0K+Kno0kXlr+bYrpbL4LeKrkAztYWg9JJyxH/fIP86xniqEPimvvKjRnLZHnVFeq/wDCitZ2f8hex3emx8fnWFrHwn8V6RG0q2kV9EvJazfewH+6QD+QNTHH4eTspobw9RK7RxByMiu08J6+SU0y7fJ6QOT/AOOn+n5VxjKyOVZSrKcEEYIPoaQMVYMpIYcgjtWGaZdRzHDulP5Ps+5phsTPD1FKPz8z2btW7or7rR0/uv8AzrifDmsDV9ODSEfaYsLKPX0b8f55rrNEk23EkZ/jXI+or8RzLCVMNOdCorOLPsaVWNWCnHZnT2H/AB8/8BNeJfFX/kfrv/rjD/6AK9rsji6X3Brxb4sLt8e3B/vW8J/8d/8ArV9dwE/3jXk/0PGznb7jG8JTLb655rnCrBIx/Bc/0qvo1k/iDxRaWhyTeXI3+yk5Y/lms2OV42Yo2CylT9CMGvQ/g9pf2jxFdak6/u7KDCn/AG34/wDQQ1fdY2McIq2Nb1cUl8r/AOZ5NKTqqFLs2/vseu37gFIkGFUZx6elcxrc+ZI4AeF+Zvr2rcnlDPJKxwOSfYVyM8xnneVurHP4V+HzqfWMTKq9uh9hShyQUSlqF7Hp+nzXcv3Y1zj+8ew/E15PPPJdXEk0zbpJGLMfc11HjbVPNuE06Jvki+eXHdj0H4D+dcnnvX61wlln1bC+3mvenr6Lp9581m2J9rV9nHZfmdn8NdIF/wCImvZFzFZJvGf+eh4X8uT+Ar2PqK474baf9j8KrcMuHu5GlJ/2R8q/yP512NfnHFuPeLzOdn7sNF8t/wAT2cto+zw8e71CiiivmD0gFRXFxHbRGSVsAdB3PsKWeeO2haWQ4UfqfSuZu7uS8mLvwP4V7AV0UaLm7vYlsfd3st5JlvlQfdQdB/8AXrG1fVYdIsWuJfmc/LHHnl29Pp61buLmK1tpJpnCRRjczHsK8u1nVpdXv2uJMrGPliT+6v8Aj619nw7kjx9bmmrU47+fkv1POx+MWHhaPxPb/M0/D2lXPjDxNi6Zmi/1ty47IP4R6Z6CvcY40hiSKNFSNAFVVGAoHAArmPAWiDR/Dkcki4ur3E0ueoH8K/gOfqTXUe1edxTmqxmK9jS0p09Eltpo2PLsO6dPnn8UtWLRRRXyp6RzHjzRH1nw5IIIy9zbN50Sgct2ZR9R/IV5h4o8K3Hhp7UuxlhniBMgHAkA+Zf8PavdsciqOraXaa1YS2F4m6KQdR1U9mB7EV9dkHE9fLuSjPWkm211s7bem55eNy+Fe818VvyPEfDfia/8M3xntCHifAmgc/LIP6H0NevaL8QtB1ZUBuhY3P8AzyuTt59m6H9K8i8R+GL/AMN3ZS4UyWzH91cKPlf/AAPtWIMZ5r9bjHDZhSVek7p7NHzfNUoScJLbofVdvqlwYw0cyzJ2PDD8xVldYkH34VP0JFfKFvd3Noc21xNCf+mUhX+VaUfizxDCMJrd+B7zk/zrnllN9mjVYxdUfUQ1mPvCw+hBpw1iH/nm/wClfMH/AAmniUjH9uXv/fyoZPFXiCUEPrV+c/8ATdh/Ks/7HfdfiP66ux9SHVouogk/IVWm8RW8Iy4ij/66TBa+V5dS1Cf/AF1/dSf787H+tVT8xy3J9TzVxyaHVieN7I+oJvHekwnEmqaYh9Dcqf60yPx7pEpwmsaWx9PPX/GvmLA9KK1/sel3I+uS7H1hBry3Cbo/InT1ifcP0zXmnxm1q3OnWGnW8CJNcOZZX2DdsXgDPuT/AOO14/b3M9pKJbaaSCQdGicqf0q3qes6hrLQPqNy1w8CeWjuBu25zye9FLKo06sZ6NIJ4pyi1tc9C+HnhDStV8NS3mp2aXDTzssZYkFFXjggjqSfyrufDvw38N2OqDU4bWVpoGBijllLojdmAPcdsmub+FOox3HhmSxyBLaTMSv+y/IP55Fej2N2LaU7s+W3DY7e9cWMqVVOcU2b0YQcYux0NFMjlSVQyMGHqDT68o6xpx3rzjxfYLZ6z5yriO5XeR/tDhv6H8a9HIBriPiTd2unaHDe3MgXZNtVc/M+QeAO/QV5+YYaWIo8sFeWlrbm2HqKnO8nZHznqNuLbUbqAdIpWUfQGqtaLQ3ut31xc29nJIZZCxEakhSe2apSxPBM8UgAdCVYZBwRX32FqRdOMJSXMkrq6unZX/E8KtF3ckvdbdj1T4E3zpr2q2GT5ctss2P9pWx/J692rzr4R+GYtH8MRanNbhb7UB5hcj5hFn5F9hj5vx9q9Fr5vH1I1MRJx/qx6OHi400mLRRRXKbBRRRQAUUUUAFFFFABRgUUUAJgUbaWigBMUuKKKACiiigAooooAKKKKACiiigAxVe4s7a6XbcW8Uy+kiBv51YooTsBhS+DvDdwcy6FprH1+yp/hUQ8C+Fgcjw9pn/gMv8AhXQ0Vaq1F9p/eyeSPYx4fC2gW+PJ0XToyO62qZ/lWlDbwwLtihSNfRFC/wAqmpalyk92NJLYMCiiikMKMUUUAcD47+HNj4qtnurVUttXVfkmAwJf9mT1+vUfTivnW8tLiwvZrO7haG4hcpJG3VSK+xjnNeQ/GbwgtxaL4ks4/wB9AAl2B/FH0V/qp4+h9q9bLca4SVKb0e3kceJoJrmjueRaFqbaTqcdwSfKb5JQO6n/AA6161YTql3BMrAoSOR0IP8A+uvFB6V6D4N1H7TpZtHbMtscD12Hp+XI/KvG4zytVKSxkFqtJej2fyOzJ8TaToy66o9btTi5j+uK8h+MERTxnE+OJLOM/kWH9K9Tsp/Nt4Zu+AT9R1rz7402+NT0i6A4kgePP0YH/wBmr5/gWpy4t035/l/wDpziN6dzy+vdPhzp39leBIpmXE2oSGc+u3ov6DP414tpmny6rqlrp8I/eXMqxD2yev4Dmvo+RIoFitYBiG3RYowPQDH9K+k44zD2GDVCL1k/wPPyihz1HN7IytXuPKtPLB+aU4/DvXKalfppmnTXcnIjXhf7zdh+da+p3Hn3jYPyJ8o/r+teceNdU867TT42+SH5pMd3Pb8B/Ovh+HcseNxMKT23fov6se7jcR7Ci5denqcxNM9xK80rbpHYsx9SaZgkYHJ7UZrT8OWX9oeJdNtSMq9wpYf7IOT+gr9nrzhh8PKeyim/kl/wD5CCdSaXVs920u0Fho9laAY8mBE/EAZ/WrvajO4Zor+c69R1akpvdtv72fcwioxSXQKQkKCScAckmlrI1m72qLZDy3L/AE9KinBzlZFlC/vTeT8EiJeEH9aq0d65/wAVa1/Ztl9nhbF1OCAR1Re7f0H/ANavfwGBniq0cPSWr/DuzCtWjRpuctkc94u1z7bcmxt3zbwt85B4d/8AAfzqt4O0X/hIfFunacwJikl3S47Rr8zfoMfjWH04r1b4H2MQ1bUtUmZV8qJbeIt6sct+ij86/YoYWll2A9jSWiX3t9T5F1ZYivzy6/kesTaAy/6iVcdlYYx+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323
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.
A
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324
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.
A
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325
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.
A
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326
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.
G
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
327
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.
A
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SR+XT9KxnlkfIZjg9R0H5UKl3HLFv7KPY/EPxsuHDw6LapaLyPOnxJJ+Cj5VP1zXlup65f6tdPc3d1LNM3WWVtzY9vQewrJpa0UUtjlnUlPdikkkknJPUmm0UVRAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==
328
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.
B
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
329
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.
A
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
330
From the perspective of the camera, which orientation is the rhinoceros 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.
B
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
331
From the perspective of the camera, which orientation is the rhinoceros 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.
B
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
332
From the perspective of the camera, which orientation is the rhinoceros 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.
C
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333
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
334
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
335
From the perspective of the camera, which orientation is the rhinoceros 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.
H
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
336
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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337
From the perspective of the camera, which orientation is the rhinoceros 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.
A
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338
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
339
From the perspective of the camera, which orientation is the rhinoceros 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.
C
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
340
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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341
From the perspective of the camera, which orientation is the rhinoceros 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.
A
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342
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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TsoLhOgJ7e+OlT0UVABRSgU4KT0FWodwGU/RNQvfCl+13pYkltXJNxpplxHJnq0YPCPnn0PIPXIUxnscmmEYos46oGj1/QfENh4m04XumTF4w2ySORSkkTjqrqeVP/1iMg1s14JbzXul6h/aej3KWt9t2MXTdHOv92RcjI9DkEdj1B9H8M/EKw1u5j06/T+zNWbhbaZwVnwOTE/Rx7cMO4rRSuI7SiiimAUUUUAFFFFABRRRQAUUUUAFFFFAHm3xTkL3/he1UZzeSzn2CxMv83FaMIxEg9FFedeNvEd5r/j+G50228/SNIL2RcphnkZgJWTPUKVUZ9jjOa6yy1+3MSRzlkcDBYjg1lUWxS2Nw1zmrfeP0/oK05NXsgp23CE1hahexzZIII9jUJO9yo6I5zV45pNKuhb/APHyqGSHGOJF+ZDzx94Cvc9E1SLXNDsNUgH7u7t0mUem4A4/CvGDyT712/wov4/7G1DRgQP7OvGWNcjiKQCRcDsAXKgegFawZDIPifel9T8NaMmf39zJdSccFYkwB/31ID+Bq7MoFoy9MLj6Vi+L5xf/ABY0+0RQV0/Ti0jE/wAUsgwPyj/Wtu4OLdz7VnVeqKiefeJ4Z3sbk2xIuY182BgQCJEO9Dzx95R1r2rStWg1Pw/Z6uhCwXFutxk8YUruryPUDumK9smsHTfF73ngKLwPpbsXWWeG9nZDiK08xsICeCzqdvHQA960g9BS3NqxvP8AhJNfvvEJTEd3IDbgrgi3T5Y8/UZf2347VvnoaxNNlW3YRqAEAwAOwrbBBAI6GspO7uaQ2MC9UM21hwQQah05U0+0MCu5VYtiM5yce5+neruoR7Xz71yXiRbd8RT39yPNTaNPtyM3GDnHTcAehOQMVS10M3ozL8T26Pqov5prV7aOJUQNMMxtkknb0Gfl59hTraSCG1Zy6KByxZgMfUnt1rU0rwvptrpFrbXVjbTzIu6R3jDfOeTyRnHYewFWl8PaKkgddKtAynIIiHBolZqzDYpeG7YyvPqzDAulRYQRz5a9GP1JJ+mKm17i90R/S/C/mj1tAADAGAKw/EkXnSaKu7GNUibOPRXP9KL6iNyiiipAeo3NiplG5sDpUSHDD34qxFwWHetZMqOiHLGo7Z+tI8IIqdB3qVYi4J6CsuZ3HbS7ZkvGV7VVurSC9gMNxGHQ8jsVPYg9QR6itmaE8giqbwkdKrfVEtHQ+CPGFzY6ha+HdYmkuIrj5LC9lbLlgCfKkPc4BKt3xg88n1GvA7iATxGNmZTkMrr95GByrL6EEAg+or1nwdr7a/oayXO0ahbnybtQMDeOjgdlYYYemcdQa0i7iOkoooqhBRRRQAUUUUAFFFFABVe8mW3sriZjhY42c844AzViuB+LMsh8KW+nq8qRahex287pkYjwzspIIwG2bf8AgVAHl/hGa2uvDtgVmJBjxI55Ik/izn/az+ea6UaTIT/rUx61k2GgxWkk9zYx4E5DSRo3yhumdvYnuR1rSjhvoxhBIo9M1g9XoWvNE39kPj/Wrn6VGdLmUkl4wo5LE0uzUm4zJ/31imta38vyvvI/2n4pDduxRlyofy8OQDtzwCe1cvJp2qaTa/2raX0sXiCWdd9zaLjCvhCmMcoF557jNdnPapbR/vJN0p6Kvb61VqlKxDRDoWk3FhLNdRXNze3srK093cyb5JCBgZJ5wBwBW5Pf6sUKybsH0XNZsM0kEm+M4P8AOrUmqTuuFCp7ipbuUrWMfVbabUrZoheXFuTnc0G3cwweMkcfhzWZ4a0YaPb3JEXkC4l3rBv3GNQAACe56k9ueKtanrlvp86WwSS4vZBuSCLG4j1JPAHuadoviGC61qGxuLWe0nfJjWfaRKO+0gkEj09KvWxO4aZrC319e2pt5rea0fBWQY3qSQGHscGuutJsxDceO1cosaHxVq8sIBiRYbcn0dQzEfk610VuQIwD0IpOxcbpk12qyg4OexrB+w29vdy3CQRrPLjfKFG5scDJrbZhjA6VRuQPxoXZBJFaiiipIMfXl+ywx6uhkWWzZS+1jh4icOGHfAJI9xSarODrWiW6gsWnkm4HRVjYZ/NxSeKmYeHbmKIAyXBW3TJwMuwX+tNV47rxgqCRD9gs8EBgTvkPT8Ao/wC+q0WwG5RQSACScAVWsL1NQtFuYkkWNiQu8Y3AHAYex6g+hrOwFoGrEbjIP4Gq1OViDkdauLvoxp2NFD+tW4WBTHcVmRPyB2PT2q3G+CD6VDVmVurFtlDDBFUpo8EirgdSM5FQTkMeDnigSvsZMq7WqfRdYfw74gttRAzbTslpeKMDMbNhX+qM2evCs9JOo56etULu2jvLOe1lz5cyNG2PQjFXezuJnv8ARXMeBNbuNe8LwXN4gW9hd7a4wThnjbbuGezABvx79a6etSQooooAKKKKACiioZpY4IXlldUjRSzOxwFA5JJ9KAGXV3b2NrLdXc8cEESl5JZGCqijqST0FeL+K/Gb+Pg2maSnl+HY5FMt5Inz3bowYCMH7qAryx5PTjmn+INXm+IGp+WqkeH4G/0eFul2f+ezjuufuj8ecjE7C105VjWJZZB1z0H+FRKVtEUl1KEUrwMGjYr2q0NUuB12H6innVAVw9uhXuCaaLqz72mPxzWQ/Rjv7Wmx/q0z+NRPqVy4IDBf90VN9ss/+fQfkKT7XZ9fsg/Sgd33KIDyPgAsx/EmpZoRAoVzmU8kD+Ef41K+oEArBEkIPcDmqZJJyTk0E6BVa/v7fTLKS6upNkMYyT6+w96s1Q022g134lafpl5tNrY27XwibBE0gO1QfpnP5013CMeZ2RkaTod5IzeIfFd1Loun39zHFBHGm64mzwqgHO1QOScZPJq1rPhT/hFviTYaWmqXF9DHavdxm42mSPdlcFsZI/Lp7V7pPbaferALy0t7kQSiaHzo1by5B0YZ6EeteTa3fwa1431jW0Mf2SxgjsVuMjaxUszkH0BYD8DVKRpKDiKBlye7HJPqa0Y2wg9MVnA8g1aSTaPUVNroiN+hYZuOelVJn3DP4U5pCepwKrs24+1O1kN6biVim9u9ZvpbHRpo0ig4uLwrvCt/dTsSByTzjjikvhJrmqHQ4CVtkVXvpFbBwTxEMHILAHPt9a3LHS9a0pJIdNt9HgtUDeTE2/LnjGSMBec560Ky1JUbmVb+CtM1yyS6n1S41SGRt6O1ySnHGAFwB37Z61Yu/AGhxwFlsYwQQcx5VhjnIIORW7oTWT2ElzbWa2TyysbmEKBtmHDZxwTkdR161JfXYKFFPB/WjmdyrKx51rdheaXbLnUbufRXkAu4nw8kcZznDfeK8gHv71rQ6zNfIn9j6c00GOJ7gmCPGONuQWP5Y962JI45onilRXjcFWVhkMD1BFc8tveeGSDbebeaRzuh6y2w65X+8vt1+tNO+5Bradc3U6SpeW6wzwvsbYSyPwCCpIGRzj6g1dpkUsc8KSxOrxuoZWU5BB6EU+pYEsbdvyq3G+Rnv3qgDUyvk5zhvX1q2uZXKT6F3eMUhbI4qDzG2/d/Gk81jxwKjlKvJhMc5HoPyqqetSMwx1yTUR61TVkQ+x0/wrvPL1vxJpbAAs0F6h7ncnlt+RjB/wCBV6lXjnw8lWD4mXMZ5a60nI9vLlGfz3/pXp0viPQ4dQ+wS6xYx3m3d5DXCB8euM5rRbEmrRTQQQCDkHoRTqYBRRRQAV518WLiQ6ZpOlI0givrwi5VekkSRsxVvYtsz69O9eiEgDJIA968z+K0Evm6Bqcdxi3t7l4LhMjbiVMKx/4Eqj/gVJsDnry9g0LSfMkYRkqGY46dgAO57AetZVlpVzq8L32r3c9ratyttE/llRngu4+Yt64IHbnrTPFCT3dvZSWo8zy7mCSWMDLFVcEgfofpVDxs5ntLBZVlbS4JN10qAkYC8FgOSN2KzSLuLNd+ALS4+z4N5PES+VSS4ZTnn5jnnPvV+217R9Sl8myllWYc+XOuxiPUKRkj3qlp1jbz2UUsEiiBl/drEAFx7VW1zRriSyeSxy11FiSBhgMrjkYJ/L8aNNhXOiopsZZo1Zl2sQCV9D6Vm6jrlrYTJaosl1ev922gG5/qeyj3NTZ7CNSisdo/EF1IWE1lYRZ4XYZn/E5A/AfnUfh/Vrq+mv7O8VGksZfKNxEMJJ1/IjuKfLoBsXcgt9Kv7s5ItrZ5cDuQK5qz8NZ1ZbgT3FtIltbtb3yPl45EBDce4xkYwcmt3RNSmvFvZJ7dltWmaKIMuC8YA+b8TnHtU9tbR2dutvDnyo+EB7DsPoKd7KwzM1bUPFl0yeH4vFUl5cXWNzQ2SxNFHzku69BgH0JOOetWb2CwjsIPCmmqHgh2G9cDhVBDbWI6u5AyPTOeozoIxjYsh2sRgkdcVFBBDbR+XBEkaZJ2oMDJOSaV0tipTctyTpSqxWkoqbkCkk9ap6nfR6ZplxeykbIULYJxk9h+JwKt1jMw1zWFs4cPZWcga4cHh5lIKp9F6n3wPUVSV2Bq+DNMmtbATXg/0udjPOcfxsc479BgfhXVkgDJ6VDbQiGEL371HezeXHj86lu7Nl7qM2YxW807QIFaeTzZP9psAZP4AflVMSCTLBw3OCQc81leJNcOjWccwRXmnmWKPzG2oCe7HsAKy9ETXYNUuzNpUFtDcziaSQTAoMAA7VHJJ65NXa6uZNnVUhGVI9RS0VAiDRdNTTrO2sond44Vxuc5J71eni8vmrViiDax+uaS/IOSOmaq7KtoZ9KDWf8A2mBrraY8ZUm3E8b84bkhh+HH51fpaokdu9zRu96bRVc7AXNJRTJUSSJkkxsYFSCcZBqbt7gc/HpMWuavLqzTyi2Mf2WFYJGTzUB5YkEEgnOB0IAPetVvDmkxW6wnTLTZnOwwqRnGM/X3p0l3p+j28KS3EFrEgCRq7hQAOgGfpTbbXtN1Ocx22oQTSAZ2q3OPpVavYD0T4U6jI2i6hpE85lTSroQWxc8rAY0ZFJ77ckD2Ar0EMG6EH6V4l8O7yRrPVtSjA8i+vmMWGyGRFEYbp3Kmu5i1mVSNxPX61DrqMrMLHbUVi2OrmXAJz+NbIIYAjoa2jJSV0IztReQqVGQufzri9YsF1C3mtb2LzreZdrxsOCP8969BmiEiYxk1k3GnFi3y5A9RisK1OUndDTPG5fD/AIls2ZLK6sLy3Vj5Yut6S7ewLKCCRwOgqvJF4ntQEudAjud2ebO6Uj8Q2P61682kgnJQn64ph0g54UfkKzUqkdGh6HjkUOv2yR29h4SMMA3cPcxRqvfouepzU1zpnjeXabWy0qAY58y5Ln+Qr1g6QM52t/3yaadKRTg5H1B/xpupU7BZHiOpaH8QZFUOsDxYIdLCdUdh/vMDg1No2l69pjCOHwd5KyH97N9ujd2PqxPJ5Ne0HSgFzj884pv9mD0X8zR7WpbYLI8zbT/FZwF0vTVPvfE8f98VCLbXrFijeHFKsxcmzuo2GTySd23kmvTzpfcH8AaYdNfHAOfcip9rUW6HZHlp1S9jkWJ/DetqxB5W2Vl4GcZDYpBq12g3XHh7WoY+7m23BfchST+lenNYyKM8/iMVC0Ei5+XP0o9u+qFY83HiTShJsmuTbMeguomhz9NwFX4bq3uEDw3EUiHoyOCP0rtJYlkP76NWJGPnXPH41j3HhLw7duXn0Swdj1IhCk/iMUe3j1QWMWa4ht4GnmlSOJBlnZsAfjWTca9dR6W+q2+hajPpyLv+1bQilf7wB+bHvil8aeDdN0vRUv8AStHWVra4jlmh81tpjB5+TODngdM4PtXUaP4Wg8XW0d74g8SzX0UkeWstPn8u1UH+EBeSAOOTW0Zxa5kNRucm1xrmqKiQW8emRH/WSySLJJj/AGVXgduSfwre0S1tdLiit41IROmTkk9SSe5J5rQ8U+DtB0PQL3UtFtxY3FhA80bwkgSbRnbIM4cHGOeRnjBqnZ6H4q1Gy+22+k2cUJG5Y7q8KykY7hUYD8/rinzJrQOVpm6LmE9HFZl9cByQKzSt5aXAtNSgW2uypdVSTejoMfMrcE4JAOQCD7EEv60WsNyuZd7aW2oeI9CsrqITRSTTGRDzlREwPHpkj9KNLNxYT3Gh3xBubLb5b7s+bCfuNnA54wfcVf8ACwOreIbnVVU/ZLONrS3cjAkckGRh6gbQAfrWv4g8PHVpbe+tJxbajbAiKVgWRlPVHUEZHf2NRKooz5XsTbQzaKzp59S0YbNasHKgZ+12SNLE31AG5T9Rj3qzZ39nfxebZ3MU6ZxmNgcH0Poapaq6EaMM+xcGo5pTI3tULEKMsQB6ms17661OSWz0GEXdwMo9wWxBA2P4m7n/AGRk/Sq8x3MlbCTxHrd9cXE5XTYSbNI41KtNjBfLddu7jjrj256kDAAHQVlQ6D4m8PWCW1tZ2eqxIOGjm8mTJ5OQ2QecnOasCTXR9/wzeA/7M8J/9npOUXsxWLtFV47HxPegeXY2dgh/ju5/McD/AHE4z/wL/CrC+Cbi6I/tXX7yVd2TFZqLdPbkZYj8ahzgt2FjntZ8X6fpVx9lQi4uzwFVwqoT03seAM9fSp518FWulM+sam3iDVpRlILaUzIrbeiIhwoyOp565PNVvGuk6do2oaQhsEj0mO3khU+UGjjk3KcsfUjueT+dQ26W/lI1ssXllflMYGMe2O1VzppND2KnhDW9E8OKlxrGhapqGsKSGlliEqIASFCEsMDHf39K6R5tE+JXjS2tpYpLe1srcypGV8iSV3IH1AXAPHU/TnLxWdqlw1gbe/tnRNQtpFa1+XczsTjYAOSG5BFHNd+Y7no3g9Tb6F9g3Bhp9zPZK4GN6xyMob6kAVvVmeH7G40/Roortw11I73E5X7okkYuwHtknFa0cTynCj8a4p6ydgLemuwlwOmeldfb3G2BAxOcelYGnWBBHBzXTQQ+XEFPWuuhFpCZNRRRXUSNKITkqCfpRsTGNox6Yp1FKwEZhjPVBQIYx0UfjzUlFFkBF9niJ+7TWto27ED0qeiiyAr/AGSPPeo2sY2JPU9sj+dXKKXKgM46cOTgH2BqvJpZ4+XPvjNbNFS6cWO5zculAHAU/wCfrVKXScDO3H4YxXYEA9RTTFGRjYPyrN4eLC5w0mnSL0z/ADrBuPB2neY0sNklncsS32mz/cy5znO5cE89jkGvUWs4WYnbUD6XGwO049qz+rtfCx3PItR0bxL5EMcerpqNvDKJWt9RgA87b0UugHy5weR1A6jitNPGevW6eTc+F70snBazuI3jP0LFT+Yr0N9GUjgLUD6GSMBQc+po5KnXUakeNeKdX17VdZ0iey8N6mkMCzeekvlfvNwXGCGOMEZ6ils/Der61Ij62f7PsgObO2mzJIePvyDoPZfzr13+wiARs4Pt/wDWoGh4OQmD9P8A61DdS1krCbTdzlba2gs7aO2tokihjXakaDAUe1TAFjgAn6V040Zh/CT9c07+yG/55/zrL2E2O6OX8tyfuN+VZl/4S0rUpfOudMgM+MCaP93IP+BLg/rXfppLEcoo/CpRpAAztGR7CqVGa1uK55lD4B0ROZbJrnByFu53nAPsGJFbttpgtoEt7aKOOGMYWONcKo9gBXZrp2Oqk/U04acDyVA9iap0Zy3YXRyH2Gf+7+ho+wz/AN39DXYHTQfQfQ0DTVA5wfqaFhmFzj/sM/8Ad/Q0fYZ/7v6Guy/s2L/OaP7Nj/zmj6sFzi5NMeaNo5YlkRhhldcgj3BFc/N8NtCmOV0pIGP8VszxH6fLjj2r1gafAvQH8eaX7FD/AHP0FVGhJbMLnkS/CzRSrbV1BGxjIvZP8a0tE+HOmaTcNd29vJLckbRNO5lZR6KTnH4V6etrCvRAKeI0GMKOPar9k3o2K5ysGhMcEqT61rW+jKmC2BWvRVRoxiFyKKBIR8o59aloorVKwgooopgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==
343
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
344
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
345
From the perspective of the camera, which orientation is the rhinoceros 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.
