天涯晴天 发表于 2024-11-16 21:09:00

workbench中MD环境下建立的坐标系,并不能转移到静力学分析Model

图1是我在MD环境下新建的坐标系,导入到静力学分析Modal中,其坐标系还是原MD环境下的全局坐标系,二者并没转移过来,是怎么回事?谢谢!

学者11 发表于 2024-11-17 10:44:56

本帖最后由 学者11 于 2024-11-17 10:49 编辑

你胡扯什么呢,ANSYS Workbench 的确是一个多物理场分析平台,然而ANSYS Workbench 本身并不包含分子动力学(MD)程序。通常是通过专门的分子动力学软件来实现,如Gromacs、LAMMPS等。
你说的MD是不是打错了,应该是DM,ANSYS DesignModeler,它是ANSYS Workbench平台的一部分,用于几何建模和有限元分析的前处理工作。
在 ANSYS Workbench 中,如果您已经在 DesignModeler 中创建了一个新的坐标系,并且希望将这个坐标系导入到 Static Structural 或 Modal 分析中,您可以按照以下步骤操作:

在 DesignModeler 中创建坐标系:
打开 DesignModeler。
从菜单栏中选择 Concept > Coordinate Systems > Cartesian 或其他类型的坐标系。
定义坐标系的位置和方向,然后保存模型并退出 DesignModeler。
更新项目图示:
返回到 ANSYS Workbench 的 Project Schematic。
右键点击 Static Structural 或 Modal 单元格,选择 Update 来确保最新的几何模型(包括新创建的坐标系)被加载到分析环境中。
在 Static Structural 或 Modal 中插入坐标系:
双击 Static Structural 或 Modal 单元格,打开 Mechanical 界面。
在 Mechanical 中,右键点击 Model 树中的 Coordinate Systems,选择 Insert > Coordinate System。
在 Details of Coordinate System 面板中,选择 Use Existing。
在下拉菜单中,选择您在 DesignModeler 中创建的坐标系。
应用坐标系:
一旦坐标系被正确引用,您就可以在后续的分析设置中使用它。例如,当您定义边界条件或施加载荷时,可以选择这个坐标系作为参考。

天涯晴天 发表于 2024-11-17 18:05:56

DM建立坐标系后,我点击static 并且Update了,显示对号,但是坐标系没有变更过来

天涯晴天 发表于 2024-11-17 20:44:20

学者11 发表于 2024-11-17 10:44
你胡扯什么呢,ANSYS Workbench 的确是一个多物理场分析平台,然而ANSYS Workbench 本身并不包含分子动力学 ...

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UwiI2ygLz47WyaNZp3XxjJ68/9D6+P+oIp1ru7Og3o0tTL9ueJjaoW5YVMdtkvxC0kDkX6Sc4oduBq9gP2+/LIOhSg8UazcA0le4cl3y72Z+fxAi5ILr67fVhl7oJHynnOVpSSG7eT7VazMPlyHJ/PWMjMeWvYLDvE8YJSLpw6SmpeBaW5Bwhz2cQaSz8OlZ0j5XAa2QUVlBloalMWnedsqvQ2HU98/G4CXBxx0HZmX6xTUZydzPGsc+RKHl+9gOnym6YZbTvmcxzx8t+NXPPmLydm7xasJtgTHH+asxcySDsYzPKNO4lJOktBaS21mk75EBwmryI4s5x8yd24NI1jYVtZZOJKtFTAS+7Q4dtw1KuBmX8/DVNTU6Z9b6Hn9q1z9b6Mqrac/DQFe73DiFF0uH/XlF8iyeULli2Zx5wlK1husRjz76bw8QRTZi9YyrLlZiyaO4cZk8zZerychOhIDieFItsbgaOJKzE9xKVvt3NdzebuOQhI/TZSc5r+27w41qjpzxJc7r5t3CwLSjWCE7DiI8a8/iz//ftneXbESI3QWG9P1njG3mzV6OVlVlWPuiiL5D1OWH1twqcfzWTZ9j2E7XFi6Sfv8s5z7/C3T8xx2R/HkfN1lFX3ci/JQeBu9dlU3eoMMG/yNKZ0dxroLX56ZezPEhtVxTkuJvuy/IedHEy7oHF5VpecpVjhwXeb4jmy20sjNvPst6PY9D2bFKVkl2iB6Z2XdPIg+30CWPe1JXb2k5jrm0rI5tXIQgLZGqYgfO1Ulu3IIPVEdIfYmLkhTwvCcupcNoQe5WhRh8uyur4BVVUFpZdKOL57M27zP+Kjjz7ho4+scNt7lOPaPpT8s6fZ5zCZb1e5s2l3qsZJoKKmkfq+2hwlsTnRi4OAJDZSLS3/JOmBVsw024LsSB4XavPIitcrzCXw3cVGLzN0Rt1bM5papaTyQjL+SxbitUtB3JlLFBWXU1BQSKLzbTSjafqPJA81/fj100HgkpKKqnptJ6hObISDgJR/96LjWjzj3nDW/R+7bsspOhlCmPmfGfWX/+XPn/6gqdF0HwPX9ZpuYlFdiTrBkflTx/LnP/+ZP//5VV595WVG/P73vPDHl3jpVenYn/m/dz/CIryIk0XdrtcvM+6K2Ej98nVUZobgsaSbM0COvtOACaZe2STlqahR9RJHbXx/ltiUnE7j0Mbl+CVfJKdcGmfRiFqlRlWt1DgT1JzYoREbq4ATVJdLHeGXqdNFRu+8/DgPAvz9WeMeym77SSz0TeXIqSKUhSkcDvNl2TRHws+Vc6EgtkNslgcRV5KP/McpLHDYjn98gaZ2IglNwZ61rF48g0kTjPhsnCQ2ozWC89mEiUzSdXhPnozxp2MY94kRRhMm8b2lA1tSGpEEp1fj0NRsenEQ0IpNvaqequJzGsFx2hHL3oyMboX5HRCbkhyK99kzY9J4jD43xljqkP/eipnO+4myNe5/n41Bsemng8A8d7ZGZ2pc3W82owkHAcmG7kXHtXjGveFsuEyQWhZKKD2vIMzNmQPJ6Zqms37VaHQiUd+AurqSzIwMEhMPk5h4kP17trD41Zf5TnoRjpKOHebo0WMUlauo1ZWduuv1t3dFbCQP0ES2zzfh8z/+X1dngDo9p4H/epE/vWzC8qAUUnSVCf24ddv/WWJTU1FBUWYK55J34unmoNfUo+3UXziLGaamTJq56Jbf1jht7XQkOL1rO9FR0exKiO0yqPPCsTBCXa2Ybi3ndGktNRfjtGITQmKNksIj7thaurM5OFkzg4CmkM8/SVrKEe3YFr1O6R2O2KxYyewVW4iIT0TR2fkdQ1SYH1t/dCDoaGXv43p67LM5gIvJesK0YiMZpy4up84VU1CW04vYOBFddIww38246jWhSc1WhpvRVrBcag6UHSa/MIukJGmMjzadR9I4dPwMig2T/0GxOUms9xYc5zriE59IrO7+um3sAeJ9ljPXYhMuYWlc1BiTrmYjHASk/BcODEOHgWGxkV5M1ajqKinKPUdZZXX/+2i6Fb5VVbVUVlZRWXme/Oxgfnj9FRY57CYsQzpWhVJZTb0kTN2u6/L9roiNNCA9k/1eP+Bg76wZRyO5N3c6A0hOA6dSSPJ0YPnX1oQqssjr64X9H3EQUBvslNd2AjsuY8nSpcywWK/Xwd3xm//OaM1YHcmF+kJaBmdz8sjUn0EgK5