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Question

$a + \frac{1}{a} = 3$ হলে, $a^{2} + \frac{1}{a^{2}} = ক ত ?$

9

7

11

12

ANSWER : 2

Short Descrption

Descrption

<figure class="image image_resized" style="width:100%;"><img 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TdomsaMJFJrUqnUwP7DYeZztDbUnivK0q2JTOG4ZDK5zeFwuAI+zzvZbLbabrW+sK277+QFtYFLJV7+CUGRt/cHQ9/Y3SqP2Vzu9ft20BT9y807u973TZnHc5LFZHqcoWnKZrcJoiS8ODIwfFGsUBgtc7tbLSZuA0lTmVAssWj8IXSv1+ur9ng8jMV021g48hHWxIm8KJzeOxj8x16IYI/HY3VZLEdyZlbf2tH1zMyTgxaAABDYE4F5KWKlpaVllb7SV1KJVLWqaZ8cDIef3of7iUUtzXdFwpELaZpCpaUlwXQ6fZWqaRxNsXdxDBOLhsOLI3u+ecPgN+FDzK0NdedgAv2eIsknN3d0f3qy28QdDketk6VvIEjycB1pdk3VJZZlFYwx4jhuy2gy/Y1oNNpj9LWy0tduZ81vaJre09E3sHb82bLZ/Cm0NNafRmF00dbOXqP/+UAgYHLaTJsVUaqjGPbabTu7blrU3Hh9Npf9nsVsemxbV5+R7wOMG2pqjjZz9DM0zXz/7a3b359uNDbq2FnuTV3XGm0O+0C6kDklGIxsfVfUXa52p9W6HlHkWCSZWrr76Lqy0lvvsbn/XcgXAjRLP76tq/ezc4XZbPoL2gYCc53AvBSxlgULPkJo2hOyLMejY2Prxq1V7dEfzbW1V+RyuVs4E4tYjv3nWFfvaTpC2NtQ+4qm6IsRib60s/fdQ8YHkpjl7W235fjchVjHt+z83zTYhAVwXMOEg+NqOI5eSBLkEhKTNSRJ9mcU5f5EIjG8K19jVdVxmqY8azJZ3tra3W1syZ8TO+sCgUCFneOcO3p6tr9nK9nesuB2AuE2gZcuklKpcHlD3f3h8Ohpdpv1taFw7ORkMpne1S+fz2dZUBP4bi6bu1wQ5M/u7Ot7bNff/AiZbTU1L2Yz2bV2u+3hnQMDn9s1Qi4tdS6x0eY3GI7ri2Uya3Y/h9bcUPsJVZQeM5vNhXQuc+LASGR9Q0VFRc/IyCjcoXkgYQ9lgcDMEpiXIraopeX8bDpzL8cyGxL9/UdHENrnTrIKn+84ktT/QWBCIwnyK73DI+8KVnN9zZcVWb3TZbP+463tHZ/cta19ki7BbrfbVuXznSlK/JX5QkGQZfG80Vja2A4+Y8kY9SmS9JDZZH5rU2fXkXNlVFFaWmp1uVxcV1fX+2t6Ph+yMIzHUeH1VzrtzgvjqeQZhXzBarWYx3Rdv28kOvizkZF3z97RR65ZdrosazfzgmAfjUWOikSS23ZBLCtztzrN9udzmXwFwZDXD4XCP9j1N8PHHE09R9LUf7v6Bw1R/8DO06b6upslvnClzW7rH0tlV9eUe9cirP9QLIgPv7OzyxjtTeWFY8b8CxUDASDwPwLzUsRqKitPpBB6miHJzrFc7kNv3bs737idw2Ux3S5JMp0q8Jfm8/mIkae8vLzKbTO/TOooMzgWO3p/l+ga05g1vtLzwmOxRwRdj5gpqtJsYk+gKepEVUe1vMB3p/LZGxOJzPqZfiguamy8IJ/L3mO1WN/e3N19BELIuAR51pNxyHvVkpYTejsH3ugcHo76/X663uezJOUMV+GtuCiTzvxfLp9HFEX9hyJpk6xIi0wc85IsKb+haMJGUezXE8nkGpqm/7Z5R6cx5ff+CLNtQd1nFVl9UBZlQtLUS4ORyC93dbg2ELiARPrdBE0+0tU/9KH1yLrqwL26rJzv9ZX2MBT1M7PF8tVINGZc2/Xdjr6BD+yQnHWIYAAQAALvE5iXIlZiMlW4Sz1vaKrmzBYK68aSyS0T8Dlt3Jk4fsTi8Xj8Lovp96qqvtgXDBlnu/b3Nk4ual3wNaTq58mqmtI0zaooik5hsktS1OeT+fyTu6/FTMCuKWVprKo6XlPl500m09tbe/oMETPuhJz1tHJJ6xJ/WdlfSQL/S1NRtyhLAYJAHoyI8myBrxME0cnn848MhqNXappGVpZ77yAQOo0kySRFU6Km6W6kaV3hZOzc0dEPnvtrrK78Ds+LP2I5TskL+c+MjsXfn2qsr678JlbUnxI08eOugeDVu4OoqwpcSpPkbbqmqyzLCAzHmhVFeb0/OHpqJpNJzDo4MAAIAIE9EpiXImb0tLG2+gpVUm6mGebmnf39xvrTVJPtvVHMRK8rIv0ez2Kd0GplSYsJitKRy+WMz6C8e8PGwUrVfv9Sm5l7WVHk7TsHho+dKyOxpe3tK1iW+qfDZtV4QSzwvOCUZUUnSCKjquqgLIqPhuLJe3eJvQchm7u29vMMQx+BMdJkRdmZyOT+MDY21rs7yxq//zyGYe41mdhIcHjkuF33YBr52psWXCPk8zfoBHFp71Dw/RHarjoCpaULKisDT8ej8QUa0pHFbumPpeKfHBl59wsEkIAAEJijBOatiBkPP3uF/27OxLWIknJ+79CQ8TA6lD5ySdVXlH9JUrTwcCTy1ARGkQcrRMmlbS3f0ZG+tFDggyTGfbKOg7yU7+Z5pT+RSBj3G+5pxEu9N/2915cBt9td6XU7f0uS5Prtnd3GObz3XzyWtDXdzBeEKzWMv9TdN3D/bp0lli1qPdzn9lw7Mho+HpNEhs/z53UNDj6+O5SGsrJSgaLUYDAIo7ODFTHQDhDYB4F5K2JGn421LqeF/bGrpKRdVZXNqij/KxaOvhLJ5aJz6KG+zwCtQYijGhpsPT09xkaI/U1nFkuwG3FnTN1OdHQ7mX5x79X7gbqXtbU8nM7kPqMi9ZyB4dDD4ys0Lhb2OV03F3jxCE3XKIok7n97a4dx/dj4HZ24BiHW297e7q8s+8JoJPK79Ru3bpxHPpkMY8gLBOYMgXktYu9RZvw+34lmhjwLE+QihBHLUPQLqo43I0LP5vh8H6UjLMs6PzI2Zux0mzOjNePcU2td9bcxQs6tPf3X7G9jyZyJqjloSHNd9SOyop6h6tpndxMxvHrpop/m8vmvqYrGlpS4OpCu3iuIUj9nYh0URTMkRiUkQZdSJGkmSEJDmFiVSmfsqUzq4u2dvXv7TtwcpAAmAYH5R+BQELFdXiPtdrvDwlKrCIxrEcJmTdddJobKUzTTL0pC52AoamwAmTMiVldVtc64OkuTNVWS+XP7Q2PGDfiQpkCgrbH+N4VC4cskSV7YMxi8d1wVeHFr47c1HV1AkXSJ3WaRC4UCMplNiCRJXVVVQdN1isCYRTrCkighTBHvjvIYinrx5Tfe+vxcipkpoIEiQKCoCRxKIlZ0jjKuZCpzu3+qyWo+ls/emkwmd10wXHR9mW2DaysrrsFIvwFh/J2+oZGbxttjbPtHCC3gaLrGarM00YjQEYlEEmFdxyRPkqSkaRql6yqhaSpSVSSRFGU2m5jC+o2bHwARm23vQvuHMgEQsbnvfWPtyFgLgy8ZH4Cv/F7vaWYT81eOY57Z1tl3+sEQHkMcY7GYsa62ry+DH0CvoCgQAAIgYhADhwQBi8Xiq/b73qJIEstY+5ialwsmK2PavOP966+mlYPP5/M2VwfukBX1rdc3bvopbACZVrxQGRB4nwCIGATDIUOgsbbmNzRFnOdy2h+iCUKXZPX5/2zc/OeZAHD4ssWfzBYKDxGY6N7U0XmYcdnxTLQDdQKBQ50AiNihHgGHUP89Hk9jVXnZ3YosWRhMrO8MjnwvO+67bNOFos7lclQ3N12fTCcvwZj8zTvbd1wK08HTRRfqAQIfJAAiBhFxqBEwW61Way6XMw4rz8Q5NXZ5e+slJEl+U9W15NDo2KnRaBS+/nyoRRn096ARABE7aKihoflOwPgUTP3ypd8tCMJZmq51xnOZ7w4Njc7o1wrmO1PoHxDYHwEQsf0Rgr8DgQkSWNzUdIzFZroqkUw9OjIWfzSbfffzMZCAABCYQQIgYjMIF6o+tAgYt5yxrMJEIsVzrdmh5SHo7XwkACI2H70KfQICQAAIHCIEQMQOEUdDN4EAEAAC85EAiNh89Cr0CQgAASBwiBAAETtEHA3dBAJAAAjMRwIgYvPRq9AnIAAEgMAhQgBE7BBxNHQTCAABIDAfCYCIzUevQp+AABAAAocIARCxQ8TR0E0gAASAwHwkACI2H70KfQICQAAIHCIEQMQOEUcjhAxf0wgh4yONkIAAEAAC84IAiNi8cOP+O1FWZi0tL6n4eiQSfyIUi23cfwnIAQSAABCY+wRAxOa+j6bFwkBpaQPL0i9Kkjw6PBY9Hj7SOC1YoRIgAARmmQCI2Cw74GA1X+HxNFrs1pd0WbGms7mjxlKpzQerbWgHCAABIDBTBEDEZorsHKt3YWPjx2RZ+oOiqmw2XzglEo//c46ZCOYAASAABCZNAERs0siKr4DH47F5HLbr+Gz+a5zJpGYF4fRQJPJi8fUELAYCQAAIfJAAiNgUIqIBIZaqq6uOZ7OhaDSam0IVB7WI8Z0rn9txkiap52m6vlbT9bP6Q6GnDqoR0BgQAAJAYAYIgIhNDiqur68vrfK6Tk7GkpcIglzI8YVrgrHYKwghfXJVHfzc9RUVF+madhtJE5d3D4385uBbAC0CASAABKaXAIjYxHniRU1NjRYz+y1JEo8VBcnEFwQHwjgli+JVQ/H4HxBC6sSrO/g5a/z+0whC/wNFkLd0DQWvP/gWQItAAAgAgeklACI2QZ6Lmppq7Rbu2mg8cbKiqKMkST6t6SioStKFGBP1sqr8eDga/TFCSJtglQc9W3m5Z7mVNb9kopn7tnT3XH7QDYAGgQAQAALTTABEbAJA3W63fWFdzXcT6fS5kqT1yYr0476REWNjhGCz2Tw2ir6RpqmzJUX54mgi8egEqpyVLG63u9JltfyHQvr6zqHgmcUwBToroKBRIAAEioYAiNgEXLViYcvHVVn9hSTLiBflS/uCwWcDCLGuhoYl0XC4R8nlhJLq6udokqCiff3HRBDKT6Dag57F5/NZnGb2H0jTtM7B4LFzedR40OFAg0AACBQlARCx/bjNePA3+MvvTKYzpyKs37Gjt//7CCF51aKW85GGr83mCjujudynbRR1usVsuavAFz7XNzo6V0djRHNt9QNI15ePJtOHpdPpZFFGLRgNBIAAEHiPAIjYfkKhrq68ymMteVaWFSqeTJ0+FA5vN85dNQTKf59OZU7XVE0hGeZCRZZfsVgtzxcK/K86BwZ+PlcjLOArvdTCcVdm8/yxoVisc67aCXYBASAABCZCAERsP5SOXLnsM5Ks/kyRpJc27Og435iCW97SsggRxIN8vtAqSiIym7mduqrfQjPUqak8f0N/MPjmRODvytNYVVVnt9mW9o2OvpBIJDKTKTvZvBVe91oTZ36SF6RTRsbG3phsecgPBIAAEJhLBEDE9u0NfNzaVb9OZ3OfzGfzF3UMDj5ujMJaaqquymbzX5YluaTA5xFnMumSIN6XFYTbx5LJbZNda1rc2nSmkMvfQxPUo9sGBi5GCIkzFSQ2m63E73G/JcvSt/qCMzrtSe422jeOH8zGWTojxmej3ZlyIdQLBIDAOAIgYvsIh5qaspoKT/lfREFgRkORk0YSiSBCiFjS1PQJWZZ/jXTEqpo6qOnaEgLhu3cODRkCNOkHZnV5eQvH0C9RBGnjBeGjfaOjr81glOJFTQ0P6zp6dWtXzx0z0U5TU3Wtv6T8ExpSfLqilcmSzJMU9R9VURRF17EiKpFkKjU4EA4PTVbwJ2Av0ej3u31+fxPDEg0IY2cyk904PBp9pxhuV5lA/yALEAACIGITi4FFjbVHMIzpIazqG97q6Dh71wcl6wKBBR6X6zFB4BVZla+RReVumqKJUCq5Lp1O902gdqrR73eSJlMZgZBgZtlqTFHX5nO5I1mG+XMynb6qf3R05L0HvCGKkxbGfdiAj1y9/NskSRdCXT33d8ZiBSNvIBBguGBQ6/nfRzMPpD163aplD6VTmY8SJIElWVF1XZMZhuVpkhJ1XacxgRSKIkNIxY8NRCL3RiKR6djNiRvKyjz+Sv+xCKNzFF1v5nnBSxKESmJiTMf6a4qi/GPjtp3PIoTe7TMkIAAEip8AjMT24cPmBXVnswT5a13Xb97S1XPTrqxVkeTYAAAgAElEQVSNtbWL3Q7bQ3y+8Nbm7p6Lany+T5Mk+VuWpn+7Y3Dw0n2NLlrq69tL7NYTBVFcIwhiuSTLJEkQVprh/LIsu00mLq6rajeB0UaE9ISq64VMId/ZFxz9+xS+ymz4lwkESjxum8vHsJzdyrENLE2vIkhaVVQpKsuKhAiCpwhsVXUkq5LSS1IUqWiyhBGTSafTA5t37hycxBQn1dZY/6yqqisoinlOUsVX8rn8gE4QKUIjKIMhQSIvxzLLsIZOxxjfs7N/8NYD/SnV19dXVnicV2WzuRMlRXGaTeYww9BxUVVUsSBYRVmqEnmeYWjm1u7B4RsPUKgP1FwoDwSAwDQRABHbB8gFNZVnU4j4rc1q+cmb23YYW+uNEQpe1t58EoXJHyfSqR/0DI08ghAi6/zlN5AEcbGO8CU9waBxBdWHRjNtjbWrrKz55gIv1PECryqSksMEoXAsSyuqWoUxYaMp8kVFVTfpiqIKspwxLgDREJHLyfKDqVQqtR+/E62tNV631eXTNd1LIL1dUfWlGkILMCLMglAwI4RohDCNdUwRJC5omkaqmq4RBJY0XddJAhcokmIIAguaqqmqpiZIhnr0rU3b75lozFWWlx9h4dhzSRI9tr1n4Lm9lasNBFa5nLZf9A6HPn4g2/1ra2t9teXeq6OJ5GdEQcjTDPMHUeSfFZLZTpFlJYLnzazDstDMcHeSBIHikei6cC4XnWh/IB8QAAJzlwCI2D58U1VevpzQ1ZfNnKlb1dEnZUlS7U5rE0dzZyiSTPWNjV02bjehqcpXerOJ4w5jafq+ZCrzxHAsFhpffWtD7Rmqql6rKupr2YLwV1WSgnlFyVsoylrm852ta9pViqJ8u3No6JeTHSk0NDSU1gW8x4mCfCSfzy8TJNmj6ppVVmRa13REUjSv61pEVVVjmnIbRqg7XxBHJE2SCBUnKJIUC4oisKxOqiptjJhyGGMzxpIuSTg+AQHdnST93oh0X/dJEmuXL7k5Eond3RcMdk/lZ1JTg7hy99Kf5gq5zymKEinkhasHR0efRAgpu9WHFzY1/kmSxU+omnZ6z8DwXsV1KnZAGSAABGaHAIjYvrkzTbVV9+qqdibStK0YEzFNR36L2fxaNBa76b2NHuNrIBwORzWHEI6k0/17ECLG63VUjo2lDXHjxxc0BNNttz0lidIPdgwM3DWZcKipqeHqK/3XZtLZU5PJlF9TNJZh6TRB4G5BkV8SJXG7qugxWc93x+O8MQKRJyuSk7FnMnkrKmwlIyNZ49D1lO6cbGmsOx5r6GFV1UkdqZd29Q89tJe+sUvbmh+JJxKf8Ho9vyEwesnMmsnRcHR95+CgMV06pfYn01fICwSAwPQTABHbD1NjS3qF23mRompLFVm2kwS5QVSU3wWj0SmNHPbWXGlpqdXnsBlrSf/o6B/80WRcbdwqUuqwPc4XCu2apmcQwp0Yob9lJOm1WCzWM48f0NSaZYvviceTn+dM3D+27uz6DNrLlV9tdXUrKY5+NJlMBZxOZ9xsYnVVVTFDs2ES46cz2fyTm3bu/O88ZjWZkIK8QKBoCICITdxVlBshcwIh4yOYM/LWXu3zHWu1cEu29w3+bOJm/S9nZWX5CqygFllRBguStDWdThvrZweyy3CyJhz0/JUej9/ucvxb07UASZKXbOvsuW8PRhBLWlrqGZa8MpFMfoEkySBJ0A+TFNEty4pV09R1BMKHq4qKMEFe1DU4+MxB7wg0CASAwJQJgIhNGd2MFeSM2/FnrPYPVmz43/g3I6I8031wu92BgNfzGk2RlMBLF2zv7TW2z38gLW6qP8ZssX0rmU4t1zR1VJSVHwwGR58et9uSrK4o+6jFYrmfIYiXN+3sPmuufxduprlC/UCgmAiAiBWTtw7MVhyw213uigq/mSFbCRI7NA0VVFmpHYzGHx4bG+s9sOpnpTS5qGXBVZqqHaaoyks7ewdvGy/IDofDtaCq4i+iLLeritqTK+S+PxQaMz6hs/sIlaqvDDxCUeSCzv7BNXubkpyVHkKjQAAI7JMAiNihESB49eL2j5ho+kxBVpZJimJOZ7IiifAYQlqDLEnRTCZ3epznjZ2LxZZol8tlTiaTxoHpD+xItFqtpTUVZb8mEJFK5/K/HRwZMda89jjF2lxXe6ssCufHcoVlEzywXmycwF4gMC8JgIjNS7d+oFPEotbWwy00+d1MNt+maEqXouoPxDKZlzHGSZYkm0w0/YCmaX8cGhszzsJNV6JqapxWRbESXqclYLVY1iiyLMeSuY2aJMUVmo4NDAzM+LSpcdclwzBqKBTa1y0dTHtTwx8VST4qnEyvTKVSA9MFAeoBAkBgZgmAiM0s31mvfXFb0zEcyfwom81XSLL0VDqT+Xk0kzGmDneNSPCC6sprVFk5vS80esSBXslU5XC4alsa12ECrZIleSGBSYeuaRU6iUo0TVdpmspSBBnFOvHfjR07r08mk+nZhtRQU7OGwvofGIreuKW755wp3Iwy212A9oHAIUsARGweu97tdtsba6t+kcvlTtNl9Y8jieQ1ezi0TC1tbb40k85cHs3mjs5kMsaW/Cmnxa3NX1YU8VuahlwURWOCwiFdR+sVWQ3qmhbRdeMLbPqwVCi8MxCNhqfc0DQVLC8vryorsf9a5KXWHC+eOxQK/WeaqoZqgAAQOAgEQMQOAuTZaqK1sfYIimIeUhVFzmTyZw+Hw2/tbovfZvO4fZ6HCgVhaUGUTg7H4x/KMxn7K/2+U0wMe5mO9IiK0CvZvPBCNBo1LkWeczsgKyoqSpprAt8eiyfOVST5Jx19A8ZNKXPOzsnwh7xA4FAjACI2jz2+bOHCc2RJ+BXW0T+2dHWft4dLfPHC5vpliqg+KEmilxflE0Kx2MYDRILtdrsrk8kYGy1m7Ltoe7Oxvr7ea+ewJ5IsDOxjHYxcs2TJEU637WuFgrgkk0n9ZdOOLmM98KDbe4CsoTgQOOQJgIjN3xDAyxa1XyfzwhWSJF/WOTj4oYPAxkikwuP8XiQcu1DXdU3B+JRQJGJsQS/K1N7QUO8rK7mFwEQ5TRNbMSZfGxtL9o8mB7cFg5nEe51ij1y74gITY/pGQeDNyUz2e9s6Oh+EdbCidDkYDQTePegKaZ4SaFvQcCefL1yo6vpZg6Mf/orzqiXtJ0mS+q1kPLESIWwyMdSdO4eDlxQpDu6oVctvzxQKZ3Ms18kw9IiqyMZHRv2aquVyvHR5QYptb6hsughh/DVF1RKiINy4Ycv2P8MUYpF6HMwGAu/d1gAg5imB5oa6q7LJzI0Oj+P2HZ29/zf+JoqFjY11VrvlO7lcfq3Ai48LfP5zJo7LJePJ46L5/KxvuJisSwKB0ga7yfofgiBzgiCf0TM4+I5Rh9fr9VaVe3+ay+VOdDnsQwRFB5CqvxFNJG/r6u9/dbLtQH4gAATmFgEYic0tf0yrNV6vczGr0f8mCKwikrxQyeVeyRGEVlbm9vpcJZflsvxhosg/MzwW+6nDwp1JY/JGjNGtGUn5RTQaNW66Nw4P7+tTKtNq74FUVlNRsYRlyP8wNNM/mkitjcViWeODoK2NtavLff7rcrncSk1TezFB3tPZN/DnA/l+2YHYCWWBABCYXgIgYtPLc67VRtYE/NchRb1S17SsxWbaaDFbRZpmnDpCQoHnXwp1dN4R/d+lxqTX5TrbbjNfxrJ0J6GTeUzp/9qys+/hudapvdhjbm2qf1FX1Dar2XKrqqphzsIt11T9WFmVeazhh4LR+CPhcBgOMheJQ8FMIDARAiBiE6FU3HnYqoDvIlqnPo8JQmVYKowJHFQ19aGdPYMb3vu22K4eYpPJFHBaLL6CLCfIdDqWQChTLN33eh315R7vHbqGa2VVDVEkaXwuZ0synnwuGI0aB7xh+3yxOBPsBAITJAAiNkFQRZ4N22w2N0nK1lRKGHtvK/l8faCbPR5bJRnLBiN7+bZYkfsSzAcCQGAcARAxCAcgAASAABAoWgIgYkXrOjAcCAABIAAEQMQgBoAAEAACQKBoCYCIFa3rwHAgAASAABAAEYMYAAJAAAgAgaIlACJWtK4Dw4EAEAACQABEDGIACAABIAAEipYAiFjRug4MBwJAAAgAARAxiAEgAASAABAoWgIgYkXrOjAcCAABIAAEQMQgBoAAEAACQKBoCYCIFa3rwHAgAASAABAAEYMYAAJAAAgAgaIlACJWtK4Dw4EAEAACQABEDGIACAABIAAEipYAiFjRug4MBwJAAAgAARAxiAEgAASAABAoWgIgYkXrOjAcCAABIAAEQMQgBoAAEAACQKBoCYCIFa3rwHAgAASAABAAEYMYAAJAAAgAgaIlACJWtK4Dw4EAEAACQABEDGIACAABIAAEipYAiFjRug4MBwJAAAgAARAxiAEgAASAABAoWgIgYkXrOjAcCAABIAAEQMQgBoAAEAACQKBoCYCIFa3rwHAgAASAABAAEYMYAAJAAAgAgaIlACJWtK4Dw4EAEAACQABEDGIACAABIAAEipYAiFjRug4MBwJAAAgAARAxiAEgAASAABAoWgIgYkXrOjAcCACBSRDgqsrK6kVdj0YikShCSN9HWaq2oqItns0OZzKZxCTagKyzQABEbBagQ5NAAAgcPAJWq9XbWFt5QzadPsXtLhmQFeXmjds6nkQIqbtbUVteXu3ze69VFPn4sWTipKGh8PaDZym0NBUCIGJToQZlgAAQKBoCzbW1l2iq+ktN07GONWS323sxic7duKXjv7s6UVpaavW57CdZTOZrs/mskOeFbw2OhP9VNJ08hA0FETuEnQ9dBwKHAoHWuroHeVE4l2FYRDMUUhUZedzuv7/61sYzEEJCaWlpWaWv5JaCwJ+Cdfz34Ujs0lwuZ0w5QioCAiBiReCkuWqiz+ezEARRMjo6OryfNYa52gWwa3YJkCuXLlznsFjoF1/774szZcryttZHcnz+DKwh1W63/p1k2SOxpgnZbGFdJJXK+9yOhwSePwqT5F+TfYNfjiKUmylboN7pJwAiNv1MJ1ojgRDSJpp5Luar8fubSYzulxX1T0ORyK/2tMYwF+0Gm+YGgZqaiiU2xvQvl9Px9Ctvvv1FhJAyE5YdtmzxQ3mBPwdjoi+XyZ/gKfNcQZPkF2mKPofn+bOisfinkaY9F83kzkmn08mZsAHqnDkCIGIzx3avNXs8HlttZdl5mUyWHUtE/pxMCkP7MYNd0d6+VifUlkI239PRP/QKQkicBdM/0KTD4ai10uSbFEEwgiqdEIln1s+2TYdQ+wxCyPj9ysX6MuT1uhbV+AMbOY799yv/3XDiTL0ELWpruoHExOWiJP5wR1ffzY11dStK3I5XLGZTKBqL+2VR3DEYjn48n89HDqH4mTddBRGbBVe2NdUfqyjKg8l4sowg8LaCInwqkxF79mAKtbStsc1isZ6Wz+VPyvF8AqkatljM3cl04r7BUOydWZ7G46q8nudIkjyCJMmre4Khm2cB56HUJA6Ulja43PbTc9nckaIocjRF9REM/WD/8OirxQbC7Xa3VfpKN5k5euMb72w7AiEk7a8PLpfL4babl3MM7cvL0jsDA6GB917o9rpl3ufz1ZoZZkH/8PDL7+Wl161e8Xo2m12haZrMi+K5Pf1Dj+yvbfj7/gkYrBfUVp+uKuJrb2zY/Ob+Sxx4DhCxA2c42Rrw4auXXxGPxW9Mp9MU1gmMCfxWIpc/nef5kXGVEetWLP2MoirnZ/KFelWW18cy+Ss0TSOdFtNHsK4vFHnxlpFEIjhZA6Yzf0156dVIRT8yWc2Pd/QNGgvlRT1FOp1sprMuv83mKfF7Ly7w/FmqqjoUVR3RFbVL1XXdajH39QyFvj/LLzST7q7bam31lXk2WTj2nQ3bOo/c3+xCVVlZa4nHeWc2m11rNVuw2cwNIYLoQBi9OpZIvtjTM7hpovG3cmHbTZKqfFtTtZeCY7FPJZPJ9KQ7AAU+RGD18sVX0RT1IxPHXv3Cy6//5GAgAhE7GJQ/2AZ12PIl98Ri8XNJinwznUh7aYaup2jyt73B0Yt3rQu0N9Uustucv0xnsu2aqryQzKeuDodTxlvn+GT4b1+HNme8d+Wl7o8ymHzSajUPDkUTa7PZbGzGGz3EGrDb7e6astJ70tns8bIkPZ7npV8hutCbTqPMuIf2rMbBVFxitVpbAr6SLTSB39jaPXDsftbE8KqlC+8tFPhPkhg/nsrnN9jMFj/DMCcoktDGMGyMptgfDEejfwwGg/z+7CkvL28pL3FeMhaJ/TwYjXbvLz/8fWIE1ixf+nWz2fxzRZa/9Mp/3/z9xEodWC4QsQPjN5XS5LKW5l8ns+lP0yR1g6bjbqwpD5ssZiGeSB8/Eo1u8vv9nqoyz13ZXP5ETdO2Z7OFC4ORyNapNDbTZRwOh8ttNv2TJHBbThJOD0eTz8x0m4dY/aZFLfU/E0TpXE3V7u4ZHLkezZPdc1artc3vdW+ysuyzGzu6P7Efv1LrVi17Qtf13H/eeucLu0Ztxvqyx2H9lNVqvUaSRJPFYr7ujQ2b/7C/Ud0hFkMHrbtHrl15KUlSP2NI8oLnXn7t/oPRMIjYwaC8WxsNNZWnypJ0Zl4qfD8Wyw601lb/EWN8Gskw127Z2XXL8ra2z6Yz6bsphkoosnxlz9DIQ7M94toXpgqf52Qa4b8QBPGbvtHI5XPZ1llw94E0SbQ31X0dY/IGhPUntnb0fAUhlD+QCudSWavV2l5d7t1kNXMPr9+843P7s23diuW3xjOptzq6ev+0e94FtbVH+rwlj+iaxgu8dNHb27Y9v7/64O/TT+Cow1f/hKGY/0MkccYLL738+PS38OEa57qI4bKyMo+qqnw0Gp1PZzeM7fXkezvLUE1l5YkM1p+wWa29Fht3jyAol6RSmWqGof4eSWU/XwR9N9X4vC8SGFv7wpHD5tOD9mD8CPfWRlV5+XKnw/aMoqmRcCx5UiKRMM7jzZtks9maykvcmziaemZLd++n9texhrKy0p5w2Fi72tMGENxYX/1Rl915v81qemdnf/CcYDAI9x7uD+o0//24Iw/7LUszZwsF8eiX3ngDNna01dYuZs3MD/L5Ao6kst9IpT60JjTNLpid6owdV2Uu2/OKrK0s9ZaG4omEiyCJPllRvtkzMPzc7Fg1uVar/aWXUJi6IZXNfySeybw1udKQew8EqGWLWu7jBeHkXFY4bXh01DhWsbdE+P2IC4XefbjPyFmrmfCQx2z2l1cGthNIf3tzZ/d0bLHHzfU1F7qcrpsZmr7p5f++ectEN3rMRP8OwTrxx447+n4Ty5yaSOWO+ffrrxsbbWY8zemR2PL25qtHR8PXmziTbjax39vaMzCXt3ATNTU1dlbXXZF0OplKpYw3xgkvti9qWnBpLpP7GWsyybqOukVRuKY/FHp6ps7OTHdkOZ3OmhKrZb2oSD8MhqPGwWdIB0CgJhBYzTLkU7quP9PVP/SlPT2My8rKamwseQ7WUbPJbKlLZzJZnhe/GUkmtx