C
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346
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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347
From the perspective of the camera, which orientation is the rhinoceros 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.
C
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348
From the perspective of the camera, which orientation is the rhinoceros 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.
C
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
349
From the perspective of the camera, which orientation is the rhinoceros 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.
B
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350
From the perspective of the camera, which orientation is the rhinoceros 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.
C
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351
From the perspective of the camera, which orientation is the rhinoceros 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.
C
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352
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
353
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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354
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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355
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
356
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
357
From the perspective of the camera, which orientation is the rhinoceros 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.
B
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358
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
359
From the perspective of the camera, which orientation is the rhinoceros 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.
H
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
360
From the perspective of the camera, which orientation is the rhinoceros 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.
H
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361
From the perspective of the camera, which orientation is the rhinoceros 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.
B
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362
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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363
From the perspective of the camera, which orientation is the rhinoceros 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.
C
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Vb/aPI+0Red/zz3jd+XWp6ACiiigAooooATtVDWL9dK0a9v2A/0eF5AD3IGQPxOK0K4vx9e7l0rRVPzahdhpR/0xi+dvzIUfjSbsrjSuzL063a0022t3OXSMBz6t1Y/mTWJ4qlFtfeG7oNh4tWiI+h610mcnJrg/iRcGJ9EReouDLj6bcfzrgpa1Ebz+E97ooor0DnOT+IqqPBV3clS32SSG5wOuEkUn9M14NoUi3/j1Lgcq9xLKM+mGI/pX0N42QSeCNcUjP+hSnH/ATXzv4HXd4ohP92KRv0x/WkxnqNFFFQAUUUUAFFFFAHnvxBhMOq2V2P44sZ91bP8AWvQI3EkaOOjKG/MZrk/iFbeZo9tOBzFNtP0Yf4gVvaFP9p0GwlzktAmfqBj+lN7AaFFFFIAooooAKKKKACiiigAooooAKKKKAPOvEcp0zx7De4wuYpD7j7p/ka9F47ciuD+Itr+8sboDqHiY/qP5muo8O3w1HQLOfOXCBH/3l4P8v1pvYDUooopAFFFFABRRRQAUUUUAFFFFABWVaazBf6zc2UM8Y+zfKyH70p7lfYdPetQkhSR1A4rxnTTcvrNsbYsLlpxsK9ck8/1ppXA9nooPU46UUgK9zY2l4UNzawzGM5QyIG2/TNWKKKACiiigCG8mFvY3E56RxM/5A1gaMjQ/D9dwwTaSv+e41Z8X3Bg8M3aqfnm2wr7ljj+WasX8S2Xhe5hHCw2bJ+SYpgUfA6geFbfHeSQn/vquirmPAb7vDQX+5O4/kf6109J7gFFFFABRRRQBW1G2a90y6tVYK00TICe2RjNZOnwxWviV7KAYis9OjjUf7zk5+pxmt+uc0WT7R4t8QSg5CGKIfgCP6UAdHRRRQAUUUUAFFFFABRRRQAUUUUAZHiPV/wCx9JeWPm5kPlwLjJLHvj26/lXnE/h3W44mup9PuCpyzMRlvckda9ROmQPqY1CYtLMi7Yg33Yh32j1Pr1q6AewP4U07AZPhcOPDGnb858kdfTJx+la4+8PrSABRgDAHbFHegDN+Ctwj694iDOPNkCOF7kb3yf1H511+t+IJ9UuJdM0W6aG3iJS7v4sEhu8cR6bvVv4eg56eEOLzw94hni8+4tlZmikeJihkgZucH0Ir2y2gt7a2jgtY0jt0UCNUGFC9sVnWqOCsupcI3eplHRNP0z7HdWVskV1bXcUkc/WQs0iq25jy24MQc16xXniQDUNb03TuSGl+1S47RxENz9XKD869DooX5bsVS19BaKKK3ICiiigBK8lvddtdU+K2oW7OC1jai1tvQsDulx79B9FNd94r11fD+gzXiqJLlyIbWI/8tJm4UfTufYGvPIYI7CO0d2BMUwkmmI5ZmyHc/UsSayrP3bdy4LW50BIVSSQABkk9q8z8WajZ654u0W0sp1nWOVI3ZOV3NIvAPfgV1WquNcmOnRuTp0fN1JG3EzdogR27sR7D1rjPC+jxS/FmzsLcZggvTIBnOFQF8fmAKxoQ1uy6ktLH0rRRXO+IfGmh+F4z/aV8onxlbaL55W/4COn1OBXWYjvGt1FZeCdamm+59jkT6ll2gfmRXz14EcJ4lRT1aB1H5A/0roPEnizWviRcJYadaPaaUjZYM2Qx7NIw447KM/j2xNK0+TQvHttZyPvw2FfGNyshwaTa2HY9KoooqACiiigAooooAx/FVt9q8M3yAZZE8wfVSD/jVfwVN53he3GeYneP9c/1rdmiWeCSFvuyKUP0IxXK+A90FpqFjJxJb3OCPwx/NafQDbn33mrNaCeaCOCBZcwttLMxYDPsAucdOeas2Nybq2LNjzEd4pMdNynB/wAfxqrcuthrUV5KQtvcRCB3PARw2VyewOSM+uPWl0mBrC1W2uXX7XM8lw6A5xubJx7DIGaQGlRRWdqGu6ZpeRd3caP/AM81+Z/yFAGjRXHXHxDsI3xDZ3Eo/vMyp+nNS2fj/TLiTZcQzWw7Nw4/HHI/KizA6yio4LiG6gSeCVZYnGVdDkGpKACiiigAooooA57xpZG88OTMoy9uwmH0HB/Q/pWJ8PdQw91pznqBNGP0b+hrupY0mieKQZR1KsPYjBrx/Trv+w/EEc6sJEt5SjFTkOmSDj8Ka1VgPYqKajrJGsiMGRgGVh3B6GnUgCiiigAooooAKKKKACiiigArPtND02xvZby3tUSeQkl+TjPXA7fhWh0BPYdayp/E2i20jRyalBvXqFJb+QNMDVorAfxpoSdLt2/3YWP9KiXxzojNjzLgf9sDSswOkorDj8XaNJ92eb8bd/8ACrkOt2FwwWOWQk9B5Eg/9losBoUUUyWVIYnllYJGilmY9gOpoA5nxJKLzxBomkjkGYTyj2HT+TVq+Jdx8Nalt6+Q3/165nw1M2u+MLzV2UiOJMRg9gflUfkCa7DU4vP0m8i/vwOP/HTTYHNfD2TOkXcefu3GfzUf4V19cF8OZvnv4SeqxyAfmP6iu9oe4BRRRSAKKKKAK2oXiafp1xeP0hjL/U9h+eK5/wACwONHnvJeZbqdmJPfHH881meONXe4uE0W1OdpDTkd2P3V/DIJ+ors9Ps007T7ezj+7CgT6nufzzT6AWaKKKQBRRRQAUUUUAFFFFABRRSEgAkkADkk9qAMTxN4gXQrJdgV7qXIiVugx1Y+386wLLStU1iNbvV9SulV/mSGN9uB2PHA+lY15dr4l8Xx5z9neQRoP+mY5/Xk/jXoI6cDA9KrYDDc6r4fxPbTzahYg5lgnO6RB6q1dPY3tvqNnHd2z74pBkHuPUH3qpWZbFdB1UYO3T76TBXtDMehHoG6fWkxFzxJoCa7YhVYJcxZMTnp7qfY1g6L43v9DjXR9S0+W4kgIijCNiQdguMfN2wf513Fct42tI1sIdViIjvLWVPLcDlvm4H4HkfjUuKlpIpNrY9a8K6NPZW7X+ooo1O7UGRVORAg+7Ep9skk9ySfSuk7VyfhLx5pfikC3Qta6ki5ls5hhhjqV9R+vqBXW1okkrIlhRRRTAKKK4nxtrj5Tw/YyFbm5TfdSoeYIOh57M3Kj8T2pN2VwMDVr/8A4STxD9uBzp1iWisR2kfo83/sq+wJ70tNjjSKNY41CIgCqq9AB0Ap1cspczuapWIp5ktbWWdsBIkLn6AZrB+C1k9/4t1LVpRnyYD83+3I2f5Kad41vPsvhqZAcPcMsI+h5P6Cut+DGlGy8GPfOuHv7hpAfVF+Vf1DH8a2pLS5MzB8U+PNe1zxDc+H/DTm1t7dzFPdgfOSDhjn+Fc8DHJrKsPBFhC5n1CSS/uGO5mlJCk/TqfxNWPCMAXSprthma7uZZJG9fnIH9fzrV1K/h0vT5r2fPlxLnA6sewH1NTObbshpK1yeKKOGJYokWONeFVBgD8K5nxVAIdX0PUgMFLpYnb2JyP6/nWtoMt5c6THdXz5luCZQgGBGh+6o/D+dUfG0Qk8LXJxyjo4Pp8wH9aiOkhvY3+hxRWb4fvPt+g2VwW3OYgrnP8AEOD/ACrSrYzCiiigAooooAK5OaZNA8atNK2yz1OMbmPRZAep/H/0KusrM13R49b0x7ZsLKPmic/wt/gehoQGk8ayxsjoHRhgqwyCP61h3Op6D4cVgDGspGDFD88hx0B54H1OK82T+1PPOnRvdmQMY/s6Ox5HUYrrtE8BAbZ9Xb3+zxn/ANCb+g/Oh2juNK5G2t694ola30iA2lt0eXdyPq/b6DmtLTvAen24El/I95MeWGSqZ+nU/ia6mGGK3hWGGNI40GFRBgD8KfWTqN7FqKKcOk6dbpthsLVF9BEv+FNudG0y8jKT2FuwPcRhSPoRzV6iouxnKadaN4Y14WIkLabqBJg3HmOUfwn6j8+K6ms/XdNOqaVJDGdtwhEsD/3ZF5H+H403RNWTVrIOw8u6j+S4hPDI468elbRd0ZyVjSooqK4uIbWEy3EyRRjq7sAKoRLUc88VtC008qRRIMs7nAFcpqnj2ztw0enRG5k/56NlUH9T+lclNc614pugn726YHKxxrhE/oPqadu4Gv4m8Ym/RrLTWZLY8SSnhpB6D0X9TXOtpGopZfbGsbhbYDPmFCAB6/T3ru/D/gqGwZLrUSk9yOViHKIf/Zj+ldaQGBBAIIwQec1DqJaIpROS8Cat9r01tPlbMtr9zPeM9PyPH5V1lec6xaTeEPEUWo2SZtJSSqdufvRn+Y/+tXdaZqdrq1mtzayBlP3lP3kPoR2NVvqiS5RRRQAUUUUAFFMmmit4mlmkSONeru2APxrl73xpE832XRrZ764PAbBCD39T+gosB1EsscETSyyLHGoyzOcAfjXK6j45to5Ps+lwNezHgNghM+w6n9Krf2Dfas6z67fPIeot4jhF/p+X51tWen2lgmy1t0iHcqOT9T1NOwHK3Nn4p17/AI/H8iE/8s2bYo/4COT+NTWvgeJcG6vHb/ZiXaPzNdbRTuIwV8H6QOqTt9ZTUi+FNHXkW757HzWyP1raoouBjNrV34ZRIr7zL2zY7Yp1YCVP9luzexq/D4z0OaMMb4xH+7KjA/yNR6vYLqWlz2xxuK5Q+jDkV5Z+lFkxnqV3410W2j3RTvcv2SJD+pOAK5LU/EWq+JZ/sNpCyQvwLeLln/3j6fkK2/DHhK1fSxc6pbCWWfDIj5Hlp26dz1/KurstOs9Oi8uzto4VPXYOT9T1NLRAUPDmiLoemiIkNcSEPMw6Z9B7CtcqGBU9DxS0UgPLvCc503xYkD/KJGe3Ye/b9QK9RryjxPC+neK7l4vlJkW4jP15/nmvT7C8TULC3u4/uzIH+meo/PNOXcCxRRRSAKoazqaaRpU14+CVGI1/vOegq/UFzZ214YjcQpL5TiSPcPusO9AHCQ2r6dJYW9z82qatcJLcFuqRBw236kjJ+lehE5Oa8+1m6YfEi0LdIpIUH0P/AO0a9BpsAooopAFFFFAGNA0mm699iLlrO8V5YA3WOQcsgPoc5A7c1s1ja382oaJGhPnfbd4A/uhTuP0wRWzQAUUUUAFY/im6a08NXsiNtdkEYP8AvED+RNbFc545UnwxKRniaMn86FuBw3hYA+I7X23Ef98mvSa4Hwr4f8R6neLd6HpzT+USvnPhYgcYILEgZ56Ct3W7LX/DSJJ4k067ngk/5a297tiB9DsUYP1q2B0WD6H8qpavbLdaTdRSKcGJiPUEDII/EVhWmteEJABPp0sB7mTc4/MNWjF/wikwLWusGEMMFEvWUf8AfLVHNbdD5TV8N6p/a+hwXDHMyjy5f94d/wAeD+NPfS5LrWlvLucS28ODa26rgK2OWb1PpXLWz2nh7xFa2uk6h9ptb4iOaMOHMZzgMCOM8/zzXQ/2Bcybkutd1Ca3J5iBVMj0LAZ/lR5iM/w9r2m2/wAXo7xp44LUo9u87thWfbjJPYEgDPtXvcM8VzEJYJUljPRkYMD+IrxSTwloclsIPsCIB0dGIf8APv8AjXN6ho+o+DSuq6LqVwkUbgsobaV54yBww7HIqk0B9Hz3ENrC01xNHFGvV5GCqPxNVrfWNLvJvJtdRtJ5euyKdWP5A15cRLq7pqGrmO5u5AGC4zFCCOFjU8AD16n1pLzTLK/iMdzbRuOx24ZfoRyPwo5hHbeLvFyeHYI7a2jF3rF0CLW1U/8Aj7+iD17/AMuLsLaaFJJryc3N/ct5tzOf439vRQOAOwFZWj2TabrV5DcyyXM00avBdTMWkaNflMZJ/u8fga6CsakruxpFdQooqG6uY7O0muZTiOJC7fQCoKOC8b3Uup67aaPagu6EKFHeVyAB+WPzr6I0fTotJ0az06EDy7aFYhjvgYz+PWvEPhPo8niDxpca7dpujsyZckcGZ87R+Ayfyr32uqKsrGTd2eK+GcroiRMu14ZpomU9iJGzWD8QbwmKy01W/wBc/mOB6DgfqT+VddqFq2i+NtUsHOIb4/2ha577uJVH0YZ+hrhvE9jdanqur6jb/NFo0dv5o9mbk/geT7Vio++Xf3Tvo41ijSNRhUUKB7AYrF8YNt8KX3uqj/x4VtqwdQw6MM/nWD4pgudTt7TQ7BPMvdQnVET/AGV5Zj6AcZNZx1khvY5PwfrE+lLO08MzaUXUSzqhKQOehJ7ZH8q9IVldFdGDKwyrKcgj1Fdz4c8M2Ph3w7FpECCSMD98zqP3zn7zMPf09MCue1f4eGHzLjwvdrp8rfMbOUb7Zz7Dqh/3ePaulq5mZFFcxfeJNU8P3gs/EeiS20h+7JC2Uf3XPB/A1ah8Y6FKoJvfLJ7SRsCP0qbMDdorMj8RaNJ93VLX8ZMfzps3iXRYPv6nb59Fbd/LNFgNWiuYuvHejwL+58+5b0RNo/Nq5+/8fahcKyWkEVqD/Hne4/PgflTswHeL5l0vxXBe2Mmy62CSQDpu6DP1HWu50jVINY02K8g43cOndGHUV4zJLJNK0krs8jHLMxySfc1qaFrt1oN4JEBaCTHmwngOPUe/oaU4XQ07HsFFVdP1C21SzS6tJN8bfmp7gjsatVgaBRRRSAKy7zQbO7vDeo01reYx9ot32sfr2P4itSihNrYDEfSdYI2p4ilA6ZNrHn86z38DQ3Uvm6hqt9dP6sQP8cV1dFVzyFyowrXwfodqQfsQmYd5nL/p0raiijhjEcUaRoOiooA/IU+ipbb3GFFFFAEN3aW99bPb3USyxOMFWH+cH3rz/UND1TwpenUNJkeS1HUgZKj0de49/wCVejUVUZOImrnK6b450y7jRbstaTY+bILJn2Yf1rdGqae0RlF9bGMDJbzlwP1plzoWk3jl7jTrd3PVtmD+YrNl8D6DK2VtpIz/ANM5SP55q+eJPKxL3xrotpkJM9yw7QrkfmcCufvfiDeNlbOyjgB6NKS7flwK6Gx0Dw3Y36wxCGW9Ubgk0u9h77en6VzHxCB/ty39Pswx/wB9NVRkm7Casitp9rqHiy7aa/u5DbxH5j2z/dUdB9a7Ox06106HyrWFYx3PVm+p71k+DYvL0Lf3klZvywP6V0FWyQooopAFFFFABRTJpUghkmkOEjUsx9gM1W0601DULOK9uLxrV5RvjgjjBVVPTfnljjHcYoAuDqPrXG+EtMs7vXtRS5gjnSDJjDjIB3kZxXUaddvdQM0yLHNFK0UqqcgMpwce3esHwFmTVdWnA+Qgc/VyafQDu6KKKkYUVFcXVvaR+Zczxwp/ekYL/OuQ1zxxai2mttM3ySupXz8bVX3GeSaErgZfiJ28SeJxa2CKy26+UZe3B+Yk+gPArX8G3cljdXWgXbYkiYvD/tDuB+jfiareCbYJpc1xnLSy7foFH/1zUnim0eKOHWLU7Lq0YEsO65/of0JqvIDtqKzdE1q31uwWeEhZFwJYu6N/h6GtKpAKKKKAPOfHUT2fiK2vY+GeNWBP95D/APqrvNOvo9T06C8i+7Ku7Hoe4/A5rmPH8lg1hFFJL/pyNuiReTtPXd6D+orN8C619nujpc7fupzuhJ/hf0/H+Y96e6A9DooopAFMmljt4XmlcJHGpZmPQAd6fXL+PJJk8PKse4I86rIR6YJAP44oQE/h+ZtZu7nW5AQhJt7RD/BGPvH6k9fpXQ15Ro/iq+0Wze1hjhkjLF180H5SeuMGu98MazNreltcTxKkqSGNigwrcA5H502gNqiiikAVT1TT49V02eylJVZVwGHVSOQfzq5RQBX+HXi6w0C3/wCET1plsrm3lcx3DMBFLuO7k9jzxngj34r1Vkt721KSLFPbyrgqwDo4/kRXzr8QtPxJa6ii8MPJk+o5X+o/Cp/CsWsadaRXejeJJreOQZMQj3ID3BUnGR9KtPQR7YngrwxHOZl8P6aHznP2Zf5YxWX410nwpB4XvJdVsrWGFIz5bxxqknmYO0IRg7s9unrxXEy6142m4PilUX/pnZRg/wAq5fxNMYYvP1jUbjV9RdSsK3DfJGD1YIOB/U0XAXwJotrNCNVm3NPFKUjX+FSAPm+vNd3WJ4SsWsPDdqjqVkkzKwPX5un6YrbqHuMK4jx9q7IkekxfxgSzH1GflX8xn8q7evN/FunzXXjOOBMA3SxrGzHj0P8AKmtwO30Bkfw/p5STzF8hRu9SBg/rx+FaNcHZ3kvgzWjpl3M02mzAOkhGNmf4sfXqPxru1ZXUMpDKRkEHIIpMClqsE8lss9oAbu2bzYgf4+MMh9mGR+VWbK8iv7SO5hJ2OOh4KnupHYg8EVLVOWx/0k3NtM1vM339qhkk9NynqfcYNRKNxp2L1cn4xvJbtrXw9YDzLy9kUFAexPyg/U8/QVpXzeIwhWzXTWOOHYuD+R4/WuJhtdU0rxxpMt+4a7kvIZQ4fdu/eAdaIQ1uynLsfQ3hPw7b+F/DttpkGGZPmmkx/rJD95v8PYCt6iitzM4z4ieHbjW9BS801WOraa/2i12j5n/vJ+I7eoFeb+Cri4bR/H1rfwPFeT2DXDLIhRh8sgPB5xyK97rnvFyQQeFtbvDAhmOnyxbwnzsCpwuepGT09TQB5nYatbW/hWy1C7mEcf2dMsepIGMAdzx0rtvA+gTIr+INUh8u/u0Cwwt1toOoX/ebq34DtXP/AA7+GkljFbar4hVnuI/mtbKQ5W3z/Ew6bvbt9enq9RGCi7lOVwoooqySlqOmWOrWb2eoW0Vzbv1jlXI+vsfevFfHHwkn0xH1Hw6Jbm0X5pLQndJGPVT/ABD26/Wvd6KAPjWr9pouo3tsJ7a1aSIkgEMOo6969y8d/C6018S6jpIS21Q/MyYxHcH39G/2vz9a8v8AC+qLp7y6RqA+zypKwXzBjD5wyt6HIoYzBPh7WAcHTp/wAP8AWrUHhDVpsb44oR/00kGfyGa9ExRU3EchaeB1WRWvLveo6pEuM/if8K37zRbC+s0tpIQqxrtjZOGQexrQoouBwH/E18G6j5kL74JDjJHySj0I7Gu+0TxDZa5DmBtk6jLwOfmX3HqPeo7m2hu7d4LiNZInGCpri7/wnfWM32jTJGlVTlQp2yJ9PX8KmUVIpSsenUV5zp3jjUdPkFvqkLXCjglhslH9D+P512ul67p2sJmzuFZ8cxN8rj8P8KxlBxLTTNGiiipGFFFFABRRRQAUUyWWOGMySyLHGOrOwAH4mudv/HGl2r+Va+ZezE4Cwjgn6nr+ANNJvYL2OlpGZUUsxCqOSScAVzlvD8QNeIOn6H9ghPSS4UJx65fn8lrSX4Q+I9Vx/bniVAh5McStIB+e0fpVqk+pPMjL1TxvpljuS2JvJh2jOEH1b/DNZ9qniTxQPMuJzpunt/DENrOPbufqeK6e7+BUflg2OuyLIB0ntwQT9VIx+tVn+Gfj0IsaeIrZkXgfv5FOP++c1p7O2xPN3J9L0LT9HjItLcByPmmf5nb6mvO/GepQalrxNu4eKGMRB1OQxyScficfhXY3Hwp8dXCFJtVtpl/uteSYP/jtcd4n8F6v4R+zHVFg23O4RmGTePlxnPAx1FEYWd2wbvodP4UGPDlt9X/9CNbNY3hX/kXLX6v/AOhGtmqJCiiikAUUUUAVdSha40u7hQZZ4XVR6nBqxFrVmmjW10sgcyRqscKnLs+PuAeueD6U6oltrdJjMsESynq4QBj+NAFFw2m6DcSSlfOEckshXoZGyTj8TisLwhrel6JplwbydhPLKDsSMsdoGB7dSa2fFGR4bvcf3R/6EKfaaJpIt4pEsIDuRWyy7uoz3pgUbv4iW65WysnkPZpmCj8hk1lv4h8U6qdtrFJEp/54Q7f/AB4/412Mdtbw/wCqgiT/AHUAqXrRoBw8XhHVL6XztQulRj1LsZH/AMP1rbsvCemWhDSI1y47ynj/AL5HFbtFFwEVFRQqKqqOgUYArL1yC71KGLRtOtzcXt821I17KOWYnsBxya03dY0Z3YKigsxPYCui+FVg93b3via5XD3reTagj7kCHt9Wzn6UIDx69sNd8B66sVzGILnZuGDvjlQ+/cZ/I12Oi+MbDU1Edwy2lz/ddvkb/dY/yNewa/4c0vxLp7Wep2wlQco44eM+qt2P+TXjOtfBfXrSdjpU1vf25PyB3EUgHuD8p/A/hTauM37vUbKxtvtFzdRRxdmLZz9Mdfwri9X8fSPui0qLy16efKMt+C9B+NS2nwh8X3MuyW0trVQcb5rhSPwC5NdjonwPtIismt6jJcMOsNqPLT8WPJ/DFJRA8y8M+HNS8Z699miZyC2+6unBYRr3JPc+g/pS+L/D83hTxRc2KrMkKOJLWV+rx9QwPcg8H3FfTmnaVY6PZJaafaxW0CdEjXA+p9T7ms3xX4U0/wAWaU1nertdctDOo+eJvUe3qO9UI8v8Oa/DrdiuXAvI1HnR9Dn+8PY1tV5XrOga74I1gfaY5IWjf9zdID5co9j05HVTzXVaR44sbxUivv8ARJ+hY/6tj9e34/nUNDOqqK4t4buB4LiJJYnGGRxkGlWeFxlJo2Hs4NSUgOL8X6LptjoKvZ2MUUxnRVZByc54zXRaBpf9j6PBaE7pBl5CP7x5P5dPwo1+ze90W4jiGZkAmiH+0h3Afpj8au