OkHW78uGIVa+QFlFapUeuJTVJ9PTVlmezeYIu7Zwi7c6r1MqOYnJQ4YiP2k3iukWppwKDkhu2+CTO3OHKrq8mVZhqIPUZKThFlBVkc2xNC3OlqinrzFb8NseliCFWnSZcH3eyAl4ymsxltPdFFB9hstx7H5T+yUa8j3bCDgC/enaP2G6hXV5KTGE1UkC/e/mH4hh4i3GEibv31RjNYs5HEJoDNy0NIMjRVRo0SdZIry9ds1YpNDdWVWSTu2MBmR3+2+0WwPyGe6IwyqmrPd84qEKyfH+piMqO247PGFuvQTM4ptbMo9PaHEr/p2XgftXDBahCyKqa0IJiVb0his489p28jjyWxkS3ijQnzmGOxhh9/XN9nWDr1Xeav6m2cjdYhIiuJ1FPZhgds1lRRU3CalH3J5BWWaZy9upR9BuzwZ9Vs+rqpoelqertGf7oaxb7tbN+wDqu1QcQXN1ItVSH1xUZbCObucWCzsxO2wZlcUtVTqanZyPDfvB5nh+2aQaGasTp6YnNWWUlGuAMOzm5s9o/gyPFMTV9SZxOfAUCaeGua0fpwEDB0bVEKR3d68N0ML2KLqzp87zVis4l5EyzYtNcTx4172XsgV28qmkZ667OpqSil8GQCSQn72bnFCee1K1i+xgVr10h22E5g7UZvvMISiY+SsXfjUibMtMVZ49QQQci29VhMMse7cwaB7n02t1OzOUZuaTYnFR78MHsRHjvTiI+JYJ+/I+ayPEqUmcRpa232G7cTnqlGWX6BM2k5pMVFsS90E6sd/AlJzNE4U/RmH+K32yh8DNmhODbABaiUsgt7sP/4I1Z4KNiXexv5XZrHpbiNLJzzTZ8zB+jPLrBi4y72Gprz7C7ays8SG5XUbld2ieLOwYtdByUWxfuwyXML5t6JXQYl3hyVXkJRSTVVtR39PfpiIzkIOLm4YLfzJNIYneLiEooyIwlY785q612k6N64s3azw8mVZTYyDl04y7FAKyznTWeJUwi70vXiF+/DZpdNWGxOoEA7+WXHzAWTmG1mjXNMKQXlen1KhmBLYtOng4B2sGaJHpfje4j22cDUlVGkldZSJd275AQpuxww/Xi8ZgaCVQHJmlqYfoHam9iUZCez33EqM78ywy3qpGZ+MelanTfaQtMJTJikP4hStz+JiRO+YNIkc7x6FRs7zD8e320mBN09TDAx/pSPZ/yIS1gCJ9Lk+FvOYobTQY5kl1GWtof9AT9i5pdBdl5R17wvzKcozZ8N5pLQJ5IlOYrEbuS7lTKOpF0Y4IXBbfz5DdmPOCbyt1cbqKay7CQ7fnTAJzarX/0f+uXFYNn/WWLTUeB9wcyvdIVQt+3E8ZrpVj4eP7HLdCsdo8+/wGTKDEyWBBKl9WTTFxvJQaC8vJIL2amk+5vxzYypmEyewPg5tqzwT9W0j2ocEmprqCxXknPsEFEbvubrRR6EHMogt7ya/CypQNbGb+J4vlrmhrO8sHMKiY6ZC1I5us8L26++1whOp7ecIaPQ1Gz6chDomIbGf8kXzJii5TFpArMWreTH2FpKqqWmr0bUefEkBDkxeZE/cdn5FFaqOpr79J7bm9h0CH0JxUVllEsTeWo96XRi4xYYze7j3cRf81KQyuG93qyZZI5Pr2Ljh7u5T7eZELT3y8+jaN+PmK/0wiUslQJpJoSSUorLa6mpu0x98XGSdznwzfhJfGli0i3vTTCZJM1/t4udRy9Rq3MUKa2mplbrVajHYLD8gUQ8hRD/4zbQQH19PZVllVRU1/fLs+sff+a9z7efJTYdTTmJJCXodcTrOpH7s004THzKOe1YlEak+3WOqamS2gsbNa7MZWePczgxqaMj/JjhEf+auGQeJul41/sVnrwZP90Ell0zqIaKS+fISkomq1DVu0eaNBFneT5paflc1IyfkTJKRV3NJbKPnKHgUhVKdT1VpRc5m5JIoh6XW5rqlCVcOpfDYUloa9WdAqgft5qis+Sdy+9YbqGfBbAkQtJLQE5BaQ/9T1J6Czh1+CR52klB1Wrp2EVOHznLxRo1NZoZBPLJySjoNhOC1jBVaiQX94zMc2QXVN7aMVpbSWlBNinxiST0YAdHsy5SYGhG7H6mU5+T2L/3BYZgLpj/XBv4WWLzcx8mrhOGKmxA2ICwgV+mDQixEW/Uoj1d2ICwAWEDd90GhNgII7vrRibeZH+Zb7Ii30W+69uAEBshNkJshA0IGxA2cNdtQIiNMLK7bmT6bzdiX7ztChv4ZdqAEBshNkJshA0IGxA2cNdt4IHiS1XUqRpoarrys4M0j8+5c/kiCAbCBoQNCBsYIjYgzS7e2NiEWi3Nz/aPhwe4A59Tp04RHBxMeHi4CIKBsAFhA8IGBrENhIWFERQURGlpKS0tLVy+fPmOhDsmNgqFgubmZhEEA2EDwgaEDQxiG1CpVEiCM2DFJiEh4Q7UkcQtBAFBQBAQBO4nAanSILVSCbG5n7kgni0ICAKCwBAnIMRmiGewSJ4gIAgIAgOBwF0Xm7a2tttqZ71y5Qo3btzQsJEcBPrTjHa9tZlmdTWVyirqr7TTdr0/aNtpaaijrraOuoYW2vtziThHEBAEBAFB4GcRuOtic/bs2dvyIJHL5UiCI336KzbqTBnBy97l+ZdeY2FkFXm1fbGQpKWUODsTphlNw8QujlIQgtMXNvG7ICAICAI/k8BdFxtJMGJiYjSdQlLHUG8hKytLI0xSpKSPQbGpSCdNtlazro2RkZFmO/avr/LKsw/xz79+kP94bTTvjek4Lv1u/OV0lu7MI1fZQkW6DJnzAqbbxZLXoOKSfBVLjN/mxY8X4JXdxk9t2cTYWmBm5oJtTOHPRCouEwQEAUFAEOhO4HbFRnImSExM7NM9utP12aBgdI+F9rskRNIDehWbAjnytRP4zb+P4P3ZlixZaYONjaGwiLlT3+eNh5/k/2yOkXyxifIEN1xm/IVH/7KM4PNqqi8lELxqAh+893fGbcmhJmcLZn9/idfHLsIsqqKHWIrDgoAgIAgIArdLoL9iU11dzd69e7GyssLe3r5Pwbl7YqOp2Tjz5XQ7duY1oGzpKckVFKfJ2PTldFZoazaN5/cSbj2eFx4bxdehuZyuUXJe4Y3HGgu+9kokf7sJY/78Eu99706oqNj0BFYcFwQEAUHgtgn0R2zKysqQxlbOnz+fmTNnasKaNWtIS0ujrq7OYC3nromNzhmgoqKC/oRKpZKaxlZa2yWngyJy9tvzzWOP8O+TthGeUUGr5Exwo50rtYXIFz7DWy9MYLZjLNm3jVJcIAgIAoKAINATgb7ERqrRSEKjExlJcObMmaP5vmjRIqT+f0OCc9fERucMMHz4cPoTnhvxCuNcM0grkfqBrqHMisRv0m949LH3WBhwgkw10FxCXZozU38/jLe/3oTXYSVtPRETxwUBQUAQEARum0BfYiM1nenXaCThkaa3kcRn1qxZSIIj1XC6T3Nzi9hIUxWYmpp26djXdfBLW5lMpnEe6KvPpq2+hEunE5G81jqDzJkNC8bwx98O44/TnNjgG9H5W8zBOI7mq1A1dzg3X23IJz9+GVOe+A/e+GQd62MSyTzuh+N7r/Hs/87AemcaufVCam7bksQFgoAgIAj0QqAvsdm1a5dGWCTBkYRGalIrKCjQaIOutnPs2LG+xaaxsREXF5ceOvNtSEpK6pfYaNLSVk9zaTIy50AUJ0soKz9Bsve3jPzNv/Pc+7OZvWSl9jnubHBRkN3YQlMnhCZa6tNQLPyIka9+wFvjjZk+9XPeGvZ3vnSJ5UhJPR2O150XiB1BQM/zl3AAACAASURBVBAQBASBf5BAf8RGcgqQajhSk5quBiMJjlTDkZrU+iU2/Ylnv7zRpPEwqjyKo8z42+OfsiIolcxLHWLz5r/8hidGjGLUhx9ra1CzmWYaQJKqicv6EWhrhGxnZv/tBR5+4AEeeOAJHn5yKrYnyijS1oD0Txf7goAgIAgIAv8Ygb7ERnJzllq2dCKjv62srGTLli2cOXPmlt9vaUbrTzT7JTbXW1HnKThg8RZP/G4K5iHHOVV2hCPe3/L2w0/yttbN2fDzrtPe2kxjTRHKynAcPnuXUY8+zpOPD+PRRx/n1WXRRJ0opu5yMy1iSgHDCMVRQUAQEAR+BoG+xEZfXG5n/+6JjTqT1MDF/P13v+Y3//RbfjdyCT94ehHZL7FRU5IWjOu4Zxjx3GM8PG4FKwJjOBHlxLJXf6URnMef/BvTrGXEVf0MmuISQUAQEAQEAYME7onYSGsYSHOc9RWkmQb6chCoSPHCc+FfeW7kHJxDrJn5948Y/b8v8forz/LIv/yGR7o0oxlhNHkaRq5JyDwtcDEby4cTJvP2bHtCwyKRp+aTX6WmWXWJ/KNRHIzxw9r4Hca++SpvfmWBaUA2qibhLGDQcsRBQUAQEARug8BdFxulUqmZdkaaSaA/QfKllibvlD6GZh9Q5SeRtNsLZ1kapc35pMh88TY4g4B2VgGHDdhEZpMk9yXS2wYbd19cFEU0tlzrhkkacKPmvCKQYLfezut2mfgqCAgCgoAg0CeBuy42fcaglxMMiU0vp4ufBAFBQBAQBAYoASE2AzRjRLQEAUFAEBhKBPTFRprZX5oN4E6ETgeBfwSWqNn8I/TEtYKAICAIDBwC+mJTVVVFdnb2HQlCbAZOHouYCAKCgCBw3wnoi400biYzM/OOBCE29z1rRQQEAUFAEBg4BITYDJy8EDERBAQBQWDIEhjwYiNNyCZFUgTBQNiAsAFhA4PXBqTJmKUxl9JMMQOyGS04OFgz0FMa7CmCYCBsQNiAsIHBaQOS0EgTag5YsZFmFZAiJ0LPDCRGR44cEYyEnQgbEDYwYG3gwoUL7Ny5UxO/AVmzkaa4EZ/eCUiMJDdx8REEBAFBYKASkJpApVrpgK3ZCLHp23SE2PTNSJwhCAgC95eAEJv7y/+OPL1HsbneSuuVJlSqZtqu3+CG5mkdyyz8VFfF5SvttElTwomPICAICAJ3mYAQm7sM+F7cvkexUWeSts+H6aahnFY106yJTMcyC1unvsYP8iryau9FDMUzBAFB4JdOYFCKTYsyl7yIVUxfFUFsrpLGxvPkZsZhF5BNg3ZJgIp0GYdCbQnIBs2hwhhkLmbaFTyNumxnW6xia3IRe1b7kZJbzMl0BSmR/po1bQbDImo9iY1mOYbvXuLJp17hb2M/5mMjI8xcHHHydGT+Ew8y4vXRvDdGy2J2D0sqtDVBdgD+cZkozjf24/9SSLoikUj/VKQlgcQadP1AJk4RBH4BBAal2DRVXyArwo6508Yz12sPB07sJznWFyOrBGrVV5GExtdlEZYbXFAUgWY1gYp0kkJWM3u6ESNGmWK5wprvP3kH4wnjmevmy970U3h8bE54cjYH5H6Eb7DEpxiauq9EMACNwqDYNJ7nkL8jyyZ9wNyvRvH2VyuYa2nDxk2rcHddyZypliz6eASjTWYzdVEvSypcVUOCFbPmLWD8N1bYdFnOIZjIpHwq9Jg0ng9ko7kpo9+ZwhIbG9Z0OV+77IN0LDiJpHyV3pViVxAQBIYygUEnNvUl+aQdjGDLJidsJwzjhbFTmWpmzoZ1Cxk50Z6QnZG4zxnJ+2PfZ+Qcd2IOxnE0X4WquR1UJ7qI0klPS3YE+hFd2URT7Sl8jIaO2FzODMB/kwdrHXdReMKbDcFJHCmoJPtQCHJvRzzSLnNh3w94+exi19ESlC09mLlWbKaaGPHqX8d2qREaGa3FRZZOoXTpjXZoLiEl1IFVc7/odt7NmuQn40bz9vMP8sIsd9yT9GWqh+eLw4KAIDAkCAw6scmUubDs3eEMH64NTzzMo488xL899BC//vVv+PVvH+HxJ57u/P25Ea8wzjWDlLwy6gv2ERXqzOj54eScK+Kgwzw2b3Qh4MwlLlxMZdtnS4dMzSY7wI7d4R3LW19tUJFiZ0poUhRegfsI3bSHQtq5Rilxdj/gs6WXZbC1YmPpG4vfiZ5qIte53qqiIWMLP7juYYdUnZT05/p1pGc3X22lVXJEuNHOlboLyJe+gN2Og8R2nDYk/kgiEYKAINA7gUEnNq3NjairK6io0IaDDgRuXszn8+bx+lvv8fqUbUTFZ3f+XqlUUtPYSobvDBaOeZzHHxvGgw89xtNPP8MTDz/EI8OG8ejr7/HCks3YvbdgyIhNW1MDV5qbkfqcbhb6lzjiF4zfiq0cAa7STkvDZZp+6jjPoKn0S2xqaVDux+4VC3z2ZHJWuwrqTZFLI1ONpuZTl7WNqePtkB3ORzkImigNMhEHBQFB4LYJDDqxkVKocRDYuZTpXxpjtMQB96AtBIe4M3amO/u32mD23XRNM87UBauwi6uioaWdy8VpHPFZxPJvP2HkQj9CwqNwn2OMudkirMOTOHj6AvnHzlCpauD0UOizAU3flWztzSYsI6PR/PXVP/Pq83/ibSMjPjHS/mbmgm1MIW1NKrIDTLGYrXfNJ+Mwevt5nn/1LQPNaEYYmblg4RnBMa/5OHkfI/2Ugr2R0Wz1T6VEXcshKyN8Y5NRHFeQecAT7yMXSUq+SKXkjn3b5iouEAQEgcFKYNCJTVlmErs3r2bJqhWsWbu2o6P5dDYlhZnIDubRnHcQma+7piPbzt6ODR6bWbf3DPlZSRwIcMbK1pUtmWp+ar3OzT4buN7ajDpTRqDXehZNncPSBfbsVsOVQTAOxaCDAFAgd8Nr7jsYLbFh5Rqpc96Cb8ZPwOidTzC1scFa6qi3mML4+WuZ5XmSay2NFClc8HXX68i3XoGN6SjeMZpuwEHABhvvSHzlqeTHykhTNpMb60GAlxeukedRqmuJ14pNYnYKGXu3YO+gILuhhabB+o8R8RYEBIGfRWDQic15hQyPNd3cdNvqUdWUkJZXS6veKEVNDWjPaqZvTSbtUCiywB2s0nPJLYxxZ2eAP6EpSn5qaUAZZ8eqBVMxMjLDwjaGbBgUb989i40H2y2NWegnJzxKjlwehPMiMxYaz8FeLidSLkceZM0iG1fmeZ40bEDaZrR5q51Y5HmI47lKzXidjgGiepdoHQTkmxwIku0lVQVX1bUkaMXmhKoR5akkds+3wP7YBfIbrupdLHYFAUFgqBMYdGJzS5+