На рисунке изображены шарики 1 и 2 массами 2m и m, прикреплённые к жесткому стержню. Стержень равномерно вращается вокруг оси О, проходящей через один из его концов перпендикулярно плоскости рисунка. Шарик 1 расположен на расстоянии R от оси, а шарик 2 — на расстоянии 2R от оси. Модуль скорости шарика 1 равен V. Установите соответствие между физическими величинами и их значениями.
ФИЗИЧЕСКИЕ ВЕЛИЧИНЫ ФОРМУЛЫ
А) модуль ускорения шарика 2 1)  \(\frac{V^{2}}{R}\)

Б) кинетическая энергия шарика 2 2)  \(\frac{2V^{2}}{R}\)

                                                                                                                                           3\) \(mV^{2}\)                     
                                                                                                                                           4\)  \(2mV^{2}\)                                                                
                                                                      
                                                                                                                                        
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yygZpWWeB5IKjdZtMKL8DV/DabJNh3EZotio/SdgNwg7h6wLKBmyRGLeDTep4mKPq0ccCirn/JKoo7vGgDhiE4RxkLm7WhJgL8dgqqjgbDYkKdzWopdtyj3uE2PAdrLbTgYwyrtEKPJMBwZDZIuWUDNki5ZQM2SLWE5Wso66vF2DMDNz36Hr6onVBBG4ckOuMhQfQ6yc12SLllAzZIuWUDJKuwHkjjCf2ZSS9faDgiE4v+s2O+z+VF+0QIWE0z0vOng1VZwSlAPPMJyQDMRP8N3AyBIU/8OexJ7+p3MdTFhcsoGbJFyygZskXLKBmyRcsoGbJFyygZskXLKBmnDjE3+gq7JHd20t4qnTInVJ7aqfTV5hQ2SLllAzYl5GlgLTEyftLCYpZgSVKM4OTIoZPoYsuo2GtF6XyZ0KniACC6oRBYSQiOZLUAEBjiJcJFWMLpV/dW4rRQj1qYsLllAzZIuWUDNiaHldWcF4oyWhD6rLtOK+DfayXKM2SLllAzZIuWUDNjBsJqK0gauf0DWerBr9Hs7LlwZpRvSEADzjMtg2YFK+FuNs/mW1r2k+d8p3kYUkWdBNWAd8rFpQyLgvuUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWSIup9A+qzgKxJbyge8iEsfpmLTCioeygZskXLKBFwuxkMCM1XqUuMqro4/iaUSOB0VNDu3i3E7aso7+LU7a8qqNtvoZq2tiunn3GzHNX6w8sWekD1qwLKBmyRcsoGbJFyvKCkngLaAW0cLLq6Hxl//JIsUnqyLZENki5ZQM2SLllAySwOnAwcNsK73Bxf+eG2QrjhoiD4WIoz2xkQkyj+kv8r0Fb07KY7w62H8d1g04ZiLmbkPeClEVbAGnkN2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUCWo6xCZaiYzRD/QD80uS0io1isjC3jwa9UQEXOcx/K9LAOLv+a4vLLd6L+pa1e43aTkeRUD2b4PSUqMyyQ742GiKyfYy2ZXe1SEe9DX7Rc+AWfEFgiGDlmBbmr3bXUwTjcBllAzZIuWUDNki5ZQMh9X2qpy/s+hilfTDoZiBTh+o1nYbf+L/rUxYXLKBmyRcskTGLz1U1ICnLXoa/+IoiRxquBIhsiKxZ4h70wXdVUMnJathkEkSWok1NAaD5BNobKVqBMO/L3w7uQM2SLllAzZIuWUDNki5ZQM2SLllAzZIxCY7+kIaluZOAOb2/tyula9rljA4VRX0vTejxSVeBKMqggow5tzmTYWT2j0XoU03qiSZ6Gg1CXzBLm1fKNnS0gEVVOwF/vn0HBXf8+2aPmxbfQl0/ocIoM0InShnP5mZPpXZIuWUDNki5ZQM2SLTk40fwqqbv2FrHAVTAOodp4WiWSLllAzZIuWUDNki5ZQM2SLlkfU3QVUn2bxQiWXEG8/NyVfna/WjLAj+USCvKnVplw1pvVsYapwGqkUh7j5WuEpVTFhcsoGbJFyygZskXLKBmyRcsoGbJFy7SGaPl5v0NPhUKg2mhA7FHzGZGrt5C0fCyGaAQAxTmdlUwRiSsQ3Q0QnUFG+Y9ZHEqHfV/PNmQbYXgk0726vZWCzAL+UKsqwxAxJqA1/X8GcG0Oi8qHLgzZIuWUDNki5ZQJbiBzMaOXlako0C5+7/yaQesCygZskXLKBmyRcsoGbJFyyg6rj2Rg5Tve2I4NPnK9M6BiHCAQg16pHE3L5HiO0vLmDuXt8Ww3Bwx3TF6/jETLwDgTwZskXLKBmyRcsoGbJFyygZskXLKBmyRcsoGebC5Z+e92LU38//Amw+8eXtLd+uVWRGp2VPqGmYfnKCEmyedPpIukWliR8q4yRfjJgSqJdEBbB1BrXBLWFyygZskXLKBmyRci88Tpo+GCrfXMWFyygZskXLKBLYcga5AzZIuWUDNkk/c3EBf43vOM5pMb7F3O39pSKfeQyftCLS2mrMaCDMIGBhIFpMWTzxp+u2vUMa8OCdLWNuoa2L7p9dTAwD1UPAuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM0+Tz76s4nfCu0qkmrhPDf2anvuA+r28679Sjl0snkuRBcvBG8oMS0O9/vFuOMBKfZW3JtxoTz1gWUDNki5ZQM2SLllAzZIuWUDNkma/61MWFyygZskXLKBmnvBBrC5ZQM2SLllBaPkQVwkxr7FYF40rROsXpqxluShF4YH/rnRMUPM/WYrf6c9E8nEO+zgCFdY3BmyRcsoGbJFyygZskXLKBmyRcsoGbJFyvhDqadPem1JM/TbnGn6oyprTPJcIOR3WrikpI0GbN4zj6yqSzXM6+NaK7QyAho0y4M2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SImKajxHrUxYXLKBmyRjqgcPUABDcs7W35O5/kCm9myaAHdlz04B6D4oUcpoW8zqyZia8yZw3PgBXjMNQBMWFyygZskXLKBmyRcsoGbJFyygZskXLKBtj5u4CHqeRwhRbV97RQA20Kd5j9QLm15LJMOHONRlThg8HNis0UGQBopHJLCyLAfesdvPb9amLC5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZXi3CcoEWpLHlaPRF3piKYkI2EGzdV4PCzvOrad4qiB6sCygZskXLKBkeATKhzUzEZGlN26I3/ioQ9mEx02NfxKKcucOfxH1uTibpRkr54TYymsnASjgxartSKx6/D6rst331Yn+Wk/LJszWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLmaKRn+fH3Ks5wH6DQecQw89jJlPtE0YPYlz5ICFWXXwjbirWSwMI3CA9b1rHLExniAIPWBZQM2SLllAzZIuWUDNki5ZQM2SLlk+UwJWFyuvF7+UyBkWe5vUoMJwGkoKKV4jdoROpVfAmSbKID1T3mKtWn6PP5pDZIuWUDNki6QM4vMVRDkqu3OgZa8+cAGFbh4bNyh5fmzuY+Ew3ZnrNYrD/iTYKJBDMTbnYW1XBdE1IEO1cwtCz1GZjztVWWas5DPtwZskXLKBmyRcsoGbJFyygZskXLKBmyRcuZoJHPKtgp0BzacKw4dffqqb3qOyC18vgSJngtc0fL2r5Z7fKH2f9RPsvfCYsLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5NGVRCW4jcBDk19CvfyG3ltSDVVckMt6wTHSqO1bl/hQlJ0AFoRcsoGbJFyyglTTcniVmQz7JA+TZ3sTs92KyBQS9XI1sCJLd7gCQDUqiOVajPecBiMIwqmx7InHY1LStq2BcsoGbJFyygZskXLKBmyRcsoGbJFyygZtcRAws2zpF3Qu9VQnYLyQ7krogPiI1RmjZjGV658oC5za21ffiXSWQOhvNJ78uDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllA10kccKJCRxnQknVyLhY0YMSszaeRmY3iHRy2AuyK02551+OArG/WvdLSsSHrUxYXLKBm0TiySb8l1pUVJCLOq2Xi4R6jj3c0QqWTOphA4yzpChDadFyhFPkjPN0JFxBu++jdzruonYp4Wjwd99G7nXdROxTwtHg776N3Ou6idinhaPB330budd1E7FPC0eDvvo3c67qJv/n+wnJSS67EJ9oNvQkKWsibO2lsGPNIZV70v9UkHFk0snXdROxNdzruonYp4Wjwd99G7nXdROxTwtHg776N3Ou6idinhaPB330budd1E7FPC0eDvvo3c67qJ2KeFo8HffPO1ArqZBYx+UXodVZNj24rks7kK2cPRs2WMqpdMQMPcO2J7ggBRbRsz5fiZVqBmyRcsoGbJJMPZzdoY2DHnt4ocmDvgMuNoBtAh2Qh4IlNBkpyIaZmbrNDgqY8nYp4Wjwd99G7nXdROxTwtHg776N3Ou6idinhaPB330budd1E7FPC0eDvvo3c67qJ2KeFo8G74wP08U5rufusBs9s2c9P3FjVeZdqRvXbNFy6GZsg7DyzCpPSDAmqqYI71NUk2KeFo8HffRu513UTsU8LR4O++jdzruonYp4Wjwd99G7nXdROxTwtHg776N3Ou6idinhaPB330budd045dDeTPEyhylyd8Ht0v/xMdK+PXtjPL9nC5r03sLNx5PgAOpXmvJT5/etTFhcsoGbJ7sNgddaLt/W4ZueCKeolIhQXgAkQHNXLQRQ3G9NjlYGzaTsZiLiESp6idinhaPB330budd1E7FPC0eDvvo3c67qJ2KeFo8HffRu513UTsU8LR4O++jdzruonYp4Wjwd9yf0cnKrZg/1jKZxNhMw98InfV5leu+oX+n5TDGQk1TxG6cArGAlBElv1SgiS36pQRJb9UoIkt+qUESW/VKCJLfqlBElv1SfB9EtN9hYP+DpCjyswNqbH9581MeOoewpaj121IIcCUQu9eAB8/9vIhnUr2Px44t3MJrMQn7j1qwLKBmyRcu0CibCJVkpeg4jXgXJSUymtEcfO46VSBMHiBnLyfiHM2yVUVhl+8oWKpPpAF07jZskXLKBmyRcsoGbJFyygZskXLKBmyRcsoLIFc8RB1T4BAt4JAXkvWuk2xwoShtOhJcSQC9Xs2omEIQC9D8lPxVosLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNkk+pFAhgbRmdfDATMMAC5m3AayvItT456IgAqNtuK6IjdLE3baJN6QRqM3mg9YFlAzZIuXaIWYHNcqVVCkOmrgjk5UiAszQAs/XHIqy0FJJQQGe+VS5MaSepe9CKVsNxdGRv7IqKUzC5e1lLjgAOvWhAEHrAsoGbJFyygZskXLKBmyRcsoGbJFyy7cVNHKrkB9KamsroEbFmB24rLGq9aCA12QfK2QgbkF0SeCl2C35YxFaeBskXLKBmyRcsoGbJFyygZskXLKBmyRcsoGbJGIRxrutahDqXb6f82bxdJ4HzzuWC4vqDgE2r1EzHDlrwQ9ejCecFVIYCm/4+Rr/rUxYXLKBnRXSQBIjshrxfsceSCL5DEZtBnTBG/gHGqiQhirdjfYAamlGPznComZkyG8JfdKIJBxPjeTl+OQfSOjMqandlcxYXLKBmyRcsoGbJFyygZskXLKBmyRcspCM+tz+0wYymanr3HxomdTTnskafiD0KOLkFQ0pSiOZIENIVFlkjpwIt4gW05lwfRD9RDitlaM/hU2+GXtrnev2rqfWpiwuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2mJkokuV31QAnqFoR4kwKXLSaUItmJGRJ5FiU4wKoqqYsLllAzZIxCg5qBadbFg0p83VyA0CqGEkCrSty2iE0djLXpkKx29NUupbUkU93I/Evlkk+mXJk7hYsZ29JFyygZskXLKBmyRcsoGbJFyygZskXLKBtAGtAzgNgE9Q8EAIqQ/MLhWc5TYBODR41jsEo2CDifCsv/zyTflfDxjs+lrD6m6L4VkRjt4361MWFyygZskXLKBmyRcsoGbJFyygZskXLKBnRVjvu+ZIV7LYHdExYXLKBmyRcurq4aaqiNXbphaBxzV5NkujtVq/opCyjyN+BczklPNiwk3zZ8StvFk4rtpmz1qwLKBmyRcsoGbJFyygZskXLKBmyRcsoGdRVKj/HrvIwKSwQddTcmXHGkgkrMytq08H6i1IYPfzcYDBqs9CemokTluWQDGeINpgSWHm4OYfl6soGbJFyygZskXLKBmyRcsoGbJFyygZskXLKQCehd2bJFyygZskXLKBmyRcs0rjV80q7s38khiUexvFtwXYrYESeaDwwacivw7EVRjBo40HLfvFdfG+Ca/Q/YCn3EGNQ9ih5TaobJFyygZskXLKBmyRcsoGbJFyygZskXLKQtLyMA5/5n4d5orcacV54FXJ9htfybj1WLudjAH/hJUCDqLszkFhJy46k0Ko3+HVAyc/1