2tyl5aQ3UZykyCRfxGaL6AS0UUUAFFFFAEF5ZwX9pJa3MYeKQYYf1Hoa4yDTdZ8LSyeVAdQ052yRF99ffHY/mK7qihMDibvxPNtMVjpV61w3C+bCQB+A5NV9G8J32oagdQ1wOqhg3lv96Q+hHZfau/yfU/nSU7gFFFFIArnPF1hJJZRanaj/S9PfzVx3XOSP0z+ddHSEBgQQCDwQe9AHOalp9r4x0OC6t2VJ9u6Jz/AAn+JG9s/wCNY+g2/ijRr1bU2by2W8B1ZgUUE8srZ4+n6VPaGbwjrtzbvFM2jz/vBIqFhD7nHp0Ptg12aOksayRsrowyrKcgj1Bp7AOopCcAk9AM1y9z480y3VgLe8Mo6I8Yj/maVgOnkkSGJ5JGCoilmY9AB1NefaNcv4n+J+lSbCYjdxlE9I0O7n8iT9aytW8R6nrqyj5o7NBlooc7VHYue/48V6v8JvAh02FPEeoqwvJ4z9mhPHlRt/Ef9ph+Q+tUlYD1eiiiqEFIQCMEA/WlooAKKKKACiiigAooooAK8v8AiH8MH8R3v9q6M8MN8+FuIpTtSXsGyAcNjg+o/X1CigD5f1nTPE/gS4htryfYsyFo9kgljbHBHI4I47d6LC/8Taxj7PMI4s7Wm8tVUfjjk/Sqd9d33i3xa0l7O0kk8xTPaOME8KOwArv4YY7eFIYUCRoNqqOwpMB6AqiqWLEAAse/vS0UVIBRRRQBBc2dtex7LmCOZf8AbXOPxrhvE+l2uj3Vs9k0kbSBm27iduMcg9RXd3FzDawmW4lSKMfxOcCvNtf1Qapqkk6Z8lBsi/3R3/HrTQHRaLrviSKxW5a3Oo2mSvzH94Meh6n8Qa3rfxrpUhCXQuLKT0njOPzFLpEAttHs4h/DCufqRk/zq4wD/eAb6jNS4RZSkyca5pJUMNUs8HofPX/GmP4h0ZFJOqWeB6Sg/wAqrm1tz1t4T/2zX/CsDxiYoNFVFgj3SShQwUArjnj8qn2SHzmtL410rzRDaJdXsx6Jbwk5/P8Awq5BY+OtdIFhoqaVAf8AlvfNhseu08/+O10HwVhgXwXNMir5z3kgkbHPAXAz6Yx+del1apxQnJnltl8HlupFn8S65d38nXyojsQficn8sV3GjeFtE8PqBpmmW9u3eQLlz9WOT+tbVFWSFFFFABRRRQAV5p8bNP8AtPg2G8C5a0ukYn0VgVP6la9LrF8VaN/wkHhfUNK3BGuIiqMegYcqT+IFAHh3gubfojx55imYfgQD/jXRVwXhbVotLu57W7ZY45T9/OQrjjr6H1rulljcApIjBumGBzUsB9FFFIAooqtPPdJnybLzfTMyrQBZorJe91sfd0eE/wDb2P8ACof7R19TltEjZR1CXAzTAu63F5+h30Y6mFiPw5/pVLwpeNd6FGHOWgYxZ9QOR+h/SnrrlnfWF2jbobhIX8y3lGHHyn86yfAkv7m9hPYo/wChH9KAOvooopAFFFFAGB4ruJfsUOn2/wDr76URADrjI/mSBXvelafDpWlWlhAoWK2iWJQB6DFeGaNENZ+LulWrcxWZ8wj3RS/89v5V9AVSAKKKKYBRRRQAUUUUAV7m1gvbd7e6gjmhcYaORQysPcGvKfGHwg0z7NPqWj3kemiNS8kVy37gAdcN1T9RXr1ZWv6HZ+JNGn0u/wB/2ebaSY22sCCCCD9RQB8lFQrEDacHqvQ12PgvWbLTYrhb/UWjDkCOFwxUeregJ6fhXoUPwM0hZSZtWv3jzwqqinH1watz/BTw01vshudRil7SGVW/MFcfyoeozFTXtIcArqdofT96BVTw5dwSxXtnA6stpcuqbTkeWxLLj25I/Ci6+BWoK7fZNbtZFzx50DKfxwTWWfh1418K3IvbG3hvlAw62sm7cvoVOCfwqeUDr6K4x/HctlOYNT0We2mHBQsVP5MAaUfESyyM6fcgf760rMDsqKgs7uC/tIrq3ffDKu5TjFT0gCiism+8TaRp0nlz3imQdUiBcj646UAa1Fcx/wAJ1pjvsgtr6duwSIZP60+TxZLEodvD+qBDyGKCizA6SiuSX4g6bv2yWl4hHXhSR+GauQ+NdClxm5kiP/TSJh/LNFmB0NFU7bV9Ou8fZ7+2kJ7CQZ/I1c6jPb1oAO2O1Z+m6WumSXIhmf7NK4eO3P3YT/Ft9ie1aFFAFe+N2tnI1isTXIGUWXO0n04rnZPF+nIVg1ewuIrpAPMSSAMAfUc9K6qs7WdFtdaszBcKA4H7uUD5oz7e3tQgOPutY/4SfUrTQtItfIhvJ0ikIQK0gz3x0UDJ/CvpSNFjjVEGFUAAe1fMfg4TaF8StJiuQEkjuxC/p84K5+h3Cvp/tWiEFFFFABRRRQAUUUUAFFFFABRRRQAUxwWRgDgkYBp9FAHyt4UhI8TFX+9EsmfqOK9ArlJ7YeH/AIoajaXB2IZ5QhbgYf50/QiurqWAUUUUgCmupdGUMyEjG5eo9xTqKAOfvPCtpcky3N/eMw5LySA4/MYFczqmh2dpA0trq9vPt4MbMNx+mM5rutQ06PUo0huHf7ODuaNTjee2T6e1VZPDOjyLt+wxr7oSD/OncCHw1rMepWKwPhbmBQrL/eUcBh/WtyuMv/DVzpMi3+jyyOYzuKHllHt/eHqK6HRNYj1iy80AJMnyyx+h9R7GgDSrG8UWD3+jOIlLSxMJFUDk46gfga2aKAMv4WeO9N8MwXemas0kME8vnJOFLKjbQCGA5HQc17NpfiXRdaX/AIluqWtyf7scoLD/AID1/SvHrnRNMu3aSeyiZ2OS4GCfxFZ8ng/S2bfF58Lj7rJL0/OncD6IorwXSfF/iDwPfQpqF3LqeiSMFYyks8Q9VJ5BA5xyD7V7rDNHcQpNE6vHIoZGU5DAjIIpgS0UUUAFFFFABXJfErU5tJ8A6nPbuUmdFhVh1G9gpP5E11tZmu6Pa+INGudLvQxguF2kqcFSDkEe4IBoA+ZvDegR6s0ks7stvEQu1OCx9M9hiuytNC0yxkWS3s0WReVc5Zh+JrF1HRdb+HGrst3C0+nTNhZkHySjsf8AZceh/UVa/wCE00ruLkf9sx/jSdwOhoqK2uYru3SeB98bjIOCP51LUgFFFIy7lKkkZ7g4NAC0Vl3OkSykvBqt/A/b95vXP0NYtxrOu6HKF1CGK5gJwJVXG78R0PsRTA0fFGjrqNg1xGv+lQKWUgcsvdf8Kw/A8mNSuU/vQg/kw/xrobbxPpM9v5zXIhK/ejl4Yf4/hXIeHLoReJoWQbUmdk2+gbOB/KmB6PRRRUgFBIAyeg5NFZuvXqWOjXLlwsjxlIwTyxPHFAD/AIPp/aPj/UtQbnZbOwPu7gD9Aa94rxj4EQL/AMTu4yNw8mMDPOPmNez1YBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFS+02y1KAw31pBcxH+CaMOP1r56+JvhjTdC8V29losbg3UQkNsvzBGLEAL6A4PHavpCvFfiJbSab8VNI1GNDIt9EsZB9QShx+DKaAH6FpzaVottZyMGkRSXK9NxOT/OtGiisxnI+N7jVPKis7K3uDbyLulliUndzgJx09fesDS/A+pXm17rbZxHs4y5/wCA9vxr0e5u7exhM1zOkMY/idsf/rrkdR+IEEcnlabamc/35SVB+ijk/pTTfQDpNI0az0S2MNorZY5eRjlnPuf6Vo89s1wMdz471z/jx069WNuhgtSg/wC+m/xp7eA/iI/zNZ3pJ6/6av8A8XT5WB1mo6JYaqhF3aK7Y4kAw4+jDmuPm+Hk32wCC/j+zE9ZFO9fwHB/Smv4A8fIC5069OOflulJ/wDQ6zp77xdoLbLw6jbY7XURK/mwx+tFmgOoh8A6OgHmvczMOpLhc/gBTpfBqQRs2lale2kw5UGUlM+/esTTfiBdJKq6jDHNCTgyRDay++Oh/Su8tbqC9tkuLaVZYnGVZTSd0BwLeJfEWgXf2fVI1nHbzBjcPVXHWus0XxJYa0oWF/LuAMtBIfm/D1H0q5qmnQ6pp81pMitvU7CR91scEenNeS6XZXtzrdrZWbCO+eYRxFm24kzxz25GKe4Hs1FZ+m3lzI01jqdubXVLXC3MBx3HDDHVT7VoVIHn3jQPaeKtPu4R+9KxuuO7K/H9K+lh0GRg+leCppMvin4m6faQLvt9PEct23ZAG3EZ9TwMf4Gve6tbCCiiimAUUUUAFFFFABRRRQAUUUUAFcP42+I2neEM2iIbvVGTcsAOFQHoXbt9Byf1rr725Sysbi6kBKQxtIwHooyf5V8taeZvE3iprq+k8x55GuJd/O4ddv06D6CgDUurbW/HGptrGqvFAJFCqRHt+QdAq+nPUmuk0/Tv7PQIt5dTLjG2ZwwH044q7RU3AKKqnUbFbn7MbuAT52+XvG7Ppj1q1SAKKKpXur2GnuqXVykbtyF5Jx64FAF2imQzR3EKywyLJG4yrKcgild1jRndgqKMsxOABQA6uNvMeHfFkVxHxbXYy6joATg/kcGtN/GGlow4uChOBIIvlP0yeaz/ABsY5bfTpUIbcW2sO4IBpoDr6KReFH0FLSAKKKxtfvJ0+yadaSGO5vZRGHHVVzyf1oAvajbR6hp1zbHa+5CODnDDkfjmqHgbx/4os44dItbe1vra1iJEU5MbhQfuh/xwMitO+0SC109ptMRbe7t4so6j/WBRna/97Pqec1zHge6N34mvrhkVWmhZyF6DLA8UlP3W0Vy62PoDw9r9r4i0lL62V4/mMcsUgw0Ui/eQ+4rXrz/4cu6al4mtc/uluop1HoXjGf8A0Gu/7Vad1cli0UUUwCiis/V9VtNE0y41G+lEdvAu5j3PoB6kngD3oA8F8eeLtQ8YeIX0aydl06KYxRRD5fNZTgu/4g4HYD1qxpPhuy0xQ7KLi47yOvA/3R2/nWB4dtpb/wASTapDAYbQTSPhjnG7OFB7kZruKTAKKKKkAooooAKZLFHNE0UqK8bDDKwyCKfRQB5z4i0M6TdeZCCbSU/Ieuw/3T/SjwtYS3eswzKP3Vuwkc56dcD867jWLL+0NIubYDLsmU/3hyK4rwjdG211Ym4WdTGQfXqP1FV0A9DoooqQGyKzRsqPsYjAbGce+K5648IW91IZZr+8klPV3Ksf5V0dFMDB0zw/eaJctPpWu3lnI67XaNFyw64PY1bn0/VLx9174n1ifHIHnlQPyNadUZGvL+7kstPZYhHj7RdMM+Xnnao7tjn0FDdh7lKS28S6aBPpHiTUnkQ5EU05IP5kg/QivQ/h98RIvE6DTNRCwazEpyoGFnA6svoR3X8Rx04ny7jTNTS0lmkntbhCYJZTl1dR8yE98jkfjXJ31vfReOC2jblvVdZ4zGQNrYBJ54+v1oUrq4W6H1HRXnnw58X6nrFxfaNrwUapaYlDKqqHjPsOOCRyOxFeh1QgooooAKKKKACiiigAooooAKyde8P6d4k042Wow+ZHncjqcPG3Zlbsa1qKAPM5PAfiWxbGn63aX0AHypqEJST6b06/XFZzeGfiBPcGBLbR7WM/8vBnZwPoMZ/SvXaKVkB5hYfB61mmW68R6rdanP1KIfLjHt64+mK7rS/Duj6LEE0zTbe2AHWOMbj9W6n861aKYBRRRQAYpjIrqVdQynggjINPooA4/wAQ/Djw74hhbdZJZ3WPlubVQjA+4HDfjXldlpWp+AvER0rVl/0K9OILlf8AVu46EehPQg8jjtzX0JWdqukWOuabLYajbrPbSjlW7HsQexHYihgedVxMujPP8VdLgsPkknmiuGI52FSWZsfRSfxru08BeKbKVraz1iwnsRnypbyNzMg7A7eGx65roPCfgSHw/fXGq3l01/q1wNrXDIEWNf7qL2HT8qlKwx/i3wi2tyQ6np0wttXtVKxSOMpKh5Mcg/u+h6g1xkmneNbi4jsYPD62kzkb7uWdJIYx/eGDk/Tr7V7DRTsIwPC/hez8L6c0FuWlmmbzLm5k+/NJ3J9B6DtW/RRTAKKKKACiiigAooooAKKKKACiiigCpqdp/aGlXllv2faIHi3f3dykZ/WvlvT1uPDPigW+oxNBJCxhnVhjAPGfp0OfSvq+uc8TeC9G8VwY1G2AuFXbHcxfLIn49x7HIoA85qrN51zfw6fCxjDoZZpR95EBAwvuScZ7c1YfwV4v8Pl4La3h1mwj/wBUySiOUL2BDfyyazfD+ovNr2pw38BsbuNI4/s8zYYYLZ647kVErpXGlqP8RaJp1v4Zu5Lazihlt4/MjkVfnBBB+91P41ctpDLawyMcs8asfqQDVDx1qkdpor2AYfaLrAK91QHJJ/LFVLTxRo8Wn2wlvUEgiUMigkggDjpU0721HLc1dRuZbSwklgj82bhY0/vMxAA/M0WnhLTltXF/ELy7m+aad+u7/Z9AO1Yj+LNPuNT0+GByYhco8sjjaFA6fqQa7kkKpZiAFGSSeAKmo2tBxRw3h+N9K1rUtFdyyxkSRE9x6/iCK1tShS9lstPl5iuZwJBnGUUFiPxwKxtO07WfF3izUNS8PJE4tdvM77FZSNoH44JxU2qWfiTQvEek3viKyS0tVl2JJGwaMZBByQTzj17CtNbE9TpNcFrF4eu/Pt99ukJ+RFHy9gQO2Ov4V5ja6vl7FNRQz21lkoiAAk9sk9RXpPiLU7Oz0O586ZCZomSNFYEuSMce3vVr4U+BtLvfDy61qthDdzTyt9nEw3KqLxnb0OSD19qmnsVI4uXx3bj/AFVk7f78oH8s1o6V4ostSdYZAbec9Fc5Vvoa9wXw1oSghdF04A9cWqc/pXFeMPhNputQtc6JHDp2oDnaq4hl9iB90+4H1FaWIMCuRlvFuviJYKGDRwSLGMHjOCT+p/StK0+GnxAB+zhltof7zXw2/hjJ/SsXWvB2u+CtVs5poPtIBWVJ7ZHePcDypOODx+tK2g0dn4j1i20nS5RLLieaJ1hQDJY4x+A561wngzULLStUmnvpxAhtyqMwPzHI6Y9hXT6H4W1jx54ngv8AVNOls9Iixv8AMUqHUHOxc4JJPU9MZ9q93WztgkafZ4tsQAjGwYQDpj0qYwtGzG5anJ+ANOnji1DWLiN4RqUkbQxOMMIkXClh2JyTj0IrtaKKtK2hIUUUUwCvGfiteS614ltfD8dwY7Gyh+1XrZwFJ6Z9wo4/3q9lPSvANQt5b74ua5C7sbcSh5lPO4KF2qfbOPypN2Vxoiht9els4jpVpaWdoo/dRzk73XsSMcZ6+tWNJ1Sa8muLO9t/s97bY8xAcgg9x/nvXU1xmqyfZPiDat0W5thGffqB+oFZQm5OzKcbI3qKKraheLp9jLcspYqMKg6ux4AH1NWQSzTw26b5pY4l9XYKP1plve2t4Cba4imA67GBpNO0BH23urol1fOvKOAY4Qf4VXp9T1qn4j8O2senPf6ZDHaXlr++DRLt3AdQf51POr2K5XY1KR3VELuwVVGSzHAAqnpF/wD2npcF2QAzjDgdAwODSTW41LWLexkAa1iT7TOp/jIOEU+2cn8KpuwkrhHqiTr5ltaXtxFn/WxW5Kn3BOMj6VwWtXEKeIZLqxOAGWQfKVIfuCD0Oa9gx+lec/EK1SLVLW5VQDPEQ5H8RU9fyIqYTu7FONjq7S5S8s4bmP7kqBh7Z7VNXD+G/EkGn2ps73eIwxaORRnbnqCPrW3d+LdJto1ZJ/PZj9yMYIHqc4q7EG7RVeyvrbUYBNazLKh646j6jtVhiFGWO0ep4FICvfXa2NhPdMMiJCwHqew/PFaGk2QsdNhhx+8I3yserSNyxP41xXijXrV7ZbO1lWV/MVpGTlQFOcZ784r0FWDqGHRhn86zq7IuBg+Ln+z6TDej71rdRycdxnBH5Gud8GzPqXiy9v5BhvJZsemSAB+Qrd8dSiPwxIp6yTRqPzz/AErnfh9dW8OpXUErhZZo18vJwDgnI+vP6UR/hsb+I9C8NRrF8U7eRRhptLlDH12uuK9Y715f4HhXUPH2q3w+ZNOtEtAfSR2LN+QUCvUO9aw+FES3CiiiqEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc5r/gjQfEkyz6hYhrpQFW4jcpIAOnI64966OigDjdO+GXhbT7oXZsXu7jduD3krTYP0PH5iunGm2Kj5bK3H0iX/CrdFAGDrfhHRNfsGs76wh2nlXjUI6H1DAcVzrfCnS54lt7zV9ZubZOEhe4UKB2BwuT+NegUUAZmjaHpegWf2XS7KK1iJywQcsfVj1J+tTahpdlqtk9nf20Vxbv96OVdw+v196u0UAcnD8NfB0BDJoFsSOnmFn/AJk11EcaQxrHGipGowqqMAD0AqSigAooooAKKKKACiiigAooooAKKKKAErxvWbYaf8XtTGNq31mk6e5GAf1U17JXl3xRt/7P8ReHNf5EYkaznbsFblf/AGapkrpjW42uK8WOieLdDOfnGN3038f1rteleZeMLiWbxiqwI0kkAjVEUEksPmwAOe9YUl7xpLY7iqTxi78QafbnlIA9249x8qfqSfwrLl8XWttJ5V5ZXttN/FHJHgg/QkGp/Dmpw6t4nu54N4jWzRFDjB+/k/zrWWiZnHc6+oL0BrC5DDKmF8j/AICanqjrUwt9Dv5ifu27/wAsf1rnW5qcj4Hl3aPNHn7k2fzUf4V0WjssurapIOfLMUGfcKWP/oVcV4TsfE80c8uhabJdwKQJvkG0kDgZJHPPQVueG5L3w/q93pGvxNaXVzi5TziBuJ685xz/AEIromtGZx3OzrgfiMd11pqDJOx+B9RXcTXVvbxGWa4ijjAyWZwBWP4Vs18afEWK/SJ30rSVDeYVwryA5Ufmc49F96zpL3rlSehf8B/Cizn0pb7xNZSm4kfdHbtKybUwMbwMck5OM9MV6TY+FtB06ERWujWMS+0Ckn6kjJraoroMzh9a+Fnh3VZmubeOXTbo/wDLSxbywT7r0/LFc3J8D4pv9d4kvJP96EH+bV65RQB5AfgRZ7SBrt1nHGbdMfzrFuJfFPhSNrHUdBnvYrf93HeW4YpIo+6cgHt64Ne8UtJxT3Gm0eD2ng/xP4/uYpdQtzo+lxElfNQ72z3CnBJ9zgfWuhh+BmkqQZdY1BiDn5VjX+hr1aloSS0QXMPwz4asPC2mmysvMfe5kllmbdJIx7sf0rcoopiCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKxPE/hyz8VaJLpd60iRuwdZIyNyMOhGf8APNbdFAHkMHwx8W2Ra3tfFMAtFOIy8JZwPoc4/Ous8JeAdP8AC7veyyPfatLnzLyUcjPUIP4f5n9K7KilZBcp3+l2GqQGG+s4LqM/wzRhx+teXeJfhz/wjhbX/CgnLRkedp4HmB4yfm2d/wAOfavXaKYHhaeNNGCf6RNLazAfPDLEwZT6dKwNY1+68VSpo2g2k84mYbtq/NJjtj+Fe5J/Su4+JP8AyN1j/wBc67jwp/x4j/d/wqFTSdynJi+CvD//AAjfhSx011QXCpvuCvOZG5bnv6fhS+I/B+i+K4Y01W1LvFny5Y2KOmeuCO3HQ5FdDRVknm6/BTwqHDGXUmAOdhuBj6fdzXcaVpFholillp1qltbpyEQdz1JPUn3NaFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==
364
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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365
From the perspective of the camera, which orientation is the rhinoceros 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.
C
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366
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
367
From the perspective of the camera, which orientation is the rhinoceros 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.
B
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
368
From the perspective of the camera, which orientation is the rhinoceros 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.
C
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
369
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
370
From the perspective of the camera, which orientation is the rhinoceros 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.
H
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
371
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
372
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
373
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
374
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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375
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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
376
From the perspective of the camera, which orientation is the rhinoceros 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.
C
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
377
From the perspective of the camera, which orientation is the rhinoceros 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.
H
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Ck5bJ7VZ8F6ha2Etw08m1nUBQBk4BZmP0AHWuZlkuXZj0/eFhz0LDk/h0otGlgi2kfPLHsds9BkHH6Y/E1pPNIcr5Snio9Dp7LUzqXiiTU7gkRW8EkqKf4FAwB9ec/WsTSvOj8wICzHbn5cjP9PzqJJ3hEiIDiZPLY+gyG/9lx+NMEsyB40JVXAJIODkdq4cPjVCcZTfdv1ei/Awp17NOXmzVjdrq5GmXgCSTOqLIn3WBYDI9K2PCGqvZXz6RdHCs7CPP8MgPK/jj8/rXMXF290V3R7SrkqwOCF9D+nIpjXVxJdtcu2Jt4cSDqSMfN9c81pXxsVVU4O9vxT3T9OhU66U009vyPSdY1g21tqQt+JrOONye25jwv5Af99VestVtb2DzY3GBEsrZ/hVgSP5EfhXmE2qXVwLsSbR9rlWSUg91zhR7cj8qZBf3cEU8CMPLmi8knPIXdu/mWH41r/aUed9rfq/0NPrcebyPRLbX45o7ZmBL3krfZ414PlA/fb0GBn8cVuggjIPFePxahOjNIygyG2NsmDxGCAvH4Z/E13WleKNKGnWsE10Y5Y4lRt6MBkAA84xXRh8dCo2pNI1pYiM9LnUUVDBcQ3EYkglSVD0ZGBH6UV3nQTVHLEk0TRyLuRhgj1qSigDEbwtoz/8uEa/7hK/yNVn8FaQ/wB1Jk/3ZD/XNdHiisJYajLeK+4zdKD3ijk38CWJ+7dXK/Uqf6VA3gFD9y/cf70QP9a7PHtRWTwOHf2fzIeGpPocI3gGf+C/Q/WIj+tRHwJffw3UB+oYf0r0CioeXYd9PxZP1Sl2POz4H1PtLan/AIE3+FRt4K1cdPsx/wC2h/wr0iipeWUPP7xfVKZ5ofBusj/llEf+2gpP+EO1r/n3i/7+ivTKKn+yqHd/eL6nT8zzL/hD9a/590/7+rR/wh+t/wDPun/fxa9Noo/sqj3f3h9Tp+Z5p/whus/88Yv+/opR4L1g/wAEA/7a/wD1q9Kop/2VR8/vD6nT8zzgeCdXPU2w/wCBn/CpF8D6mes1sP8AgTH+leh0U1ldDz+8f1OmcAvgO8/ivIR9FY1MvgGX+O/T8Ij/AI13NFUsuw6+z+LK+q0uxxieAYh96/c/SMD+tTr4EsR9+6uW/FR/Susox7VawOHX2PzGsNSXQ5tPBWkqORO/+9J/hVhfCeip/wAue7/edj/WtzFFaLC0VtFfcWqNNfZRSs9Ls9P3/ZbeOHf97YMZoq7RWyikrJF2S0FoooqhhRRRQAUUUUAFFFFIAooopgFFFFIAooooASiiimAtFFFIAooopgFFFFABRRRQIBRRRQB//9k=
378
From the perspective of the camera, which orientation is the rhinoceros 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.
B
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379
From the perspective of the camera, which orientation is the rhinoceros 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.