1A0wetqHFfYcDr2SLwhXxH3+BqhFDhQBs36qzxl73EUGRpNJo4rmtoqO9A64TyEyaAjz/q8N/ZbdaPRqOpj7y6fv2WCZc8gIxzWsRaGuvPErLZuxFGnN1q+edQNHXWXNwKW1ZWVlrvL/0ML0irSYosy+Wydl3Tngin8r9OpVKpifjHZrOVVPhKHiYQZgqictPA8PALRfYWydT6fU8jHfX1j0aMtZsJC/hE+BxieciFzQseKOSzR6f5/DGxWLZr9/4HAt5FJor+fYEXmnRVCzMsi0mS9BO6/maSD308FkPZImBGL25tekPkeUcsO7RsumxubWo4x8Sy95pN3I2vrn/7h0XAYTZNNA7NG7f5f+hG/6kYdcIx637BMuxnxlLxI9av33RQdn3OaREzptkCXvcDoiAuxgR6MZoufC8xy+eidnessZOw2ld6QTwe/7ogiSpN0YIiKy5ZEt2ciX2gLzT2VYTQfrf8GvUa/SVF0RwrFEanEkCzXaa2wncDhcnW7mDIWN+Y6yJGud1uM4txBcLYghHSaJZ0Ou2OUj7H96VEcWhsbMw4LjAtP+7J+Ka6omItgfWndIR+NRD88Pkvt9td6bGZH+MFsbYgiZcJUuZFIo8Uu8f9eYIif4SxftnQaOw3k2lz97w+H7JoWqktGo2GD6Se/ZSllrS1/EfgC/5wIr1woi98E7DHvHxx+3MmhvEN9w8dNRiLFcvviXW73SzHcQ6z2Wzv6ekxXl6MG1lmJBkXH7cvqLuLpMl/vvjy67+ehqlofOLRh9/NstzHu4f6j+7o6AMRMzzn8Xj8Lit7siyozw+Ew7ufk5oR5060Ur/fb15Q5b8kk8l+MZlKFxDG96qavIEkKSvW9Dt1Va9HFPmNgZHRA3qg7MceY4OI8W+/tx1MtF9TzVdbXXkFqWklPcMj35lqHTNcjvb5fAETg1YRCJ8g8mIbJnGD2WRGuq7rBElySNcxzTA8SZIZjNArsVjqtuDYmHG84WCJMtvSUPcnUSiszmf5dZF0evfpMKq5ofrufC7/SUGWro3GM8bUrbFRiDauoaqv9j+ma3pH3/Do/02VpbFt3WFmH5Mk0ZYVlI9Oo7jsbhKxYnH7o/lcfl00nV0Um0axaV5Q91kLx/4eE9TlGzZvncvT29jj8SzwOK1n6ap2PMMyPpblzHaHLcWQ9PU9w6Gne3p6pnrFHFnp87UQFK62Wiy1NpuFKMjoqS1btvQbsbJqyaLrEELX2cymFwZfX39qzzRcZXfMYSvvtNvtx27vGTy+p6fnoFzEMKdHYlP9ER6kcsQRq1ecLsriNUJewLk8f01fMGhswnj3zb2uyn88jcm/UCS5Y3vfwEemY75/T/1qqa36CKGj81OpzI9HUqmDspC6N74LairPlhQ5PRgMz8WzYqaFTQu+xwvC8ZIk1aqagkhMximaimOMO1RNHZRlKaVrKI0IksC6xtA0tUTkxaMFRfq/ZKZgrE/OeKrw+dZwLPGsIqv3DY6OXbG7eFaWla10OKyPZzO5Pw+Ohq8y3tTbmxuvQJp2ZjKdvJrhzC2UhhZ2Dw8bU7pTSnWBwKdEUXwYYxRP80J7NpuNT6miCRRa3Nr8C1mSvhBJRtfE49mdEygyoSylpaUNAZ9nA0NTb65/Z+tJMzmimZBBe8hUZrWW2n0ll6mycpbVauU4jh1kaCZKs5xHU5V6RZJlzsT+7sVXXjemRCf7koqb62svYEjyR6qmUxarJcOxDEPT9FPR0bFrFYKoZRn6bwWeLzFbzN9+Z+v2n021H+PLfeTow2+3mG1r3nj72aMjkYNzHAREbIqea62rq3J7nA9ksrlmTVFv3dbde9tuw3FmRXvLb7O5/DGpZPrIPbxRT7HlDxZrqKr4tMjzD9qt9ge29w/M9lqU+b2HxYxNgUwVmhshu8nrfsdstlTY7Y6fheNjTyUS2SDP88YD2pju3dNICy+orfyOLMvUQDBsXOs00wk31lb+ShSlz2SF/FGJRG73rwoTrQvq7lFl+aixdO7YZDI5ZExB1/h9m/KFQg1C+m9VHb2oKeqy/mDoyqka21xffXsuy19CM9RQfzDUPNHp8Km019604BsEga4PRcNr97T2N5U6jTLGZ4KqyrzrJbFgGU1k14yNjc2py33rq6qWcwx5h6JpjRxn+lu+kPtdNJndkk6njaNEVHtDwxElpe67JVnCkUTmiL6+vv1dEv4BVFVV5cu9Ts8TkiSF07nsbQRBRT1u19kUiY/laOaxgiwek0pkljAMvXUkGvv4dC3THLdu9W/c7lL/X578+6cP1oFzELEp/kqOXLPyHJ4v3FLIFXaOZXJn72ntoL2p4WKCIK8ajY0eF41m9nTB7xRb///Faioq1iBFetZsNo+Gkum1Mzj1c8C2znIFuKzUdZOZM32dJIg/JfPCzbFY7EMbJna3saGq6kyCxKVd/YN3zLT9VqvVW+pyvKHI0qbhcPTM3dfjfD7XQhtrfkFD+p19QyHj7VwPlHs/ZTGZHuF5nqApMu102n4ci+eeGwyFjMuhp5Rqqyo+rYnKnymW7u0dCi6cwYcRubi58VJFVa5BBD4jns5v1XW9EIlEjJegyY48du8rsbit5Xeaqp4aS8fXjI7GO6YEY2YKUUvaml8QReEIkqJ+vm1nzzV7YIzXrV5xL02TR3f1B1eNjIxMeDTsdDqdzQ11j8my5IsmY2cMDYV3GN1wu932Sr/3BqvF+sVcJmdVFEVVkXLJzu6B6VruwCcdd9QDFqvZ9PrbWz83keu/pgMviNjUKDLHHLb6V+lU+tRcoXBl18DQ+DvCqIbq6oWaKihOh2uNrukXjcSTJ83Um2AgULrAQrIvYYJwYl2/sGNg+EO3GUytiwdUinA4HA6LhfJxJGOlaMZLYmxnKMJcEGVeV9WCrGuypipjukaKuqqKI7GYMU8/0yM4c5nH/VVd1apEXb4vlcrvd/rVYzaXyzQtHIzvTFVVlJ1JIPSAqihfHI7EPuTHhir/9YqiXpTP8UdGM/97KaoNlD9kNpvP1jQtWSgUSjiGfqZzIHj6FEWAcjgctsqykrP4rHiHTuABWZMvozB2UjRp0nQ8JotK51A4bLQ9WZExlzudpZhhKkiMq20mUxNBk026jtZKslxps1lGKIriCUykKIYO6pqyQZLVGC8KA5IqD3d1DfRONj7aG+tuxCR1eTqVXTc0Ovr2AUX0NBY27sJsaqh5naFosj84emwoFNrTIXZ8xJqVdxMYn9QXHF0xPDwcmqgJSxe3f87KmX5ZKBS+9vbW7X8cX66htvYEp836d0mSSI5hnuocHDpvGmMbn/ax4/5iNnP9f3z0aWNdfKZ/z+92bdZFzNjdx2A5YGGsuomjKzZ0dM3F9ZQPxE97U9Miu838+0K+oPQGQx8bf+ltIBCocJmYRxVVLicpJoKQ/ta2rr6vz9B2eSSbjHIAACAASURBVKausnIR1tQnGY51Wjjudl6QnkwJ2RxWsKaRcioUShg7s2biACz2IWSW3W6XzURVsiTTriO0AGm6A9OEk6LIeqyjMpKiWFXVCGzc1Y+xsQFBJUhSVhVVQ1iXNU2VMMJZlqX/tnFb14+Nz8VP9Mc6xXxGzBv/5tpt+0RTbdUfRVn6WC6dXxXLZjvH98+4o9LjsL2maepr/f+7KFoz/pvPaXuHomlR1tQrMMIPFvI5WpH11eFEYvepyPHV4dLSUguhFGoRyVQjVWtnWKaSIYk2lmMrCEw5k+msh+MY1WQx52mKojDGxssGL6tKXpPli3f0Df1zAvyZuvLyVQSNv6DJ2iKWYasplnXSJEWyJg4jjJRcPp8QeL6XZumQoqoppKkSQRAswoSLoqkyEulemmERS1HbMUU+9dr6jQ9ONJ6b6muvZSjy+rwgnNI3GJxLzxVu5eL2f5E0PfDfDe+cu5cdsMTalcv+oinK0fGx+OKekZEJbZIwRmELmxuepUmC6dzS8ZGRceuZDdUVay0W222yLK8u93o3dA0FT52MOE7E32eccuILqqbf+djfn//zBPJPS5bZFjF82LJF142Fo1/hTHQ/TbO3vrOz+9Fp6dkMVrJu9cqv8nzhB7qOHt64dful4x+IS9qaDi9kC08jXXfQFBXnNeXz0/UDqkGIoxoqKyy0aZEqqQFBKNQgjOs0Vf8YxgTDmZl+jMmsqmskgQkVIz2pa9pbkdHIz2OFwoTf5PaCjrPZbFaH2VzudljbNFVbVsgXmjVNqyAY2qXqOs0azzqCyOmaHtV1NUFQVIYiyZikqCFNUiKiLOd1rIkI6bym4pSiKIa6yQRBqDStE0PhhLETb0LHEWbQvbNStbG25bJZ3qFInOnqH16zu5j7ShzHmk2mZ0RZ+kIoknj3AVFZ7j3RZrP9RRbFH3YPBm+prw78hM8XrrDbbN/a2T946546UhsIrHLYzF8XBSmQTKcWaZpm4TgOmS2mqKrpwxjhAqGh6lyh0GDimJdzovALpBMxVVHSmqIImKIaCpL09n4+IEktbGo4iWGYc/K53Ec1TTcTJN3LmUyDHMPIqqK8rej6KJ/L9aXT6Y7RZNKITWND1Ph1yXdfNux2u9NtMzVSFN1m5jhmS2fPPRMVserKsq9aONPtAi9/oi84p0QMNTXUnkLpRG57b+9Le/KT8YKyoKbyZazpZE8wdNhEz8e2NjSc6nI7/0CQ6LuvvrHh57vq9vl8df4S96uSLPltdjsym823vfTqf6a8g3VPNtfU1JQta2n4XV9/8Cubdu48aDvJZ13EVi9su3EsFvsGRRNdvCRdFAzHp3LfFtnSUL04lcoTo7GYcUp8slMdk3lw4WMOX/39RCx1BUWjq9/e1vnL8YVXL1v4tVwq93NB4CmaZhSKJn+xraffWGQ/kDd/XF9fHygxc5/lhcJx2UyuWVI1miBQgiIJjHWiiTVxcUVV7+RFYQPG+pgkGn8nJAJjVUKFcCw2JRFjGqqqFjgc5hOFvLhGkpU6hHWXIstmgqayOtL7kY56ka4P5XgphHR9VCPUhKoSPclkctdhW+PBdLC2p0/Gj3Mqr8fhWG42s69xDPfXrsGhz+/OzFviOtdi4u4XROW40WjUuILK1FDlf5wkqYpQLHm0sYPQmKZy2ywvsiwtd/YNHb2nF4LK8tIjSJL6Mdb1ZEEQ/iuJUgwRaBCReETX80OpFMpVlXvPpgj6d5hE5/UOjTwwWVD11dXHWC3cY4IgOEtLS4cVRX5iaHDkjlAs1uNyuazJZDLj8/nMXoejcmtX16SnCSdqT2N19ekWm/mRfLZwStfg4D8mWm4S+YznpzG7YMS38b9GGh/rUz5j2Lag7mzOZLofY3THhs3bjV2qE0prli/+LkVSV+ayhbM2dXTsGn3SC5sa71NU9VyO5ZDJzPCiIHz27a0dT+ypUuPokIVhFmYFoS8cDkcn1DBCqLGxqq6ppuaYp55/5b5xHIzjP0bapTUGH+NZOG3PhNkWMbR8UculqXjySk3XtuQL+avGUvnNE4W2K18gEHD77JbfJJPJtQRJ3NMTDBvTUlM9W7G/5pkj1654LJ3MHCfJ0tkdvQMfCITVSxZ9M5fN3qDrWrem6ZVmlg6PjiVOGE0mJ7W7aJwReMXClo9RFPO5WDxxpKLIGCF9qyZrL6m6vs1s4RyEhm6iaCo1FI0fN13f86qocAfKXN6vioJ4Gl8Qay0Wa5phmG5V14ZkTdmWSKQ2CNnszgTPj7330nBAQVnhdgecpa727Z29z+7PAfPx7zUV5V9WVeUuTBGXDgUjt+/ex4DfdwGJ0G8Yhjk3nsm/5rFbPi0rymU5Ubg4Ou7zNy67/WMWE/sHHWlnjETie5vyM86UGQ/dPf5GKn2+L5k59lepTHZ1JJmc9CeAqiu8aymS+jNBkN4St7OXwMTlr7+9edet8kRzQ/VqjuXOlETxI3abfXMinfx5V9+wsWZ1IC96HwoLY/3HZuGezubzn+zpH3pqGuKGri4rO95k5pYgVbeyHFXCMJxNliUGIdKk6gqBMBY0RVVUWUklUumbx9JpQ6Qnm0yrli78u6KoNaP/r707gZKjqvcHfmuv6r179i2zZLJAQoAEkC2i4vJXREWJ+y4ooKg8F54LrogoKvIQUXEBnzsqiIqCK6sBkSUh+zbJ7DPd03vty/8UJr4QEjK3p2e6Zvrb53DOO75bt3738+vMt7uqumpw5AWjudze6U5w5mknf0PihZdO5rOv3LBhy1O3H1vW1/1OSZCv5zhuIhwJ88TzWniRv/DvD6w/7PO+Vi1f8ppEPHZ9NBz63QOPbvzoUS4W8zNE7O3oWN7W2nxWJBTqL6qlSVO3Pcc2G1me62QZJhoOh21FFnSW5bI8L+ZKamnAsMj6vSMjm2Z6AUjNQ8y/OwFxjUtcl9w6OJ72PzlQn7/xf5zZ1ZL6VX4qd0YkHNoynC2+MpPJHPyU5Om+B446blE8nly0tO/OXK5womkar97+9GPt/Bknn/T1Qi77WtfxrtYtQxF57r8ZhvnA5t17/U8nlbyYlUv7vmCY5rssw9nred4tpXz+9oym+YdgPP/3MC3J2B22aT+2dWCv/5wlar9Di2qJRJpb2pq/oarauZIsc9FYbCIei27meeF+taxt/dv69f4jFqp50lY59cRVn2dZsuzBf214dZXnrsR8zrfp72r/vmnbbymX9TMyhcIzjka0tjY+P8QLfxIFcYOuG8T13CUcz9+yZ2jEPyR08JEHtrOp4SMeIdHhycwnK1lIa1Pq/Fgo9M2pyakTKjwMzSQS8iKeUVbyPPFsL3vfgVtKdbU1nqTw8u28ICQi8eijhq63eI4T4gT+ssc2bfM/EM74/Xtgzf7PTyKRyM/LuvbKHbv3/a4Si4O3aW9oWB6PR+5yPabJIx7HcaybTCaLhm6UCMMUPdcZMwwrb7tW3rKsIcPQ7xoen1pPu99lvb1vjsZCN+mGfsWTW3f5NzGe9uu5p532dYElry1q5dc9/OiG+7q62k5qiCZ/Thg37treOzmJDyWisR+EJOmBTbsHzh8YGHjGbfG629tPbGxIXq3q6kNbduy56jDnqf0faLfGZPkFhHHWchy3Wpbkfo4XHIYwJUEUHY4lmuPYOY7j07IkFRmW4URREDmWFV3XNQ1Dd8PhyPjOwYGvbtmyZ9ohfTiImofY/qLk/f8QK/0kxhy/fPH7spnse+OJ2KMTOwYuHJ+l5y75IdazvP9XpWL5tIJWft3OPYN3HID176G4tLvrx7qqtoxPpF+ljo9PNvf23ssLrLFnbPKcQqFQ0aMhmsLh1mhT6rxSvvTAxL9v7vofp7ZEoruxqeFO0zTv3LZ38CPTfrc/y0D/Q4HkurfxPL+W5wUnFotM8AJXsC3b/2Dw58e2bvd/GDmjb14Hdt/X0bE0GlbezQr86xzbvmPDtp3vn8tbPTU1kUgs1HGyyLHHlHXjCVM1h03DcEyO00ulkn9Zc6XvSZpWiP3dnfc6jrN4Ils4rlwuH+5WT5H+7vZbNc1cbVnGGMfyPx/NZP1vbIe7R6L/71qq9CKZVCpybEui8bbh9NRplb5nj7B44YRjlt6iqup5HmGuymuFnyhcSAyF5BsVWezSDH3dlp17H6WBe7axS7u73xsKy9eXy/q5O/burcaP1eX+3kXrPMc9yXHdjGYZD1iWN8rzRmZiouyfy/UvSprRqQz/woxj+rv/bOiGtH1g6OxSqeQf6Zj2a+3pp35V4bmLeJF/39jE5E7Pdb9h285SlmM+/sSm7f6pD+GsM079XkgUzy6US+seePjR+w43uf83IJ1O+79ZO/TfOb9iSd86juU+qxtmtxKS85FI5DFV09eXSsX782V9gmVZ23GczOTkpP/e9G/qXJW/FUdCCEqITbtJzzKQT0WjJ3s8P+z/CLQaEx5hDv7MNau/mc1l38Fx3Ac2bN/5zQPjTjphxRlhOfQdWzfufuDxDR/2/xgvX9zzbuK4X+N47oObdu75brXr8m8c3N3c+Fvd0u/YuW/UP4xalVfYD05OPJ8XuC7XIzrhmL2m592fTqf9iy8O92nZfy8925uVXdrT9QpdV+P7xjL+hQl6f0/HqTxhv6XpxmJJEv8+NTn1ngo/+VOt2b+VmcKyx/ESu9KznXMsxzlO8r9y+p+mPS9LGMZwCdmplfVPj2bm5PdFof6ero08IdrWgcE1z3IoPBSNSp3FouFfcTqbN/gVlvR0XpOdmPpyNfuxqLV1RTSq3ENY5q5N23a//cA37q6ursVLutq/o5vGXx985HH/SRVV+TZ27JLF13EMc1GuWD5jcHT0Eao3SY0GH7tk8aUCz11jWtaFW3bu8a/EfLa/3c+4yvakVaveFYuFbxQFcfPI6EibaVlxlmNv2Lx99+UHXHtaW3uOOWbpt3hRGNxy11/eR3G7Keb45cv/i+XYjxKGbDUt87Z0rvib8fFx/8rJah6ZodJfSCFGtfCZDD526eKXupb1M4aQ9ZPFfeen06R0XH/3qZFI5HLXZZrTucylu/b9+3cp/ieahojyY1nmO0cypZfNwg1V2ZX9i7+sm2pm577RL85kXZTb+ocU2sIseb5p28tFQWBL5bKbKanXEEIKh87lX23VFA39NZvNrxR47jo5Iv9I4ZXrC+XiqZwg3l3OFd6d0bRZOQR8cC3t7U0nhkXpe+WyutR1XdexnbKsyBOcJDzgOt5jhq6P2paraZa1RZ35FZ3TJQ0vXtS5hRBn5659oy+co29/R6vNPyFf8YUJh5t8WU/XxS4h16qaef7w+Ph/Du/1dbW/symZ/GwsFv35I5u2fX66V+IdZQH+FZJ/Yjl2+fDE1Opq3pfxaHCV/v/b2hLdLanWBzziPv7Epu3r9l+Yo7S0tLRxntcqCdziWDR8isewDZ7n7mVY988bNu/+28Hvl+bm5pbF3Z2/0DX9uWqpqNoe+eKuvYP+kZOnPebGH9ecTLY8uW2b/0PoaX1o8P+9H9PXfa/jeYViUX37xq1bj3q+tD0abYw1J7uLujNA84NtGkOEGI3W/42VV/T1fLZULL2PYZhbRUXcKHD8811CVjIcf9XmHbv8y4D/860klVI6m6Opa1iO/93m3Xt/XNkuj7xVR1PTCaGwfMKOgcGbqz33EeZjV/T3vlwtqe83dH0lw/BFhiGNDEOitmNdP5or+FdTPe0wnP+jYUmRHhJ5scu0LC0aiWwtqMUVvMDdm1eti/KVnQCnXm5rY+NZPM98xjLNMcfzflvSzPW6rvu3JJr1wx5HKtb/1tve