IkR6BNLd0p1UGckHEAQesCygZskXLKBmyRcsoGbJFyygZskXLKBnRVjvu+sCygZskXLKBmyRcsoEsOF6p6Z6d/vhJK7vuGpUKC35s41iqN65cke+QiMqnSDTEB46Pfd0QS2jHD/dLCjwICgOj3v/GAEfIwLKBmyRcsoGbJFyygZskXLKBmyRcsoGbJFyNUqnXw/ALDs5tZpLxmS80Tzzp8fOqPeTDq23qrHR1EM3YgNOmFaymXvwZZyfNIcX4y3EHrAsoGbJFyygZskXLKBmyRcsoGbJFyygZskn2+rVXx61MWFyygZskXLKBmyRcsopzEAjQST08T8ScM4CgbqUFpFQmdyyNVTtq2eIPWBZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuXBx/vxTLF8nBG+k2wiOYk8lzQcX/WpiwuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SMQjjXdf9amLC5ZQM2SLllAzZIuWT5Y/aRcmHLTvpGpiwuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLloP/rabf8HKwqNwZskXLKBmyRcsoGbJFyygZskXLKBmyRcsoGbJF0gjCLuzZIuWUDNki5ZQM2SLllAzZJcCterkkL58AM2SLllAzZIuWUDNOY2dmFWGFDZIuWUDNki5ZQM2T1PRxrfbSw9YFlAzZIuWUDNki5ZQM2V5j5UfNki5ZQM2SLllAzZJPt9Wqvj1qYsLllAzZIuWUDNki5ZQNTFnVQVWWtWBZQM2SLllAzZIuWUDJNuVyvLgzZIuWUDNki5ZQM2RiWDnBgWUDNki5ZQM2SLllAzZIuXe0sIBbIhskXLKBmyRcsoGdFWO+76wLKBmyRcsoGbJFyygZskXL5v+ywU9A2gtcsoGbJFyygZskXLJAyEWsO7AX5egs7zxWS+NZe4aPmIrC5ZQM2SLllAzZIuWf1WjKw1cRddgM2SLllAzZIuWUDNki5ZRmnFItkplkMDgd4Gw6ovlRweGlSuyRcsoGbJFyygZ0VY77vrAsoGbJFyygZskXLKBmyRcu2y+3gzXl+SEi0Ieh1+0ucWem8BB6wLKBmyRcszNcXiUzKZkauaFbENkrB274raBXRIG8AcJ1zcuNhyKDrr7DI5iwuWUDNki5XqbwfDd8e6LXz0URNdLGi+t+8aAiSQaRj4eQo5rqhj9zohskXLKBmyRcsoGaTWLRivnS5f5ogJr2pgA2Jc4/p9H/nxkHOcwZ7+RJ6sBx1D1gWUDNkX0p97NJTbOqC1zLg+aGbFd413X/WpiwuWUDNki5ZQM2SLllAzYov8XHZM9P9U4x4Q+KeVrayHFQl79gRInBst0kI3yyC4D2LC5ZQM2SLllAzlsXreqoy8pBzsjjCO7/OIsA5I5P6LlAzZIuWUDNi02XKCj8qQsFLKV2buxsmikKWHqOvU4p11V00o4NOH1xroltBkOGpJxq3iiGyktIA0+CZg0qNRoRfhE1nTvldmTKIPWBZQM2SLllAzYlwDL1P93RIfr7PKyZYP8UmLUZquLf3LlwZskXLI2O3rEmSb/notlUuOsz2s8fmIejnLlIT+iLARc29b16Ordly4M2SLllAzZIuWUDNki5ZQM2RiWCLwJVSgwkbAsy6ZkSH1gVBmy00IzREiuu70ccuILyxfowOojy1MWFyygZskXLJ7j/FAlkS7ixLrVxSDErBWES8sOr/dSMqArG+F+oi5ZQM2SLllAzSfOBOmUw1JloReNReiqMvSzfn33T83YtBz2Mi7UEg6jJACT2JHoSTpjhYxmvQ5mIO0Ovu/xKKmqDbzZWRWHPDZFUBtRNANIPWBZQM2SLllAzZIgGGPh4o0PKn47Y2r8MzlLCkTRgCiAKLsyXcMeXBmyRcsoGRIGV/pGEe1k7UImfCywcGnkRUbdSIhvJXVd1Lw3g9XNI6yaV1RNB6wLKBmyRcsoGbJFyygZskXK8E1DyE47swtP0fwokpMegU/PkmWx48VKdjOB0F37zba2Vf1EVd1E7FPC0eDvvo3c67qJ2KeFo8CO3dEjW+AFy3HH+DwJ7VdQwB0P7RV6jr3CMJVPFSqKBqvYfXByA5JTwGEQC0eDvvo3c67qJ2KeFo8HffRu513UTfsxzfRYELvHCuD6/2cbvo+bvbnEWzsPP0fSiR0iUhYRv4ckm2fb/X5kZAdW48Ky5hBGB+UBYpTDtcFDhGIhDoypw2SkGf8zwsLQ776N3Ou6idinhaPB330budd1E7FM5g9jzGrysNWqlzws5ef3v4tX6cZ3darI5uiYj5mWj+iuUh880zkbzn30budd1EcqRAROxTwtHg76v5zb7ukoz7IuBEFfF288WGv9BbAj7ENPyvZDcixwSXtRaa20LcwFsFI+Zd1/1qYsLllAzZIuWUDNki5ZQM2KL+y6C9WaNjH6Djv3PNiMcSIQdjzh7F6wADVOSuWb9TmxGtNHg776N3Ou6idinhaPB330buaxzzZs6uEh3eUX2JBrMdXXK3XhOIWZMFlmlXqsw1BGAFojaRHqNI1hNi5CPn/vkB07FPC0eDvvo3c67qJ2KeFo8G82Bqdlp09KTE0CEoIwiWZbs8oj01eWTRSRHfBLo5PN9us8eAnGiuVmVwnrZk7j3kaHXfmtNhUxtCWCbnUoegOpzkf5sLR4O++jdzruonYp4Wjwd99G7nXdROwMnfMSKobZx6Zq9iB3zbVSzWoRZ/PcnCcJCgyMGdzpaBh3B4ip5W0FTjNp0NE3iY0Iq6OyWKdphaG8/Ru513TjWoXzvY7F3FGUGzqnOYOhB4S4BnpzcCCDrc53HZTuqEreh5f4wM28RHvEdasCygZskXLKBmyRcsoGbJFyye9dKs74i3G9PMKlKn+sRfsn/c/nz7lEGitzCMxyLhXMx230DOjStFiqUDNki5ZQM0+T0QOdn+GEPbHQZUikMIUoODvCxhOsd3VVW3DXzuQ4v+tTFhcsoEsIdQ1zMMLUzA9/kyyAIvyAyBC9PowaXsa0XZ/LDgS5uA4UjEQR2VNv7LY9fhVkDL7++oEbvA8glvcG3gSHzFF5r3mS/8UcdL+AuWUDNki5ZQMkwbBt7d0+i9zOycP/xePob6h7RRumpoUJHQqw/row5AV6iIhAwVcWQEHr/auBjjS8Q8Ee5zkGoyZpDQAnIW3noxZWG1sLPdJmTaIglsfxjA9F/yGiCfhRYXLKBmyRcsoGbJFyygZskXLJ711H6dbEjEKKyR9eDNWEA8shF/giV4q1stMujRH7Uf4js4O1YFlAzZIuWUCWwUQjvlGFvhGb9Gg1x1Aua1UDdPEqMqqKQsapiD1gWUDNki5XUb1WqdvOQJRUky1B060k30xrnJMVWfuerFDO9n5Sgrrc44qv3GDrXrrxzFACk7Dj5wJSIkoXEY6a7ZnNpezKBswxGsm8HrAsoGbJFyygbPXrL3+8OzYwcVkA/SQFXnR7QKLlb7knhLhnshggLKBmyRcgrhJEEGVTSeGqYvA/+M7VC9Cmd8X8667zwNp6i/E7T9lZTBDtxgTiHrtBaNiwuWUDNki5ZQM2SLllAzZIuWR1aXWMzzHquFx5XMVJEQgKkv9a