H
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8lxazKNw9mHf69DWZbaTqfhvUjqfhLUXspj9+1kOYpB6EHt7H8xV3UtIjvnS5hla1v4h+6uY+o9mH8S+1QWuvSRXK2WtxLaXh4SZf9Tce4PZvY1pFtaxE/M7XR/jilq6Wni/RbjTZzx9pt1MkLn1x1H4bq9H0nxZoGvA/wBl6xZXTf3I5RvH1U8j8q8ddUMZRgr7hzkAjFYF34O0S7beLT7PJ/et2Kfp0rRV11RLifTlGR618yW+k69pvGk+MNXtlHRGlZl/LOP0q6mq/Ei34i8ZiQf9NYFP81NaKrDuLlZ9HUZr50OvfE5hg+LbcfS3T/4ioXu/iDccT+N50H/TGPb/ACAo9rDuHKz6SzWJqnizw/oyk6hrNlb46q8w3fkOa+eZ/D2qagf+Jp4s1i7HcNM2P1Y06HwNoZIaSGaebuZJT8/4DHNS60eg+VnpWr/HnwpZMYdNjvNVuCcKsEe1Sfq39Aa47WvGnjnxdG1tDs8P6e4w4jJ80r6buufptFLaadY6Yu2ztYYX6Fo0AI/HrmpqzlXfQfKY2j+GdO0fEkUZmue9xLy2fb0/zzWzRRWLbbuygoorJ1zWX0dbQpaPc/aJhEdpxt/+v6fShJt2QGz/AK3/AH//AEL/AOvTKOhqT/W/9dP/AEL/AOvSAj60/wD1fT7/AK/3f/r0f6vgH5+59P8A69MoA4nVrG/8I67D4q0FzH5Uu+RQOIyeuR3Ruh9M+4r6N8E+MrDxtoEWo2TbJVwtxbk5aF8dD7dwe4/GvJpESWN45FDI6lWUjIIPBBrioZ9V+GPiOPWtHZpLGRtkkTE7XXPMb/0b/J6qVS/usiS6n1tRXiX/AA0Vp7qfs/hrUZcdf3i4z+ANUrv40+LNXQx6F4VW0LcCe7cvt9wCFH862bS3JPY9e8Q6b4a05r/VLlYYl+6OryN/dRerMfQV85arrerfEfxbZXr2+BJIYtF05jkdeZX/ANkY3Me+MDgVnaiuo6tr0Z1m5n8ReIpTtg0+LJjjP+1jAAHXAx7+te6fD3wC/h3zNX1lkufEF0gWV0HyQJ/zzT+pHXH5q99thnW6DpMeiaNbafHI0vlJh5X+9K55Zz7kkn8a1KKKoQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcf8AEvxGfDHgPVNQjbbcmPyLc9/Mf5QR9OT+FdhXjHx7uTP/AMIvomflu74yuvqFwo/9DNJ7Acl4b0/+zdCtYCP3rL5kp7l25P8AQfhWznyv9/8A9B/+vQf3ZOPv/wDoP/16jrgbu7mpb+CF+sPjLxbpcnyzSMJwP7wV2BP1+cV7nXy+l9J4M+JGmeJwD9iuHEF3jsGG1s/hhh7rXrV98XtMV3TR9I1XVSvSRIfJib6M+CfyrtjJOKZm1qejE4FeaeOPGl1JLNoegzmF1JS91BesPrHF6yerdF+vTBv/AIv+I5oJYoPBEsYdSoc343LnvwtcIfEerwgeb4WulQdBE2QPpxUzlp7oJdzoLS0gsrdYLeMJGOeuST3JPUk+pqauXHjmziP+mafqFr7vFkf0rRs/FGiXpVYdRiDngLJlD+tczhLdo0ujXp/+r6ff/wDQf/r0Bgq7kIYn+IHIH4+tMqAOG8VsJdbvUHEr2UKY/vjzQTj34/GsTvVvx4TF4lhfOA1uh/JzUR/0jkf63v8A7f8A9f8AnXWvhRm9y3pc5DmAng8r9a7fS336emf4SV/WvOopDFMkg6qQa7HQ9VV9Sm0vYAUiE6vnrk8jH5VnUWhUTfZVdSrjKsMEHuK5vw7LJbaNfWQP7zTrh4lzz8ucj9M10tczpLCS88TTLzG1ztGPUKQazjsxs3bS9ju0+X5ZB95DVz/V9Pv/APoP/wBeuUV2tmDIxEw/iB+5/wDXrYsNRW5xFJhZe3o1Eo21QJmnjzOn3/T+9/8AXplFP/1nI+//AOhf/XqBjKKKKACiiigApl1aW9zbtb3MSSq3VWH3fp6H3HSpv9X0+/3/ANn/AOvTKNgOYl0rWtGzLos5u4BybKfkkf7J9fpjPvTbPxxYPJ5GowTWFwvDCRSVB+vUfiK6moL/AEyx1ePZe2sUzdtw5/A9Qa05k/iQrdh1tdW95EJbaeOaP+9GwYfpUtcbdeBTBKbjRdRmtJRyFdjj/voc/nmqUmuavpEyW3iC1aSM8Lcw8N+BHDfQ4NPkT+Fhfud/TWdF+8yj6nFc95Es9ql1aztc28i7ldSc49xVTGT0yalQ8wudM19ap1nTPoDn+VNfVrSA4Ds0nfap+X/69YH+p4H+s7kfw/8A16iquRBc6H+2LaX7qSb/AEwBu/8Ar0R6pbyhiBINoyflzgevFc9/Op45HMgkjO2dTnj+L/6/86ORBc2W1SL7ba28UUswn3ZljGUjwP4vTNXqyrcR3n7+3byLpfvAdD9R6VqLkqNwwccgGs2rDAsqkBmALHAycZPtS1XubK2u3geeIO0EnmREk/K3rVikAVVt9XsZ76exguFe8g/1igH5Oxwe59cdKun930+/3/2f/r1Sg06zt7uW6ht0Seb/AFkgHLU1bqBd/wBZ0+/6f3v/AK9Mop/+s5H3/wD0L/69IBlRzwRXUEkE8ayRSLtZGHBFSUUAecXlpf8AgfVheWTNJp8rYIJ4I/uN7+h/+vXoPhLwtrfxEsF1H+3rbTNMLtG0NnmS4BHUMTjaf6dqW5t4bu3kt7iNZIpBhkboRXIaVqerfCrxQl9Y77jSrlgssJPEq/3T6OOx/wDriumnKMn725DTWx9GeFfAug+DbYx6TaYmkH725lO+aT6t6ewwK6esrQtcsfEOkQanp03m20wyPVT3Vh2YHgitWugkKKKKACiiigAooooAKKKKACiiigCu9yqOU2kkdeQP5mk+2L/cb/vpf8ajkYrJKQcHeozjJxiofOkVQ5lRsjO0YPvzxQBa+2L/AHG/76X/ABoF0rMqlWG44HIP8jUE0jiZlDhBnjdgAcA+hpw3FELOj/vFwV7fpQBeooooAKKKKAK73Ko5TaSR15A/maT7Yv8Acb/vpf8AGo5GKySkHB3qM4ycYqHzpFUOZUbIztGD788UAWvti/3G/wC+l/xoF0rMqlWG44HIP8jUE0jiZlDhBnjdgAcA+hpw3FELOj/vFwV7fpQBeooooAKKKKAK73Ko5TaSR15A/maT7Yv9xv8Avpf8ajkYrJKQcHeozjJxiofOkVQ5lRsjO0YPvzxQBa+2L/cb/vpf8a8W+OkrWupeFtYCYhgneN3JB25KNxg+gP5V7FNI4mZQ4QZ43YAHAPoawfGXheLxl4TudJuZkDSurQTKN3lSDoe2fQ+xNDA8tBBAKkEHkEdxUV3dR2VlPdTZ8uFC7Y64HYVyT32u+AroaP4m06Xyo/lhnXkMv+y3R1/UVZu/GWlTw2y25S4WadI5opVKsqH+LHQ4OK43SkmacyNixsmlMd/qCB7thuVDysAP8Kj19T1JrS5znPPrSnqc9c0lZt3GDOXY/KCR1OQM/nTct/c/8eX/ABp4do4JWXg71GcZ7UhnmiVHMsUgPOwAZ/lRYBrZYYZAw9Cyn+tZtzoOk3RJm02AO3HmR4Vhn3U1rzyyC6aNZEjUYxuAx0+lDh/sm55I5MyLgpTWmwHJx+Dn0+5SbSdWubVQwLRP86kdx2/UV1Peiihyb3Cx538RIS+rWBUZZ4GX8iT/AFrLt5PNt45Aeqg/jXSeMNp8SeHwwypkw3uC6g1zEVvJYXt9p8nW1c8n+7nGfp0/OumD91EPctkPOSwVSehOQMn1rS8KRzXHiu6uwoMcVv5ed49h6+xrJiuppbaSDTlMty8gVdoz2rtdPWLwfoazXl3A7yHdLtAJZscKBjPt+tE9FbqwRe1nVBpOmS3JUGTG2JSy/M56Dr+NZWn28uieGo4Jh/pd0xklbcCQW5PQ+mB+dJZx3viHXP7UvCkFlDzaQOBgn1PHP9T7Cr+sGRt5klST5kClO3r+tZJJe6MyaVWKMGU4YHINIOSOcVJNBJbybJFweoPYj1FUB0lrOLm2SUdxyPQ96mrI0WbmWEn/AGh/I/0rXrCSsygaQsx+XJHU5Az+dJlv7v8A48v+NODtHBKy8HeozjPakM80So5likB52ADP8qdgEy393/x5f8aUSFOduCeAdwOP1p88sgumjWRI1GMbgMdPpQ4f7JueSOTMi4KUWAZRRRUgFFFFAA0hZj8uSOpyBn86gubeK8t3guIFkicYZGZcH9asB2jglZeDvUZxntSGeaJUcyxSA87ABn+VUBBbW8dnbxwW8KxxIMKisMD9ajurRJgWCCOY8LICDj8j+tXp5ZBdNGsiRqMY3AY6fShw/wBk3PIkmZFwUo8xHIyxPDI0ci4ZetMrodRshdRbkH75fu+49Kxbe1kuXkjXh0XO09+elaKV0KwSWDT6Y0qOwzuV9p5UeoqlawfZbZIfNkk2fxuck1taRMY53tnBG7kA9iO1R6lYfZ286IfumPI/un/ChS1swKsVxKs4ljADr1OQM/Wujgn8+FZFXr1G9eD+dc5G7R2kzpw3mKM4z2rR0u9mgkCtNFIsgyEAGQR+HpRKN1cEzWy393/x5f8AGlWQpztxngHcDj9afPLILpo1kSNcDG4DHT6UOH+ybnkSTMi4KVnYoghaR4UaaMRyEfMgbcAfr3ptzd29lCZrqeOGMHG+RsDNRWt8Lq7urcW80Zt3CF3XCvkdV9RSajplrqtqLe8iMkYYOAGKkEd8ilbXUB11cSjTZLixjS5k8vdCobhz25p1hLczWMEt1CILlkBkjB+6afb28VrbRQQpsiiUKijsBUtAA0hZj8uSOpyBn86TLf3f/Hl/xpwdo4JWXg71GcZ7UhnmiVHMsUgPOwAZ/lTsAmW/u/8Ajy/41DdW8N5aSW1zEGjlG37wyPcc8H37U/VLua1S6kiZB5URdVfABwucZxT4pvtWlxXPmxyLKUdGT0NFragcz4L8U3fwt8XNY3zPLoV6w8w46DoJQP7w6MO4/Cvp+GaO4hSaF1eN1DI6nIYEZBB9K+c9f0aLW9Me2fCyr80Mh/gb/A9DW/8AA/xtMry+CtXcpc2+42Rc84H3ovw6j2z6CuunPmXmZtWPdKKKK0EV3uVRym0kjryB/M0n2xf7jf8AfS/41HIxWSUg4O9RnGTjFQ+dIqhzKjZGdowffnigC19sX+43/fS/40C6VmVSrDccDkH+RqCaRxMyhwgzxuwAOAfQ04biiFnR/wB4uCvb9KAL1FFFABRRRQBSlDb5ioJIdTwMnpTGieJY2Cs/QsvX5v8AOf0pLpGMjkJknGDtJ4x0475pgjVXY+UzZY7RsPT05oAn8svdsGV/LPOeQOg/+vUkkaxpGqDA8xT+tVBEgCkxSAjcSu0nOe34cU+CPdOP3ZVVYsDtI44x1/GgDRooooAKKKKAKUobfMVBJDqeBk9KY0TxLGwVn6Fl6/N/nP6Ul0jGRyEyTjB2k8Y6cd80wRqrsfKZssdo2Hp6c0AT+WXu2DK/lnnPIHQf/XqSSNY0jVBgeYp/WqgiQBSYpARuJXaTnPb8OKfBHunH7sqqsWB2kccY6/jQBo0UUUAFFFFAFKUNvmKgkh1PAyelMaJ4ljYKz9Cy9fm/zn9KS6RjI5CZJxg7SeMdOO+aYI1V2PlM2WO0bD09OaAJ/LL3bBlfyzznkDoP/r1JJGsaRqgwPMU/rVQRIApMUgI3ErtJznt+HFPgj3Tj92VVWLA7SOOMdfxoAsXlja39u1veW0NxC3WOZA6n8DXi3xp8LaDo3h7S5NK0eys7qfU44zJbwhGI2sccds4r3KvJPjRie/8ACVhn797JcEe0aD/Gk3ZXA5xvvH60lFUNW1SDR7I3Vwruu4IqRjLMT2FcCV9EamgFdreYIpZhIpwB7U57ZofJlijZiMF168/5zVK2uIryzS6iGFmUMu9Dnbjpx0OasDyVZzguCxKgKemOnNMRZaAy6gxeNjEVzk8DOBTrqNIrUKi4XzAcfjVRTAApMbhhuJGCc56D8OKQ7WbCoAA5IO09OMdfxoGPoooqQOI8UN9o8a6HbLyVKMfxfP8AJa2dY8J2GtX63k7zI+0K4jIAfHTPHWok0K6l8bSavclDbRoBAA3OduBkdsZJro8ZrWUrW5X0El3MKY6V4T0mZba3Hms67I1OZJMDuT296z7Pw9fa3eWus6rG/kLylpg8/h2H6mtGTw1aPrc2p3LNPI7ApHKpZVwMYGPfoDW0PJVnOC4LEqAp6Y4HNPmSWm4rEkyxx3RaZCINoC4GBnAwBisTVjGyO0QwhdcA0mqyQCaJWVwVVmK4JBznj8OKzZHR/lRQAHJBAPTt/WnFaXBja37Py77TlSZQ2z5TnqMdD+VYFaeiy7Z5Ij0Zcj6ilNaAixBpslrepLG4aPkEHggf1rToorJu5QoV2tptiliJFOAPanPbND5MsUbMRgsvXn/OayHlx4ka3J5Nnv2kEg/PjjHetHMMZkY/Mu4leCMDHTmqsItNAZdQYvGxiK5yeBnAp11GkVqFRcL5gOPxqopgAUmNww3EjBOc9B+HFIdrNhUAAckHaenGOv40hj6KKKkAooooAUK7W8wRSzCRTgD2pz2zQ+TLFGzEYLr15/zmoHUDfkDcSOqk8egx3zTh5Ks5wXBYlQFPTHTmqAstAZdQYvGxiK5yeBnAp11GkVqFRcL5gOPxqopgAUmNww3EjBOc9B+HFIdrNhUAAckHaenGOv40APqPyIxOZguJCMEjuPepKKkCrLZJJdR3CnbIjAn/AGhVllDKVYAqRgg96WincDBvLCS3hmESs6NIpXHJ6dKbHA1pc2lxFGzbWUuvX6/1rZuIUljkjkUfNjqpPHtjoc1gzRxWlxKjjfhiVwp6Y461rF3ViWb1zNP/AMJJDanTppbSZCzXAyFQgdD/AJ71oXUaRWoVFwN4OPxqnG0BjRij5wSRgnORwPw4oO1mwqAAOSDg9OMdfxqGMfTJJootvmSIm5tq7mAyfQZ70+obi0trsRi5gjlEbh03rna3qKgZNVLTo9Qjjn/tGWKVjKTEY1xhOwPvSyXbRatDbSY8ueJmjPfepyw/Ig/gauU9gFCu1vMEUswkU4A9qc9s0PkyxRsxGC69ef8AOarTNHDHLJKVQKNzM4OAoHPTpUVlf6ffRyT2cyXMW8gFAeOOnPSn0uI0JbUXN5Ik0bNA6YOehyAP8awNAmFtaTaHL8s9lNhB/eTPUfT+RFbCmABSY3DDcSME5z0H4cVzHibRrqe4TVNHTZfQvyFGC6joRnqeox3FXGz0YM6muO8XWNxp17a+JdLdoru1kVndOoIPyv8A0Ptit/Q7+6v9LWe/tWtZ1JV1dSoOP4gD0FSmSK5eaxuAskcqHbzw6kcj61MW4SuD1R7V4L8T2/i7wrZ6xBhWlXbNGP8AlnKOGX8+nsRXRV84fCDXZPCHj258K3sp+x6g37hm6eaB8h/4Evy/UCvo8dK7U76mZSlDb5ioJIdTwMnpTGieJY2Cs/QsvX5v85/SkukYyOQmScYO0njHTjvmmCNVdj5TNljtGw9PTmmBP5Ze7YMr+Wec8gdB/wDXqSSNY0jVBgeYp/WqgiQBSYpARuJXaTnPb8OKfBHunH7sqqsWB2kccY6/jQBo0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4t8TbkXHxN0e0+99l0yWb6F22/yWvaa8H8VOt78XNcYctZ2lvbj3yN5H15qKjtFjW5B1rkvFIfVtesNCtz8y/vbhx/yzBH89ufzrqru5j06zmuZDxEhZiOwHYe56VjeHtLlt1uNSvlxqF82+QH/AJZr2T/H8PSuSD5feLeuhtRxpDEkUahY0UKqjsBwBTqytdbWI7WKTR1ieRH3SRuAS646DP8A+un6NrEWr2pkVGjnjO2eB/vRt/hSs7XHc0qKKKkB/wDrf9//ANC/+vTKKk/1v/XT/wBC/wDr0AR9af8A6rgff7n0/wDr0f6vgH5+59P/AK9MoAx9e8QwaClu08E0qzMVzHj5cdev8qtfa0v9MF3p84cEbkZeh9QR/Sp7u0t762e2uollhcYZW/zwfeuJaC88DamJ4i9xo87ASA9V+v8AtDse/StIpSVluJkVtrl7PqJs9WCi4/5ZyKu0MPT0+hrUqLWNNtb7aUb5GAlt5k6gHkEVKOAMnJ9fWtdHsIl/1/T/AFv/AKF/9f8AnUmnvsv4T6tg/jVarMB824ib/lqHH/Auf5/zqXsB0tP/ANVwPv8Ac+n/ANelP7vIB+fufT/69R1gUYO/Pj3Znppv/tTNWfEM/k6SRnmaaKIf8CcZ/TNZ0T7viPcD+7p4H6g/1p3iiTff6FZA8y3qyEey4/xrW3vIR0p+8frSU2SVIo3lldURRuZmOAB6mnA5GayGP/1v+/8A+hf/AF6ZRUn+t/66f+hf/XoAj60//VcD7/c+n/16P9XwD8/c+n/16ZQAUUUUAFFFFAD/APW/7/8A6F/9emUVJ/rf+un/AKF/9egCPrT/APVcD7/c+n/16P8AV8A/P3Pp/wDXplABWfq1r51sZVHzxjP1HetCggEEHoeKadmBHAc28f8AuD+VSUiKERVHRQAKWkBHDJ5l1cwn/WKVcf7QYfzyDUlUJH8rxBAM48+1cfijAj9GNaf+t/66f+hf/XpsDE8Q5hsre+UHdZ3McvH90naw/Jq2z+6JAOX7n0qlq0Pm6NfQKf3j27gEfwnacY96bplx9r0mzuO8sCMfqVFP7IdSa6tory1ltp13RSqUcZxkGqmkaNaaJbPBaB9rvvZnbJJ6VoUUru1gCiiikBFfSD7FKf8AloVKgf3if61y6O0bqyHDKcg1Y8Qag9vfRwSc2+AwIHKt7+tRKwuVDKQXIzkfx/8A1/51tFWRLZW8Y2sk9jZa9ZbkubV1yydV54P4N/OvpHwZ4hTxR4U0/VRtEs0WJ0U/clHDj8wa8K09I57K6sJTnzFIbH8IIwce9bPwC1qTTtX1nwjdvhlY3EAP95TtcD6jafwNa0n9nsKXc99ooorYkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEPSvn2SdbrxX4m1FCGM+pPGjj+7GAgx+Rr2jxXrieG/C2pas+M20DNGp/ikPCL+LECvD9Ks2sNLt7aQ7pVTMrf3nPzMf8AvomsaztGxUdy+R5o6Df6f3v/AK9Mop/+s5H3/wD0L/69chYys2808/a01KzULeINrjoJ07q3v6HsfatKimnYBsciyxrIhO1hkZGDTqAAOgxRSAKf/q+n3/8A0H/69H+r6ff7/wCz/wDXplAD8eZ0+/6f3v8A69Mop/8ArOR9/wD9C/8Ar0AMqK4t4ru2kt54xJFIpVlPcVLRQByFjZS2cF7pjsXOnyB4WPVoX5H5EH9aWuoFrGLx7rnzHiETDsVBJH8zWFfWZtJ/lBMTH5D/AErZSuxWKlWrYeXdQqOZS4BP93n+dPvYBY3LIvVuVP8AdHp9aTS036hH/s5b9KbelxHS/wCs5H3/AP0L/wCvTKOlSY83p9//ANC/+vWBRxmnt5nxK1U5+5bhf0Si/kN78SNNt15WzhLt7Egn/wCJqHw/Mh8a+ILuRgI4w25j2AYf/E0/war6nq2q67KuDK/lxZ7DqR+A2iuh6XfkSaPiW486bTtFQ/Pezr5g/wCmSnJ/PH6V0PWuO0OX+3PGmoan1t7RPIgPbnjP5Bj+NdjWU1ayGgp/+r6ff/8AQf8A69H+r6ff7/7P/wBemVAx+PM6ff8AT+9/9emUU/8A1nI+/wD+hf8A16AGUUVDcXlvalftEyRb/ulzgH8aAJqhu5XgtJZo4/MaNd2zOM46j8qkSRJU3xurr6qcisl/EllFePa3Ec0Tq20l0yP07U0mwLOm6vaaon7hiJAMmJvvD/H8K0v9X0+//wCg/wD1687vo/7J1J/s0nzbt8UqH7qnpg+vaur0LWF1S3KSYW5jHzqP4h/eFXOFtUJM2ceZ0+/6f3v/AK9Mop/+s5H3/wD0L/69ZjGUUVXvLn7KkTYB8yeOLn/abFAFiiiigDI1NtmvaGw/ilmj/OP/AOsK2v8AV9Pv/wDoP/16xNbfydZ0FR/rDdtz/dGzn8a2B0qnsgQ8qJlK4+cjBH97/wCvWH4Ucv4ZsgeqK0Z/4CxH9K2l+8PqKxvCjedorDjzEuZlP+185P580L4WHU2KKKKkAooooAwfEFgJ1EnZ8L9G7GudtZ202XyZD8xOG/6Zn2967LWn8m1RR/rGf/vnj+dcdqkIMQlA+YHBrem9LEs6LSpN98vZ2BU/7X/1+PxqlPenwp8TtE8QIdsMkirOR3H3H/8AHWz+FVdDuS0kOT80bgZ9u1aXjqx/tDw3JIozPbusg9x90/jz+lNPlmg3R9QKQVBByPWlrmPh/q513wFomoMcySWqrIfV0+Vv1U109dJAUUUUAFFFFABRRRQBXe5VHKbSSOvIH8zSfbF/uN/30v8AjUcjFZJSDg71GcZOMVD50iqHMqNkZ2jB9+eKALX2xf7jf99L/jQLpWZVKsNxwOQf5GoJpHEzKHCDPG7AA4B9DThuKIWdH/eLgr2/SgC9RRRQAUUUUAV3uVRym0kjryB/M0n2xf7jf99L/jUcjFZJSDg71GcZOMVD50iqHMqNkZ2jB9+eKALX2xf7jf8AfS/40C6VmVSrDccDkH+RqCaRxMyhwgzxuwAOAfQ04biiFnR/3i4K9v0oAvUUjMFHJxWZpGt2euRXEthN50ME7QGVRlHZcZ2t0Yc4yO4NAGpRRRQBXe5VHKbSSOvIH8zSfbF/uN/30v8AjUcrFZJSDg71GQMnGKh8+QBXMqNkZ2jB/Pj8KALX2xf7jf8AfS/40C6UsqlWGTjOQf5GoJpHErKHCDOBuwAOAfQ1z3jDxOfDeiCaPyrnUbiTy7KHPDP3ZumFXqT+HegDkviVrI1jXrbw9A26005lur4jo02P3Uf4DLkf7tc9WImtabp6uk1811dSO0txMFLGWRjlmJ6cn8hirdprenXrhIbkbz0RxtJ+ma46jcnfoaLQ0KKKKyGDSFmPy5I6nIGfzpMt/d/8eX/GnB2jglZeDvUZxntSGeaJUcyxSA87ABn+VVYBMt/d/wDHl/xpRIU524J4B3A4/WnzyyC6aNZEjUYxuAx0+lDh/sm55I5MyLgpRYBlFFFSAUUUUADSFmPy5I6nIGfzpMt/d/8AHl/xpwdo7eVlODvUZxntSGeaJUczRSA/wADP8qqwCZb+7/48v+NI2GQrJGCG45IOPyP61LPLILpo1kSNRjG4DHT6UOH+ybnkjkzIuClFgM3VbYS2m9R80XI+nequiR5eaT0AUVs1Ws7UWqyKOjOSPp2o5tLBYs0A4IPpzRVLWLkWejXtyTjy4HI+uMD9TSSuB5kmpSPY6u0QXz7+VYyQwBK5ZmP45UV111v8MeCEtUCrdSJsB3r99uWPXsM/pXNeC7Fru88wgeXbyLI5IB6dB+f8q17q7n8TeKII0milsIOWAA5Uck9P4jgCuqSV7dFqZrY2vB+mNpfh+IPHiWc+c/zL36Dr6Y/OugEhTnbgngHcDj9afPI63TRpIkSADG4AAcdOlDh/sm55I5MyLgpXPJ3dy0MoooqBhRRRQANIWY/LkjqcgZ/Oq93ax3ts9vNFuRx/eXIPqOetWQ7RwSsvB3qM4z2pDPNEqOZopAf4ABn+VUB53NbX2kXzxJI0bqeGSQDcOx61HeX91KPPuzGXVdvncbgPw/n2rsfFVtJOGlhkSN4Bk7gMFccjp17/AJ1yE6udPcySRy5cYKDjHpXRFpq5D0KPYeg6VYsruSxvI7mI/Mh5H94dxVGA7S8BPMfQ+qnp/hU1U0I9Pt547q3jniOUkUMKlrl/C9/shFs5/dsx2n+63p9D/OuorlkrOxoncGkLMflyR1OQM/nWL4ikdYdPCqAW1CD+Mdjn1rbDtHBKy8HeozjPauc8T3c0V5oKedFJ5l6rFABnjHt704LUTOhy2fu/+PL/AI0okKc7cE8A7gcfrT7iWQXbIsiRr23AAdPpQ4f7JueSOTMi4KUrDOb1k7vFPh+L0klkP4LXQ1ztwftHj+zj7W1i8h9ixI/wroqctkCFH3h9a5zwa+/Rp2B/5fJv5g10EriOGSQ9FUt+QzXNeA8nw3vP8dxI38qI/CxdTp2kLMflyR1OQM/nSZb+7/48v+NODtHBKy8HeozjPakM80So5likB52ADP8AKlYYmW/u/wDjy/40okKfw4J4B3A4/WnzyyC6aNZEjUYxuAx0+lDhzaZeRJMyLhk//VRYDB1qXdPHEP4Fyfqax7iPzbd0x1FXLyXzryV+xbA+g4qCtY6IlmNpchh1KMdmYKfzrvdTt/tel3lv/wA9IXUfXBx+teeSt5N+zL0STP5GvTVIfaw6Ng/gaVXRphE6P4Ca0bnwFNbOpZrS8dcggcMA3c+pNep/bF/uN/30v+NeH/ACQwJ4nsgceXdREYHT76n+Qr2bzpFVXMqNkZ2jB9+eK6yC19sX+43/AH0v+NAulZlUqw3HA5B/kagmkcTMocIM8bsADgH0NOG4ohZ0f94uCvb9KAL1FFFABRRRQBSlDb5ioJIdTwMnpTGieJY2Cs/QsvX5v85/SkukYyOQmScYO0njHTjvmmCNVdj5TNljtGw9PTmgCfyy92wZX8s855A6D/69SSRrGkaoMDzFP61UESAKTFICNxK7Sc57fhxT4I904/dlVViwO0jjjHX8aANGiiigAooooApSht8xUEkOp4GT0pjRPEsbBWfoWXr83+c/pSXSMZHITJOMHaTxjpx3zTBGqux8pmyx2jYenpzQBP5Ze7YMr+Wec8gdB/8AXp06xwRJjCqHDEk9PU1WESAKTFICNxK7SQc9vw4rz34oapcyQaf4S0v91f65cGHeAQ0duMb2/HkfQGk3bUCjd6rffFHxBJa2k01t4LspNs00ZKNqLjqoPXZ9O3uRjsvAUsRi8QWkEaRx2eszwJGgwFUBCoAHQYNP07TrbSdLttOsk2W1vGI4x7Dv9T1PuTWF4EvjbfErxro8nBllhv4h6hkAY/8AoNc9GtzzZco2R6ZRRXJeP9Zm0zwVrVzptyF1C0gWUKjDegLDBI6jIB/Wukg35QxeUqCSHU8DJ6VwF5qWtw+MtWk0lftUenrarPp0jcTlkZiysfuSAEAfwnGD6jsoLuLVrGDULYB4bqJJY2ALZUjOOO9cHpqR2/xM8YwMpd5Ra3Ua4OdhjK9/RsfnWdRuMW0NbnRweNdHvIZpYTO9yrCM6cylLnzSBhCh5zwefugAnOK851yKTWXmu9Vw80zquyNzsijzxGp7juT/ABHn0rqdX8LaF4idZrq0njvowyrcQMySp1woYdce/Fcfe/DzxTbsy6NrsM8asSi30JVgvGPmwQe/pXOsRGpHR2L5WnqcxrehW0SRm1iWLggYJ5PvmuXWJ2lEYHz5xg+tdbIurW891p2v3Wni7hlQIkUig88En25FZuoWPka2u0fLvOfwGR+lXB20YmjU8NavJcbrG6YmaMZRm6kDqD7iuirmdMt4n1WKUgiRclWU9eOh9eK6asp2voNChXa3mCKWYSKcAe1Oe2aHyZYo2YjBdevP+c1A6gb8gbiR1Unj0GO+acPJVnOC4LEqAp6Y6c0hlloDLqDF42MRXOTwM4FLdRpFahUAVQ4P61nXN3Y2Fo11ckxRxBmfIJHPQD1PQVzXlXni5izl7LR95KIgIeZexJ/P29PWqUbq4jUu/FeiWTlJb+NnHBEQL4/LirmmaxZaxE8llKZFRtrZUqQfoaitPD2kWMYSDT7fj+J0DsfqTVxY7WwgkdI4reFQXcqoUDA5JxSfL0HqZV5qEw8WaZp8LkRmKSadR3GCFz+Iqe8ujJ4h0/TkYcK91KPZRhR+Zz+FYvhm4/tbWtV16UbIFAghLfwoOT+gGfrSeFpn1rxJqusFT5WBBCPbPA/ID86txt8kK5v65ezWOh3D2wLXLzxxwgDPzHv+AzWpJbNAYZYo2YjG5evP+c1yEt5Drni6K0hKtBYEySMVJDMBjjHocDP1rpLe6tZ5roRZlEUpTIU4zjlRn0yKlqyQF9oDLqDF42MRXOTwM4FOuo0itQqLhfMBx+NVFMACkxuGG4kYJznoPw4pDtZsKgADkg7T04x1/GpGPoooqQCuP+IGqRwaSunI4M1wwLKDyEHPP1OPyNdXczfZ7SafaX8uNn2jqcDOK8fubnUvFGsCQQ+bdOAqpCuMAdP/ANZrajG7u+hMmbKSS6f4bfRbBWk1C6kU3Ji5IyOIx746/iK7fQPDf/CP6fAyQ7rmTD3AHPOOAPYZP41m+G/CqaNEbi72SX7dyCyxgjkLj+L3rpR5Ks5wXBYlQFPAx05pzmnogSLLQGXUGLxsYiucngZwKddRpFahUXC+YDj8aqKYAFJjcMNxIwTnPQfhxSHazYVAAHJB2npxjr+NZFD6KKKkAooooAUK7W8wRSzCRTgD2pz2zQ+TLFGzEYLr15/zmoHUDfkDcSOqk8egx3zTh5Ks5wXBYlQFPTHTmqAsPb+ffOJY2aFl5z0PA/8Ar1wmv6eul+baou2MOGT3BPFdmpgAUmNww3EjBOc9B+HFc54ws2n0xrq1iHm27Fj8p+aPjj881pTdnYlo4e5PlSRT9gdjfQ//AF6s1BJturJivR0OKW0l860jfvjB+oroJNfSXw8kfqAwrt9OuvtNsNx/eJw3v6GuA02QfbUweDlTXT6fOYLtD/C/yt+NY1FcpHShXa3mCKWYSKcAe1c1q9sz+OdCEMZf7OhllTrzyf6V0DqAXBA3EjqpPHpx3zXLaFJBqHi/WNRX97FGfKiwDwOgHP8Au/rUQ6sbO0MBlv2LxsYiucngZwKddRrFahUXA8wHH41UXyAFJjcMNxIwTnPQfhxUF3dRWttNcFQscG6XOD90DI6+9QMw9Fb7Z4x1y76rCEtlP06/+g10tcv4Fib+w5byT/WXdw8hP6fzzXUU5/FYS2M7X7j7L4f1CbOCIHA+pGB/OqPguLyfCdln+Pe/5sapfEC++z6Elqv37qQDH+yvJ/XFdDpVt9j0mztccxQopHvjn9ae0PVh1LgV2t5gilmEinAHtTntmh8mWKNmIwXXrz/nNQOoG/IG4kdVJ49BjvmnDyVZzguCxKgKemOnNSMstAZdQYvGxiK5yeBnApmp7LTTHZFwFIIHvUKmABSY3DDcSME5z0H4cVm6zMvkLEigbpCeh+6MY/WmtWIxaKKK1Ec/ej/S5h/tGvRtOfzNOtH9YkP6CvO73/j9m/3q9A0YE6RYjuYkqauyCJd+B+5fFHi5FBOJVOB7SN/jXtzxPGInVWfoWXrz/nP6V4b8EI/N8S+LplXLb1XlSeDI57d+K9uEaq7HymbLHaNjdPTmupbEE/ll7tgyv5Z5zyB0H/16kkjWNI1QYHmKf1qoIkAUmKQEbiV2k5z2/DinwR7px+7KqrFgdpHHGOv40wNGiiigAooooAKKKKACiiigAooooAKKKKACiiigBD0rxzS5v+Ek+NXiLVGO6DRoF0+35yAxJDY/EP8AnXr80qwQSTOcLGpY/QDNeK/Bbdc+HtX1WTmW/wBTkkY+uAD/ADY1hiHamyo7npfX615x4suv+EQ+KPhzxUx22N2p069bsAehP0BB/wCAV6NWF4x8OR+K/C95pLbRM674HP8ADKvKn+h9ia4qM+WaZpJXR6CDkZBrxm61SxsPjX4j0PXn2WfiGxhgjkY7VHybVXPbOXGfXFbfwj8YPrOjNoGqOV1zSB5E8bn5mRTtDe5H3W9wPWuLv7W1+KXhvX5dVuBb+IPDlxc7ZI4wC1uNzKjLxkZUjPUEZ7nPqGJxGmz+I7hLzwxo3iK6Xw7aXEgWZcpvGeAMc84ztzjknvSzRXPw9v7PW9Nvp5GdmhuFdwDIp5x9OO+e1bfhG0Wy8L2hOAZVM7sePvc8/hiqljEviTV31OdA+m226GzjcZEh6M5H6f8A6q5nUbk+xdtD1zQtbs/FOmpqOmzKzkDzY1PKNWzZmbzGWTf0GN1eDHwrf6RqH9oeGNVlsJs58sscfTPcexBrsJte8U33h1LCfUoLe8kXZPdQQfNg5zt5ABx3x64rzZYGCqqrCVvI29q+XlaPMPHsiaz451u7swGCXIjDL0kP3ePfKn64q6L+4fxLqFpO/mJ/rIiR0HAx/n0qzqOiWtilhpdmrMqy/ariQnLMVGFz9STge1WIdCu7vWjfbQhMPlnfxvOev1/nXqc0eVGFtS3pSF9QTAztBJ/LH9a6T/V8D7/c+n/16rWdmmnxFUO6ZvvP6ewqaueTuy0FHeimuiyIyNnawIODjg1IHNS2reKdTDzZGj2jkIv/AD8yDgn/AHR0/wD110ygKAqgADgADGPpTGMNpbZJSGCJfoqKP5CvPtd8Z3WoO9rpJaG2HDTdGf6eg/WtUnPRbCvY7e/17S7Ftl1eRpP/AM81+Zm/Ad64vxL4mOtW0WnafBPHHcSL+9mwiyDOAOegz3J7VvfBXQtN1XxpKNTto7ww2zSxpMm5Q24fMQeDjtn1ruvj/oUM/h3TNQiRFmgmNuABjcjKWCj6FeB7mtY04rUlybPPbzwX4+0jwnPb3Gk29pp8cTNNIHDPt6sSVJ61iaRqeraf4cuLaws4rgYfzJIWzJAWGMkDnPvj8a+jPhlfnxF8MdM+37Z3ELWk4bkOFJTB9crjNeK/EDwbJ8MPE1pqukyO+lXTMERuTHjloie4xyD149s1o46CucxpurWOheG3OnTGbVrxtjfLgxY9vx49Sfau40y3TQvD0SXL7fIiMk7nn5jyx9+a53xHYxWF9Y+JrG3V08xTNGEyGB6Njse31wa6DxLKqeF9RfsbcgZ98AfzrCbUrW6lI0ba5ivLWK5gffFKoZGxjIqWsnwwpTwxpwPXyAfzJNa1YtWdih/+t/3/AP0L/wCvTKKk/wBb/wBdP/Qv/r0gM/VmKaNfMOot5MY/3TWR4FiS28NIVVBO0jiR1Azweme/9K1fED+R4d1Ig/vPsz85+7x/OsjwJ/yKsX/XaT+daL4H6i6nS1g6V4gkv/EGoaXLbrF9lJ2MCcsAcHP55rerj7GLy/iXqRA4a23n8QlKKTTuDOwpAQwDAgg8gioruQQ2VxKeiRO35A1U0E58PaaT/wA+sf8A6CKm2lxmp/rf9/8A9C/+vTKKk/1v/XT/ANC/+vSAj60//VcD7/c+n/16P9XwD8/c+n/16ZQAUUUUAFIwDKVYAqRgg9xS0UAeYXdn9g1y70/+IHzIs/8ALRTyPxx+ePWsvTjsa4gP8Dkiup+INqYZLDVUHKMYXI/Mf+zVzUbCXV3x/rZFz/104z+f867IvmjczejLWnuV1NkHaVWAHuK6w/ueB/rO5H8Pt9a5G2cQapMFIMoCZI/g9h7+9dTUzGi5rGuf2f4Xa5Df6Q48mP8A3+mfwHNO8G6cdO8PQlxiW4PnPnrz939MfnWLJok+uaxaxSsBYQL5jjdyxzyAPfAGa7kAKAAAAOAB2rOdkuVFLcWuU8fagbXQltUP7y6kC4H91eT+uBXV1zGsaHdat4q0+aVB/Z1um5juHLZJxj3OPwqKdua7B7G7o9obbRrO2PE0cShv9pup/HJNWqOc5qT/AFv/AF0/9C/+vUt3dxmZfaPZ6nc2s9zEZHt23RjcQM5HUd+QK08+X3+c9T6f/XpP9XwD8/c+n/16ZRcAooopAFc/q03mXxUHiMbfx71uyyCKJ5G6KM1yrMXdmbqxya0gtbiZJ/r+n+t/9C/+v/OoqKl4n5/5a/8Aof8A9f8AnWgjm7w5vJscndXpFiv2PTbZejpCu4/3cDkfWvPApe8EaczSybcj+HJxge9dxrdyLDQL6YHHlwMF+pG0fqRSnrZAjof2dLctpfiHUSOLi8RAf91Sx/8AQxXt1eb/AAN03+zvhhYyMMPeSy3J+hbaP0UV6RXUQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBkeJpDF4U1iUHBSxnYH6I1eT/AAhcx/DKAocFrybJH4V6z4miM/hXV4lGS9lMoHuUNeOfBaYT/Dy6g6tBfNx7MqH/ABrhzFP6vLlNKNudXPRbGQmRlZicjjJrQ6fWsdHMLhl+8DWqjiRA69DXiYCrzR5HujprRs7nmnxB8N6lpWrx+O/C5MepWvzXkSDPmoBgtjvxww7jnqKzNC0aLx3rN94r8LalFZXd1azR6ppEpOfNkjK8EcGNmw2T0I9eB7BXkvi7wJqfh3V/+Ev8Dl4LmImSe0hHb+Iov8Snun5V7uHr/Ykcso9UYGqW8ri28NWrlcRKt1Kv/LOFflx9WIwK24IIraCOCFAkUahUUdABXNeGfEtnqc1wbkrDqlzKZJM8LIewT2A429evWsq+8fXcl0bbTrOOFt23fcnnPuOAv403CTfKO63O2vbyOxtzPKshjX7xRc49z7VWtNc069cRxXAEh6LINpP51z1vaeM7m4he6u4Ft2YeYm5CpTuMAc8e9ZWo2QtLgqgO3ey7D1Ug8D34IpKmtribPRVjVCdqAEnnA5NS/wCr6ff7n+7/APXrnvDWqvIjWM777mNcq5PO30z3IreqJJp2ZSH48zp9/wBP73/16ZRT/wDWcj7/AP6F/wDXqQGUdaKxtelvLmWw0PTW23+qzi3Rv7inhm/X8s1UY8zsDdjkPFevtq901havixhb53U/65h/QdvzrCVQihVGAK6PWdHhguV0yCzWy1jT1+zXtlk/6Qy9J4s/e3DBK9ehGQeOeZGRyjqyuDjaRg/lXS1y6Iz3Om8B+L38FeI/7TFp9rR4mgki37SVJByDg85Arovif8UE8WaZbWFnZS20cLmaRpnBbfgqAMccZPNcDb208k4t7WF5rts/KgzsGOf06noK0fC/gu/8a+IotNsSTZxsPtl6ozHEvfB7nsB3PtzTjd6CPoP4K2stv8MNOeZcNcPLN9QXIB/EDNcj+0VqcD6Xo+hxkPeS3JuNg6qoUoPzLfoa6/xX4+8P/DbQ4tNh2TXkEKxWunxP8ygDClz/AArx1PJ7CvG9KtNR8Ta4/inX9xvJDuhjIwCP4SF/hAHAHfr9blJRV2CVzorOA2tjb25OTFEqH6gAVz/jeVm0aGwi5mvbhYlHfA5P64rpq5yCP+2fFT3p5s9NBhhPZpj94j6dPyrjhvd9DRm9bQLa2sVun3YkVB9AMVLRRUDCn/6vp9//ANB/+vQf3X+/3P8Ad/8Ar1Xt7hLmESJ06EehoAy/FwMvhq7Cj5yvT+9x/Oue8H38tpo0Y+9EZHJX8e1bvjHjwveMOwH8647Rrx/sUIHLcll/v8nkf7X866IK8LEvc9KhmS4iEkZJU+oxWPb2+PG17Pj/AJcYh+bEf+y1c0aZZtOQq2QCQD7df61ZS1VL+W63fNJGkZGOm0sf/Zqx2bRRQ8TT/Z/DOovnGYSg+rcf1q5pkXkaTZw9NkCL/wCOisfxgTPYWWnLy17dxx49gcn+ldEABwvToKb+FC6hT/8AV9Pv/wDoP/16P9X0+/3/ANn/AOvTKgY/HmdPv+n97/69Mop/+s5H3/8A0L/69ADKKKKACiiigDF8V2X27w1exhcuieagHqpz/LNecWsLKYJ1dfNQbXP9zHp74/KvY3RdjRt95wVb2B4/OvES7WK3dmc+YshQD6Eg/wAq6aL0aIkaGnt9smuLgDEpbGB/H/8AX/nXXA5APrXJWkH2e2VOjYyfrXYIfPiRv+Wu0E/7XH8/51UwRZ0uTy7+PnhsrXRVySsUdXXqpyK6uOQSxLIvRhkVhNFIdRRRWYwp/wDq+n3/AP0H/wCvR/q+n3+/+z/9emUAPx5nT7/p/e/+vTKKf/rOR9//ANC/+vQAyiiigDN1mfZbrEDzIefoKw6tahcfaLx2Byi/Kv0FVetbRVkSwpLqT7JayMD+92kZ/u9vzqb/AFPA/wBZ3P8Ad/8Ar1k6rLiNIh1J3GrW4ix4btvt2sxvj5oQZG44bsPxyfxq546nkfTrTSrf5ri+nVVUdSAePzYr+VXfCtibbTjcsMSXByP90dP6mrng6xXxd8ZIZGXda6KvmucfKzL0/HzD+O2iPvVPQNkfQGh6bHouhWGmRY2WlukIx32qBmtGgdKK6CQooooAKKKKACiiigCu9yqOU2kkdeQP5mk+2L/cb/vpf8ajkYrJKQcHeozjJxiofPkAVjLG2RnaMH8+KALX2xf7jf8AfS/40C6VmVSrDccDkH+RqCaRxMyiQIM8bsADgH0NOG4ohZ0f94uCvb9KAL1FFFABRRRQBXe5VHKbSSOvIH8zSfbF/uN/30v+NRyMVklIODvUZxk4xUPnSKocyo2RnaMH354oAnkmjmjaJ4yVcFT8y9Dx614D8HHfSNc8R+HbjhhICgyCQUZkP6EV71NI4lZQ4QZwN2ABwD6GvCfE7HwV8ZYtWmdPsOoSpIzr0CP8kn5MN1Z1oc8HEcXZ3PRyCrFT1HFTW1wYWweUPUU++i2S7xyG649aq18PJTw9Vpbo9RWnHU2lYMoZTkHoaWsy2uTC21uUPX2rTBBGR0Ne3hsRGrG636nJODgzzbx58MNO8Ryy32mKllq33nIwIpz1+Ydm/wBofiDXlw0bV31RdB8RaVI8gB2XQx5sSgfeDjh1+tfSTsV80qcHeozgHtXj/i5j4n165X+0ZEjs1SIRRNledzHcvTJ4/SvUo1XazMWjkNKvr/wnqf8AZeoOJrBv9XIHB2A9GHPT1HatfxHaERzXygDaEw4YE5Jxxg/rVDUvBbwSSeXq6RqoGPNgGM46Zz1q/cxy2/gswzXCXDl1AkX0UAfzrV2bUkT5HPaRcG11e1lzgeYFP0PB/nXoquGZ1HVDtP5ZrzFFKqkvYSAf1rutNuTPf3LEY8wbgPTFTVXUcTWooorAoGkLMflyR1OQM/nWE8N6nj3TtRiMsSW9q5WWN1BVuRwTkA/N6Vavtc/smV0kiJjYoQ6gEjseD1q/DfmS3juIrmGeN+dqgE/Q8cVorx1FvoZ/jDQ9S8WRrK+u2V1MnCHULVILhF/u+bENrj6gfQVwF5oPinTwySRSzgfKrwzCYD6YJr1aeWQXTRrKkajGNwGOn0ocP9l3PJHJmRcMn/6q09sxcqPJdBhTTtQFzqugajqPlnK2wJjR/ZztJK+wxmu6l8W+O9Usxp2i6fa+GdL6CO1jEJA/3j82foBW9k+p/OkpOu+wcpzekeDrWxm+130hvr0ncXk5UN64PU+5rpKKKxlJyd2UlYpalPcSL9ms8C6lGPMyMRr3cg+nb1OPepLK0jsLOO1t49sUYwMupJ9SeeSTzVkMY4ZnTAcuoJwM4xQZ5olRzLFIDzsAGf5U+lhCZb+7/wCPL/jSiQpztwTwDuBx+tPnlkF00ayJGoxjcBjp9KHD/ZNzyRyZkXBSiwyJ/uN9DWHpFwY7nyiflkH61ukZBFcorGKUMOqNn8jTgrpoTL3jL/kU77/dX/0IVwNhxYw4Pb+pruPHEg/4RKcjpI8YH/fWf6Vw9iMWMP8Au5ral8BMtzr/AAtqTee9pIBiT5lbcB83fr6j+VdZlv7v/jy/415xazyWtrJPCdsqSqVOM16AupmPTo9QeeJoTH5rKAMgYyR/T61FSOtxpmJOr6h42t12gxadAZD84/1j9O/piujWQpztxngHcDj9axvD/nuLm+kdIpL6UyjeAAFx8o6fWt1w/wBk3PIkmZFwUqZ727DRHRRRWYwooooAGkLMflyR1OQM/nSZb+7/AOPL/jTg7RwSsvB3qM4z2pDPNEqOZYpAedgAz/KqsAmW/u/+PL/jSiQpztwTwDuBx+tPnlkF00ayJGoxjcBjp9KHD/ZNzyRyZkXBSiwDK8zk0yOf4h3lq6jaztIo+q5B/DOfwr0yuGvv9G+Kdm/TzUQH8UK/0q6T39BSMM8MUPDr1H6V0cB/cRc87AR+VYuuR/ZvEM0eMBnfH44YVpbvLewB/iBX/wAcz/StXqkSi8zNKxIUZHU5AyfWtvSJXNqY2UZQ8fOvQ/jWRG7R2kzJw3mKM4B7Ve0y6mgukJmikEin5ABn19KiSuho2ct/d/8AHl/xpRIU524J4B3A4/WnzyyC6aNZEjUAY3AY6fShw/2Tc8kcmZFwUrKxQyiim+Yvm+Xn59u7HtnGfzqQHUUUUAV72++zgN5W9icH5gvvnmsu41O4mjKJGsYPBPmAn+dWtWkaO2ynDeYOwPYVktPNEqOZopA38AAzWsYq1xNkWx/7o/77X/GlBeLnaATwDuBI/WrFxLJ9saNJUiUAEFgMdPpRKH+xEvJHJmQYKVoIq1k+U2o6kyrkxg7c+3/161HDNGwQgMRgE9qt6JZItwiqPlj+ck9zSvZXA2b25XSdGnuMDbbQkge4GAPzxXYfALQjZeDrjWZhm51WcvuI5MaEqPzbefxrzfxy8g8P29lCC0+oXawxqOpC4J/8eZBX0f4f0qPQ9A0/SosbLS3SHI7lRgn8Tk1dGNo37iluXHuVRym0kjryB/M0n2xf7jf99L/jUcjFZJSDg71GcZOMVD50iqHMqNkZ2jB9+eK2JLX2xf7jf99L/jQLpWZVKsNxwOQf5GoJpHEzKHCDPG7AA4B9DThuKIWdH/eLgr2/SgC9RRRQAUUUUAUZg26UoCSJFPAz2pjxPEsThHfoWXr83+c/pSXUbNI52ZJxg7SeMdOO+aYI1DsfLZssdo2Hp6c0gJ/LMl2wZX8s855A6D/69SyIsaRqgwPMU/rVMRIoUmGQMMkrtJznt+HFPgj3zjEZRVckHaRxxjr+NAGlRRRTAKKKKAKUobfMVBJDqeBk9KY0TxLGwVn6Fl6/N/nP6Ul0jGRyEyTjB2k8Y6cd80wRqrsfKZssdo2Hp6c0AT+WXu2DK/lnnPIHQf8A1684+OHhY6x4IN7aRFrnTX87aOS0Z++PwwG/A16AIkAUmKQEbiV2k5z2/DiljhEsu0xYQMTyh5XHA5+poA8v+FvipPFXhNbO6k3ahYKsMuTy6fwP+Qwfce9dPNC8LYYcdiOhrxzxZo2ofCH4hQ6xpMZbSbosY0/hKHl4G+nUH0wexr2vRdZsfEOkwajp8oltphxnqp7qw7MO4rxMwwEaj5lp/Wx00azjoVFVnYKoJPtWnCv2a2JlbhQWPsOtTqmPur+QrN8Q3H2Pw1qlwcjyrSV/xCnFcuFwaoyve7LqVXJWOA0X4ooY7xNctzBIWNxZyxrlZoxkqpx0boM9D7VyPhCG4kF5qzRs8lzcBpF6/Ngk/wDoWPwFRWemW+veDbGKbCSrGAkpQsVK5UgY+nNXG+w+HtINokm5VDOXKkYBzkn6mvatFXS3ObUTX9ThXUX84F4lXKIDgueBn+dV9Tmin8PeZAhSEoCqnqPX9a4a8u4b24+1bWG9iI0IJyOyj6cfnW3LeCG+s9IhhiZAB5mQc7cZ/wAa15EkTcsW9pv07Y/Bc78+npW7pBxfr7q1UavaSM6gvsrVnLYpHQUUUVgUc/4stZZdHe5hjaRoZRuVRztIqtpGo22mwQMlm+G2s5jJbJx1IJ479K6OaGOWOWKVFIf5SGUnK4wRx3rzW3+z20l1CTvEU7ooweAOg5rohaUbMl6M9Nhu7O+1BtsqshGcMdpzgetXLqJYrUKi7V3g4/GvLFktdqkg5GSVwTnPQfhxW7oi387brO4hWBZCSHJb5eMcdR39KUqaSvcEzraKKKwKCiiigBQrtbzBFLMJFOAPanPbND5MsUbMRguvXn/OagdQN+QNxI6qTx6DHfNOHkqznBcFiVAU9MdOaoCy0Bl1Bi8bGIrnJ4GcCnXUaRWoVFwvmA4/GqimABSY3DDcSME5z0H4cUh2s2FQAByQdp6cY6/jQA8dRXKTDE0g9GP866uuUlIaZ2Hdif1qqYmVPGlxnwjZLnl5lH/fINc5bLttYl/2BU/i+Z2js7csSoLsF9OgpCm1ygHQ7cD8q3irRIe5ZgieayljjUs5lXAFberxz2Wj6do8MZNzNJidFO7agOSfx/pXPxskSOXKqwbJLAngemO9X9JaG7vbvVHG5XcrAuDwn4/5602uoHTtJNJd+UEaO1VAqKvA4AA5rVtUEelbVBx53c5rmla2AU7WDDcSuCc56D8OK29OCmzTYgAMjMDtPTt1/GsZ6IpF6iiisSgooooAUK7W8wRSzCRTgD2pz2zQ+TLFGzEYLr15/wA5qB1A35A3EjqpPHoMd804eSrOcFwWJUBT0x05qgLLQGXUGLxsYiucngZwKddRpFahUXC+YDj8aqKYAFJjcMNxIwTnPQfhxSHazYVAAHJB2npxjr+NAD64TxSfJ8daLMO/l5P/AG0I/rXd1wnjn5PEGjSemP0kFVS+IUtiDxtF5OvW7j/loU/kVqS+Oy90tP8ApsR/44RVj4iRhTptwD8wmK/yIpNThP8AaGhxgfPI80p+gUYraL91EvcvIjvZzBFLN5inAHtV+1s3ttRtJI4iWU/OnXnHWsz5QjhgA2f4gTxjoMd81vw20K3S3IG8FMgBT/dwOtRJ2QzVMBlv2MkbGIrnJ4GcCnXUaRWoVFwvmA4/Gqi+QApMb7huJGCc56D8OKQlWbCoAA5IOD04x1/Gsih9ZCTmTxdNCPux2C5+pkJrXrn9Db7Xr2uX4OU85bZD7IOf1oitGB0FFR3E6WttLcSHCRIXb6AZqOw8w6fbeZ/rDEpb6kZ/rUgUdXV3jZUUswYHAFUXtWgME0URYjG9OvP+c1Nq7L9sdTtDBVHzAnj2x3qoGgRnP3wWJUAHgY6c10R2RL3LLW/m6i5kjYxFc5PTOBS3kaRWW1F2rvHH41VVrYBSVYMMkrgnOeg/DimSOj/KigAOSCAenb+tMQ2uh0u38i0DMMNJ8x9h2rIsLb7TdKpHyL8zfT0rpV8sEGZgsK/NI3og5Y/kDWU30KRV03T/AO3/AIy6BpmN1vo1sLy4GMgOf3nP4tEPwr6IryD4IadLeprvjK8QrLq90ywZ7RKSTj2ycf8AAK9frsSsrGZSlDb5ioJIdTwMnpTGieJY2Cs/QsvX5v8AOf0pLpGMjkJknGDtJ4x0475pgjVXY+UzZY7RsPT05pgT+WXu2DK/lnnPIHQf/XqSSNY0jVBgeYp/WqgiQBSYpARuJXaTnPb8OKfBHunH7sqqsWB2kccY6/jQBo0UUUAFFFFAAabTqKAG806iigAooooAKKKKACiiigAooooA5fx7pmmat4Pv7TVY98TJ+7243iT+Ar75/rXzP4d8Rat8MvEbRSqZrGUjz4AflmTs6ejD/wCsa9j8d+IpL7xa+h28n+i6dbq9wB0M7nKj/gKD/wAergdS8HaTrF09zKs8dy53OY5MBz64OeawnNczjLYpLS6Njx3r+jazc6Dcadrt3