3LDRtowH9gyNv4p6UfNkgyWLuu7gGObEbGZqzfj/HSZjly1a9Gue418ZjoZ+u2Nw+C3VCLHmcLgl1dL8sCILex/bvP3sWn5TmGZ7pOOPXX6jIPCvdWznguHR8b3RSOi8sCydThhGsixnq//tRzeNjaZmbh1Op/2jTYf9TeVpJx3/Ho4VPj85mXnftj17/J8sVeXDiP+stiWLOq9iGMYZy+a/tmvXriM9aZxtTaWWR8Ohd7Acc47ACy2NzY3Xb9qx5yuz8ZR6hNg032GHGRZa3NH2CcK6b3NdwjKEnXA97ycDI2P+eYrD/daJ3z/HtD71VFCWP/9szX1wOezSnp5XGIb2CdMwJY8hf7As59eKLPZzLHsd8TynXCyfeJjDUFJnY+pjHMe91TStXsKwXigsP5TPFd+WLj7zeVkVrJ9mE/8crH/4oyr/uGl2fLixDYrSEWtIPMEQ997dQ+P+hS0L8aUs7uzYKIpCesvugTMPvFf9AO9ubX1UksRWyzLdaCRy0z8ee+KDM726OJmMrGxONq1nGOZHW3ftrvhmyHPViL7ujnOi4cgveJ4XTMvKOLbFh8LhraZh3jSWyd01MTHhnxs76rkl/5zaqSced3tZVe/Z/yy1av9N8P/O+LlxpMOHzLL+3nUiL1xnWYZNCLMjFoutjijK3Zt2DbxjfHy87N8bsjWVWhaKKj2cKAzv2DHgn+evuE6E2Mzepf7tlXpFxukgLjsyWSj454vm4kKAmVU9g62X9vae4tjmVw3TlC3bvXI8k/Hv3O9/ImSXdXd/27HtN5R1/eQjnEtiOlpbn8e7zp0eQyzVtN+QzmarccJ9BisKxKbRns62LSzxtu4eGnvxQnwP+WHV0dywVZKk+zdu3fGKA2tc1NF6fiwU/TEvcv8kLlmulsphXuIv3Lxzj3/E4qh/tI/Uvfb2lnOT4egvVU1/356hIf/ISKBf7U1NJ4YjofMcy3JUVd9CGGaP6XnbpqamnnFo/tkWcvrJJ1wSDkdftmXnnnUzvXS9ErD+7u7TGhoSt9i2lR1NT1zsFvTBY1at+LUiSRPbB0cu4jx7jSDwHyvni8fzosClEvFfDmfyl8ykVoRYJZ2q021aWlp6U5HwDYZhLDFM6/PDExM/8ina29vlkZERra+r6+3Eda5XdeMFY5kj/mhd6O1o/m/bdNzByYx//mxGV3MtkFZI/d2dDzm2SfYMTzzjbh0LYY3tjY3LImHlcYHn7tq0a8C/t6MfUNLyvt5bOY5pHpvKvyYWCq2JhpUbWJZhbcu+diI/9r8TE+VK7j7PHLO471rPdd9eLJZOGZ7GjZ4XgnFLS0vzc0489qonn9zxpd1DQ3PyQMqD3bpbWnoX9/f+yrSt8o6BobeOj4/v6e7uPqanveVB/+bUpVJpu66bZ1iOxVqm80fDtH7n8e76/TcorvgDC0JsIbx752YNzIplSz5im9Z7NdP48b7hUf/RJEZvV9faeET6mGO7t9oMGSSW+7nRbO4NOYofaM5N+YHeC9u3qOMXjm09fzJXWqnO0yd7P5twOBxuWdTctInjuCef3LnrbP/OHQ3x0CUcYS8q6+q6A3fqaYrF+hMNyVc5lhUhLHPf7n3D07lH46G7jqxY2n+ff+HOlp27z6j0pwaBfsccpjj/nFXUtrnd2Wy+BrUzLzjz1M/zHP+u8cmpdU9s3ny/X8PxK1a8pKkxeVs2m1VYhnFFXtxcKJf+Z+PW7f4H4KrcYg4hVoNuz8dd+o8yb4zFfmroeng8lzt3/73z+OOX939Z140PEJYddSzrKsdzH9kzNPbPmRwKmo8+M625s6Xp/a7jfE3VzRfmSqW/z3S+AG7Prlref69hGMtZlr1O1bSXcBzXY1v2B/eNTf6ymvV2trY+L6yIf/Rc5kPb987+I3SqWft8nct/zMualceul2Vh78bte84bGBjwTzEwZ59x2pfKmvrhfKHAtDY3bRsZnXzttj17/FsDVu2FEKsa5cKeaOWy/neVS9rVHMf+aOe+Qf8uEZ7/xm2KR37PcdxzyiWNcYn7ucGxiSsRYPTvhVQkskIJy+s9x/7ZSDr37oVo2NfV/gae566yTZtYtvV4STW+ki0WH6DXetYtuCW9i27hWOaMwbH0qUe5UXGVd12/0y3t7V3b2dl2pygKV/3xL/f4P/VhTllzwlslQfyffD4Xs0zTa0ylRiezhfO37tz5j2pKIcSqqblw52KO7e/7oV7WzjU8603DY+mnLsZoaYk0J0MN/+B4LlzKF+Msz02NZfPP0TRtWo+NWLhcFa1M7GxpvFvXteW6w6yivVNDRXuc+40Y/7Ci6DhiVtf93wRW/erQhoaGYxpioXtdx7t+576hz839Eutzjycce+y69rZm/2KcS+/8y99vOmnVipeHIpHvaareIEuCfxOBJziOO04Uuf/50z3/8B/oWvHViIcKI8Tq8z1Hu2ru2CWL7zI17cR8SX3hZC731FODe9ubXyRJ8k85nr/XMI09rmW/3yHkbXtHxp/2ID7andXr+ERUOU/k+J+5HnlvOl+s+t1d6sCV7e/uuF6SpBcPDI+vPcLtu+qAYe6XeOYpa9bFopGbI2Hlupx/e1+1fFksHis2NzRapVLJmsxOXUw85/x4LPb84eHJ1z62adNTT5uuxgshVg3FhT8Hu6yn57eWqZ9luPa5w2Np/y4BZNXS/o8bhnmx5TkX50ra4wlJWK8o8sObdu/17zZQ9U/ZC5+ZSK2p+E88hhyvWfr/KxSMp57ejNf0BNrbG1cnw7E/GLpx9c7B4WuntxVGVUOgv6Ojc9nypXeZltWXzmSExb19+VQq8ZdcLn9qsVR45ImtO9+s6zp/3NK+Twgir/353vX+hWEVX5F4cM0IsWp0sA7mWN6z6DpN1d/r8cxl+0bGb+xraztBDklXmpZt7dw39Hr/jhddTQ2XCDx/RbGsnTlZKOAPcAXvC0VRuqKy8CeWI5Nm2XrDFA7NTkvRPz/b0Zy6jWHY4oYt299EZukG4NMqpj4HiWevPf3v2VzhNEPXSXNzo+nYTlrX9HuG0pnLR0ZGnrq7h/+sso6W+On/fGyL/zDQqvymFiFWn2846lX3dbS83LW9WwlDNgk8d5VhWZc4rttlO+Rt41P/edyE1J6MX8uy7L6hTLZqNyOmLnaebxAKCSeHRfknHMuNWrb7oUyh4N+8tiqfWuc5zZHK59esOPZLtme/ZHAs/dKpqakj3Q5pgS6/5suSTluz5jLbsS63LXOMYbjHXeIOmqb5t9z2XfeMHHLfxmpXixCrtujCnU/qbWv5rm3Zr7Nta4rh2LztkCsncjn/ZO7Bn6j8hy36t3V62g1HFy7L7KwsIoorw2H52wLP95uO/e2JqcJ1hBD/0TB4HSKwtG/RC6OR2M25qdwFu4aG6vKhqjV8UzCrVx77pnAkdKVaUr+2e3j0lv1Pda/Kt6zprAshNh0ljHlKwH/si8i6F/r/t2W6fytomv8NAee+Zu/9kWpJRj/CsOzbTdNIm6b3rZJh/JQQUtFz6WavzNrN3N7evroxHr7FcbwfbNq+0z8Phm+sc9iOY5b0+k/n/pZtO1/514Yn/dt7Ve2qw+kuAyE2XSmMg0BtBNiwKK6MRELvIoS8Qjf0om3Zd7oc+Y2m2f4VXv699eryD7f/XLi+zvafq5q69cltO9+LW5jN7Ru0p7PzOe1tTTe7nve/6x953L+FXE2eKYYQm9u+Y28QqFSAkWW5SxG5tY7jnmJZ+mLHIgzDMgNySBpQBHGAEG6T7rqqbdvlUqnk33poId+XUlyz6lj/EGvb3pGJt6TT6dl8SGilPVuw23V2NvX3dfX81HG9vz3w0CNXzPSpAzOBQojNRA/bQqC2AgmeJytkUVghskJ7WAl1hsNKiueEcYZj7tq4fZf/o/SafDqeZRbu+OVLP8Fx3Av3jk28IZPJzPrDVGd5PfNq+q7Gxvbunq7vmrb994cf3+h/kDBquQCEWC31sW8IQIBWgFne3/tyRZI/MpoZv2hsbKpqP5qlLaROxwvPO/Xkywvl8p5HN27+eS3OgR3qjhCr03cilg2B+SjQ096+PJmMfWFycuqzQxMTVb2R7Hz0qEHNYkc0Gh0uFgNzpSxCrAbvAuwSAhCgF2hra+vuaW3678HJsRuHhhBg9IILcwuE2MLsK1YFgQUnsKy3d1WmWEyn0+mRBbc4LKhiAYRYxXTYEAIQgAAEai2AEKt1B7B/CEAAAhCoWAAhVjEdNoQABCAAgVoLIMRq3QHsHwIQgAAEKhZAiFVMhw0hAAEIQKDWAgixWncA+4cABCAAgYoFEGIV02FDCEAAAhCotQBCrNYdwP4hAAEIQKBiAYRYxXTYEAIQgAAEai2AEKt1B7B/CEAAAhCoWAAhVjEdNoQABCAAgVoLIMRq3QHsHwIQgAAEKhZAiFVMhw0hAAEIQKDWAgixWncA+4cABCAAgYoFEGIV02FDCEAAAhCotQBCrNYdwP4hAAEIQKBiAYRYxXTYEAIQgAAEai2AEKt1B7B/CEAAAhCoWAAhVjEdNoQABCAAgVoLIMRq3QHsHwIQgAAEKhZAiFVMhw0hAAEIQKDWAgixWncA+4cABCAAgYoFEGIV02FDCEAAAhCotQBCrNYdwP4hAAEIQKBiAYRYxXTYEAIQgAAEai2AEKt1B7B/CEAAAhCoWAAhVjEdNoQABCAAgVoLIMRq3QHsHwIQgAAEKhZAiFVMhw0hMC8EmJaGhrNVrbyoqOq3E0Km5kXVKBIC0xRAiE0TCsMgME8Fwv09nf8oF9WVqqZvNUzzUt22/3KYtXCiKC4njrnUY4XdlmVtIIR483TNKLuOBBBiddRsLLX+BJrC4dauvu4nOJZrnJyYIMVSaVLVyq/WbPKgrxEKhdoUkXmR53gvcBz3WNf1Ho1EwyldV6/PFvX7EWT1956ZbytGiM23jqFeCFAINDUlToiHIg9KouiUNe0Ox7JfV1bVB6eK5bNbGuJrGYa52rXtFlXXby7p9o2EkHSCkIguy3Fd1/chxCiwMbQmAgixmrBjpxCYG4GELPcIknQbx7HbHcP8gBwJ30tct4nj+PMsz/qBqRsJzTTfXdLMXxFC3Lmp6oh7YfeHJg5j1rgR82n3CLH51C3UWk0B/71/4I9mrf94V3Ndh5srTAgRtwtqpwAAIABJREFUCCG5rubUtwRevDAUjTyUyWRW2bZ96WSueHMNv3GFOpsaLnBc9xxe4Bs8zxs3XPsTk5O5x2cbBfMvDAGE2MLoI1ZxFIHGRhJ1tHCvY9tdHMedFlLkDlEUWxnX03TDeKKgqptd07xfJWR0IWM2JBKvljjul6LAu47n/mpwfPJthBC9Fmtub06drkjKJ1VVfR5hiKXIcpHlWNGx3Zymq98dy+S/Tggxa1Eb9jl/BBBi86dXqJRegEkSEgs1NJzEEO8SwzJPJa7LKHLoYV4S7jV0M61qWtpxHGI71hnE89bwLP+pgmU9TL+r+bFFXJZ7lZCyiWO5clnTXpgrl5+oUeXM4q72n4UjkVcWi8U/Tk3lr7RVdUiKRvui0dAPdV3rFnj59UMTE/5hTrwgcEQBhBjeHAtVgO1tbf2QaRivlxQpXiqrBds2/mY5zu1F3X6EEKIduvBQiLR3pNrfvGNo5JoaHl57tn7wKUVpdT1vse26kyXTHCSEFCkbKDTEIz9hGOYf6VzR/6ZTq0OpfGdb0z0Cxy8zDfuFw5OT/zl82NHa9DaR578fUpQfbtqx+50B7QUlO4bPlgBCbLZkMW9NBVoICcvNTY+7rtseiYQ/sWVg3/f3/8F/1osGlnV3PH/b3mH/0nKrpgt4+s65ZDJ6qkjYS2zLeg4viIIiSzbHsYMlXfvaeDr3B8p6D/y7r+UFFGJPe8vDDMtIpaGxkycJKR1YcksyuTIejzzsuO6fdu0bfhVCLEDvxACWghALYFNQUlUE2IawfDkhzCs9nv3UVL589zRnlfefh6nVN5SnlZkMh4/jeObjruuuJYRkPJf5sseyqmWbfRLHvYTluLWmYfyqoJsX1Orc1jRdDx3G9HS03izy4qrte/c95+BzX62NibNikehdLkNu37ln8A0IsQqF62QzhFidNLqOlxna/wfSnm8GkUikOa5It6mavsL13N/blnN12TSfPOiPerS9MXW7LEkrR6dyqzVNG55Pa2xrbn5NVBG+Mp4rrc7n89kDtS9qb/40z3KfYjxy8a7h0e/MpzWh1rkXQIjNvTn2CIHpCLA97a2f1HTtctu2fpgpqP91uPN4DcnYJZLAX+u57Bmj6bR/rm8+vUJ97e2v3z0y8pMD3yITiUQiFVXu41guNjaVX10sFjPzaUGode4FEGJzb449QuCoArFYrD/Es/fzvOAVDfOcfD7/6OE2aknFL2Q95tucLL51aHTiR0eduPoD/L8hB/5zZjp9b2f7BbZt3SgI4jW7B4c/PtP5sP3CF0CILfweY4XzUCAalZaFxfCDruMImq5eVtSt7x1uGd3tzTeYun2JLIt/zOXzG3TNmOR4/g8l09xUxWX7fyfC4TAJe56wyLPImaLINYmc0EEY0sgLLOFYbljXrK+ki8Xtle43HA63dDQ33ut6LhlLZ88slUqTlc6F7epHACFWP73GSueXABuLxU4Ky+LrTNPYkMkVbzm0/KZYrF+Uxfst026RZanMEG/YczyFcKSczRWvKeq6v01F347ihCRtWV5NPHt1WFZO53huBWGYqChKZVEQRy3bHHI97x8uyw6ZqjGqWdaO/Yf+Kr3ikVm+uPvLnut9UDeMi/aOjB82tAkhMVkmDazLrfJcZgnPsS2CIIiKIhcFWdo4MDhyG34gPb/e6DOtFiE2U0FsD4HZFfD/jfKHuYReXLyo/QbDsN7BMcwGzTKvLevW3Xa5HFfCyidDcui8fKGwtmxZtLdvCve2t15CGPJ+XddbRUGaiEaj/yIM2W7b1qPZbGHjeDa7c/85rEoD6xliHU1NJ4TD8l95kX9o8/Y9ryGEqPsPUyYisryK49xTeV5cw/PccuKRsmmZf/dcdqtLyHhEliU5HO4ROJIZzxZ+l8vlcrPbEsweJAGEWJC6gVogMA2B1tbUsYlw7Guarq1xXfem0ujkl7KE5A9sqihKR0oJPWq5zsUTudyvpzHlf4Z0t7RckGxMXR0Kh6RCPvvg8MTkldls8Z+EEGO2LnVPpVKxpnj054RlT2UY77yRiXFVZvizBFE8x3bsBo7ldMuy7nZc+/csK5quaY5PaZr/Q2+8IPDUCVm8IACBeSTQ097+Do84X7Yd66rh8alvHPotLR6PJ6OC+KRDrDtH07kLaZbWGI0uS6SSHy4WC6pqaTcUi0bF57imuV9mSW/Xx13H/UwiES/nCoUNhmqcEA6HpyRJeDhfKt48lS8/VCwW/SdSV+2b3zRrw7B5IIAQmwdNQokQOFggGo02MrbdX9A0/x6Pz/hRdlMyuVbgmLtd4n5zLJ37UAV6c3ZHj2QyGZc47w7P9ZoYhowSj3lMM+31jG3/M6fr/u/e5t3v+yrwxiYzEECIzQAPm85PgRghKS4WOo1xvBdYlqU7HvNr1bL+NT9X84yqxa6Wxl94HjmjrOrPz5ZK/o+jg/6K7v+WVca3raC3Knj1IcSC1xNUNDsCYntz8mTG9s4jDHua7diLXZf8tFAofMsgZEcNb4RbzdXyXa1Nb7Ft+7O2bV8xeZgrGqu5M8wFgSAIIMSC0AXUMNsCTG9729dNXXudaVr+p/6tLmG+kCmV7lgoh6v8iyNSsfC7dE27WDfNT6ezhZ/hW81sv60wfxAEEGJB6AJqmG0BpjWV+J5pGGtsx/mNpZvf0QgZmu2dztX8HR3NxzcnEp/K5Qq9JU27anIq7z+DCxdBzFUDsJ+aCiDEasqPnc+hgH93enE6j2OZw5qmsysulVLaHEcU8vm8f1n5wRc6SMf0970rpEiXFEvlgclc5uPZbHnDdCbFGAgsFAGE2ELpJNaxEAWYrrbmy1iHXBaNR0XLcW7O7B64Mk1IKZFILGpLJa/gBe5c3TBvzg7s8/932gdkLkQzrKnOBBBiddZwLHdeCYg97a2PhkKhYzo62qe2bN6Wsk3z4XA8eq8kCq9wXEctltVrRsbTt1Z6e6l5pYFiIXAYAYQY3hYQCKhAIyFRPpV8vLm5qfO5z12797HHHu/dOzDIR2MRlWPZn41khj89NaUtmHN7AW0Dygq4AEIs4A1CeXUtwDTGo1+WJOn9jMcUJVnUeUH4p2maf90zNPLdwz1frK61sPi6FECI1WXbseh5JBBSFGWVILgZnmf1qamnnt78jLt0zKP1oFQIVFUAIVZVTkwGAQhAAAJzKYAQm0tt7AsCEIAABKoqgBCrKicmgwAEIACBuRRAiM2lNvYFAQhAAAJVFUCIVZUTk0EAAhCAwFwKIMTmUhv7ggAEIACBqgogxKrKickgAAEIQGAuBRBic6mNfUEAAhCAQFUFEGJV5cRkEIAABCAwlwIIsbnUxr4gAAEIQKCqAgixqnJiMghAAAIQmEsBhNhcamNfEIAABCBQVQGEWFU5MRkEIAABCMylAEJsLrWxLwhAAAIQqKoAQqyqnJgMAhCAAATmUgAhNpfa2BcEIAABCFRVACFWVU5MBgEIQAACcymAEJtLbewLAhCAAASqKoAQqyonJoMABCAAgbkUQIjNpTb2BQEIQAACVRVAiFWVE5NBAAIQgMBcCiDE5lIb+4JAcARYQohICNGDUxIqgQC9AEKM3gxbQGAmAko8Hpfz+bwfHtpMJqpwWz4RiZwu88wFtusuLZnO63VdH6hwLmwGgZoLIMRq3gIUUA8CyWRypcS67xU48XRBFJosyxp2HPvakXT213P5bailIfkxx7b+i2XZcjgUiahq+b7xbP6NNQrUemg91jjLAgixWQbG9HUvwHZ3tr+euO6HDV3/TTQeCyuSfFIul++ybSuh69oOy3KvKhrG7wkh3mxqKYrSEVfE+3TTvFOz3OtSkdD1pmk+r2hYq03T3Dyb+8bcEJgtAYTYbMliXggQwvd1d76WI8zlZV2/amR88tb9QeWfi1Iak9G1Ei99XSurzZZrXVbUre8TQtzZgmtMxS/gCHnt+FT+fEJIoTGZ+F/Gc15fMvQzNM16eLb2i3khMJsCCLHZ1MXcdS0QjSqntTY03mrb1tY9Q2MvP8xhQ6W7veWmUlF9k+s5hbJpP8c0za2zhdaYjL2hrGu79gcW29qQvN1z3ReVTPXUctl6Yrb2i3khMJsCCLHZ1MXc80HA/zfg/6coipLgeU0vFkmeEGLPtPhUPL5O5JmfC7z4ncHxiYsOni8SiRwTlYRPug55pUu8sChwWwp65rnFIknPdL/T3F7qaGx4wHbsvqJhrVBVdXSa22EYBAIlgBALVDtQzBwJMElZ7mIE4WyW9U4nrHdcSA6lWJZJcAynOi55IF/M/zRbVB8khExVWlMyGXupxHG/E3n+tn1jk+sIIZwkSd1xRXqTKIpvtWybJZ73E47lP8gQ76HhzNSLZvNw4sHrCIfDJ8QU8UGGYR4bmZx6HiHEqnSd2A4CtRRAiNVSH/uec4FQKNTeGIt8wHLsV6qq2i2L0lZJkR5nOWHUsu2SqeuO57krPNc7i/G83eli+cUz+AOfaE7G/sAQssIw7F/wAtchCPxxgiCUTNO6u1xSv8ES4oQikUdcz/7b+FT+1XMF0pJKfFCWpK/alvXR4fTUV+dqv9gPBKotgBCrtijmC7KA2NaUusOxnbOj0ch9+aL6vXQ2eychJHto0S2pxAcURXrjwPD4WkKIWemiFEXpEljvcxIvhAlhtrO88M+Cqj6iadqwP2djMvZGkRduti3r6olc4VOV7ueg7YT93+acZ5lLWdTW/LDrus2ZQvkkTdMGq7BfTAGBmgggxGrCjp3WSCDU0hD/M8/xq6OR2A3pQvEz6XS6eJhamJZU4jsMy9hj6ewlVbr03f+3dugl9ExXc9MPHM85r1zWX5BX1X9RuoiKQpp4Ip5CXLfPdckij7gMx4m3FnX9viPN1ZiMnivywq8Y4n15eDJ7RZXWR1k6hkOgOgIIseo4YpZ5IpAIhU70iPsyRZE6bYZ8N53OPyM4GhriL5BY7lsFzTyvVCptmq2lxeNyb0yKPOQQcvfIRPpthJBn+/bkl8EmZblTVMQzGYa8mOf4No8llmV5my3DfFy17X8ZhrH3aD+e7mprvJ0h3NnFQun0bLm88aD18bIsd4V45mRRlFY4jruUMJ7oErdgOu53ikXtH7NlgXkhUKkAQqxSOWw33wX832r5VyA+7XdZSVleFI5HbtV146Z0vvi92fyW0tHS9HGGeJfrhv2qdC73t6OAMm2p1AcZlnxIFKVdqq5xyXj8rnRh4vuZzL8PTU7nFZfl3lg8+nhIkZ4sDgy9SCVENBR+RUQOnyVwZC3D8csVWRGVkKL5fxx4TrA0Xes0DX3fZL68tlAoVHyhy3TqwxgI0AogxGjFMH7BCoTD4ZbWhsQ1juvsHhga+/w0vhlVbBGNRpfFFPGPLGHuGpxIXzqNi0eYpmTspyxhXsYx3PkjU1N+6FFfUZiMxc6ROO63hHFLruM8xrJslOX4rngiPuU6zkbb9daravlJ13S2mSw7JYqiLXHeRzRNO6uoWW/Xdd3/pocXBAIjgBALTCtQSI0FlM7W5m/LoihPlYYumJoihdmqR1GUzoZ45FrXddvzZf3V5XJ5fDr7kmV5kcC6JxZV078YhTrA/H34+5ZY5rOiyJ5g217O89wtlms/yRHhn3lV9W89dbibEnP+ocxK9zmdtWEMBCoVQIhVKoftFoxAIkESiVDb5ZIkvkxX9cv2jo//dbYW1xSLLYnGQjdqmt6l69b5h5yTmq3dHjrvU0cK9x8qnfGPuueqaOwHAocTQIjhfVHPAkw8LvVFpcjVrue9mGXYJ2zXvmIsnbtnFlCYzpaGU0Kh8PWFYrHDNOzzp4pFXCgxC9CYsr4EEGL11W+s9t8CjH9YLRaS38IQ70KO4wu6ZV5j2oU/FIskU0Wkp25nFQqF4s2pxFsVSXyLputysaS9O5PPz9q3vSrWj6kgEHgBhFjgW4QCqyjAxOOh1SInXMQQstZznS6el27Lq9pHZuPegYlI5CyBJ9clkilOkaTWslZ+pFTQPjqezR58WXsVl4epIFB/Agix+ut53a64ORV/DUPIDa7npXie2+jY7ncnsvkfHO13VZWC+c/viirK62KRUNz2vD1lffiXk5OkVOl82A4CEHimAEIM74q6EWhOxt4syfLbWJZ7uJDJfjur6/vqZvFYKAQWqABCbIE2Fss6ooB/b0H/9k+4Kg9vEggsAAGE2AJoIpYAAQhAoF4FEGL12nmsGwIQgMACEECILYAmYgkQgAAE6lUAIVavnce6IQABCCwAAYTYAmgilgABCECgXgUQYvXaeawbAhCAwAIQQIgtgCZiCRCAAATqVQAhVq+dx7ohAAEILAABhNgCaCKWAAEIQKBeBRBi9dp5rBsCEIDAAhBAiC2AJmIJEIAABOpVACFWr53HuiEAAQgsAAGE2AJoIpYw7wWUCCHREiFpQog771eDBUBgDgUQYnOIjV3VnYD/78u/a35o/8oFRSGi60phjnOjDMNYsstlxJDyUU1X11mW+//Kprmh7pSwYAjMQAAhNgM8bAqB/QJKiJCkSUgfw5LjJJZv5Xi2kxWEtnAolGRZEmcIS1iO5T3X4z1COIYhAnGJxDGsaXl2iuFYM5/LnZMr6fdCFQIQmL4AQmz6VhgJgacJKIrSJRD31SxD1vGi0MzzPM+xfJZjOYPnWZ0wjOMfHnQce2expI4zDKMzLLPPtj1D4nmF5dke2zQ/4xHXdGz3d47t/rBgGHeCGQIQmL4AQmz6VhgJgf8IRCKRlSGBu9k0rARhvK2yLP9BtZxHbNseVFVVI4QUj/bgzc7mxi8ZhvFhURRuG56cehMhxAAxBCBAJ4AQo/PCaAg8JdCUiF3KMMw71LL25pJpbtn/tGganVhrQ/JhxzFF3WFfViwWt9JsjLEQgMC/BRBieCdA4P8E/H8P/P5/F/6hQP+/I71iYUHoK1vWExUEGGlqSL6Pce0vmobzlpyq3o4mQAAClQkgxCpzw1YLQyAiimI3zzg9jMes4nh2OUfYFpZjLYZhsgwr/NVwtQcKBWNnJUF1JCJFUTpjinQPQ8iWsancqwkh5sLgxCogMPcCCLG5N8ceaysghgThOJ5jXsUJ/Nkcy/Uq4ZDJMMyY57mby5qR9lybEM9TiEv6iectNUz7i6pl3VSlstnGRPQrHMu81bKtl08VtPVVmhfTQKAuBRBiddn2ulx0KByWnqvwwntYjj2dY7mEJCkbCfF+pWrGPYbjjObz+eFDvhWxjcnYa3mGnDw2VfhwNb6NJSLy8wVe/DXLMDeMZ/NXVGPOuuwmFg2B/QIIMbwV6kIgFpGvZFzvUo7jwqFQaC/Lcbfmy/qt+Xze/3GxdSSExlT8QuJ6relc4fO0UDFJWmIyhq3rZM/+beNNidhveZZpzevWWaqqjtLOifEQgMDTBRBieEfUhYDM88/1GHc5y/AFh5ANpmluO8qFGyRBSCLe3vKDqWL2Y8WiSXX1YIyQlJSKrbd1kzUt5zX+BSCN0eiFLMt8w/HIhzKFwjfqAh6LhMAsCyDEZhkY089bgUhfd8dnXdvZMDA89sMKDvvJjYn4XclEbG0+lxu1becmQRDXsSzLlzJTpxcJycxbGRQOgQAJIMQC1AyUEhiB0JLero+zDJfetnvghmc73PhsFbc1N7+kraXxx2Nj4w3lsupxDOPyonDpRDZ/Y2BWikIgMM8FEGLzvIEov+oCyY7mxiuUkDS5c2D4K5UG2P6q+CXdi74mKdIZI8Ojq23L9jiOvTpbVj+Ju9VXvW+YsE4FEGJ12ngs+xkCfFThTwmFIhdzLPfQyGTmO1X6/Za8tK/71lw2f47nukVJFtl8oXRDUdM/Swjxb0+FFwQgMAMBhNgM8LDpghCISTx/uiIKF4iiEDdt9wu5UumeCs6BHRYjHo/3xSTxQY9hs4ZhvJHxnPcIgvhmVVN/ky1r7yaElBeEIhYBgRoJIMRqBI/d1lygJSQL54gce4kgiK0My/y5bDiXl8vl8WpW1tHUcKVl2R9lOfYDY5msfy6MTcUj62RBvNawzPsz+ZJ/498jXuJfzVowFwQWogBCbCF2FWt6NoFQPCS9hWGY93Ect4iw7F7HcT6ZK6p/qHaYhMPh1qgiPujYbmkyl19LCMkfKEySpMVRRTo3nSt8nxBSQMsgAIHKBBBilblhq3kqEJbFNwscdxXDMv9iGOZezXJv1TRtaDaW0xCLvZnjyS0cx31xdDLrX8yBFwQgUGUBhFiVQTFd4AVikiQ1GYbh30XDncVqmY6mxp+6nvMKVTXOzKvqo7O4L0wNgboVQIjVbeux8FkWkNqaUo8Qj8RH01MrcchwlrUxfd0KIMTqtvVY+CwLyJ2tTRtdx+bKZnZNPk+ys7w/TA+BuhRAiNVl27HoORBg2psavq6p2rtc174hr5kfm+XDl3OwJOwCAsETQIgFryeoaOEIhKKKciLRtG1FQtILZ1lYCQSCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAARF4iKmAAAEC0lEQVSCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI4AQC04vUAkEIAABCFAKIMQowTAcAhCAAASCI/D/AZZ7bwPxqUGKAAAAAElFTkSuQmCC"></figure>

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