72morChskXLKBmyREgark0s0mjoFI2kBF51KaEtNKQPo0SxreiIb0OBWR7XjWmG5WpiwuWUDNki7LwySRgMFU060prihQlTkknHt56vpJoqwLI//5NlqeXFSkvXnbqe4sWtYTCOCzdki5ZQM2SLlk+UqvW4vQiAoUlOxv824acB7GkDIlGqNUwoUGmqdXR9XWxArkkRc5zBf9OLLkIPVx/9H8rUuByUVy0JHSrhdjmI7+hFj5E/+FlcoGS3FhcsoGbJFyygZskXLKBkXyin9xvRFyLI2OrKBmyRcsoGbIwm3X8LmU2o/dv8PYB7SFxjg7mSPTAYt4jXUdbhcwwNv6HPcfOhTf5ZQM2SLllAzo9HWsLlkdWpUOYk+KYNleXBmyRcsoGbJFyEW5ZwF+0ECUxmlh16HVnCXqgs2H1zThSpS/QGLy9ZkRGJCgy9nJSs63nmhbgzZGaODUKzOUEMC+KMPGYS3bNawlQnAUdSWXBmyRcsoGbJFyygZskXIKWOJGAHvHqlJ4RuyNBM7aygZskXLKBmyTSPOzNt+dPBQTLgzZIuWUDJbkCExYXK6+9QxNHadWld5VgWUuUBEDChskXLKBmyRcr4PO/e945g5fyL/rU5h6eeqih24CyjUkTFVkrUuxwL/MYxsXbzzNP3AWUDNki5ZQM2SLllAzZIy3KBmyRluUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SIuF/1qYsLllAzbPwLKBmyRcsoGbJFzB3R1rC5ZQM2SLllAzzYXLKBm2fgWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZIuWUDNki5ZQM2SLllAzZItIAA/v9BM//feOV+uW/F++XN57dU6x2bTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTabTaXEdQIAAAAAAAAC1mSzfn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fpTrhAAAAAAAAAAAAAAAAAAAAAAADuL8AAAAAAAAN8735+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5+fn5ItkmCzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzLMsyzyFkAAAAAAAAAAAAAPAIAAAAAAAAxggAAAAAACmSU6Wxv8BcOpGd5ggAAAAAAIyA7u/x1EGud9dqqU7hz+mO2R4K6hnzy8rqE+9oIJmidwJiU0Xh67i1/ndVXoi1CIbE4n5JE94Nk9TsOsKww0L0sNUgYVPZ6hiSjg8vIua0UZ07avpwwBqWi1+afJWW3KUo9Jyj+LohBamlt434AAAAAAFEf1yQBzvoX8BgS+BiYOwv52b31Nda9OWAxI4VZ29RrI9RVQ07yWnq5o3c5BPh8fDeV9rspyajj6ZK4JFtTI0qDhC76n14noOtBS85JEmQId1CqqYbJNtj78qzdYBHPcJ6kC0SpIsxisd2DGHC4dkHdx7b7DpnhWmv8TZNueBilJ4xZT1AboyFN8qt1uMy/0fkHJZTa0lgAAAAAAASSX8Hc73X455buXZr8yPAA5AWbaSr55HYFtBHvf+wdUFhp6KsWuAMTCy15Mec2KJ2tKS97oMilNc9jY7Z57wCogEhCpMCoOQkIYffuxrirJ4WVx25zpakZzdMJrt9cN5r2MZTyg0AAAAAAAEk/h7yScUYG0qcdJ06wvWSYi1C2EFUaxy7UrSr8YDNjEl73vOt6RRP9JY+BCDoRhwzX7GIRAsU83HT/anBueLAFzpUjXyrVqHG7G4fGfxSPkPmR3wgtNAAAAAAAGrtAGTk8pBpaHS+dVzN7FV717uZhXWWFhmRlLZvsXUSDxD45pZ4IW0SNitO5J/civeDFjgiMB3NGwl1D/dw2SzlrQYofQp0LyuoM83LabwAAAADaa8Hf8AEXtY0+eo/pNOHxIcVC1OOsIb5OU0VIDWD4AThFJuikJgVYjtTFlf2lmMvnrUyYq554cMcyoF7PzCjXIYNBLULr4AAAAO/gvdp+47Hg4DO3kdumUgC0N8u2Ixx8Ko0p8Fx2/wSSO4uc9dyxt7qzMl+Y/vu0cRFLmz5wA97+r7VHBSjQSLlsmj+X82oxrEmFf8AAAANnvCY8Mh1XfOkIuWnWjf5K/I4iwBCnJWighKNrGnjJxS10kHCpAuZyfFQs8brjyMNhPmycNzqRAAd2ilRPWU+Eov4I+aREWaBcXS+CPA/gzbtcFiQTV+igEpuctYtSfYeDurwfYjkn5l+N0kAAAAQThR2zKYQ7cna/qFwjVryM7mVf14g0bJDhx1iJtcWcsohmYISmYe3AKtqqD33Ss0Qq77o7/vwDx/XgTFEYde4jZa2+TK2c5+I1twqcVR0g+B2VwM26WFFJDuB9bZ35GW2oyoQZ3x+r0r0r8NndyMAOhAC2p7bDW20qGbbutfWSrAC3155u0g/icBHcXbT7sj1lGG1lXIAA0xYGCsz0Qt0KcN3fItZGE/orQ4FiXN2PbwaiHhtpm5iGxsTbvc3ae9K3Ls+XVKh1t5kuyq6qUXnOgzQ66Z7qkg3J6P77L0BqeYAnIywmKhwjb26rsgXu59uQZ+gW+5oOUBbirABn+deW47+grSdIL0uPtEsUAsxkhAoY811oDHA9Ln7VxzqEnEk7Bti8FXPSf9+ImtAAwd75oYlyd5uMjYleORNrdNvqBIWDJK/Z/ly9hcxWGcb1DLa1TQE3KPwAAB2Tzq7WG18C6EZQOWHiiC5vVqnMmfxg2MzX3IVqOHLkUVJAEoez7TMGu+DYXdF03j7NcaNOmJTwsv9V4k7UoYnYitb+dB0aJ1IdhL9qzB5PQAi2K269d0nyO9fz0YMu8PLrb0psehMJ4mkFgwUHh51sN2fHYJsogYp+ae1OcahYT2yq3TLSnexQUMFYI8Z3JflHu63tC712ugHlPv4uXxisoHunLq57zI1jSzKkcEuRKwUVDiucuTNmY1dZ/s7gkxv7D6G4T/OiWCFPtyPIRWyqNJocidYqM/kHmA3WyTK9+ePhSan/f5O433XH+XtL228RcOXcZgGK3SReE1NcrzhoisPxB7KNo47T9ShyyJ0acVge1VnLHcGRRW/o5XLq3rXsnuURgAEDcoMQSlzMi5dWkB0rvDMu8stgeQWE/mKKBE2KBWUXo6ZFoQ9ZDq+0iuzy63VOYTZ2dxDgaO9kISdA8dnfC/mSUjxGIScHyDKAT2QBI9lxoCj+dbjTUdEsuotZ7tOTm9MWxh7Fmbv7jZGcwrMcyQsa2Y94E6elACQ39G39093eUo7RTU8Qs19B5um0iGAOCtmQDzPLBOyXKhPmd2REH4ZQzV+B6+SAVucU+/fETKgcYoXRJ4wYHSKXkrsi35IZysCREj1PR94fzAYbCVL7By73YsuoRfudFqsXputjqgEQqELYbTHF56LjD/HUXmCivooTAY+VjO08pfEGZXRRquKlM5fJahfTMY/zyrvVSsAFCFmkLijtaIA3VObJ68+o3Cba6F6LDnTSNO6tGFyFxCLk68j0MqOwA06ikHewSaNtAJJ1v1c0wqYWc5PAAYTFG352WAmQN9A4TzvAn/oXCd0WUcFngFpSHiYBik/q5aGHYyY+ZfZmoJl5G/GESYcazg3zz8dw+3DZLYW8ojaGjPU95ItA0yyDX1xumWZdaj+KlpFnYzfOIxHkpcbdFFxOk9oKbocLJoFkaxdEQ+e9md8aFoURCR292DvxcWvgX0L1nkuN4RSAlLvJ3oib4iTIsFAAABSkGhj0sKZfwVHqbzhPkYsgqJKHr3Qj+xwlhx1rIyIDNJOLc/D53UcHySABjaTyRhclny9U/vzktvj7fcXIRRUv2SmGPPU3AoETumX7wkMN6gXe50Iait/BUoNMiRsSjc8c/7pqODOTxL/agZDuGxV9Ap74peF28ZgD8Upq6N2Q2CzsDh1pxjSqqdLqofFo4r7+edsoHGbaIkSWWNrTJUQLPiFJTe+6yB2bWBr6/wxkYLreuvYaO2u2VNuPqgd5Hh/wAajgjGtjtz3bJG9MWeMWX5y0YdU5Bbf36tkfunHSkdoy8YQcakSu97VPQtCTdgNcUqRcGM1V/8XjUrPacCznyugDvgA0JeQQg4X/YlwywXMpJrfrPvM/tNWb4qfbH6HyWK3xYCaM78HUMxodcVjxz489LdhyfVVikNZcLRlR9KTEq3mJau4xc1jmiagxetVjR5n0Fket+mUI6BtpmQ8feo8ieCWEWSyJACj1bT8p4w9YMuNAwI/EcCRR+UFuv4K6u7YNYAAdSemWdsZgrViJG62xLwzjHS9T5QLVECLr+x5q8JMkBw4UNtY9o6KXgACqheuXDn8Rwi8IeKg4Ju75GnVpbyA+as00GPNwnU41rGkMpwdE7lETZ+n57D1jUOztUmAuxBnrI6MtMixq9OCC9kUCjd58GQB7jua1N+8LC7IqjRT0sZ0r5/Wwp4MghfG0D/4Z/EqP+y1s2p9/QfMNBv1o/KxlA2VWvfJaUqE5cILfwXob2QSG/Z0K7oaCU/ab+yRAEeo8kqEqiyXIyytnrsz8iLOlGoX73I+dbXFm4xvh7IMma8+y+v6Te1djLVVYmzyEIZYQKzdMr4f2VFUteaP4tTLawAWQTTf/s60gR0E3sC1MsbPcX1lWUZzAcankrL/GxJV94OjZePiaygMyc/m7QlsvxfzhMKXrw1NVDClomibOclpNjGHQnFBfURmLmaSH92ay4ZoB8o79o4KrwuvgAAIYYWviL89dc8sZOiOMt9Erq5y+nJZxsqhRDMTW3nk25W5bsNgXNh/gvh0IeE8O23v2Fvsb6UOmHuO6NlIKRFJrdB4rbDE8YSlGbdAryr4IU/pEqywcQg9xcDU8yF0eJCbJd9afO2mUsgOTzenT9hXALA2NSMIYbYsBRmM2FwNCCM7K5luYMeL96P6r9U2C6Ss7HEMgyNVn7fZBVmmL7bPnAHUKCIi6umaM7zkoVEg+hNOOOR8VSIgBIM0CYAW1cKJVVhjbyU2z8dCy9gjHAC1PS3t1lapjX4tPoXE0WG5vCohQregxYKi4yiPFirgBk+QSUlANkmeDvWO76N+qkc7MUbJK+uDRTN3ILr/yRP1qGE4oos7qts5SBQueU67+Cc3Y8Oywb2zyHhDNz/3c0ookbRw62icm7ARidRLpYz0B3ZKGLQyRC7zDT3U2OXxxVJb0maAm5IbZdRQekfZtKLO34Petj4XSWg1U62vCXcMQBgBzfgCqT6GOkMFeYTA7gtrYC+38IusCHXRimgOsMVpPC+d75HiZtIww8Yyh/Cx1f67YAD7UNHyXa8aFLliX17e27cLcnMZerca5edwG8j0ND0NRuWG9yesXl1yXpnaEZsoBqTYujTrcsgVpiIzOjgNR8ahkeSHu5VE8sUIUxpKwVW7z4QkzwKEqwVkgo2hWV9yE9Z5HUam8vyNmakoLMNYZ8O8+9HvBTgfxd81h6wkgtToXGIWZfZ8MdcA8lX0jydDjCGLPBOQD8uMKDia1D/hk0xm9UjWU5EMnO9mGJnzAEZAbVa+dKahsFBjDq3YTVlc5S8K3s7Ya2e1UMeyEnyIHwbobVxDS+yEYyzYtqK0XfjJxT3ckQAABOYhDvU/yvOwSDw4DlqX5HWkTmp8F/afI7qZVmE4f5X30Y1HBW7BWCGvdikfagNblXy19vOxf9lK/TEyUJHg95qNLpqB7FjMhCFfRmr5LBRuGok7+alSPGqpUlQ/azpPs8WLleetfcRA/185q3w35kuE6vp2wTW7hc8cbyXUPp1sj5vekiAgART0m/YQtW4QabupIASVyyOdn082G97sGmo5COsK2PBHW1ts5NcxaOCM7ZroP69DC70a4CpWrE8uYgxjSMAX7EEUKfs5wbkOw2YkpE0pt2ePcqbcw+VQzazgqCqfEpHFcXLYX2E5rSnaNqpZ3nyP55rxr4cSWTzgjMwzI1K9fjOmcPvAqf94DwsqF/tjT8pJJfc4v40cPTAFuP0kFegTdN/3xR25oO5wktE1gnxu95PYhiPJJ8qlxKU9uCFGfpvqCBeVR48cQu/cUZQAJsegwXhAmwOGh01m2/hRAb8wPaALttJAhI2gmBYD78iaMT9c8Zv6DR5Iww19bCy+EVlcTLZ8RhBdRjAOqsso4TEgAA9a1TvCdT5a/FDcEHgiH2f4Wc4I33m1i8lHvlWSF4AfrAAtNdFV4w9FRvfbGsY4vhBDM57ZJ5bOXjytrTpznOXjN02i/ndeh47I2iL//XPrLhH/48ELrEpKoMVfTPQdtS2Pz+mB76pugzcvtfmDtw1itCZAAKtItdi9yXYo7WtB3LODxZt8fKQOehZBtoPkluL6cKwMCstfshjrXBGCDqi4Ujpfwb+wAUyr4WoibU4TorBdO7qcEGXJN0KA65eNvKc82+cEZAWT9ziPLD2xH/KVoNSS7BWSDVPMhyo29/0VGj7MT4fKiu0ilA+8HxcalEioAkBbiSjZFTF/ugKctB6Z9Yokpgdk4skgrYsIhW5tK/pQcwHJxH/3Hz8hC2evahOjKpd8cPtjqtF8ilMfC7MCqqs9Vwm+ABcYBGPY5duAgwm3Mx7fF9Fknk21QwTtCb/j6Rn+QpRuECrIuEt/D+QPWBhlHBeL46wtyHu8/BQxh2DLw3IwQRiqrLnYLMhMPfHmK5Pt3uHHJwbGDUsh48407wqFLBKC2B7mmtV4JAbwwL1LnsO6T5Wr4ni2491U2NghFUCzlGfnUFFCXij27DkvcUlcZ1X8sQgAYBU3H+Plxp09twanDWW6bY3L6ElPLEa+rZCmrGQ6g2RRmsJ7ZOtk59zcrocU7kbVUu2TbxagUON3swooHq+713qbM3ZpaDtKWvDPU99t/eQRLcYjj5cTkMpQTHBJsxHuI38Xh6OwHF9YitABtPPvEGuNSbfuu3gBSLpBcZF8y+n3LiMF/MbSYeDohw6SVQmVkCAGY8vbqwAOw8O3+w/Ff1JStlOw2BTCR/DdIjOhk9HEiqvk+EsqgLVyz7lVVSarLp3uf+H+jL89y0IYUoWwokOgcYAMv0G11Y32YuisNDgJ4hZLp/CPMfHgZTDhL+UCVTa59i0Dp0P9dnqBjpxSGyPU7d9WlNrbN/t93AfoB1KKUM3v0jpFKrkTejtVGUohR8ExrRRvdfuKfoW6uqCQe1FT8V+LZv9j7/Dipu/xVyAASZaznFvUhbphaY3Znw+ujQpHzusw5XLcTLFbye/pNwjmUGWGdHr9hUUomykGl3kFXJSE/Cuxf5juLI+bBz713J6gvxBJngFgU6mZ+c6ffPrxxjzGZNkVKHV75QRrWAKU4OBf0mW9TdgnIqf7P93lHbhfdCtkjVDa4MlwKwFqw/dv7UxPumQMXReroeF6kBvs7u2eZhQAAAAAYfMpK0udcHqutELjkuvelj1iV1Ksa9Il/30O4B47Demvd9RX6Ax75mIINFDrLzrdEDPODUaXz51IfkNKzLx9HJbh8+0eFUB5aVLsQYYegrirCaTGWxcwUxgUNOfZviXoHCYpfIajDBqvE+CpTVdxFEUMAQujERMUncC1VlngW7HDvMGu9cSgKKwaVbLq+geLeKFtQAAWuoOHTSt39oGf+ajoa9IftXmCqRhMoAVVbJ02pP8Y38kGRRq3sjHx9rcOdw5tnoDCTJUL4lM1G/+hNXu7/lP2W+kNXMuGqrua+CelfSw/fiNRM8boVaKx0HDKUT/8gc2fpDC6k6RTGSuxyBMaGAq88dn+7TyeTLum7lepJJQsn/YLmNpbI4AAMbbvtFnNeM8V6Uy5GVClMWT0weqaVcDX1xg/WKJHtSpnOuuLTDSTB9Onx6owil2qGAhv/FTo3H3LjiGJRZji5OjtwmKd/0436BJtLz+2qBXAt8dCMWLAv6wQOjg4EPg8l6gaZgJ5Pqi1vUgCOS+fzytFIrk5wNUTuHfjV+vs40VCy49UVMFW6yqcXwnqYIACNDZCi/cweeZYr5r6rHWoIR1H53lWKPLe1ODbX82mvCbSApYulwBWcq+4dOSW/zXjnkD6uNSx5zK7YMw+WW5e6cx/Ie5sOmoQ8nlLvo5w+k0qjeavvolsKpaVOqQDNXesN7ZPEk95McAYQcIJabxEpfzvwHxg9ylU98piqbou042M/yDDDPs+UcIRV/61DwKAAZAhSGqtKfzF/Wy4XDV04U30l5T06DrZqwH5BGf2zLpM4v7lZlCzigjIBDS6ngrQuUj71jpUkI/Yw/FOK85HtJCMBqZwls6SrplRdK3sGWsqkAKGN2u3T892wxmmx+bZAH2hB402StIFiZ4DSjuPfUhIjGUKfCh11ESW3tRW/fh9vn8wKCRAF6cL3W+26WMgKbfhmW8fjmyKh/U79n4yG9ajZgYaaWTgIxgvNkfJzWSndBFIrrpVhgIu8xY4fnio9vETelzu64ZFjn96KSliRbhfsGV3tINRh3A05U9iOQ00okN0HMJjH77ojHdiREQFycbkgL05qZIZCZ7IvYcBAApIbbwM4Zzyv6GZSlDlL5CJjqRZEVsET2+VH6T5er1ilj0gCaoo2t6f/6i/QexR1fUddGvDVK113wASvpNV7w9h4qVfoi67Ap5pIkT76a5n9gP8lkBvh7khH54hhZaBj3MQkUBZUlwohVIRh7dCWdzPp0dkutx8dikp8SQewL53kJ3oKcsjO4mmJTJpU6GanbzesaIQsVV3H98tgAAWnWGYbz2Jd48Qj2Y+p7kjeUMdw+w7K0LZLuMFtKJsEojyl0V+qDeRz15iKM4mOFdRddH1yl3vNu0EyFZaPbCgu1/mL06a4tvU48Y8Gobc2A/cZLT3t5pSfdsWA+VB+mgPaMog6/9mrjsVYh2phH9esoQ3birYTqfPEanBrOIOYcwDuApFhoN+2YqIAmzLgOIAlpnj4+2hyt2ot1aO4hkvLGVO4sLmpQNfut/3ll9XYw3YxWK1YdiZ8MLjBgcqI9mkoXs/QVkYM20STV8dFoKmurUV+kWtW4JyVPBLEn4Yxa/Ee+6kIchsUwIidIQjhxhWyo8+Ndwbj+E7IZExGrrJJcfKZcIYzBN5+AC49ngiMECKgRvl4WIr8dzrM8OoyUsT1NNGyL8HA26MLOVk/h82DDPtMKx7Q5f8nj5MNVIBm3iBvPoXic3h215KuoXaAHILQlqoEhzG1ZpAgxCUV8DmHJuEjq08JnAjl+yi81Ao6JWcH+FLLG+RcVp1xTXj3jTwnyRWeqKlL4RKzmNQfVAAAXpmGcmJB2cBV+O78r0H4UsViF1sxb+33E6bo5YYDzybPoTMEMgJ21lnJUNM3Ehbcr8EM1Vm23OEFLh9vrzaQdQRNIsnwj8IXgPS/xRGx+HMiAiQHJQnTqAcA0Vf6f0tpTVJOBo7zB/GwaIv2G5sDZH/42FD2fRPLlycgzyF64F+GnKpXx8GLVhqzN8dGvJbUsaz/ZQSTzgyT3BD5au/CQdcqh+WcKU/C9dQabijNYSNH4jiiBpOGOEq4+IwGwvyx5gPxjg0cPkE/8Q84FytAC9stJODWCd530MhX7pzWlAGLdBc10aWBqDpN1wqb7ZO9HuVcSnbwccJuwFHul/uWzdenn+Jds4pjn6euDez1H22f2fYWex5vS54gZIZHrAU9Lr0ALyb2c5ila8p1uvZ7VqgWyFRgggAEpzXzSw6bueWbhEe07TcyIgCoN6Exzhdd2NPuqSWy9oLdXOL0Ih0PEpm0IgzkoBxT9AuKKNYgqE2CjyNSpE9putS4Onwdxmd+O2xJmITTMbugELd3DS0wF0Dubh5Xo/c7Y7IGQVujLRRlsvD8HAc1K9AGXm+yOJ534+iIz/xnpQLzktcEwBFa/Tivk8cXQVeCLTHkzdsUmXzjkeDchiA5icO06ofbXCsEUfdD7D+MBLMZLO81aDMO3IJTBPpm+AAHUS9O8GNtHLR2DzOu+9mteOCTusmP7RpCZZ0ihuWNuxVYB/9fFy5KZcFUaJPEAMhnL4lNjuJBVPFAxR0JQL9BozsDYBA1xdWccl8RCqiQMH1+5GlQWCzNm1qfruujYQ/SEjoAD059Xx/S6q4FMfizILMenbbGKie+FXzyBzoNnIraoi5BCjTOkR/fA0kU03wltWzejiMEfyKebA9Lq/0TSZpTmjOK9nbEtqzAWhiSbx0Bmy0slM8YW4Q6tL11mNm7gkwEAAxPj7j7IHSr7Qem3IJF4hbMYkfCveo8FydoRVPOHkETZv23WJFWMD4KasbRA+3vnz5jp0b1DCrJNtcpBjW8UdX0m1dXwN0wJrSvTMzp7T1tg0DTn9f7lrfzMyVf1NZ+FHW2Gl66Lg4uyZfhgkdyOpoJEGqXiB2wAAEmqaw0W8lDLCMaoMzOBIqD6f+wrVhyVW8TBySgT/hWK2q9TkUQkTnW9BQKUO7RysAY7oOc5qATT/NGWTMEN/uHGxpLntdFUu66UiNE/Yd4HGs4+imqWIzfOZAXbYvYvV8tYthM1fbfgALvnrENC8/lVekno3IiqUQyIodWL7sqrFxdB4PL3YjEdlel0BFoyuRQb3lK5l1A/ICjTj0Tr6/Q2xySh/bl1EKKLaeKCbPvbgsyAO5kS1ZBkp1SlrLb0RLD3BV9/YH5u5kKvk2iRNK76lcX9C42dPrGpQAVUZLm+TcIiCy6gM5CG2yNCm3zhbpaQKn6DOlc5ygFda8OGYXAGRp3bUmPa6AKArmvAFXITO2vBBCK8S+0KhUZLJPzojX57f7aLKKg9/7McJAmZW7I9W+69igAIK6Wp9nwjRK5q5StJT2aoUcUUqqNNckfDlpUoLgwemNCiFEU7qTjopldlvZBlilPp6Pq8ZNzQSdvu3Qe0i6JWY18jgo6y6WXm6mgWWSI5Q6te8kAASdBMgU3l7nJRkJMRiGs3aS+Jyyh2+tcFgEETpIkt5/FlSa+kU7OKYYE75JiUqfrGHviZT4EqTWHY169dryXdN5z7Q5AxFX2lanlPPG8MQc9SZTZbsLEe09Uf+IVSaU157tu6LhUrebyHYze2rXi3yQMW8uYwta0IBw0FP6/pSWMfIrpYspb925XHUFzDviovlWrDvSwa8Ne0Ru2hjfBOKq4jHzfAFzUnuIZxxlAGEUPz3sS3fZV3/eEVJwcBTiE/SE9wMJ5+uXPK8LuW/mt8Qr1Y3IW3XCf2moJ1xciSO2wiKrWVlAeltKJGrKr/k0m8tmuiAAs9hhBuEb0Rqu9JBASJ+NCdBPzZBErwkPHKrYb2YGv4k/gFCXcQWmqDMWltvF8dbO9G1ILI8JA4u056+uVpFCoXOSNtdAvVSVLWo9g4oKbryK4KAmis8NAcitCuIcPbu0M1pI6ES5UYRjQFk/OlR0IGsev27ncEbHeAAEE4D3Ck2RF8nJ+ZAA+bxye8lSD9sWeaxXwH67foaY9ZY+IEdKiApbF/XwelZ3pdQ8jW2+VZsh48m2pYXB7s60IIkzeewJFZdoyLeSeEhYEjWaSw9NnKygRpzFKsJLMwPYwoJvsXeK/4NFfINwRJyV9c5u7AHLuclOcgNpmGzyhjBAxPUVS7Elov7H/kbNrteKJTWElg/cPSSPG9syVpOrmWyi7jbsxIB5u5Wwzm/ZwTcGa4ws0yr3WInnMG2FFVFOfaVlg7ph/Kx2LMnL+xPepiu5UWYKWCii85cQ07HFt2679qGYqu0F7Ij+lqwBevFvqOLA4VahqVORZTZxOO7MdPIsL8uw65hLvMSQQRT15AAH+uQuYzJhyM1/73Ai4V0BL72M18siH4Ciz24tWozvQBJ307WjVBA8JXo2FQg3IZiJ3F750SjFpX0qDuniXEyR1L+wQwkrOaA0bD7ki23utYf7eAkubVXNwR1CxposU1vfrU3fX6pTuceTYPV/gVZP43muAxq5KUcC9lpfx19x4xIcYAAAev1dfIFhfF3PVkAdANBTTI+cY9HMUStS4Hh6+CQ9RKx8vEDGpsDA84bSkOwa8vjN3Hcf3aQYCq/H+LNt4bcpIddibWLafGFS3rFENxgEtRhWaLtavX/VWmiC5sSu43lDiEJ4oicKItqUzcgQswl141XSqHAgJDQRaIQgRVM9hj+pqvJD4VYI3MBtv2KyS29pApKqnOla+vXYSfMqHrlnKDVAi7D2BJA0wiwEGT31qRX1gv0ZcqaZ9cgsQIg7Hla0dP/7wz9ffBasqNkgg34twobo/U2XIdy1Xakf7/D1Lezhiy8SdTBr+TesqS/hFq+aOlYMp0rFl/8jRkVbTsGmGAAF3tjYtWfe0UWftt9uyh8any8GCagnyGTmEwh3n2MFD23LATtP2MrSZvOfILvt9N40uiZvmUTbhhm5sXLhmy3k6PhmzwQNze3u/PuTQFai2/veAkmv4VomKlFJHJSAJK393/bq+VRXx7/pTQtFw7+7CCeed6pKL9zjwmgGIRW9mwYksSrqBZIvecElQ43l29LuKzyGRKwGlgcQ5DRw+o5yiFgN3KLiQoD4JtLGrdbQ9ggABmxiBCP+mvuu1m+WClmbd+gHwwiNdSxe7q7Xna7P9JGHTJxx3KfnRWL0utSdK8pSYOqH4L8SOCbdruUBJ4QHx33DLlIZ6q1BU/HJZ+6AyFOc8NF8kdZNRy/aKCu1CTRtITRdTp3YE/yi68wgsEiK8J0UgeHMUBBAreeAB5f7I5wWQMUIQUO7DPlrtCXdA2M1vXJgOKPVbPH4mDEX/1LArJsQrXLQFAzUksr2w5tbK/tkKtZA5QDeU7X4ABK6FgXvcqgrDuAwDqcc0F6BDCjjdFPRnnVLzlgK+g1rxgzjCBd439XquacC6LmdpPtIkHpF+sT/QcIJG7dozGMcw8CvDFmrx0W1fuflKVp61K1JuDJpoTnECJVSNBGqpDu+c37gRKHPjCG666uB04rubnPunIxDybb5irKzwGGLdwyYsFCr1ABhQah+BpwmIzCC1zkgTSAkAAAACIAAVLOlIKXS9EjT3nbY5koy8eizzDDm2egEQc90FddIaQXx3Gq5UiCX6Tdu/Tiky5mxU+N/gr5Bqmb0tvxuLGxvYJ28ZHPCNFSvvVW5p5YqLH+ims8xUVLoIJXPNDCBNM6H2mbI4p1UdVwVibuyBVhr/roqPtbSoq6PN6xJlMjWCZEZHpK8PPjrgsEna2ES3QpQAAd/GYT40creIhstPJZk5kQPOpsWxv+6XppIEecLsaVCHAespln4g7WeOzy66jjwIDll3cR4QilAb2XDFuyS0p9WZZv26kq+35SXIMKByN3OFY/AAPuywSgvzRGNJrQ8kPzKX9LQrvXKNKjs0a4a/jQk8pR7IbOkjedk/eYirtU+noFa2+fTrF/rh9YzhRyT3Uhyz+0t2AsVw6jiD9BAAAAFo+2622y8LqzKpYwWrCDuZaZY1YX0e5sVTD+nJg/G08eSbff9kYDxyYC4+XtuLqViSLR7lC0ez1focVR3ylsjPd9WPwZRl8tKjiLNhyoD2V5sLJ4KzyfkSW1klVfZspFGSGCZoVPzx5TnUmx+C2c28GR5u/KO1VubwxQXH40P5/WxzbB+1aDljNErE5qhxAm0G3RawYa8NT4v2gAIeZqLKvUR5LqIoVOB3egdjM6Ub/ESVn9SoR4Vx+q9w92pIL5GR86MLDBbGHvNDJiFKLsv1jbe8Yk6boZTXQ+RzAfZcIeagGFT26IlPjyyl+lq9cTOlJQnw19l1a1IKLORqEmDn4e80I4cdIWtMRiDSLT++ohubgK3fNVvew9AwTZ2BtEMY/Rfj/9SdJxMD/jI4SnZx5A20jk/ORBAAAAJ8JEj2cF5p5FrHRNmQfaQVqvR78yXnr7k3lQZkAyrrK8ulDGURtMqH7v13oz+pb50V69n7W6fzt/AUnLz9zGKNt7x1q6LT0FXjYcxsiITBCQ1i5HtEDGPo+/Gl8AzPrwR5+r9QY5yMRex1mdTPIzf3RcRWFA6+2GXmn3894MCkAFqvgvRsLrOaQ2H4WOnGZ4vhTpmfKE/7EXnpWVxC6Sro5PB31+899h8dooQZGBa72OIbaf9LPdsXmAosH7YtmC7xhVjQwlv7EKx7dYI2Pf3aEoSxh/sa6tTj/4LDweCS7xnFdvoV+FkGl8cKELu3UTkZRQe2KJglOqzuD8AAAAADZtRKpedJXtY7Nr0H3JTIntuLQgibqIw2zcDufCl4FPXLdINAEzMmPvMJWDrBiNZ2eS7Wfe3Dr3Q1Pa1GTg/tvYp9oz8AAGy4HStM6VF9IsotWN02Ztf/PtUflwAkNk3OEuh8i/ulzUYt07Yxf5ggAAAAJLk5gu81ocGHKnzvbazTOyqavwAAalrkrDBleMMZjJVLw6Fsy5BtTmIqoAAADVbqpJR0LE7u2H6Evi6FIEMe0v6ZAR9YP4W5XluSmjQRRK9pdsi9BNwc34EgnyGZDUH4WGgAAcbBbnMxgKcOQVyQ+TPwjY6EXL/6kn7wDSrqwgB3mvjJ/PUdER+BBJTLOGsm/QOuBMgAApW7dCbJ1V3v8ISgGAUgJj1jkpTmWkUQbfaRC2nhqWB3brrcXep2X8da3iHTBE2TAIIBgfT3kovDyorAzN9/GXPbYghPhSsHwZt1AqjhCZK8d5VHuC3wWtDnabaEsvrQBvIe3zPFlV4Zfrs+rTm6mAACfcrO+/kY8KEiZl5Xun7qBiEAqkxB2lMX/U867HILmAyP1OIk1AjR0JNRRVDPP7UPZ75Op/F181GdLMyc2xuqpO1h25tuMd+jxVfe7ZZwBqKfAI0JyBuTS7IzDPa+09pjlhc1mv1U8Ems6yMzWn2YeyiiNwyHvevf/D/ANKxQTEWTjfRM8T2qYO/PpCTD4rMxIue62jk5AsbJGoMf6TZDWxwHEkrNpIAAh7+oQRaRTwptxA3iIAq90tdtziRiOXlnyWLZQkjJhzHRXbGv+IOh5V5TzHDPdz6mCqBjA2zj7wAaTQ2mBh+y61ZdCdGXIJwu663hleWjmjG+zgAEtJ6qUQtdc+c2xGMeP0ETWINH6ahozYyLrmvSgwIkSsh9vx6vFQxsi/cWE9MYuj2eVq1C8gCTqJEBCU/3HqvbPp+Mqi/AbH7TthjsBUDE3kXukKZYMbOATAKkGY86rFpNZKIia4qGW1HUqodr9FsMEkGJKE/FTStJPmOHzTLji1TvKnYwBJO2mOa7q+VW/+BOOR0dHG78WfHQIySGEgz+4176Y2QCraRDBEuze2yG9Ig2xzFQRAKiFLALN83ASgjoYyPfibHlREEmyD3lJ9rdYhY6deDxtE5ypcMuApDG8Sd78fiHqJvNF68ZGaaInhMpHozweQAPaofAGcyjHzvqeEhRsc+GKnH7Dx+AZwEaiA8PQV8fFNCTYvNIak1HKCEG+ZpWpSsXAOBg1rpgeCFVuCg30yMQKKgtdQtNIVCv/Owy09zpFHq6n7ISyN909fOc7wnMFqptbFJPWEDCCKxyrFCQ0lMPIBGFgNrGr/s4cNXbKslRInYm8rAsmFzzcaiJagDx/TsHVRRABlF3GD8UuTd5Qw8A4Hm44VV10+IvWorFjfeGwznu5FMzNbgmgvlkZyR9RqeZZ+3wd3IWlmEp8JnieQyHkHHlTioYHcDE1A1UEiy7F5LMHlm8co4qcFriSths4NbB46wfdz90duYmMzytqHbQXlBNGE4XZliEhxWVIravzwMPZM2d8fYd5WRKV8I7FQGnYEtzcjGJaGnkD/1Sq3L7SiywLoapK4oHA7AktQPf6D3d2PVWNDW4HC9FoJLYIVIvGL9onTBYYfLlcy/+xQWcjAJOAaA1lVAe+9gIP3GRfi7+XRshVLy/9Y8aZEJFYULMveC94Sl+iDydOoSPsdam+uG41yABghFjg+2qRqWGih+73QvEOeb3Yze/oNAVbrtj7Q4jGkZZGMMS/KOiyomVYzIP8PqtTd5vU3J5pkZ+FYfx2s7HqnnYMZc3XuIfLc1g/H6hoEqb/Yrw4Seavw4yijYEmWln34UfRDz6nmvMaFfo8x02T4ZxuQkn4aedHFBDFMrH2npMdBwAaDgl0AxPVhos+Zzsg079J2kkaAEJTeNkRxqXmKTKLCm9L9vgZN8LIB5+fhoWrclP6JSLf7KlXbI4lTZhoX3igK5QH7YRUgFZlE4nMaC07xlDAdZ3QyonlWCjGL6x4ibiPIQWgk9DAB9dEJOsX6mFZ9WOFZqW7WUsAJGa5Nm175aVk0BMTG955Uy0HuqSFsnjtzgtsdgwMltiJ0zNKMGDwpqdya4FqiCn755KikBya7DcxpC8IiS9BXEyXWTq8gzfUuVsFHeueKbfD8yX8hN9jbHASODMUfMrXCEhaM8yKlgPYIQyZctj3h4EfGRZygqgyaIorScYoWRxzRRvzE3xCd4uu0zibX+7fUmtoYKtD+bl9COZ6WMYoO1fR3hQ5WxDIrUaZdzEtixoprWKpyRWSeE+oyROmFowT9iidLt16Z1GKZ9JiJt1YblpPYKodVqMoo3oSLoovE+4G+DVVnWI/k+x3OvJCFym/BlRZ806Mey4TgDQjOsyl1zshQf5NjlTJBwvl+eKabZI9qH6oPkdVNYza56ZxtwanJH0B7lSEKNGIREmXvB04nJZNFJ9ihQ6eEmmUC8HgctzYCIioL+D9Ep9EIwBEXRx3APgUDr0HvctJ+KAsNeF3yiH2y8wyGnA6whhhmWsADoAQ4e20JZJdiecclpLPA4qoOtplhQb7ZFhuu1Ulnd/C2tMOk1Uu/zWk7QJUMXgKiAse/OD83T3WJg9aHmgpa6i+Zs5laVc+XlysZ4H8Y88EMTXM42ocgeUlkog24neZbdXzdNBWV+1ESVnOB+MAv6b+LhDpnQNLEXZyGihFuWeeV+gKLSejl4K6aeCk5uw0FJJl3p/Q6wY4owN277ugMw9b44PtY93pCDwAe0uwmPdcbO+YGCHUo82Flq8c5ItVXg8h00aoDWBxs9Dx2ByaAWbqnHCb5LYfbBCgvDLD6154AJrWHvIqBE6u4RGMV/1ztnrhhdb5fScwdK9vCUkLTQrk/KZzzqOIglg/G6JeX7H1OX6ENTgt9EH0OWh3IRNkhkspeuJBBzxY+gF0M7a7Hlk/0oVwRJUCHMA8H3KmL97X6QK8GAa9Vy3113yw8AbujJJxEkJ3CoH+c2edsBgXHn4bnh927F6+83/2jTxeNH8GygE+e6i0fElx/8rmZkHwmt9+vTPjPMwPR6fDEoUI1bZnc3Ukm8qN8VvCG7xxHrWDGe7sXGB6OYSdeyWgFccWFjttSi7l5KmXprAVvbYOX7eIo0O584oQMupAhjvRy8rBhf38KU09fSO2ZNXeykVtCvkQjCv2f3rYYw5CfeIvLRzYG+3KI416/XxoL9dyIioRIs9XJ/F4i0MeUBB5lf4rb5ZZLn3L2yILL6J2EaNpVAcKuzuIQBj1cPP8njCEpH2y9/Jlkp2XsP0ysfaJe27brJK8mebZTFzUSKWDmiNFQYWQBjKo2kAbDceXtxAL7owZwOjAvmRQxDZq5YW4J9vFN7Ghfcd6j7jT9Mc+TKD4V0xgbOqBLeixwSCxWkIYIjhnAX2jDAgmwXojCNTYz+YQAzvT5Wr19oiDTdzk++hZ+VMrueyh17Mo63RnUywsoR1S3RHoh0sjWlmB31ZCtq2AvXbkcR/d7NZGRy67dGibHrrNaxBRhcNuStvOMbSv+Ommtp6ljNXzAuSJ0iFhn0T6gVaVqwCxyzwTAFqmtOLd279fp6r970B+kCiCJAviNsV2HDPdPbBtX+CaE5OEbXzTUI1HOdQncxIyBPQe+f+92tIHeAzALUFCCkh7gyWJKrhNEQlkjCOzqxOQ7klx/nrNH3DUnbAcHgf3l5bsk2ZqyTADID9HhIe1KgGjlLdbvFrdUhtFpeXBm3QQnUTZ+FYU6CexcLkcP7qw+aOzcevfJFINrpgBJP3Rm92RS3ptiHQ5Us1v3CQutU3+I8gJS3o2i5hJLGGTqz1h2KMLbJPrzjnCPFCfyAbQRKN0G44heQCrQUJYj0fwxIgUG1ev3R+mN/nJpHJlMPQTzGLQQNvzkvuOAuUI88O1Q9VPUeP8pFL258DVWB8iMJv2FkhU0LyuvL+85iVQr8tlcLp9p3vfyQxjCLP/RMH5BNEEBK1xcXV9m8VjA3f/cK64ujNV2tV3ufVCESsgG5w49J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