E14rx+ZZ3bRtH90pvTPGSxH/wCqsG/0XxMbOe1i8WX06SqUeO6lcjaeq9TWTNo3g/RblkuNRl+0xn508zJXvj5V61an8YT3pMWh6bc3J/56GPCj/Cs0mklD8R+pp6VEnhzw/BbXtzErRBizZwvJJrjNX1I640j72i0yNsyzsMNKewUfyH4mtNPDer6tKJ9WYv3EAbagPua07fwdHNLHLqkyyrH/AKu1hG2JP6t+lUnGLu3qGrOY0PTpL68W/aArDGMW8KjOAO/+eprd07w/LDPcarqLiB5zhE6sidh9eBXXRQxwR7IUVFHQAVXOnRyyeZcSPM3YE4A/AVLqtgomG+yZj5eQ/YHqw/xq/osWZJZT0A2itCexhltzEqLH3BUdDU9tbrHCI15cck/3z6/Wpc7odh3Wn/6rgff7n0/+vR/q+Afn7n0/+vTKzGKv3h9a860fQ5dZGqXMU4ilF24UOuUbvzjkV6JUFrZ29lG6W8Sxq7tIwHdj1NXGXKnYTVzza/sdU0sk3WnSGIf8tYDvX/6341Sg1qOGQSRSywyD+JeCPyr12s+80PSr8k3NhbyMf4tmG/MYNaKsuqFy9jlrLxvK4CySQzyDs4Kl/wAR3/nWva+MLGdQZY5Is/xLh1/TmmSeA9Cc5WK4i/3Jj/XNaen+G9LskAitw8wOd8vzMx/ln8KUnTeyBXL8MqXESSxHcjjKnBGam/1XA+/3Pp/9egny+Afn7kdv/r0ysSgopkc0cpYI4YqcEDsaczBEZj0UZoACwBwSAfrTI7iKZ3WOQMyHBA7Vy7u0rl3OWY5JpYZXglWSM4YGtOQVzp7ycJau4P73GFH94/41ytWLu7ku5Nz8KPuqOgpn+v6f63/0P/6/86qKshM5HXM3XiOzthzjYuPq2atysIZH2n96WOSP4fYe9QQOsnimeZSGePexYHIQKMAD3qOSRYomkfooya38iSpfyM7JaR/fkPzewrr7eFLa3jhjGERQorj9OjaV3u5PvOcL7Cu17VM+wIK6m2j8q1iTuqiuctYvOuoo/Vhn6V1FYVH0LQ//AFv+/wD+hf8A16ZRUgBl6DMnt/F/9esxkfWkmle2TMcLzSdwhXK/TJHNNmvLWyB866gjfuXkVdv5nrWdJ4i0WL72q2n/AAGQN/Kmk+wEc/iAWp/faTqqj+8LcMPzBNVk8b6IZNkk80Lf9NYWGP51YPivRR929L/9c4nb+QqrdeI/D9yP9IgkuP8Afsmb+Yq1HvEV/M34LiK6gSeCVJYnGVdDkGpKwNK8R6VcXUOm2NtNDkHYPJ2IO5+lb9Q00xof/rf+un/oX/168/8AiDxqekH/AHv/AEJa72uW8Z6Pfazcaa9nAZXiZg+Mdypyfyq6TSlqKWxU8fKZ7zRrRckyztwPcqP61c1krF420e3VcsIJOf7oww49+K37vS7O4vba7mjL3NsSY2DHC5/nST2NtJcpePEDcQxsqOeoBHNNTSSXqFjmh938K6uDi3i/3B/KuV7V1iDCKPQAUqgIdXJeNPEGoaLNZLZuiCQM77kDbsEcc9q62vOviS+7ULCIdRCx/Nv/AK1FJJyswlsdxqOprbaFLqBAEohDqv8AeYjgD3yaq+GbFtP8P2scmfNkXzZM9dzc/wCFYerudX1/S/D8ZzBbhJroj2Ucfl+rV119ew2dlLdznaIxkgdXPYD/AGj0ptWSXcDG8Qzm6ns9DjOZL2QGbH8MKnLfnjH510P+r4X7/wD6D7Vzfhi1nlluNevR/pd4Nsa9oYuwH1/p71tXlwLa2eTvjCj1NKWnuoF3MC9k829mcdN2B9BxVeiitEIRt207cbu27pVO21GGac20gMF0vWJ+p91PertMbQYdcJSQmNoxlZkHzKe31ouluB1OnWxS1BYYnf5m9/T8ay9eF3qlzY+GtM/4/dVkERP9yL+Jj7dc+wNZOsprmleHoLua+EtzY3IbdHnDxngb/U5/nXpnwd0r+2b6/wDG13AY2l/0SyDdo1xvb8Txn2NFOF5cwN9D1TRNKttD0Wz0uzXbb2kSxJ7gDqfc9fxrRoorpICiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKQnFAAeK8++InxP03wNa/Z0C3eryqTFbK3Cf7Uh7D26n9aw/if8RL+11H/hE/Cpzqsi5uroHi1UjoD2bHJPYEdzx55p/g6wgYz3+7ULxzueWclgWPt3+pyaic1HcaVzLsPG+mQrJJdNdz311K091P5Q/eSN1wM9B0H0rp9P8AEGl6g/lWl2pue8T/ACuPoD1P0qydNsETy/sVtnpjyV+X9Otctrfge2nja40r/RrpfmWNWwjH2/umue8JPXQvVHXPbW9w+9reFpvVowS36daUABcDAHoOlcn4Q8STX7Ppmoki+hB2swwXA6g/7Qrr/wDWf7//AKF/9es5RcXZjTuMooqC8vILG0lurmQJDGMsf6fWpAnpkk8MP+tljj/33C/zrgG1bxB4tuZIdLBtLJThmDbcD/aYck+wq5B8OYWGbzUZpZD18tAP1OTWvIl8TFfsdjHcwSnEc8Tn0WQH+VWT+64/j/l/9euQ/wCFe6ZAD5d3drN/eyp2/TjrSReG9c0vnTNdMiD/AJY3Skqfbv8A0pcsejC7Ov8A9Z0+/wCn97/69MrItNWuomWHWLM2khOFnRt0Ln/e/hPsa2v9Z/v/APoX/wBeoaaGMoqr5d7/AGoJPOi+w+Vjytvz+Znrn0xVqkAUVVGoWrak2nCX/Slj80x4P3fXPSrVABT/APV9Pv8A/oP/ANej/V9Pv9/9n/69MoAfjzOn3/T+9/8AXplFP/1n+/8A+hf/AF6AObad7PVJXHQOdw9Qa2LqRTp8siHKmMkH61kavHsvi3Z1B/pUcd66Wclsw3Iw+U5+7/8AWrW10mIpu4jUE92C/iTinVWum/eWqf35x+QBP9KsgelWIKbeXA0+zmnz+8jQtn+77fWp/wDU8D/Wdz/d/wDr1znim68rT0twcNM2T/uj/wCvimld2EyroaedZ312RidgIv8Afzyfx/nWfeubq5S0jPAOXP8An0rQdhpmg2yHiRh5pH+0en+fam6La/a5Flcf6RKef9sdSfr/ADrW+7ETW8Y8yKJRxkACukrK0+0fz/OkUqq/dyOprUJCjJIAHcms5MaNPRot100hHCLx9TW5XPWl+bOF1SMM7NnJPApsuo3U3HmFQeyDFYuLbKudC7ADDNtzx1xVZ9Ms5fmlaW4b1e4chfwBxmqFjYNK3mSk47nPP0H+NbKqqKFUAKOAB2qX7uwyomhaRncmmWfm9yYQS3596bPi02raaX5rEZHlqkaj6k/4Gr1P/wBZz/H/AOhf/XpXfUDAmn8USD/RrPTrcf8ATSdnP6ACoLK18Wm/SS+1K1W3DAvHGgO4eg4GPrmujoqufyCwc96KKKgDC/4SiC1uBBqtpcafIxwrSLvjb6MK3YponiEkEiSZ6OjAgfiO9E8EMsLQzRpKG+8rDIH/ANf3rjb3w1faJM194cmkUDl7RjuDD2B6/Q8+hq0ovyYtTtf9Z0+/6f3v/r1XuW22sreiH+VZHh7xLBrcRjYeTeRj95CT+q+36itXUm3afLj/AFhGMf3sn+dLladmO5zcK75o09WA/WurrnNNTzNQi9AS35V0dOe4kFeX+NLpZfGABBdbZY1Kjvj5iP1r09mVFLMcKoyT6DvXnPhNW1nxpc6m6kqheb8WO1R+R/SqpaXl2FLsbvhCwkgtLnWr87bm9JkLPxtjzn8M9foBUWX8W6uCNy6TZvyenmN6fX/0Ee5qzfTTeJLttNsJDHYRNi6ul/iI/gT1+tb0EFrptikUQSC2hXAycAD1JP8AOhys79fyHYthQ6gKAGAwFAwCPaud1W58+58tT8kfH1Pei58W2Ss8dhHPfzKOlshKr9W6VgGXWr/lIbe1kPXzDvZvfjv/ADohB7sGzQpcH0NZB0y+kGbjV5gPSJQgqI6JZt/rb+5kPvOK1su5Jt5HrXRabAILNc43v8zf0ribTwrp11cxx75yGPJEuePyrN17TdK0y9vLWCS6M0axCFfMyWduTnjoBj8TUuKlpcd7HoPiKMS+G9RRhwbdiPqBkfrXpnwQWZPhbp6TE/LLMEHoPMPH55ryG00rU5NAsPC1irz61fghlLZ+zxk5dmPYAcZ+oHNfRvhrRIPDnhyw0e2JaK0hEe4jG492/Ekn8a0pRsmKRr0UUVqSFFFFABRRRQAUUUUAFFFFAFd7lUcptJI68gfzNJ9sX+43/fS/41HIxWSUg4O9RnGTjFQ+dIqhzKjZGdowffnigC19sX+43/fS/wCNAulZlUqw3HA5B/kagmkcTMocIM8bsADgH0NOG4ohZ0f94uCvb9KAL1FFFABRRRQBXe5VHKbSSOvIH8zWV4h8Qx6F4c1DVXjJ+ywNIFLL8zAfKOvc4FaEjFZJSDg71GcZOMVwfxVupF8ECJpY2S6vLeJ14PylwTnj2xSbsB5d4dsLiC2l1C+/e6lqDm4uZWZckscgdffP41smV40YpGC5GFy4HP4Zx9aluJZBdtGkiRKOm4AAcfSqGuai+k6BNfui3WyRdojOO+OTiuJ3kzTYw9Q1/XNGk8+/0u3ey3YL20pJX65/qBXRWt1DeWsVxC++KVQyt6iuGm8X6jq9pPbQ6A8sc0ZQlS7cEewrf8G213Z+Ho4LyF4pFkfarjB2nnp9c1U42jd6ME9TnPGdvJpHiG01i0GwyfMxHTevXP1H9a7+3mW4top04WRFce2Rmob/AE601O2NteQrLESGwcjB9QR0qwiLGioihVUBQB2AqZSvFLsCQ5pCzH5ckdTkDP51w3xBluZjY2ES4VyZGG8fM2dq9/r+dd0HaOCVl4O9RnGe1VLm2immtbq4EE8kJ3RjHK9+f89acGou4MbplhHpenQ2UMYCxrgncvzN3J56k0X6X7wj7Ddpay5xuaNZAf14+tX55ZBdsiypGvHLAY6fSuV8R2fidpnutOu/NhJQRrBIBtx1BBwDzRFXe4Mn07XLuLVRpGsxRx3bDdDNF9yYf0P+eK6CvNLjTfGGpXNrJdWzmS3fdHI+xdvIPUfSvS+cc4z3x0p1IpWsCYhAZSrAEEYIIyDSIixoqIAqqMKB2FOorIYM5djhckdTkDP51FFOkwJieOQKcHZKpwfwNSNzZ3ABI3MFJHXBGDisfRNEHh9nnS9Fy0wA2FVGAOcYHf3q0lbURq7B5nmeUu/G3dlc49M56VIJCnO3BPAO4HH60+eWQXTRrIkajpuAA6fSq+pXf2DRLi9mZZlh+f8Ad45A7dKVhktFY3hzXf7fspbg2xgMcmwjduB4zwa1LmZoISyQvM54WNOrH6ngD3NJpp2YDlljdnVJEYodrBWB2n0PpT65xdH1sSXFxbXljp0lw/mSRwwGTcfdm6/gMVFFr1/pF3HaeIYkEcpxHeQ/cJ/2h2/zxVcl9mK5p64DKYnCjcMqxyBnvWPsf+6P++1/xrc1OfGnM8TAnzgARg9uayDcTRKkhmhlDfwAAmtIbCZm3CSNq1kgUYVZHPzr6ADv71fBeLnaATwDuBI/Wqss8r+LJ40ljjSG1X7wGASc+laMof7ES8kcmZBgpVsRVrkLtv7Z8SrEpzCh2Z7bV5Y/zrf1q+FhpruDiV/kj+p7/gKwtIg+y6e9y3Etx8iZ7IOp/E8U4qyuJlfVJjqOrCFeI1OPoP8A9Vb+kRYkZwMBAFWswRIshkCAORgtW/p8Xl2aZ6t8xpyelgRcZmlYnaCw4JyBn86z9QSS4uLexCja7eZL86/cXnHXucVpLL5FjPLuC7XGWIHAxzWfpk9wxk1OSWJzcNhI8DIQdBUruMu7Hz90f99r/jWhp1k7sJZV2x9AdwJP05/WpYYJbi+YGRIoFxywABOOmcVtsGFnlpI3HmKFKDgD0rOUuiGkRgBQAAAB0ApaKKxKCisvUfEOlaVkXd5GJB/yzT5m/IdPxrG/4SzUNQJGi6HcTr2lm+Vf8P1qlCT1FdHWs5Zj8uSOpyBn8zSfP/c/8eH+NczHD4wubSV5Ly0sWMijEahiBj6H+dNPhrUGCSXviOa53cmNB/iarkXVhc6ZpQn3yi/70ij+tRHU7SHl7q2XPGTOnH61izeC7AXTI11cYAHLsoHT/dp8ngfSGsj5hkl3SKAyS9vyo5YdwuzU/tXTv+ghaf8Af9f8acuoWLnC3tsT7TL/AI1yer+DdE07Sbq8C3OYYyyjzup6Dt6kVx2o2djDNa29pK5kaJWuWkIKo5AJAwO3f8quNOMtmJto6zxVaf2d4n0zUbAhLmeUBo1/ibIGce4ODXUa0+23RB/E/wDKsPRtOn1XV49ZvEeO1t0EdjFJ95gBgOf5/U+1aWsybrpE7Iv86T3S7AP0gGSeWbaCVAUnIGSec81sZb+7/wCPL/jVbTEa10piOHZ1Y8Z6irRnmjVHMsUmf4ABn+VRLVjRz/i+/ez8PzRx4E1z+5X516H7x6+n86peENF8jw1Is4eN9QOS8bgME6AAj15/Os/xBdyeIPGg0+K5ihsrYYaR8BVUcu2f0/CugcXev2PlQy/Z9IDqgljGHnUcYXjhffvW1uWNhbsZJq8VuRpOgWa3U0Y24Q4hh/3m9aI/Db30iz67ePfSDkQJlIU+ijrWpHFY6Lp+2NI7a2jGeB/kk/rXJav4jnvi0VuWht+mAfmf6nt9KiN38I35m1qWrabp1nJZWoTdjb5cCgKv1I4rlZdSuJD8p8sf7PX86qUVpGCRLdyV2luWLn5m6MSwGT68mm+RJ/dX/vtf8anhdorGZ14bzFGcZ7U4zzwiNzNDIGxlABn+VWIu6HHfJd5sbOCSUDBeWQYUH8eK7n4WeAbfXNRu/EviFvtTi7eG3iUgKWXgucHOOwHtmsnR5kghuTDII1T5meRQoOFz1xXrHwptpIPhro7yukjzu05ZR/ekY0oayYPY7O30+0tWDwW0MbBBGCiAHaDkDPpkk/jVyiitRBRRRQBXe5VHKbSSOvIH8zSfbF/uN/30v+NRyMVklIODvUZxk4xUPnSKocyo2RnaMH354oAtfbF/uN/30v8AjQLpWZVKsNxwOQf5GoJpHEzKHCDPG7AA4B9DThuKIWdH/eLgr2/SgC9RRRQAUUUUAUpQ2+YqCSHU8DJ6UxoniWNgrP0LL1+b/Of0pt1Gxkc7Mk4wdpORjpx3zTAiq7HymbLEqNh6enNFwLHll7tgyv5Z5zyB0H/16kkjWNI1QYHmKf1qoIkAUmKTI3ZXaTnPb8OKfBHunH7sqqsWB2kccY6/jQBo0UUUAFFFFAFGUNvmKgkh1PAyeleefFAy/wDFO2cas4a7a6mTrkRIf/ZmH5CvQLpGMjHZknGDtJ4x0475ryfx3dxSfEFLUqWFrp29V2ngySe/+6KibtFjW5QMBlv2LxsYiucngZwKddRJHaBEXC7xx+NVF8gBSY3DDcSME5z0H4cUh2s2FQAByQdp6cY6/jXGaD8nGM8elFFFSAUUVHPOltCZZM7QyrwOckgD9TQBKFdreYIpZhIpwB7U57ZofJlijZiMF168/wCc1C6hS+QN2e6k8egx3zSjyVZzguCxKgKemOnNUBZaAy6gxeNjEVzk8DOBTrqNIrUKi4XzAcfjVRTAApMbhhuJGCc56D8OKQ7WbCoAA5IO09OMdfxoAfRRRUgFFFGM0AYOk67d6pqeoWQsGWKGU7XAORt457c1q6xpd1Pp6LYzPBMSpZlySCOvvzzUrjG/IG4kdVJ49OO+axNb1HUbC9hXT7D7VFISciNm/wCA/wCz9a1Wr0EdHHaubkLNvlURgGQjG5gAM/XrUl3EkdoEVQF3jjr3qqpgCqxjcMMkrgnr298Uh2s2FQAByQdp6cY6/jUMYqIka7URVUdlGBTqKhubmGztpLm4kEcMY3Mx7VIE1YXiB7e9s59PaMOWH3j/AAN2I9xVfT/EV9qy3N1Z2MMVjADiW6kIMhHJAxwOPriqFrerqcP2qON0EjHCt16/r9a1jBp3Ymyp4duJ7jQJ7dwzS20+3HU4x/8AW/StGwt2j03T54oix2LvXrz/AJzWNpWxbnWmGB++I+YE9A2cY71b0y5trbQRcMd6ojOuAeAM4HPvWzJJtMg+1+ItUuXjLQsyopPTgVr3kaQ2W1FCqHBrn/Dv2caUsxVt0ju5GCc54A/DFVPEmsRpE9jabfNZyHKg5VccD6mi13YDLv5jrutrDG2LePI3dgo+83+far0rq7AINsaAKi+ijpUFna/2famMj/SJcGX/AGR2X+pp9U/IRJBEZp0jH8R5+ldEAAABWbpUGA05HX5V+nerl1cx2ls88n3VHQdSewHuah6saKmqGW7tG0u2BaaeRS+3+FB1/wA+1b9npBRrUW0J8uJVDqBnAA/nXH2Fz9nSW+uUD6hePtghwSSvTgDpz/KvQ9Lh+zWKi5jUztlmVFOASOnP4UpvlQLU0hag3pUxHydox2HQf/XqS6jSK1CouF8wHH41SaW0ghM0oMaxhmctnaB6ZPpxXNT6ne+IpHttCAtrNZCHv2UglfRPfr7/AErJRuUaGr+JLDSG8li090eFtoeXJ9/T/PFZgs/Eev8AzXs/9lWTf8sIuZGHuf8AH8q0bLS9I8NQ+aWUTN964mOZHPfH+Aqnd+LU3FLOIY/56TZ/RRzVL+6vmHqXdO8LaPpgDx2qySjkyz/O3154H5Vfm1K1hG3zN5H8Kc//AFq5CXWPtLf6RNPMey4wv4KKtod6qdrLn+Ejmhwb+Jiv2Nl9VmltZvs8IBEikZ5PSoJ3u0MEsbSNjBdB6/5zWeNqq4YKGz/ECePbHfNSBoEZz98FiVAB6Y6c1SikBc2yyakzN5vllcg7j1wK6J4zFp0SlcNuUsPesXSre1MS3LRsXBbC4JA9vqOK0jtZsKgADkg7T04x1/Gs5tDRyvj27uE0uGxht2cXcgUyDsQQQoHqf6UnhjwdDYwrdanCkt4TuWNuVi/DoT/KrWvt5/iPw/Z9QZmnYeyjj+tdJT5moJILahWCkRv9WkJ/1YbLH2HFbj7vLbbjdg4z61FZ2q2sIjX5mPLN/eNQnYZYCs1tMEUsRIpwB7Vj+Kr5tE0yKW3UtczfIqdSDjlvwz+eK0LmWK1gmnnZY0QbmdwSAoHPTvXCWT2/inxW81wC1opZootp5ReifmQTVwinq9kS2XfDHhWS/vJLzUIm+wSKCsZyPOx0z/s57dyK7q+8ix07d8sUEbAn0Aquv2dVX92w25+UA456AfTiuY8TXjXdwul2cRYh97Kikk8DaP5023NhsjH1jV5dVuM8rAh/dx+nufeqMMEtw+yGNpG64UZrpNO8JO22S/k2D/nlGefxPb8K6SK0trW2aGGNIoipzjj8Sf8AGm6ijogs2cHDpTtzK4Ueg5NWHtrG1TMoz/vHJP4Uy81ERyNFbMHCkjzOx+lZjM0j5YlmPr1NaK7EXnkFxYTJbW4UeYpAA+Y8U5bERyQTIuAuPMXqfwFUkKqjhtofP8QJ49BjvmtXTLaB5zKw3hn/AHS4P9fenshHV3dqsGh3hMTCFbJ35yBkr39+a9r8KWSaf4J0G1jXasdtBx7lQT+prwvxM9vB4Tv22up8sJgg4O5wMfhXvulW4S0tIhEUWKNADtI4CqB1/GiltccjaooorUkKKKKAKUobfMVBJDqeBk9KY0TxLGwVn6Fl6/N/nP6Ul0jGRyEyTjB2k8Y6cd80wRqrsfKZssdo2Hp6c0AT+WXu2DK/lnnPIHQf/XqSSNY0jVBgeYp/WqgiQBSYpARuJXaTnPb8OKfBHunH7sqqsWB2kccY6/jQBo0UUUAFFFB6UAMPWiiipActLSLS00AUUUUwCiiigA714R4uJb4ta4D/AA2dqo+mCa93714f43iMHxXviRj7RpkEi++1mU1nV+BjjuUKKKK4jQf/AK3/AH//AEL/AOvTKKk/1v8A10/9C/8Ar0AR9az/ABFIbbQbmRT+8QoxI/hw6/rWn/q+Afn7n0/+vWP4lXd4Z1IekBP5YP8ASqjugZrN94/WkpkLiWCOQdHRW/MZp9SAUUUUAP8A9b/v/wDoX/16ZRUn+t/66f8AoX/16AI+tP8A9VwPv9z6f/Xo/wBXwD8/c+n/ANemUAFFFFABRRRQA/8A1v8Av/8AoX/164PxJPN4g8R2+gWrkQRNunYdM9Sf+Aj9TXX6jepp2nXF6/SGMvj1PYfniue8CWLzWlxrFwM3d25AY/xqDyfqW/PFaQ0TkJ9jpba1htrWO1gjCwooRUx2rmNcuYtIklWNQZ2bbDGg7noAP84re1OTWImWLS7e0LMPmnnk+57BR1PvXOS6TLaagbq9uTd3joCZSMKg9FHYU4b3YMo2tqbDSJFcgylHklb1Yg5rFluvK8GwRg/NKSn4BiT/AJ966a7jaWznjT77Rsq/UiuPtIJbi/sdOlUqICWdT253HP4YFbx11ZDNC91G4021tdMtoysvkrl8ZOT1Cj196Zp+mPZus06l71uUj67P9o+/8q6dl3HIwHHRsZI+lVJ5YrCM7Bulfnk5J9zS5tLIdijcQkuFZgbkjLAfxf8A2X86hgha4mWNe/U+gpo8yaXjLOx/Emt+1t1jhJYjzyMuf73/ANf+dDdhDlCxRhRgKox9K5PWtWa5uBFANyocAD1/x7e31NP1LWZ7+QWlkjfMcYXkn/P6Vr+HfDYhnjabD3LdxyIx3x7+9NWirsNzV8I6A8BOq343XbjEYPSJfb37e1dPc3UNlbyXFxIqRRjLM3alkkhs7VpJGWKGJcljwFArmmVtab+1dTXytJgO62t5OPM9JHHfPZf8nB++7svYaILnxS4u9R3Wmiod8VuW2tP/ALTnsP8AI9aW+8TRW8QtdJiRUQbVk24VR/sj+tY2qatPqUx3OwgB+WPoPrgVWtrK5vGxbQSSn/ZXgfj0q0u5Nx000t/IZZZGe5PUsc7/AP6/86rVryeH7i1g8+9ngtk7AsWYn0AHes84uCcf63343/8A1/51omnsIkt7mODHl2+6Q8bmPP4CtiB50XdKERyOg6r+PrWLHMbNsx7TPjG7Gdn09/ekQXF7Lt3M3qSeBSaGboIIyCCPY0tRwxLBCsadB+tSVAzT0adlnMB+64yPYituuc01tuoQ+5I/Q10dZT3GjnpMXvxEhH/LS1si3sS2f15/GuhrltIb7R491uXPEUaRD9P8K6z/AFv/AF0/9C/+vRPovIEM60//AFfA+/3Pp/8AXo/1fAPz9z6f/XrkPEuuzvONC0gGS9m+WRkP+rB7Z7H1PYUoxbdht2KHiHUZvEeqjQdNceQjbp5c/KcdST/dX9TWvDYwaTrui2luMRC2uFyerN8pJPuaytsHhi1Wwtws10+HupezEdE/3R1x/jVez1W7ufEulSXU5kAnZBkAY3qRxW9rqy2Iueg0yOGKJ3eONVZzudgOWPuafRXMWSf63p/rP/Qv/r1x2vanPf3Z0uxDOoOH2dXPp9BXWMNykBipIxkdRUVrY29rEy20SpKRyT1kPufWqi0tRM4LUNOXTUSKWUPePy0aciMdsnuTVVgbYYx+9I5P936e/vWjfbLG4kkeYXN7IxJfHyp7getU7Wze7YySEhCeT3b6V0p6akEEFvJcPtjHTqT0FdNpFvi8gRnLbefQDA9KgSNI0CIoCjsK1NGTN27f3U/maib0KSG+MznwxJH/AM9LqBT+ZP8ASvppBtRQOwxXy946k8vw/Gf+nuI/lur6hjYPGrDoQCK0o/AKW4+iiitSQooooAKKKKACiiigAooooAKQ9KWmnrQwEoooqQHL0paQdKWqQBRRRQAUUUUAFeVfFqwNrqOh6+q/ulZ7C5b+6smDGT7B1x/wKvVazdc0m017RbzSr5N1tdRmNx3GehHuDgj3FJq6sB4lRVW3ivNPu7vRdSOb+wcRu+MCZD9yUezD9c1argkmnZmoU/8A1fT7/wD6D/8AXo/1fT7/AH/2f/r0ykA/HmdPv+n97/69ZPiL/kWtT/69n/lWnVDxCDN4c1LaP3ht34/vcfzqoboGN0Gb7R4f0+U9Wt0z9QMf0rRrE8Iknwpp+eyEf+PGtuiXxMFsFFFFSAU//V9Pv/8AoP8A9ej/AFfT7/f/AGf/AK9MoAfjzOn3/T+9/wDXplFP/wBZyPv/APoX/wBegBlFFFABRRVHVdTi0u0811MkrnZDCvLSueigU0r6IDA8XTS6ldWXh6zOZrlxJMR/Cg6Z/U/gK6u2t4tPtYraAYESBFH90D+tZOhaRLp7T6hfsJNWujmVhyIh/cX+v0x2rYq5PTlQl3H/AOs6ff8A/Qv/AK9YOtAfaYj/ALH9a26xtZImu1Uf6xUHH97n+dKG42YV7dpZWctw/RBwPU9hWN4YtncT6hNy8rFVJ785Y/n/ACqvrFw+r6nFpts2Y0b5mHTd3P0ArpYIEt4I4YxhEUKK6Nl6kdSK8uxbR8cyN90f1rJjhnvJCwBYk8segrXazikmMsgLsexPA/CrCqAAqjA7AVKdgK9pZpbDj5pD1b/Crh/cjA5k7n+7/wDXoZhbqTkBwOWzwn/1/wCVc4sk2vXrKjMmnRNhsHBlPp/ntRa+oHQJbwl2kjhjSdvvFEAL/l3/AJ1taPb7ITOR8z8L9KwTLDDJBHLKsQlkWNCfU11d5bSXdn9mgk8kthXYcNs77f8Aa7fjnrUTfQpGOwXxHftEWDaZaONyZ/4+JB6/7A/Uj2qjqS33iC88mzTFjC2BI3CMehPv7Yq3owjj8S63bRoqRRx26ogHAUKRiugAAAAAAHAA7VLlyvQLXMOw8LWVthrjNzIP7wwo/D/GjVPENvpqm2tVSSZeNq8In1x39qreI9ca3LWNq2JMfvXHVfYe9cj3q4xctZCbtsT3V3cX05luJGkc8DPb2A7Un+o4B/e9z/c/+v8Ayoz5HA/1vc/3Pb6/yqGtSSdQtwwzkSdwo+/9PerC6isMYS3hCj1Y8mqFWoYHv32xr++/i9G9/r/OhgPS6vLmUIj7Sf7owBWvGhRApdnPdm71FbWyW0e1eWP3m9anqGxkts/l3UT+jj+ddSBk4965Gurik3QpJ6qG/SsqhSOS8Gt9o1nxBc9d9wAP++mrs/8AV9Pv/wAv/r1xvgN0t7DVJ5HVWM+ZGY4CDBPX8aZfa5f+I7l9N0BWS3HyzXpBUY9j2H6n2qpRbkwT0LuueI5Z7g6RoY87VH+VnXonrg9Nw/IfWoLeytvCGltKWE2pXHBlPJJ6nGew/U1Law6d4Utjb2qm6v3HzkfeJ9z/AAj2qlMk2oyG71CTdKoJ8tfu49vf2700lstvzEYc0kkshlkJLPzzULOYXiuB/wAsJUl+gDDNSyyGWVnPGT09KmtoPPttR4zsspX/AE4rXYk9LOMnHSioLKXz7C2l/vwo35qKnrjNAqhrl5/Z+nMQf3j8EjsPT61pf6vp9/v/ALP/ANeuf8SwG4S1QnEe8l/wHSqh8QM5y1tW1KQ3E33s5I6eZ9P881ogAAADAHQChQEACjAHTHapv9d0/wBZ3H97/wCvW7dySKtfRF4nb6D+dZFbeiD/AEaU+r/0qJ7Ain4ztWu/C92EGWi2yj8Dz+hNe++CtZi8QeDNJ1KJw3m2yB/Z1G1h+DA15AVDgoyhlbggjIIPY16F8JLuC58GSpbQR28MGo3USRRjhF8wsB+AYVdB6NCkd9RRRXQSFFFFABRRRQAUUUUAFFFFABSEZpaKAKr3KxuU2sSOvIH8zSC7U/wN/wB9L/jTJCVklI4O9RnAJxiohLIFD+bG2RnaMH354pWAtfa1/uN/30v+NAulZlUqw3HA5B/kagmkcSsocIM8bsADgH0NOG4ohZ0f94uCvb9KYF6iiigAooooArvcqjlNpJHXkD+ZpPti/wDPNv8Avpf8ajkYrJKQcHeozjJxiofOkVQ5lRsjO0YPvzxQBxPxJ8PyajDD4g0uAtqWnKQ8YZc3Fv1ZOvUfeX3z61wtvdpNBHPCQ0cqgo4YHg/jXucsjiZlDqgzxuwAOAfSvIPFmjt4Y1fzE2HSNTuN0BTG23nPLR9OA3LD3yKxrQuroqLM+iiiuQsKp6vEZ9Gvolzl7dwMeu01copoDN0KKS30KxhkTEqwKZOQOT83fvzWjlv7v/jy/wCNODtHBMy8NvUZxntSGeaJUcyxSA87ABn+VN66gJlv7v8A48v+NKJCnO3BPAO4HH60+eWQXTRrIkajGNwGOn0ocP8AZNzyRyZkXBSiwDKKKKkAooooAGkLMflyR1OQM/nSZb+5/wCPL/jWdLr0UaXEWnxvfXSyKCkABVeP4nPyimfZ9TugsupX8Xktz9jtOBj0d8bj6cYq+XuK4+41U+a1tYwfa7sdVWRQkf8AvtnA+nWiw09re5N9euLi/YbBLxthB/hjXPA9+prR2LayfZrbybaFANqhQqjj6dakcP8AZNzyRyZkXDJRtsAyiiioGUbrUBa6rY2jgbbvzFVu4ZQCPz5rj/Fmt/Z7iWKBv9Ik+UEfwL0z9fSrPjq/awv9Imj5khZ5QPyFc9oVhJf3TapeZbLZTP8AE3r9BXRTikuZkN9DU0PTWtoDPLGv2qQDecgYHpz39a1dj/3R/wB9r/jUsbtHaTOuA3mKM4B7UNPNEqOZopA38AAzTbvqBFsf+6P++1/xpQXi52gE8A7gSP1qxcSyfbGjSVIlABBYDHT6VU1W8+waLLcyyRysHAj29z6UWGY2r3El3cx6Tath5OZm/ur/AJ/pWpBBDZ2ywxgLFGvf9Sao6LYvBC9zc83M53OT1A7Cq2p3cmoXQ0mybkn9/IOijuP8fyqt9EIs6Oz6t4gjvgP9Gt3CQBh1bu3+favQvpXL6JaxwXFtBEuI4+R+A611FYVHdlI5+0JTx1qo2jMtrE5OQMkYGea38t/d/wDHl/xrFnZrXxXbzLx9ohaInGenNbE13JaQfaHljkRVLFFAJwBnHT8KUlewI4/VbCHTSzFjc30xLbnZQqZ74zyfTNYY8yEF9oyeN24Ej9a0tSuby51KWZ3WJHIIaRQF6dBxVecP/Z7M8kcmXGGSumKsiGUKKKKYFm0tGunz0jHVv6CtqKJIUCRrtArGhvLhEWGLbjoAF5Na9usyx5nfc57AcCokNE7M0pyFGR1OQMn1pNj/AN0f99r/AI1LG7R2kzpw3mKM4B7UNPNEqOZopA38AAzSGRbH/uj/AL7X/GuhtJWTSlJXB8srncDjg+hrHuJZBeNGsqRKACCwGOn0rasw76Ed8iSZkKgpUTWgIZ8HvBek+MPCF9Fqf2jy4dSDskMmwTDyxhXPUrk54xWvrsWl2fiTUNE02yWxjsPLRoIvlUhkDBxj1zz7jrzU37OEn/Eh1uHPKXcbEfVMf0qP4iQGx+L0Mo4j1HSxn3eNj/QCt6ivBkrcwtQsIjaM0Mao0fzDaMZHeuS1SfZEsSnluTj0Fd9gHgjIPFebXmbjU5EjO4byiY7gHFYUtSpEB3zncFXP8RyBk1t6LaP/AGXrEjIPmtmjHzr/AHSfX6VRsInkzDEfne4VAcZ47101t51h4XupWlifzElfYAM4wQM8egrSb0sJFzQy/wDYOnZXn7NHn5l/uj3rREhTnbgngHcDj9ap6XJIul2MaypGoto8bgAPug+lX3D/AGTc8kcmZFwUrCS1ZSGVm60ubaNvR/5itKqGrjNgf99amO42YFFFFbkjmZpSSFGR1OQMn1ra0betq4Kj7/8AfX0+tZMbtHaTOnDeYozgHtWtpNxNFE5M0UmSDsAGen0pSWgI0QzAg7en+0v+Ndd8EJCngq4d14uNUndCCDwdo9fY1xetXUtva3rJMkISBmDMBgfLXo/wsWEfDTRTBNHMpOWZP7+87s++aqgt2KR39FFFdBIUUUUAV3uVRym0kjryB/M0n2xf7jf99L/jUcjFZJSDg71GcZOMVD50iqHMqNkZ2jB9+eKALX2xf7jf99L/AI0C6VmVSrDccDkH+RqCaRxMyhwgzxuwAOAfQ04biiFnR/3i4K9v0oAvUUUUAFFFFAFKUNvmKgkh1PAyelMaJ4ljYKz9Cy9fm/zn9KS6RjI5CZJxg7SeMdOO+aYI1V2PlM2WO0bD09OaAJ/LL3bBlfyzznkDoP8A69SSRrGkaoMDzFP61UESAKTFICNxK7Sc57fhxT4I904/dlVViwO0jjjHX8aANGiiigAooooApSht8xUEkOp4GT0pjRPEsbBWfoWXr83+c/pSXSMZHITJOMHaTxjpx3zTBGqux8pmyx2jYenpzQBP5Ze7YMr+Wec8gdB/9eqWv6HY65okulXkO+2uCFbB+ZTnIZT2YHBBqYRIApMUgI3ErtJznt+HFPgj3Tj90UVWJB2kccY6/jQB4fLaXuj6lcaLqbbry2AKy4wLmI/dlH16EdmB9qdXqXjbwqviPTUltdsWq2ZL2kx6En70bf7DdD6HB7V5TDKZVYPE8M0bmOaGT70Tj7yt7j9eveuSrDld1saRdySiiisRihXa3mCKWYSKcAe1Oe2aHyZYo2YjBdevP+c1A6gb8gbiR1Unj0GO+acPJVnOC4LEqAp6Y6c1QFloDLqDF42MRXOTwM4FOuo0itQqLhfMBx+NVFMACkxuGG4kYJznoPw4pDtZsKgADkg7T04x1/GgB9FFVr+/ttNs5Lu7kCRIOT3J7AepNTuAX+oW2mWb3V3KI4k79yfQDuaw4YNR8Sfv74yWOltzHaocSTD1c9h7f/rpNP0+4128j1fV4ykK82dm3RR/eYdzXTck1fw6LcW5Hb2qW9hJDaW6oiOu2ONcAcelTvbND5MsUbMRguvXn/OagdQN+QNxI6qTx6DHfNOHkqznBcFiVAU9MdOaQyy0Bl1Bi8bGIrnJ4GcCnXUaRWoVFwvmA4/GqimABSY3DDcSME5z0H4cUh2s2FQAByQdp6cY6/jQA+iiuQ8U+JGRjo2lZmvpj5bmPnZn+Ef7X8qIxcnZA3Ywtcb/AISbxTKkUg+y2qiPeOcgHnH1OfyrcjjSKJY41CooAUDsKm0nwnJptisfmxmV/mkPPX0+gq+NEnJ/1sf61s5x2RNmUUR3s5gilm8xTgD2qV7VoDBNFEWIxvTrz/nNWxopUOHlTdkf8s2PHoPfNUdZtriwjD6favel3OQEJ2DHAx9aFJPQCSZEF5JNcKRAEyWbgdBWS8H9pkXLRlLOGQeTGf4jnqalsfDtzqbxz61vhhUlhapnLZzge2OOvNa+o2drawRrbReWokIUYP3QOOvvT5ktFuKxzusPfC1WOxjZpJW2s69UH9Pr2pdJ0tNMttpIaZ+ZH9fYe1aFXLCxa7k3HIiB+Y+vsKHKyHYu6NbFVa4Yfe+Vfp3NatIqhVCqMADAA7Vna3rMGjWfmupknc7YIV+9I3+FYayZWxT12RUutNkjIaeK9QlF+8EYbc49M10L2zQGCSKNmIxuXrz/AJzXDaraPYeGpr3UpE/tK4uYppCwPGDxGuOm0V1GpXcNnp11c/eyCY8KeMjAHPua0a0VhHO63IdT8RSu6M1qi7IyenGOfxOaz76JIbApGu1dw4/GqqyWoVSQ24ZJGCc56D8OKjmkjdSqKoG84IBzt4x/WtkrIghoAJOAMk9qKdHI0UqSLjcjBhn1FAGzZWQtl3OP3p65/h9qluLqK2XLnnso6mqN7rVzeSF9kcTEfMYweT681Ws4GurobssAcseuam3VjudDEry2EuxCWLqcDk9Kme1aAwTRRFiMb068/wCc1WG0K4YKGz/ECePQY75qQNAjOfvgsSoCngY6c0hllrfzdRcyRsYiucngZwK27NEi0vYi4UTg4rm1a2AUlWDDJK4JznoPw4rW0lkkhdUQACYkEA9MDHX8amewIt/A+/XR/HXiDQZm2G5XzIgf4jGxPH/AWz+FdL8X4gviTwffj/ntcWzH/eVSP61z2m6fplp458Pay3mC/k1D7MQGwhUwvtbHXIOB1xitr4y3ASw8NSZ+ZdWXH02nNbJ80Lk7MwL+4+y6dcT90jJH17frXEafbmKFrmQfMVJXPp6/jXb39oL61a2ZtqMy78d1ByR+OK5/XysbTLGMBY1QAduMAVz030LZF4StHn+0XCoW8llxgZ+Yj/DNdHrVqbbQ7iSGInbbtuQc87f/ANdZfhqEQabLGygSlwx3KTwR0478Ve1owx6JqbEbh5MhUBTwNvTmnJ3kJbFnRoDLZWReNjEbWM5PAztFaN1GkVqFRcL5gOPxrD0B7dvD+mvsbPkAkYJByOB+HFaB2s2FQAByQdp6cY6/jUS3Y0PqhrBxY49XFX6ydbf5IY+5Jb+lKO42Y9FFGM1sSSojvZzBFLN5inAHtWtpdu0EyvFGzHaCy9eR/wDrNYo2qrhgobP8QJ49sd81oaU8CX7Y+cNu2gA9McDmiWwGzq1sLi3vxLGxha2fJPQ/JXZ/BZPK+HkSAbUGoSbR7cf1zXnHiO5trTw5eSsrKxQpgg4JfgD8K9S+FNgLLwFo6iIp5ivc7tp5DtuXk+xq6GzFI9FzRUIenhq2JH0UgOaWgClKG3zFQSQ6ngZPSmNE8SxsFZ+hZevzf5z+lJdIxkchMk4wdpPGOnHfNMEaq7HymbLHaNh6enNAE/ll7tgyv5Z5zyB0H/16kkjWNI1QYHmKf1qoIkAUmKQEbiV2k5z2/DinwR7px+7KqrFgdpHHGOv40AaNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV53498JyTM/iHSoi90iAXlvGObmMdGUd5FHT+8OPSvRKKlpNWYHz7FIk8SSxOHjcAqy9CDU3+q4B+fuf7v/wBeui8ceGj4fmm17TYidNmYvfRIP+PZj1mUf3T/ABDt94d65lSGUFSCCMgg5BFcc4ODsaJ3FoooqBhRRWRrmux6RGkShZLyb/VRswUD/aY9lFNJt2QGhqGpWthbefcybWPCoOWlPoo7msW10261i9j1PWE8uOM5tbE8iP8A2n9W9v8A9VUtOvdDt7n7bqWtW15qR/5aEkpF/sxjGAPeuotdRstSGbS7gmf0jkBLfh61o047C3JuSfWn/wCq4H3+59P/AK9B/dcD7/c+n/16ZWQwoorO1HXNM0sH7XeRo/8AzzB3OfwHNNJvYDRqC7vbawtzcXc6QxD+Jzj8vU/SuKvPHd3ezfZdDsXaRuA8i7m/BRwPxptv4S1DUpDf+Jb5kVRkpvBYD3PRR9K09nb4nYV+xYvvE+oeJJ207w/DIjHh5jwzjuc/wfzP1qvp1tH4Z8yXekt5ypcrk/Rc9B71HqfiRdIiWw8PWaww95tpLMfb39zzWEZNT1Elj8k56k8eZ/XP862jHS2yJudtY+IkmK2dxvE1xuZZhwNwxwB7cflW3YaojnyJHX7SOCQePp9a80t7Q2biR5mkuR/FnhPYe/vWlY3iWoKtGfmOSwqZU10BM9Dmnit4/MnlSJM43OwUfmak689a5XUIY9f0v7Dcy7JVIeCY9N2OA3sQcVmaT4mufD0g0jXYJVWPiOUDJVe3+8voRWXs21puVc72sXV2ea7jgQMxVc4A7mrlrrOm3ihra/t5M9hIAfyPNXF2Ell25PUjHNSvdYzNttIM+HuTh/7in7/19/51pqqooVQFUcAAdKdg9gfwrB13xVBYlrW0C3WqHgRLyM++P4v9kcn+bXNN2Qtizreu2uiWvmTHfM/EUK/ec/0HvXG2esQR6gdW1Em/1dzttbSEZEPp9D6AZP416J4a+DVzrNpJqvi6/ure+uFzFDBt3wr/ALWQQDj+EdPrXofhj4feGPBxEum2PmXgGPtdyfMlH0OML+AFdMKSSIcjx/U/AOt3fgrVvFnicyWslvbhrLTl4KZZQWcduCeOp74xiq3iK5J8PWKZ5mCMfoEz/UV7J8ULjPw118dc22P/AB9a8K1yXdpujJn/AJdFb8wo/pSmleKBdTEoopxRlVWIxuGR9PWqAk/4+P8Art6f3/8A6/8AOoaKm/4+P+u3/of/ANf+dAESqzuEUEsxwAO5ro7W3Wwg8tcGY8uw7H0FQ6fZiztxO+Dcyj5f+maf4n+Q96sVDY0Z+q6h9hjiRWRJJm2qz/dQdyfpU9tNB5QC3izHqXMgJP8Ah9KgvL21jDR3lvL5eerQ7kPvkZrLaDw1cnIkjjPs7L/OhLQDdlvLWEZkuIVHu4qfRfFFk1+mnQJNM80mBIi/KvHX1x71ziab4cT5jco31n/wq7B4kstGhNtotnFNdSuAGCnGPT1Y03FNWQXOr1eYjxN4WZWxKNSRsf3uVH58/jWr8aLrdF4ehB5+3F/ywP61zl5uvviD4Vsyu143FxIoOduDuP5bDWn8VG+3a/4atw37zzC23+986j86dP4ED3NVvvkD1rm9YgaO9ZT1d95bsB6D3q9rPiS10S4Fu1vdXF043BYY8gA+/r9KzF13U9RXZB4ZnaM/xXEgQfqK54JrUps0tD+7P9V/rU2ujdoGoj1tpP8A0E0ulWtxbQP9pWJHdt2yNiwUY6ZPWpNVXfo98vrbyD/x00m/eDoUvCzbvC+mn/pjj8iRWxWD4Mff4TsfYMv5Ma3qU/iY1sSf63p9/wD9C/8Ar1zGo3AuLxipyq/Kv4VrandfZ7bapxJJwPYdzWH/AK4f9NP/AEL/AOv/ADqoLqJkXU4HWpf9TwP9Z3P932+tKwNvxgiQjr/dHt/jUNaCCrmln/iYRfj/ACqngnoKuaX/AMhGL8f5UpbAVfHXmXVtp2lQ/wCsvbpUA9ew/VhX0nYwR2Flb2UPEdvEsKAeigAfyr56EQvfi34TtHGUSQTY9wS3/sgr6DV+BzW1FWgiZbl1XzUgaqavU6tmtSSwGqQN61ApqQGkMlopFOaWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjkjWRCjqGVgQQRkEeleHa7of/AAiviWTS4gRptyjXOn558sA4ki/4CSCP9lsdq91rj/iFox1Pw99rhjL3enSfaYgo5ZQCJFH1Qtx6gVE480bDTseYUUZBAKkMpAII6EEZBHsRzTGd/MjhggluLqU4it4V3PIfYenqTwO5ris9jQgvrtrVI0gge5vJ3EVtbJ96aQ9AP6nsK73wp8JtLs4RqPiW3g1XWZiHlMq7oof9hFPBA6ZNaHgjwMdHmGtauY59ZlTaoQ5jtEP8EfqT/E3ftxXd1106aitdzNu5lHwxoLR+WdF00pjG37KmP5Vh3nwt8F3pZm0G2hkPSS33RMp9QVI5rsqK0sI8Z1z4PazaAz+FfEc+Rz9l1E71P0fH8x+NcHqcPxG8P5OpeHhJGrBfNiiMin05Qn+VfUNB6UnCL3Q7s+Rzb+MvECnzn/s23JKmNgYj+I+8fxq1YfD2whYPfXMt0/dV+RT9e5/Oun1e6nb4t+KrVnYwoYmVSeFO1en13GrNc05Si+VaFJJ6lOG20/R7RjDDDawIMsUXH5nqa831XWtd1mcxBSsO8+XFGowfT3JrutR0+61m4ETubexiP/ApW9cdh6Zq/Y6Zaaeu22hCseC55Y/jSjJR1erBq55uvhvxKYDNKBAgGf3kiqfyHNVRZ3luxVrzMvQsrE7fp7+/auv8Sa0JJDZWzAhD87g9/Qf41zP0Fbxk2rsllmB8xkBFe4x95hkt7gdM1Ek8iOXVyGPemq+zPyqTjgntT2IlUseJAMn/AGvf6/zoAVtelglMbqrEIXJxjgVvaRqDeIo4LG8063miCbnMmWKj29D0rhxDJPLOzcFtq4/ug8n9P513GjuNL8ManqWMOqkJ7YGB+pqZpJeY0db4f+C+h+I7U6hJcXdraPkQ+RIG3kHBI3A8A8e9ayfs++Go2y2s6uw9AY1/9lrrvAEhj+Hnh5SefsEZ/MZree4962irKxLOP0z4TeEtJkSRY7+4kQggz3r4z7hdoNS+Hvhz4c8L6vcapawyXF5JIzxyXJDfZwTnCADj6nmuke5x35qu9x70wNBrjPfmoHufes97j3qJrjd9f50AYfxLuf8Ai3WuDPWAD83WvGNaP7vS1/u2MX6ivUfiXcZ+H2rDPVUH/kRa8r1k82H/AF4w/wDoNZz3Q0R6Tp51K9WIkrCo3yv/AHVFQXk4ubuSVVCoThFHRVHAH5V04tf7G8JTsRi4nUbj3BbgD8Bn9a5H2FRF3bY2HWtCwtRJdCMk5UbpWH8CjsP9o9PbNVSRb8A/ve5/uf8A1/5V0NnZfYdHidxiW6be3sg6D9c05OwIldvtLFsBZP7o6EegqGipf9d0/wBZ3H97/wCvUDIqrS2FnP8A621hc+pQZqzRQBnHQdLJz9jT8Cf8a6Lw7pljaxSSwWkSSBsBwuWHHqeazq3NFH+iv/v/ANBUzbsCM3SL+1i+LUiTofNa3EELE8BtoPT3GR/+up/F1ylx8SdEthgvBCHYn+DJZuPfgVgasfsfxOsWiGZ3ltyT/d6A/jj8q3fC+kad4z+IWvXOqRGfT7aPylUHGTkKvPbhWPFaSnGFLmk7Kwkm5WR0XMntJ6dM/wD16Z196z/EXhzWvARN9Zyy6p4ez86SHM1qD7919+nrjrS/2nHqehXF7pm6aUROURR8xcDpj+8PSsOW+q1RdyjH4t0l9UmsHn8po22iV+Ec9wD2/Gte4UT2UwUhleJgCvIOQaoaf4H02Xwrb6fqMRN0czSTocOsjDnB7gDAweOKq6P8PbnSNat7m312QWscodowhVmH90845rd0F0ZHMQeA23eFol/uSyL+uf6101c/4SsbrTdNurW6gkhZLuTarjGRxyPaugrCp8TKWxn3mnyXl0HMgWMKABjJqzb6fb2XKrvm/vtyV+nvVo/u/wDf7/7P/wBeqN/di1tzg/vG4Uf1pXb0GZepSC7vZCv31+X/AHsenvWPdX9rZAfaJ0QnoOpP4VZqjPodjf3j3UyO87csu/Ct/wDX9q2il1JZiX+oaXeXHmPfX6jGAkYwo+lXdE1fT7HUIZDq92IlPzLPHvBH8x9a0o9OsoRiO0gX/gAP86u2WmW1xdRh7CKWPPzZiBGPyqnJWsKxLBq1h/wsfwpqltdxSw+f5Dsjfd3HHI6j79fQqEjg9q+c9d8H2JsprvTITb3kQ8yMRMQCRzjHr6Yr27wdr6eJvC2n6qpBeWMCZR/DKOHH58/iK0ptONkKS1OkQ1OhqsvA96mStCS0pz9akWoU61MtAEqnmn0xeop9IYUUUUAFFFFABRRRQBXe5VHKbSSOvIH8zSfbF/uN/wB9L/jUcjFZJSDg71GcZOMVD50iqHMqNkZ2jB9+eKALX2xf7jf99L/jQLpWZVKsNxwOQf5GoJpHEzKHCDPG7AA4B9DThuKIWdH/AHi4K9v0oAvUUUUAFFFFAFd7lUcptJI68gfzNJ9sX+43/fS/41HIxWSUg4O9RnGTjFQ+dIqhzKjZGdowffnigC19sX+43/fS/wCNAulZlUqw3HA5B/kagmkcTMocIM8bsADgH0NOG4ohZ0f94uCvb9KAL1FFFABQaKKAOTfwjoiXsjm2kaMkt9n3gRITydo6gd8A4z2rUsLHTNLLmz0+KBn4ZkChmHuc5NW5GKySkHB3qM4ycYqHzpFUOZUbIztGD788UrK9wLX2tf8Anm3/AH0v+NAulZlUqw3HA5B/kagmkcTMocIM8bsADgH0NOG4ohZ0f94uCvb9KYF6iiigAooooA+e/Ei+X8ZvEgVB80FuScgZ+RPU1Jlv7v8A48v+NP8AF5aD4v60y8GW0tznAP8ACo/pTTPNEqOZYpAedgAz/KuSqveLjsJlv7v/AI8v+NZHiHU5NP00rF8s0/yKwYZUdyMHr2/GtueWQXbRrIkagcbgMdPpXI+JfOvLho1kjmCbFVkxgdzzUwimxtnMRxtI4RBlj0FWbmNbVBCCDKwy7eg9BWna2iWyYHLnq1VDbM889zMMIuSoPfHT8K3uSZlMZd7DP3VOfqakCswJA6DJ9qtWFr9ol3OP3adfc+lO4izpFnlxd3MSNtzIykgB2wSCc/h9asasZU+Hu043zzDcd45y5J7+1W5JGh0u6ePAYEAcdsVV8SzT23g3SQZYpPNlXKADPKsf61O7Qz2/w7N9j8LaRa7D+6soU+8v9we9XjfjcAQRk4ByD/I1nPO8RSBJFjVEVRuwAMKPamyTP9nDPIkmZVwV7VuSaD3HvVd7j3qk8/vUDz+9AF17j3qB7j3qk9x71Xe496AMb4i3Bn8F6jEo+Y+Xk5A/jX1rkrXT3vdS0ppEBiisYXf515wOB19a6DxtcuvgzVGQgNvi5xn+IVHokkkei6fcmWKRpLaMFQATgD6e9ZVXZXKiUPFrSNp8EQA+eXJy69h9feuRAkgBbaoJ4DbgSPpXW+Mp5ft1vAkscShWb5wMdvasOOzubyzkAZJdpDbox0A7fUniohZRB7jNC03+0dRVXH7mP55Pp2H4102ttmeJPRM/mf8A61W9G00aZYLEcGZvmlI/ven4VQ1c5vyPRAKjm5pDtZFCiiiqAczNKSQoyOpyBk+tJsf+6P8Avtf8aljdo7SZ04bzFGcA9qGnmiVHM0Ugb+AAZpgRbH/uj/vtf8a3NFdorV8qATJgHcDjge9ZlxLILxo0lSJQAQWAx0+lbGmll0l5JZY5AJwdydAAOaiewI4W+aW8+JL/AGcbpIM7P95IyR/49XT+BPEGn+CNHng1XS9YN5PN5khitQVIAwo3FvqfxrmfBxN94j1HUm9GIPu7f4Cu+WU9ifzrWpRjUp+zmrrQUZOLui/c/F4X0TwaV4S1G7LqUIusJGQeCCADkfjXP+G/D40e8mvUkeFbmNS1kDuWFupAbvjkD+tayyE9SfzqVWqoUow+ETbe5c+0FmPy5I6nIGfzrmvEmvX0sv8AYmhrm/lH76beMQL9c8H+X1rpbS2ubqzvzaFBPGm6PeQAW2/KMnpk4rLHwygm022P9rOmq7DJNOnzrI5+Y5XgjHQEHNZ1cVSpyUJPVlKEpK6K+m2Tadp0FoZHnMa4MjuCWPU9+lXRIU524J4B3A4/Wufnv9a8KeIf7F8QsiQsAbe8bBRh/vY5H15HeujfcbTc8kcmZF2smMVjKNncaZTurxLVOhdyOFArCkW6u5TI0UjMfRTgVuvf20d9HYtKBcSoXSPuVHf/AD6VZpJ8vQZzsel3bnmPaPVjircWiHIMs34IP61a1LVLLSbb7ReTCNeiqOWY+gHesixu/FXih/8AiR6ZHa2p/wCXm7Pb19PyBquZ2u3ZCsbSWVsrkiEO46szDn86fcXMVpD5k5WOIELuLDAycDvxU9r4F1tYJDe+LpFl8xci1tQQMjoM4/lWnH4HvfIH2jxN9ttZVxJBNZp8y45GVIIPv61kqtOTspp+hTjJboxprmK2j82eSOKP+88qgfzp3w91q20PxLPp0NzDJpOrSBotkqt9nuf7pAPAccA+oArN0fwtZnx1qXh/XZ5Zn0+MSWMckgSKSHrk8Z6EHHTr6VvX1p8NLS2S5n1GxgmilUrLp9w3mIR6FB1BraE1CpypN/kS1dXPWk6CrCCud8J6pLqum+YUv5LdeIby8gED3I9dg544+Yhd3YV0sa12mRKlSqKYq1MooAja5VJCm0kjGcED+Zo+2L/cb/vpf8ajkJV5SDg71GcAnpUPnSKocyo2RnaMH354pDLX2xf7jf8AfS/40C6VmVSrDccDkH+RqCaRxMyhwgzxuwAOAfQ04biiFnR/3i4K9v0oAvUUUUAFFFFAFKUNvmKgkh1PAyelMaJ4ljYKz9Cy9fm/zn9KS6RjI5CZJxg7SeMdOO+aYI1V2PlM2WO0bD09OaAJ/LL3bBlfyzznkDoP/r1JJGsaRqgwPMU/rVQRIApMUgI3ErtJznt+HFPgj3Tj92VVWLA7SOOMdfxoA0aKKKACiiigClKG3zFQSQ6ngZPSmNE8SxsFZ+hZevzf5z+lJdIxkchMk4wdpPGOnHfNMEaq7HymbLHaNh6enNAE/ll7tgyv5Z5zyB0H/wBepJI1jSNUGB5in9aqCJAFJikBG4ldpOc9vw4p8Ee6cfuyqqxYHaRxxjr+NAGjRRRQAUUUUAUpQ2+YqCSHU8DJ6UxoniWNgrP0LL1+b/Of0pLpGMjkJknGDtJ4x0475pgjVXY+UzZY7RsPT05oAn8svdsGV/LPOeQOg/8Ar1JJGsaRqgwPMU/rVQRIApMUgI3ErtJznt+HFPgj3Tj92VVWLA7SOOMdfxoA0aKKKACkJxSFsVGz0AeE+Piw+MEoRSWksYgABycAn+lD2zQ+TLFGzEYLr15/zmm/FxEtPiboN620faYPKyQTkBmXAx3+YUweUrOcFssSoCngY6c1zVl7xcdh95aNdTTKyvsKZBBIBOBXPXcUcNntjUKu9TxWzNDFNBtUSo43HABIOc4HvjiuduUMUhiaLYQ5I+U8r26/jUwYMiqvfEiykx1IAH4mrFIQDjIzg5H1qgKItPJ06VcfvGXLH+lT2UflWka45I3H6mrBGRjtSKuAFA9hTuIlEbS2FwiqWJccAe1HjOz+yaVojQRllSZAy9eidaYNqq4bAbP8Sk8egx3zUXi+SBfD9nOfmAnyvB/unjn6UL4kHQ9fkBkvn3o3lEZz0HQVFdssVsqoML5gPX3rKSeBoYpNj5K7sYJzkZA/DionmVnwqbQHJB2npxjr+NdBJdkuPeq73HvVZ5veq7zdeaALLz+9QPP71Vef3qu0xzjuaAKXiwvceEdTSNSzbozgexFWvD8DR+HNJmijLYhXcnXkZ/8Ar1j+IpFOhX6ttDbP4gTwCPTvmrvhOSBvDdsw/eDLhcA8DceOaxrfCVHcZ4msZL7xFbRCFnV4iFz0zkVuwaZBpOlpbwKPvqzt/eaoBb2v2xLto38xI2UDBPUk4/DgVMdrNhUAAckHaenGOv41g5aWKsPrntV/5CD/AEX+VdDVK502O6uTK8jAYA2qPSpi7MbOeorebRrbbgGQH13ZrKu7OS0lCn5lb7rAdf8A69aKSZNiNEd7OYIpZvMU4A9qle1aAwTRRFiMb068/wCc1WG1VcMFDZ/iBPHtjvmnhoEaQ/eBYlRg8DHTmrAtNb+bqLGSNjGVGCeBnAqxq0q6f4I1CSIbcZC49WwP61mpJalFcAnq2Bkg56AeuOKo+J7hR4QnSNBh7tVzg/dxkfqKLXaAb4Ig8nRnlxzNKT+A4H9a6tWrE8OR+XoFiB3i3fmSa2kFdBBOhqwmeKgRasop6CgYkOr3ujzzTixku7ElRILYZmjI53bf4h9ORXUab4r8MyRxTwavb+ZgF4pyY2U+4bHv+lc3sA3ZA3ZGMqTx7Y75qK40PR76R3u9PhuGLEqTEQ2MdM8VyVcHSqT9o/iLVSSjy9De8bXPhPxBpN1ZX2rWB+XzLdxKGKSADBG3n1BHpXE+Ero3ulS6Wrp59qQYi2SrJnAyevB/QitKHwZ4aTa50gbhklSXIOe3XtxW3p+mWNkdljYwWy7ycxRbSQOmT9c1tGkoqz1Ib6nKan4K1G2h/tfS717jXEYvLuGEmTH+rVewGOB3/KqNn4z0+W2l+2BrO8hU+Zbygglh2U+vsea9RRKpX/hbQtbmEmqaXDcsBgyZKPj/AHlIP50504yQJtHC+CfCcnim5/4SjxApe3ZiLO3b7rAHr/ug8D1OTXrK4SNY0ASNRhUUYA/CvOrfwh460iJbPRPFkI0+PIihnQ4Rc5xgqw79jWnaeG/HspH23xnDCvcW1mrN+BKivJxeX4jEVLqaUei10OilWhBbanYpbzTrN5MbNiRTkDOOKWbUtP09oII5/tNyuC1tbgzSbv8AdXOO/XHasNfBkDbjqmoanq8hx/x+XDlCMdAiYUc+tdFYadZ6fG0NpZxxQ7iVjhh2DHpjFbYXLI0Vdu7JqV3IxtQ8HL4h8Z2OvXEUlqsETQywyAMbiJlI2tg4X7zDGTwa1dO8CeGdCEb6fo1tG/mqQ7gyMOexYnFaUcMahSYZAw3ErtJznoPw4qzbw75xiPaquWB2kccY6/jXpxioqyMG7l9FzyasItIiVOq1QAq1KoxQq4p1IClKG3zFVJIdTwM9qY0TxLGwVn6Fl6/N/nP6Ul0jGRyEyTjB2k8Y6cd80wRqrsfKZssdo2Hp6c0AT+WXu2DK/lnnPIHQf/XqSSNY0jVBgeYp/WqgiQBSYpARuJXaTnPb8OKfBHunH7sqqsWB2kccY6/jQBo0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSE4oAWmM9Iz4qFnoAVnqB5MUjyYqjeXkFnbSXNzNHDBEu55JGCqo9STTA8g+PscsR8OasgJW3mkjJ9D8rgf+On8q4S58S+JNUUPpOlzQ2zkhZRFvY/ieBW98QNcb4kanZ2WgpKdNsWYvdzLtjdzgZXjd0GMd/QVUtvCtzaMJD4ivxt9CAPyJIxWM5RvruNJkmj6bLcoZNUOrNMO11NtQ/RUP862LiO0htNssaiJeij19veoJNTjt4ljRzcygYL4ABPqccflWTcTT3L75dx9BjgfSuezk7lg2J2JUYk7DP3h/j/OoaKl/1/P/AC1/9D/+v/OtBEXU4HWpf9TwP9Z3P932+tGRCMA5k7n+77D3qKgAqPxLAbjwM7AZMMqv+G7H/s1SVsxWQvvD0to/AuEdc+meh/Ok3azA0NCvvtnh3TrjOS1ugP1Awf1FWnlri/AOoMLG50if5Z7SQkKeu0nn8mz+ddVI9dRBK8vm9Pv/APoX/wBeqTy+9I7e9RSN53/XT/0L/wCvQA15SeBmopJvKyAf3nc/3fb60kj+V0OZO5/u/wD16pOxoAp6y2/SbxfWFv5Vf8Bvu8Kwj+7LIP1z/Ws+8Be1mT+9Gw/Q03wT/aD+HpPsM9suydgY54iQcgHqDkVlWV4lR3O3orFa48SrwNN06U/3kuGH6EVVc+MJzhYtMtAe5Yuf61zcnmXc6j/W9P8AWf8AoX/16jrnLfQNVluI5tS164k2MGEVuPLXjsf/ANVdP/rf+un/AKF/9epaS6gR9ah1GLNjIB/rVG4H+7j096s/6vgH5+59P/r1Gy7lK+oxQtAOSqXyJViWU211LGe0Ee8n9RWlY6TgiS5HTon+P+Fa+K0c+wrHnc0sdpJNdaUszxRDN5p1ypR4/wDbUdh9On0p+pXMWqeC7qe3bIimikYd16g5/Ou7a0t2uhdNChnCFBIRztPUfSuUk8KS22sTpZMq6ZfwvHLGT/q2wSuB/vYI/EVcZp7iaNHw4Rd+H7GQf6zygD/tEcfnxWukdcv4CnZrG502bKz2kpyp6gE/0YH867dIvM6D5/8A0L/69dJBDHH0wKtonl8fx9z/AHf/AK9PSLy+nL9z6VNHDQAyOOrMcdPjh9qsxxUAMjjqyiYp6Re1WEioARI9/wDvfzqdI6fHFVtI93bn+dAEUcdWkj2/X+VPji29uasxw0ARxxVaSOnJFVlIqAGJHVhEpypUypQAirUgXFKABS0AFFFF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380
From the perspective of the camera, which orientation is the rhinoceros 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.
H
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381
From the perspective of the camera, which orientation is the rhinoceros 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.
G
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382
From the perspective of the camera, which orientation is the sea_turtle 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.
G
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383
From the perspective of the camera, which orientation is the sea_turtle 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.
C
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384
From the perspective of the camera, which orientation is the sea_turtle 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.
G
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
385
From the perspective of the camera, which orientation is the sea_turtle 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.
G
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386
From the perspective of the camera, which orientation is the sea_turtle 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.
C
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387
From the perspective of the camera, which orientation is the sea_turtle 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.
C
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388
From the perspective of the camera, which orientation is the sea_turtle 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.
G
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
389
From the perspective of the camera, which orientation is the sea_turtle 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.
G
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
390
From the perspective of the camera, which orientation is the sea_turtle 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.
G
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391
From the perspective of the camera, which orientation is the sea_turtle 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.
C
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392
From the perspective of the camera, which orientation is the sea_turtle 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.
G
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
393
From the perspective of the camera, which orientation is the sea_turtle 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.
G
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394
From the perspective of the camera, which orientation is the sea_turtle 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.
F
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395
From the perspective of the camera, which orientation is the sea_turtle 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.
G
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396
From the perspective of the camera, which orientation is the sea_turtle 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.
G
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WJwW+nC4I9TTPtVy1u6L5jTq6o6gEZ5AIXHX19+aJCkbIwmCqFOzCrtUnGApx0IB+XPB55qu3mSRl2ufJDFQdjfIqE/dHHOF/i96WhLC5dlM7xgbkb94A2cHbtViOh+Xkgc8elPwFuow7uHdgS8m4hyRjIbOARyew+bjFIf3iXEfmJcymMsGWPIBYgqox14A596D5UW0hmlULGhiVmI5yQh5x1wRj075qr9BE7JIIpULbgWZQiyl1cucgMSOuAOR69ajAaBpoAYtyxo5SIHIA5OeeT39P0pII2uFVMZdQQmJGwny5Rucc5Jycc47VKfJ8pAytEoPlrtcZGMggccvwDyeRjvxRcdhsLFJ40ErtJvwzNmMHvtOeMnp3zjrUh3uFkjwqqhCyMVBDk7eB12jnJI559qbJG7oqygyl14k3ZQccDk855IB6H8qIiIom2wICUBEsiZcLk8hiMA8Z9uO9PmQx4jUecvkykTRsWikb5Co6NjqQW6YOR9DTD5s7GEs5CBhKw25KE4AIPbgc+x71Kbcx2y7Vmm3AFljTazDBzz0GM/mKk2NGqIsrN82EaRC4TjJLf3uB0POemalzQWK8YM8q3SwrMzbtmSNhbHA+uOSfUAU8hfOt8N8zDCoqEo7Y5DY7d8YHelWFFjj2ps8wNvblipI+7t6HP8AOpQ25EKM7xvnChTuZO+Qecjis5SAYEkyuBvRQQjIwUvjgEkdCPmA/pUyoEwANrkAt+HXp1/pzSRqD8/lPGXBIyASgz0x2OB/LvSGUbUcYy2FjU8fQA9vWspO7GQSIvzkhWjRQzO5ygwSeVzwfQ9+acGeNcmQSE85zwG7n2GKVXMmx42QqRxIIyCMdcg/likDFVCfKcZBX26ge47UX6ADeWFZWB2n5NpPUn0x2+nvU8JJIJHzdxVYM5hV3LbjkkDGV/KrFv8AKASDjAz60Fo6LSyUdWzzwa9djYNGreoBryLTl5X09q9Zsjusbc+sa/yr3ME/cO+jsWKKKK7TYKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmkdadRQB554wsfs+qGYD5Lhd3/Ahwf6Vw8y+TdsMAhhu5HccV654rsvtOkPMq5eA+YPp0b9P5V5XqKKhiYZ4JB47GuOvGzuedioWlcgAaMIeg6g9fwqYKUiR1zxjcpOAarlug5IJBOO1WInZYyy7W+blmGW/KuZHIPYoHA3sNx3ZIxih33Njljuxtz296XGHdBIPLbtjI/XpQVViM5QAYJ7/lTAjPzybQAXJwdp600jDEt1zzn1peCOeecAnpTdvpj34xmkxD/vYLFth4Ax1pz4TaVTC7vlycMR2zTcfKF9Dg/SgMol3GMsQ2fvf1oEOYsYgC2U6jJPB9BWRqPI4wMHtWrKPl3EnaznG4c+/tWZqGAuOO2PapJ6md8GLfzPGt3NjPk2kzE+hZwP8AGvdVPavJPgpaqbnXbxeQI4ovxLMx/lXrR68V6i2Pbhsc18RWjX4d6/5gJU2u3j1LLgn8cV5xo0bLawgnIBIJAwD6AcZJ9fcfjXe/E4/8W81QbmBZoY1xnGTKvX24rh7ALHbBWwWtxhmCYUjGTjHU9OnX3rhzB+4kY19kOuI7uRneOJGiETbIwSkkbHjIJyCcHjPTmmNAoJKQKmwhlmEhUhyecgZyBk9yck44NTmby3RnWddob5nQBMEZUM/BGTj+Rpil45AJGjMkMTMsyghB/suSeDkDIHpjvXmpuxyhEWlupzPEySdSsp3hwD9844LHkYHTuKbt+y2kjOEDoGJCpiRNx+UbhnBHHA4qzLAFQLb7Y1RTGPlyoLHO4r3GefxocnyiuZVDFQGPLDIzkZ7A9jRzAVNturOIWKrGzOcREkY+8UwOp7j3zgU6OOS5jchtiNwAgUkg9HyQDnplfanzFJJdoEJnUkqwBGw8HPPXjBzRIMO8S7OD/q+RkjJYccr/AL3uPWhyENMe1It1s2AwJ2N1A7nB6HCjHvSujtbhXijiY4ZY1Yqm4no20k4z1x1oiEaSlduWba7MuNoYkcA/rj0p+QSrbQSflJGC+Aeh9QM5Pp17Vm5tMRC0qwt+7BIaU7UjxtVsbtufQnOPrULB/I8uGVSsZwozuAU9UYnOSPXrU4mXzIw5Mcm8qUBzuYA8e/HNNQxiPb93zANyk4HzZGM+vUHHNLmYmgTKtIrFVVMY8olFYEDr6HgDg+9NYySoxYFyBtV9o2qN3zfL0yAcD1x27uBhaIRBt6fdKtk+3Pp07/1pTKjJ5od/L/vbduOcZ+n/AOulzPcQ4+YykFnJxuLg7WX0wMdMAA9+KOkc6+WRGUJZGUkAnkk9CD3yOfekZWELBPmYKMJkKDj+XfpTJDbOM43EsZUIyPn4+bPTPI6+3FNSAc4B/dzModyE4GWDFcgZGfb09Oc0qeQ9sI5GwxPmY3BSoyOcrwOg49eDTCVa4WJIjjcRIpUfMO3J528Z4/pipQhClfMkVCrcbuAxOeCfx9qpysIkYL5XHmTCQjIbGSGPcDGACcnHPvUbEllkZDKyF9uACSW9CegABp7OU/ekYAOdqLnIGeB6c9TUAmT7SR55Z1KDb5mw5IOTgDB7dfSkmAoJxlCxlcsFcqw3KFO0bj04xyRntUksoAk3keYGD7ZGwW7Ag9hnPP1qIMfJZUZto+RjHghWzyRk545z7mml1jTEreWgYlg5J7Zwc9sc0PUZZy0ZOcLnjdyc8YXOevP9KjlAcOXyu07yynlT6g/h0qNZSVD/ACDKgkGTI546gdeOP/r0rlBhsnbyqoq7ycZ6n6/Xke9RZ3AAGJx5gYbj68cfdPsOSfXigM6fx7j1yRgHPsDSfvFkLNtG1hxyuRg5PPWnBVCHczFCpJJbccE84x6dPbihjSEVVyjhcjAO7HzH0q5bx7px14OMj+H2qNEG7aCQynPIwB7+gNaFsoXYcEYxwedtOJpFGzYrh69SsBiwtx/0zX+VeZWi/MD0HWvS9PcSafbOAQDGvB6jivbwS91nfSWhboooruNQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAI5EEiFGAKsMEHuK8g8Q6c9rcXNkw4ibMbA4IHUH8q9iNcZ4103ekV8i8j91Icdj0J/l+NZVo80TDEQ5oHmmQ4BHfmnxna+SN3GMY60wDZJJF/zzfH4HkfoacDjvzn1rzzyy4rR7wRjBX8B7UuSFfHQLj73SoUG5AuR83qak5YjJzzge9UAOAW45wPXrTWQnLDDDGcjjA79aViMPtbaQRx/WmMd3A/SgQbgGGORn86Xdg+mDz7Um0lhkcN6f0p8ZxKOB0ztPAH1qSRrDGCc47ZrO1IDywRx/WtUoFw5UICQSAcgDucfzFZeuTCK2nl7YJwOnTtSaElqdH8H7J7XwhPcPwLq9kkjwc5Rfk/mDx7V3x6msjwpY/2X4R0mz43Jaoz/AO83zn9WrWr1Fse3HY5D4lqJPBhgLlRNf2se4DJHz5/pXF26Aw5xDvVg3yqdq/n6cjP1rqvihO8WlaLHFktJqivtBHISNyevHeuZhO8GMtEAvG2L5gVPJ/DmvMzF6xOevuhGRl/diWQqqSRqm7JZjjBY9j1AOD60u8CWLachdrKF5bd/EWI4bp+YNO3M1q0iF42ZCykLyvoOfWofLW3MSbQpBKBVkONnVmOR9egPXjvXnJ3OexKHUmKQnAUMCyDKgDO5TjuevHTGKjVlmjZoWuA2MsUXMm4kZG1sdOD6YFLGHDBnWVZSxIh3DJbsTx/FgZ980xnEhlUN5/mAqUbk9ASpxzkDPBp8orEiMH+8jnLtvMm0Mgxhcgdz29qUbFDs8qEBVjJUbQcngYz9PwqNVnAlaMRTonyje65YjjJIHpj17VKImUqXIeULh1UBS0nTd14OOOO3elLQLDgv7zazRhMA/KCTjp07DgVDHEbj5ZYym7H7srkkHnPqO35elTIJcop2NISFOcqOQcsvr24qCOMGA7dkkO4kHBDBMg/LyCSSO+Bz6VFhDHmKiR5WKbVD5bBVB04OORnj2z9KYqEsXKDYRkL5eChOcnqfb3p7SeWJHaMgl9qmEMd5IwPlOCCSOnTmo2QeerAH5D5XPGSxz69uKdhWHfLKi7iCZcqFf+L8PTocUhyWD7mKsgVpOFJPQEDt9P0poEhUHYYyEABLDr0IIPPXketSY2uPLJKMckkkcevHQ/p+dLYQyYBo48Rqyq2/aIyRnHGcdOvenu/lkmR2GB8zhjgHOcHPbHU0J8kiLhiuMsGJJ69Djnr+nSjD7YkJdGckAiTJxz3A6/hwKEAxlfeCpjCxRk42lhk9wOv4Z5BpxiLl4iwChgBgEYUdcex6fnSE5X91GsS7gCXfqFz8ox0PTqe9OUHpnJLZDgfNjqOfz/OhsBzgL85ZEO4sWxwDjjocnoPrimKpdmfcxD8qJT19OCM7cGnZDI7ZYhjxsHTHSmiJNqyNtCbArIEzxznn/PShS0Aai8uWKlthXK89sckDqcYPrTf+WiRFjC7BgVwSQpPPB+6c9fw9KeY5JGYo75YlSFxx0wc9+D057VNEohCKrFiAAQwBbOep4z19eDT5gsMjRjAp5G7BXYoyij0Pf155P4U5Vzlx94dcrkgZAIHTGeOO1S/Z1KKHBIB3DHy4x3qZId7PuGUcqME9Wz6flUuQ7FXhi6higUgZVxkZPGfQdqlZMAhn54xt5x7ccj3/ADqdV+UK3lliOUUYwR65+tSIinl/l3bydoIwM89Rn/8AXQWosSCNx0YknnHYH/Per8EfPTn6Y4qCJNoXt3OBwD6A/rWhAGLA9RxnjpWsImsIl6BSEJAznAH1JA/rXpVmf3TKOisRXlUskkur6LpsJw016lxL7RRMCfzYqK9TscmJye7mvbwqtC51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397
From the perspective of the camera, which orientation is the sea_turtle 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.
G
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
398
From the perspective of the camera, which orientation is the sea_turtle 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.
C
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399
From the perspective of the camera, which orientation is the sea_turtle 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.
C
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