N1HeT27Xjv7M/p6ICXZ9Na/s1Wpsvd+3vqThIoMtmVs0LILWiglJdP1BVHXUNLYNmjEjPYmOL/fiHGPbUcJ7ROFQ8xePDhjHsoYd5bLj22FOPMuzd2Rj3ITbGH7zCsJcn8fmKMDIrlZTWNNLc2k5Hxe8GN9ou03x6CyvdbzoIdBUboDYP5f5VvLQkhKisig6ngaH+DxPpEwQEAQ2BQSc2t3ijSYXo0107/js91YYPR+eNllZSTKbMuqsn2/AneHTYI/x/Dz3KUzrvNmn7xjRM7OIoHSSDEnsWG29ktvNwTq2gsFRyqMhin8tGnOc5EF5RQZEkrlkBuHj5srQPsVm6aRcusnAOeC1k9HMjeG6cK8FpJUj9/tBMsyqH0OlWhCbqOQh0qdkA19u4Ul1EpOWXbFec6HAaEH9EQUAQ+EUQGHRiI42zOZ0oNQlpg/scpr7/fzz77GtMm/YRv/3tS4xZsAFnWcfvN8fZNFFfktP1Wrk7qxeZM9PYGj+5nCjdPQ+l9txcNADNomexWY/LV8/zyodGfPyZ1OlvwEFg9Ju8OnkpU/sQG43r89ELqC6d5uje3cR4/sC3q/3xVJynUnmGgshlrPE8zrGihs7+mFtqNpLeXG2gNskOm61ywlLEOJsBaE4iSoLAXSEw6MRGchCI9tDrwHZywsbRCy+vYA4f3oOjoxtOjnY4OmjPsXXQdGIH+7nj7aZ3nWZk+/dMHW9seLT7ei+cZZmUNrcO+H6bnsWmu4NA9/R3dRAwaGGGXJ+vtUCRAtneIxzILENVX4IyTUZsfjNVTY2UZR7Q5JH1ilWYjpqM6/50sq9o7369FdSZKFJyyRQzCBhELg4KAkORwKATG42DwDw919y1MmTpujdkaSauKlL9V7F2lvYc48kYLXVlreVszHTHdC6/vW2nLmC6XRx5DS30NLh+oBhET2JT0Z853lSpKBIS8Y/RzANwa5Jue240FecV3nho8mgyRkauyNKKu0xpc+tDxBFBQBAY6gQGndgM9Qz5OenrSWx+zr3ENYKAICAI3A0CQmzuBtV7fE8hNvcYuHicICAI3DYBITa3jWzgXSDEZuDliYiRICAIdCUgxKYrj0H5TYjNoMw2EWlB4BdFQIjNEMhuITZDIBNFEgSBIU5AiM0QyGAhNkMgE0USBIEhTkCIzRDIYCE2QyATRRIEgSFOYMCLTVhYGFJhKkLPDCRGe/bsEYyEnQgbEDYwYG1AoVAQHBxMaWkplZWVZGZm3pHwwJ0Q6VOnTmkKUWkrQs8MJKGJjY0VjISdCBsQNjBgbSAjI4PQ0NCBKzZSjUZ8eicgmtF65yN+FQQEgftPYMA3owmx6dtIhNj0zUicIQgIAveXgBCb+8v/jjxdiM0dwShuIggIAneRgBCbOwK3Dcgmxj+OBMV5VHfknv2/iRCb/rMSZwoCgsD9ITBExOYK9SWFpMkU5Df3sr79lTJKCjORKYpobrkGFekkRXpjo1luoOv0++6+MhRF12m5pua8IpDgW5Yn0D9/HTY2rjh5HCAhs4zGe5yXvYlNW30JpYf9cHb0Izp6N8HBhtLrja8snSLg2i1xl9bilBjEcCIlk/M9JU677IAis5DMss71BPq8tqmqhPxYGWnKZnJTFGSfNvwMKR03lzG4JZLigCAgCAxwAoNUbNppb22gJC2XSpW0WJeKi8mxeBhZIa9VUw1IhVjlhVxKmqH9hjYXVCdIjvXFyCqBWvVVKIxB5mKGkYGlBmZb2BKQ3U5Tm/6SBWMYN/o1nn/w1zz3wkhG/l231MH9nUrfkNhcLk4j66iciBBvNq2exeSJ5njYzWfWN5N5/s3RemmWFlSbjMlUTxK4wVWaUeYeJ/WQboG6KORyP6yNP+HbmYuwDtId1251C81dVXMjwQrNImsndHU77ZIP7lY42W/GPUVJM6DLDtrqKTq8E5cJI5m7KYTlM40xN+t4hm7Ru6LcM5SVlXAxL5lTHkaYy2vJljJYfAQBQWBQERicYnOjkZ+q0vAwXkHksRyKuotNewtn9/gS4riKoFJoam+npaGOuvP7iAp1ZvT8CHLOlaNubqVVenHvx+daSyONdWfJPx3AyldfxMJFgUKqCtxo53rrT6iUdTTcxv368ch+n2JIbLIDTFk45nEef+UDnrNKoFIS15Oe+O0IxDK6Uu/elZzwC8TXUhKba1ylmGjLjzF+8VGe0F8qu6f9N6YwcfUecsvPURYxn3nOobjEFlBVV0d9RQWV0tLTBx2wWLCYUfMCSK2ooLSigmp1Mz+VJZPiM493nxrOs8OH88TDD/HIsGE8+tTN5by3WC1gR6AfshQhNnqZJnYFgUFHYHCKTfMl6s54Y7J4N0dOK7nWXWyq4tjhthGz5RGcb2/nGqXE2Zkw7S+P8/hjw3jwoad5+umxLAtOI1PdvzwrUrjgMu11Xnx1JQGn87nQ2ILUEkdzCaoMD0xfMcHuNu7Xv6f27yxDYtPWpKK+YB9RuzYxziqBmtsSG1u83QM5KAlFX6HqAlmH/HAa+zQjnn6Ih4Y9xrC/j+HNadNYOHw4z0si9cTD/O6hh/jNQ4/ylFa03l0WzBbvEFJC3dmYWkFhaQUHHeaxeaMLAVkVVCqV1DS2cnyThRCb/pmBOEsQGNAEBqXYXL6QRNyal/nDiyMZtTQAWXqOthnNAnltPvKt3zDrby/x8gff8EOcksstP3U0DQWtZvXiKTw60Z7AnTJ8bOax+CtdU1i3rd5KnWdjbFk39QVeeOLf+PWDz/Pa6HGM0TW9mczii6WeBEUkknVJRb3kK3CPP4bEJtXflrVf/ZVRb73KU8//jbHjFvejGU1Xs9nADj9vdqfJcDUyYrIurd238zzwVpyhTHWJ/ISdHPxxIsYL17HIxw9ff1cWjFyIZ0g4EXK9prfIncjtJ/K1kx9LlpqxbvyfeOVDIz7+zIi//el5Xvvzq7w5WsqLjqbJJTMm4yhqNvfYosTjBIE7T2Dwic2VMvJSdrJinilrV1tjYb2SjeFh7AqPZdPY+QTF/chyWyvMza2ws7djg8dm1u09Q36VkrJDG3FeMI5hX67BxXMvkX4b8dF0/FuywnIqo0Z8zPTZS7CSHAbWe+Esy6S0uZVL6TIivbUOAWtWYrPEiHf+60X+8tZ4JlltZOWWBC791MJ90BmNRRgSG2n5bB/z8Rh98Cq/GzUbixVe/XAQuMY1TTOaJDaB7M9PInLNGhyWLMFi5UoNl5VLZjP7/ef499+8xvuLfAjROURcVUNnn00hVSW5HAxM5lxyIL5xqSSdzqbkpIJAR3+Sj0QRdiKL6OhIoj1uOlp8/8k7GE8YzxQL6ZgDNjaROC2egZsQmzv/zxd3FATuMYFBJzZNhUc0HmRLArJRN7WhSvUnIXEXHoGxbBw9B59QC2yiU1Ccb6RFmUventVM35rM0RMxHNq2gFmfvsXT73zBZ6PN2XH4OBkXyriQm01lrZxlRh7ExiRw4uJF0oovd82KtnpUl05zNHovMREe2Mxbjau3giPFNZRkKojdn0V+leSscO8/hsQGLlMYvZ51s8byxPe+xJ+uoTT3uMZpQK5f09DuH0w6TlpJI63tRURbSmIj56TUJdV2lebcJA4fimGPXE7ULj+C1i/mi0kbkaUVU6FLrlZs5q12YpHnfuKTU8lMjGCP51LmeexBlpBIbqwvy79YiktQBAl5VVQ1NdFQlU+WXM5+uRz3Obc6CCiclopmNB1jsRUEBjGBQSc2RYpYFN5eHKyp4FKlrk8hlxNRodiPnk9gzjmydf0MVbVUNVyl/foNyqJXEeoxl1nWG/nwQxc2mk1m20E3rJ0DcVwVyJlaOeaS2GxZgYWrGxNdj3NV6znV2f/hNI1X/vV3/OsrFjhFnSBXek52PFke03nqkemYBx7m5OVmWiQnrHv4MSQ27S3J7Fk7jTFP/z+GffA5M+0O4rPciG8/Gs7w4VKf1aM89ODDPPb4kzw9fDgvfmCCaWgRquZCjdj4e8pIrKugtOgcqeHzMX3tPxj+wAM8PGIUo51TySks7ejPqamjul5NY/k5lBHz+XjUSwx7ZQyvj5vI3I8e5+2V0USdKNT2/RRSmCPHefR/ssxzPweLCsiOsWfGg8N49ulneFznIPDEE/znc79npO1xNprPF2JzD21JPEoQuFsEBp3YXGtRkp/kjeO44bzwnFRwdhSeTz7+GA8/+BCPPv20pvDUHH/zU16zS9EIzqnoCFKindkR7cNnZrGUlFRwMXo5691cWB6RTl2tHEtJbBJD8V3nxg+TfUgBjeB0enYN+y3/+k//xD/96+8Ypi2khz/9BE898lv++Ve/5XePvs0X1jLiqu5Wdhm+ryGxqYpbjdsqY94xnstf312F7Xf/zXKfnYSnSQKdzbmcQOaPtidUK5rK6jpUzVe5fqOjZrP2y/cxmTac4c88zVOPPcS///qf+ecHHuBX//IbHhz2FE8/o2U/bhofzFuGq9ZB4GVTV1wOFHD26E62T/0VTz31OI8/+Yw2n57hmaf/k2EPmrBmbxZ51wrIPirDbLQzh3IK2aNzEDgUz9mgeXyyKUuIjeEsF0cFgUFHYNCJDbTRLHVIH5VzMEbX8SzDd8M65oyciHXIToJ1zUTxySjyamlpu85lpRL1hQPEa8bZxFKrTidywSpc7WXIlSWoa+VYSWKTnEVa9Da2r7JiSVwV6pZ2dGNW9Juf9Jt8bh6P5NCJXPL0PYvvgUkYEpsj2wPY5WXNel93Pvkugsxj0SRHOGK7bBZGRmMYN3Ykzz/1Mm+N+pCxRkZ0jCtqpantBNstvfBy8OFAqo6vtA3CeZEZC43nYC+PJFJuz5yRf+eL6XasP3S600Hga6e9+J1QcbWhirIsObH75ciDrFlkZo7xHHfk8v3I5bomxwKyk8MxN/LhVG0TRzwtNbWY6NPZ1MrNMfI4RUxChhhncw9sSDxCELjbBAah2BhCcuugTkNnoR3U+alZFIUJa1i72BOv4NNUUK0nNhcpLztEYpgTpssSuKiWOv4ryE+KZLdXILJMNc2t1zmpLRhlp/LJjnRgg0MkSfmFlF+5QmNPo+wNRuofP2hIbM6nn6fgRAQH9QaxNp5XcCDYDRubWx0ipBkTYvMbUKY5sNZ2B/7RBd1mQug+HqeIdNleEg5oR/x3cRDQDerUpq0yGr/AHVh6Sr1A+p9bxWab3XysXaxZNXsMk30LSC/rcLtouijG2eiTE/uCwGAjMOjEpqkqn/wub9zSW3cPNRuphhNzEPnRfC6pmmnTic3ivZwNW8XW6HjCFCc4nRjMzp22TDTexoHUEhqpoDg3Bd+1+zibc5SkpDC2SQX0rHks9YggYm807nPm4Lo1mPDMNJJcjJn2yRKsNwYQnppDrrLlntqBIbHRREA3Y8IyBbWV+eQeT+KQptYXzM4QayaOnMO6Db7IpGMH49l3KJmDq034IeAAezXz0kgzNagoSYsj6WAQzlY/YmO5nRNAq14KNbWYtJ3Erpdcmvey9cApLp1OpLPG16Vmo60tJZ4mpySXc7kp+NnFUdTQQoqnJZ4rvmTO8nlMnmaKa5KKc+dzyUk9RITvZrYsmcq6I3Wc7+a7oRcVsSsICAIDlMCgE5uOwZW6vpp+bJ8bwfBxrgSnlaBWZ5KWFIqpXQqqBqn7v4pMmTXL3h3O8OdfYvjCSE2zmy6v2ptVlIaaYvLBPBa6KDhRkkaG6zheGfEcw4dP0xzLlk5ub4bSUOxMPsBomjV297jTpkex0aXXRoHqrL8mfm/0NBPAi2/yvJEVC42s2JWWp5knDZppVmUQavoKH7w4nOFvTMPELo5SKck6SEBtnoLIhcN56fnhaAZr+mwheNm72n6aHvLo3WVYyzLR797KDrBjd3jXPq+qODusp73B8OFv8tJrdkRWNVCr92yxKwgIAoODwKATm45pY3ReaP3YViqpqGmkubWd69dbab3arBGa69elGbraaW2+jLq6ggrpvPormv6dzqy7cR1JcOqq66lvbKG1vZXWxhqUykoqKuo0xzoaeW5oBKehrprauss03GN3tB7FpjO9LVxva0KKX5XOU6/7VllFZa2a+lqpmbBNOyHnDW5cb6VZpaRaWUFFVR11DS1dhEZidb2thSv1FSgrtdPQNP1Es7q699kHqtVcbm7tcq+2pgauNHf15mtvaeByXRUVFVUoqxq40n6dfs4w1JmNYkcQEATuP4FBJzb3H9nAi0GPYjPwoipiJAgIAr9QAkJshkDGC7EZApkokiAIDHECQmyGQAYLsRkCmSiSIAgMcQJCbIZABguxGQKZKJIgCAxxAkJshkAGC7EZApkokiAIDHECQmyGQAYLsRkCmSiSIAgMcQIDXmz27NnDqVOnROiFgcQoNjZWMOqFkbAh8R8SNnB/bSAjI4PQ0FBKS0uprKwkMzPzjoQH7oRIS8YRFhaG9OYuQs8MJEaS4AhGPTMSbAQbYQP31wYUCgXBwcEDV2wkAxGf3glIjCRhFh9BQBAQBAYqgQHfjCbEpm/TEWLTNyNxhiAgCNxfAkJs7i//O/J0ITZ3BKO4iSAgCNxFAkJs7iLce3VrITb3irR4jiAgCPxcAkJsfi65nq5rqqKqKJe4tBJUre1dJpo0eMn1NmnaZNKS4zkkLU9QrqK1oZi03CrtzNQGr+pyUIhNFxziiyAgCAxAAoNcbNppaaijTlWPqqlj/uWbjK/T3tpMY03HbMQV2lmOO5Y/bkcz6TNttDTWU9dtBuSqW2ZulmaH/ommyw00t4M0X7TBT1sTjVkyAm3n8PhoZ6JzCinUv7feDNStLY001lVQUZxPxd7lTB79F/4yzRqb8KNUHHNkwoqDHMvp32T6QmwM5oY4KAgIAgOIwCAWG2lFlVLi7EyYNmshpgGalWX00KopSQvGddxwRjx3c02VFz8wwTS0FJWkGmSjcFnItG5rvLxxy5o00ro3W/D5wY7QUjSCo/egm7vZAbjMfZ9HH36IXz04jMeffoZn9O+tt7ZOlsIFl2nDGf7s/zD8g7Vs2p/O+brLXMyMIWbFCyzYdYnTyv5Npi/E5mYWiD1BQBAYmAQGr9i0X4GqvTguGs/fXv4Q46/ckdYsu7mUjLRUdCjOH45krnsIvhHSCpHebHVahOkoE9zi6yi+fBK5zVoWj5yDvVxOpGYVyyA87RYx7/sFGgHrqDFJSyI74T7fEp9iaLrWNTOlNVekRb5WfTWf7y1dcNfcR7sipWbfm82rF2P0+JesjMoiW9WMWrPiaDA7ZeuYONqVvckXUTWe51S4NVP+60H+543RvDfGCCOjjmD85XSW7swzuAqoEJuu+SG+CQKCwMAjMGjF5lpzHUXh05hvZcWsL2axdu4SliWoUbfoagOS2ITj/rER7hm1XGyS4Ku4eNSb9e8+zRdbc0kvO4Hcxo01Rp5Io3mktTuhkbLMSIIc5jJxxkJ2naynqqlnsWmrL+FS0jZW2q5i5RpHHG0c8faVoSiClmtQkS4j0tsRextvtrgoyGlsoUnzjANEe1iywnIqo0Z8zPTZS7Cy+oalc6cw2dSGVdY22NhIwYols0345OW/MEt2ntPV3ZsL0QzmFONsBt6fS8RIEBAEbhIYpGJzlea6HHZNG8G8DTL8ZH7INy/l02VJptoF8QAAIABJREFUnFNf1YqGIbFpojR1F1uMRzDN7zQZ5SkGxEaC00h5hgz/6X9kZtBFMivLeqzZtChzyduzmulbk0krPkm6zAXX7xZgFygnMkpOiNsCLL8zw8I2Bqmhr0MqVJxXeOPx3YeM/dtLPPXkS7w+6kPGGhkx28KWgOzrNLXVUpxbQllJKZdyU4i2sSO6oAFly83M0+2Jmo2OhNgKAoLAQCUwKMXmRnsFtRcCWPjfE3AMOEFmcQbHtztg9OxCgovr6ejqkMQmDLexo7E9mMOJQmkJ6RSSZE4sGGGKV7qKkmapGa17zaYjq366cJQTzh/xsXs6yRcLexSbmxmrdVaoqiA7PhCPiQ/wyL89wPvmgQSmaJev7rL09HXa1XlcOmTD2A9t8I46wfm6euobmmhSVdLUdohNFr4EbEngYtNlTR9Th1PDzSfq9oTY6EiIrSAgCAxUAoNSbJpLTpDmOYHfzw4gMqOC1mvVFCZtxf6D51m6t5IOJy5JbHyxffNB/mP40zz5jOQk8CSvfTiZZbtVVDRep/1Gz2JTcyaGyMX/jzHOx/ohNnrOCm8M5+knHtUIza/+6QF+87tHefRJrYPC8y8xfGEkijzJy0xNSWogzh8+zBO/e5hHHn+Sv0xbyLd2fvhMn4LP6QisFviycf5ivH1+0HNquNWUhNjcykQcEQQEgYFFYBCKTUcTl9f4J3jkD68z8r0xGBmN5cNRr/C/zzzK778MIPyUkkapf+YWBwE58clpSGV9m6ZrpyexaaQkNZKtk/7GDweLyVP13Ix2uTiNJNcJTJs8B+P3/spX8xZhHaTvHKDdj/AlxHMhIxfsITG7msbzMezZYsorkz/hoz/NYt0GX3YErWejoyWzbCM4pdyP01JffJ23sz9mK6tm/0DEucuiGW1g/X9EbAQBQaCfBAaf2KhOkxpkw8cjRjHVcgWWmk50qSP9Zme7TVAqp1WG+my6UzEkNjoHgaVMNnVAcbGB+raeHQSaqvLJjrRlg4M3K2d8iZ2XH9GV3Z8DNF2k9pQHRuZykrOrKU/YyS7n2UyXufHdaHdik1NIDPbCc/FaHDKVNLTG42npS6BfIrkXUkhwWsxipwRSLtRzpdvtRc2mGxDxVRAQBAYcgUEnNk1Zwexa9RV/+MCLuOqfuNyJ9DI/Vcfh9cEf+GrVLoKzSg14o3WerN2RxKa/rs/rsP3CmIV+csKjtLWVQ6kcz1XSTMdAz5Oe83C16V/NpiI9nZMx/hytlWNm5EFssoJYWRShGkeCq7SRoBWbE1S2KGkoiMbOJpqUXKnW1vUjxKYrD/FNEBAEBh6BQSc2RQoX/NbpD8y8CbW9WUVpqCkm6/xwUWRRkrYPn+mm+JyWnAFunndz73YGdVqz7N2bg0OHS4M135iGiV0cpaCZluakpzGz3x3Go091O08695knefrZ3/PgjFBisqu1UahGXSvHSiM2F1EB19tauFJfhLIyHAezbWz3T6PqZoQN7gmxMYhFHBQEBIEBRGDQic21lkaaGuoMe2fduI4kOHUNTTS2tNLeeoUmlYqmNskZwBD125mu5jLqaq1XmW4Kmqo66hpaOuc/O+m5FF8vFwKyup0nnV94gpxDPzLaLJqjvYhNbZ6CyIXP8NLzj/HwZ7bYReV33t9QCqRjQmx6IiOOCwKCwEAhMOjEZqCAMxSPy8W5lJWVGOzEp73ZwASbV2lrrSIvrZgaVbNmDM7VhirKsuTE7pcjT80nv0ozGtXQ4zqPCbHpRCF2BAFBYIASEGIzQDPmdqIlxOZ2aIlzBQFB4H4QEGJzP6jf4WcKsbnDQMXtBAFB4I4TEGJzx5He+xsKsbn3zMUTBQFB4PYICLG5PV4D8mwhNgMyW0SkBAFBQI+AEBs9GIN1V4jNYM05EW9B4JdDQIjNEMhrITZDIBNFEgSBIU5gwItNTEwMpaWlIvTCQGJ05MgRwagXRsKGxH9I2MD9tYELFy6wc+dOTTlVWVlJZmbmHQkP3AmRlhYECw4OJjw8XIReGEiMQkNDBaNeGAkbEv8hYQP31wbCwsIICgoauGKjUCiQql8i9MxAYpSRkSEYCTsRNiBsYMDagEqlQhIcqYY5IGs2Un+E+PROQPTZ9M5H/CoICAL3n8CA77MRYtO3kQix6ZuROEMQEATuLwEhNveX/x15uhCbO4JR3EQQEATuIoFBKTY32ltpa1LR0HJdu+Kmdmp+tRJlbSPNre1oFuLsBu5aSzNXfmrQzALd0qCi+WorrQZOvN7azNXmBhquwnXNbNFttDRf4Se9GZ6lW996XrcH3qOvBsWmrYnG+hoqdDNU97GtqlXppfceRVw8RhAQBH4xBAal2DSXpHHW3xQbhUqzxLOUW5qp+ZeO4CVjV4LTSlAbyMIihYx9Xnb4n1WhsDElNCmNTAMnqjNlJIXaYZeCpgCGbBSy3XjprV0j3f7W8ww89B4cMig22QG4LByHZt0daT2dPsKbn5rqpfceRFo8QhAQBH5RBAal2DRdTOaUhxHm8lqyz6Wi8F7L8u8WYLd9N5Gbf+DbWVMYa2SEkZERk6eZ4pqkorgolb22s/j8xed5+d2xjPzvp3j1rVH8dawRUxesYvWeApK32hCXmctxhR+xvpZYJYD6KlAYSnBQEKsC8jpX5ZSs5FLcbg5ucWZXLTQbqCHdK0syKDaXi8nPOopcrl1VVNq6z2Hq+2N5YeQc7OVyIvV+i09O0wh3231Mx73iJZ4jCAgC957AoBObsswkdtvNZu7HI3h7qiXWLtbMn7+AGd+5oDinpkVhxax5Cxj/jRUrl8xm0aQ3mBNRRcr+HezatJqFFjZYr7DEdNQIjKbP5hsrG9Z7BRKQUMg+s0/xjU1m/36t2ChaUJ9TIFs3lfHGE3hnigU2DhuwicwmvzCTQxtXs+STTzC1scHaxgYbGxu8I5NIr7i3GWlQbLRRaKsvofSwN86OttisXMzUT75n2hericqOxGGDAx7RJ8ksu3JvIyyeJggIAr84AoNObM4rZLjPGMW7Lz/Ff48cy1dmc/hyhSeWnifhqhoSrLD0jcXvhIqOGtBnmMtL2LVhFZ6Oq7EOkhO5MwT7iSNZuG4DzjLpzT+eqP+fvXeBiurI9/1r3XvXOjn3ZCaOMcH4PzOZGWfG8SQxj5OYa8xLja+YTmI0GoyRaBKfKCo2vhVFRAVfgEGFCIIgD1FpkUf7QAUVxEYRQRARgUCDiAgDIih+/mc3tDTYoCZGAYu19mp69+69q7713fXZVfWr6pAj+EwbhJspbCJKKY2ww/JLFa++OxDV4H4MHNALi3GB7A5cyU8LxzLovboWlNKK6v9WV4bPWIGSlEf5Zw4217ITSDqiYXegF1tXTGDEsM9RTZrNtyPn4PTDLEJiVjNy1HDGzl/Dmq070eyPRZtWTJVs2jzKopPXkgo8MQq0OdgoJaNAJGn9x0zaepZDRwJw9fRpATYfM1OThPPULxn1Zt3YxQudO/Ps00/R4dlOdOqs7HuLv/7VhvFjPsDRDGyM8KIii+JTrqhmhuA79ys2eGxg9bGaO2YpCFPj4+vVKmCT7G2F9aAudO/zJVb+uYaf0YZCdAHB+Dt4EwcoPYSF0Q4sGPUmXd4awusOcRQqURHyTyogFZAKPGQF2ixsji3tyZ9f/CO9vvyCftbrWoCNMrZTSELmFa4U5huisy6eSyF4cn+c/XezJ1XZV0h2ehZ7bD9h4z1h44Jq5gzGdv87778/juGbk+8USWuCjRKtd/VyPvqiKwbQ1EXV3aJamWFdVmEAjRJod6uqjGtXCskvLDaA5lbdgXfyJP+RCkgFpAIPQ4E2BxtjN1rfN//KwNm+bNm+nkVrve4Bm2KSizI5EeDCYpWKjwcNpFfXxgEC84POsmtakzEbs91ob2MxzhUPzx0cCdyIu+cGrLyTKamooSDMmV27dhB48WEUzf2fw1w3muHb+SdICFhsCJRQuvma26a7BBCeef/Xk0dKBaQCUoEHVaDNwcYYIGAc+E8+HYaXj+99wOYkmjWLmfjOV1jPUfONMUDge0smTxnPAOdEgiYPbhwgUA8bY8CB/Twb1FOH0W1CCPuSi6Akg5SDW1EvcyQkuYwjHsvYEbKdsIIHLYZfd3yzsDmvYd+GiXRT2aCet8gQwKAEMZhutl+9w+TFax5519+vy7H8tlRAKtDWFGhzsFEEbhT6rMBm8zq+s/UkdlcQse7j+G5tuEmAQH2IdNFJNF6+rFSHca60GK2dygCW4/EaYoNXMmhdMgfcFzcOfa6HTeMxGzdUMzXEKrABqvSpXNzjgFdCGTsc1fj6eLUq2Ch5U23OprjipllvPq6uP7OJkTulAlKBdqtA24eNbiebVoznndd68vGf/oSqzzt8YOeHa9R5so+HsX+5CtvwYs5cvhs2G3ftJSrajz3eDgzdkktxxS1DQZccrw99rofNjPWBuOxJJT/zOCn7ltN/ehhH6mHT4IxbJKy3ZeuW1gWbIwFL6e8cT0pmrtnVBJK8J7HBc5Ns2TQUpPxPKiAV+A0UaPuwifZg6dw59JnqR1J2OoW7bLBZOJV+fQfw3vNd+WtXFYtji7nwr7ths2TaQPr2fZlX+w5jhvYWpVV1CjeFzdA+PejQqTNdXniezn/6M0+N8Se8EWwUSOWyZ84U1ru0LtiEL/uUpzpY0PkF86sIWHR8mvfHLZWw+Q1uLnlKqYBUoEGBNgeb/BMB+M7qzYBe3RkXqCf5fDYZaec4lqqn8kYpt5V5Nq7eLNq8l4OaSCKjE8goqaby1jUKc/K4kKrnamkx++1UuHpvZvPefSiz51Pyyvg5woH5UywZ+O4wxnzvTODPpVTus2PSwlVMdQ5AE+LJNndrek7ZycHkIpS0BCxWBt4/QaXqx1sfjGeOh5a0emg1yPzb/tfSmM3Bn9T0tPZiW/DuxqsJ1K8esHXBUOxXu0nY/LZFJM8uFXjiFWhzsCnJiCHGzx7HlS6EJpdTWGFShjer4KIWrS6zxVnxyoKcyjppuswcjJPnlUU1lbXOfDaswN5+E54BJ7h4s4qbpueruUqlPoGAqAxyCiswpuXOgLtbGBG6PMpNkvQo/m0WNiUZ5KTGEaArpdLciqNAebqW08m6R77qwaPQRV5DKiAVaD0KtDnYtB7pWk9KmoVN60miTIlUQCrwhCsgYdMODCBh0w4KUWZBKtDOFZCwaQcFLGHTDgpRZkEq0M4VkLBpBwUsYdMOClFmQSrQzhWQsGkHBSxh0w4KUWZBKtDOFZCwaQcFLGHTDgpRZkEq0M4VaPWw0Wq1KImUW/MaKBolJiZKjaRPpAekB1qtB0pKSggKCiI3N5eCggJ0Ot1D2cTDgPSpU6fw8/MjODhYbi1ooGjk7+8vNWpBI+kheQ9JDzxeDyig2bp1a+uFTXh4uCFxCg3lJjWQHpAekB5omx64cOEC27dvb72wUcYj5J9UQCogFZAKtG0FWv2YjYRN2zaYTL1UQCogFVAUkLCRPpAKSAWkAlKB31wBCZvfXGJ5AamAVEAqIBX4zWFz8eJFlK6w+91iY2O5ceOGoWSUaLS7u9HK0adGsX2GipFDleX977ENHYlqxnaiUvV3r8acGU6AyzKmzN9CdCFU1f12mnSFVEAqIBWQCjxkBX5z2CjA2LlzJ8rrvbbDhw8bwneVRCl/5mFTQlbsJuz/37/zzJtfYDlRjbLEv3qiJV+8/m/8+4sfohpng529vWG//VIn7Dcd4mTOVa43Fe+kO/Zf9+H5v7yDysaeeYvqv6N8d60nLtqLlFeZ/znlpqeS76UCUgGpgFSgeQUeCWzubp2YT5AS0qjEwt8XbN7vyDNjt+EXtoekIxr8XBcy86P/y+9eGsWUlZ4EGH4czPTH08xc0wCbd/ldp6706Kdi8CcmraRxtlh5J1NSUWPmi3KXVEAqIBWQCjyIAm0eNovHv83XPf+Nf3u6IxZdTH76+PmOdPxdZ555XoX90WKyKkD5gbTK0iLy8/PrtkhHbL8YSLfek3COzyczt35/4RWulFUhe9UexEryWKmAVEAq0LwC7QM2qg/pPcmb+Px8co0gifPBZ+bQRrBRfonTb9b7dDFC6bln+N2/P8X/+ben6WDRhReM+98cxZcO0eSCBE7z3pGfSAWkAlKB+1agfcDm3efp1PUt+qlUfGIMGOjbk57/6NYINiXHvdj0/Xv8ruMXzPTZjp+hq02DxvC6G43GiwVDe/DGawPpqw4jG5AjNvftJXmgVEAqIBVoVoFHBpvy8nJcXFzqBu2Ng/cmrzExMYZlDB50zMbQjdbnb/zlna+wsbdnkfGcUy2x/PAtM7AZSMcudmzLL6WokSwKVrIJU/dlYC8Jm0bSyDdSAamAVOBXKvDIYKOs+GllZdVsqHJAQMB9wkbP+YPrmf1qJ/44ZSfLJr/D1wPfoMfQBXhpNOw2tlY2LWShZT8zsJEtm1/pGfl1qYBUQCrwwAo8MtjcT8ruKxqtNoPTuxcw5hkL+iyLx2PRl1gPUgIDOtPZ4g88/b//F//2fzvQoVNnunTpTrceVqxOLCGnEu4aszGO0TR9lWM291Nc8hipgFRAKnDfCrQ92JQmcNRrAn06dmGMTy4nsq5w9bISRZbMuSQ3Jlv8gQ9GrcJlTyr5+Xr0+hLKq2u5ddtMNJoxmKDpq4xGu28DyQOlAlIBqcD9KNDmYFN+JoiAWZ/xYudRrEu+wsGdS3GZPh3bpVs4kr+N6V06MvB7J9RLnXBTT2G0QzRpZVVUkcmJABcWj7NllHsMMe6jsF3kxqbQMOKi3Jgzyor1MSXs8zeeL5xkQM6yuR8byWOkAlIBqUDLCjwS2DzMFQRKkrfju2QcL3+4moCAJdgtHM/Ub79FPf47Rtp+wdu/+3cGznRh6Y+urJn0Jb1eHsFEv5NoNUtwshzIBz1/YOKuBJJcP6LvB334fKYT7l7OzHi7I++M9GHtRjWz6o+z1l7kqlxBoGUHyU+lAlIBqcB9KPCbw+Zhr41Wnn+CuH3+LHSPIVZpnbgHELB7NwkBi+8EHywOiOJARga6qABWDx/F8NUxBLjb1reAwkmuqaAm2ZultuOY7hKA/74EYlYPZ9Tw1QQk7GN3fQtIriBwHw6Sh0gFpAJSgftQ4DeHzX2kodlDzK+N1uzh8gOpgFRAKiAVaKUKSNi00oKRyZIKSAWkAu1JAQmb9lSaMi9SAamAVKCVKiBh00oLRiZLKiAVkAq0JwUkbNpTacq8SAWkAlKBVqqAhE0rLRiZLKmAVEAq0J4UkLBpT6Up8yIVkApIBVqpAq0eNkFBQSi/9Ck3qYH0gPSA9EDb9YBWq8XPz8+w4HJBQQE6ne6hbOJhwFWZZ3O/qw8oxz6pm6JRVFTUE5v/J7XcZb6f3Hu+LZZ9YmIi/v7+rRc2ypOM/GtZAUUjxXzyTyogFZAKtFYFWn03moTNva0jYXNvjeQRUgGpwONVQMLm8er/UK4uYfNQZJQnkQpIBX5DBSRsfkNxH9WpJWweldLyOlIBqcAvVaB9wKYkg4z4aJwDdORWVt/3b9CUp2uJOx6HNr38HvqVk6eL43i4Fl0pVNcqh+eToUsmTptOKWDYZXqWm1VwUYtWl4ku72cKM2IItbfH0d4eezObX0wGGSWmJ7j//1uCTc3VHHIPbcLZaWnj6y51wn7TIU7mXOW6mUuVZOhIjfbj0KFQnJwcG3/XNP1r/PBRNKitprZUhzYuFV3TjJSnozudjPZE/t1XqiikMiOKgAQ9OVfrfj1ISbM+IYCojEoKK+7+Csr54o4TbqJ9/gktyad1pOvvPl+jM+SfQJd8Gu2ZXCpzDxHg7MQK0/zc+d8Nvwgd97RGo5PLN1IBqUBzCrQ92NRcpeTSaY5oNIRrNGiUbdNCFv7wOR16WrNqWzAhxv0aDXujtCTlVVF2A6gopKTgAgk5lVTfuk1J/Fp+XOXMbDcdxfXAuJadSl5eDvoqE8mq0tB6OLNsqhO7CuH6LeWzTE7s2o6noz97ciq5rvwUaP3fjbJC8hK2E7XiC4ZaL2HqZi88PeYzzqIHAwYOZrBKdefnED4ZPJB+PSz42iUSzXnjGR7stSXYVGTFEr+8N298OIQPBhivO4BBQz6ka+/l+MZmcTfjrpG0Yws+tuP5aftqRowcfie9KkPaP0al6sUrXV/ltX7TsN1ylPzrRVzcswZHzwh2xaU2LqOtC5g6fSZDJ6ytKy+lfA6eJiXnKlVFyRRrZqJyO0VslkKWCi6fjkJjY8myw1dIv2ZGi5J4tIE+ODpuR5OQTUl1IVGLx7Fk+lQWrHdl24LP6TlhPSs9Q9Bo9hFzLNXws+CGIjrpjpevD+qgJMrO+uIwuAevvvo2r747sC6PnwxG1a8HXf88kNHzgzh8tzhmEiR3SQWkAvdSoO3BpuQ4sV6T6fn0s/yx8wt06dKl2e2F5zvxpz+/yBj/ApKLgIuRHA1dzVC3dAr/dZPbJKNd6YrjCDc0lTe5fvsmCetn4+uzhT2FDdLduhSCl8tqJtntIDk/nzzjz0jH+bB703z6O8eTkplLvrK/8Arp8RqCp3Tmv/74NE93eJYOffvy+rhZTO/vzL6UTDKN38/PJzczhXjn/iwNOPKbweaUm4qZmuI6DQzZKqK0WIOdyo0oM7C5VRXLTk8fnOZHkAsY2NogB6CQ+wDuak98vI5TUFvGvwqO4fHVYnYeTeJs3mG0G6zp36ULLyrlY9GRDh3+wNPPPNdQVu/PYLbXQTJS95PiM57+y7TsTizgamkSCcGufGcxGa+kcwa9Dbrm51Og13O5vNrwoECpjoQ9mxk9xgtdXiArR/Tnw+e70KXzc3Tu+DRPPfMcnZ5X/PEmfb50YNulW1y9Wkix1hEX13VM8j6DPieP64eXsuinMDYfzqPsejW114soObGB2TN+xDVAh4kNGikg30gFpAIPpkDbhM3eDXw8OZiz5y7WVfAmlbexYlJeM4/vZt/yQUwPu1xX0d5M4/Th7Uz7citnrlRQSQ1VybvYv3UVlv7ZXKnMZs8cJ3y9dpNgUsMWRszHx2ce4xctY1KXLnQ1Au75jnT6w+95qoMFnV+oh96boxi2KIyMwnP8HDKZSc7+uERFExO0iDFPdeBPnV/gBeP3ldcXOmPR4Sk+XRbeamBTGL2QNetcmB1yyQxoFIM1gU1xKtf2LWZuSB66U+H4um/Adk4QOgWmStkkeeOyzpVJjpEN5VWUwUGv2czobQKHd2yxnjWdFdZv8h//+2k6WnSms4lWL3brwaDViYaWKbXVVF+voCgvlyy/kazcupeAuHzyk03gdTyT/PxCiq6UGUAT6/A6Q157hg5/6MDTHf+bl15bSmhOHsd3zsdlgzsOu04YQGP1kg1rQk5wprK6mfw/2E0mj5YKSAWg7cFG6Ua7nENCWjHVNXeNlDQq01uVJZRlJ5BaWF3XjUYFubrdeH3fB+dDRVxQumiMXWsXr1CdvxMnBx+27EiirvdGGUNIJnTKYObMWMjyvRkkKV1zSjeQ0jWkGsA7PYZi7aUheHd9l96+eI6l6qm8UcrtA3aoPaPwOh5P8sGfmNLTGndDN99WnKdOx3roBJZpNIRqNMRnFJofn2iUI/Nv7tWNdv8tm4b8jv3GDnVYGhUlMXhbjWKcsetvnC1W3icoqYiqb9mEcix2Iyve7spLbw/igw8mYOPgiccOH36aoWLEUBWq/m/x6muv0/WV9+50xy0OOEJ0fAqnd5l0ezksQj1zFsOnr8BLo2G3SXeoxs+VgCXD6b96L6sXTmfxWBXjbJeyJamayxcSuFBQUqffXd1ydZrV1lRRnKYlduMEps6cztAFwURp08irqqEszRuPOaP54I3efDroXUbOPcTBjDLMDReZLwG5VyogFbiXAm0ONtfzdJwMc2t+wPrOAG/dQPxSJ2c2Hcq9M/hckRfPSa/hjFmg5WBaw+D4zcpSLgbPYoVPJGGn6zrqa6vLKNU5svjz/8fXk9bgflKRUwFcKemhc7Ef9iGqz9WsSKqlvLqUdG04x+PqB5VvlMIBO8ZOmsJopxW4uDsxoZuKqep5zLO35btPP0f1zsdY2duzQEmzWxgRujzuFapgrkAfFmxM8/vRiAWow05TWhiC3ZvDmDLOBju77xg3ZRJv2kVQWBpRD5u9nMqIIWTeHNSq3gwb58L6iNOk5pzk0CZ7nJa2HBBRkXWE4069eO2zidg5rWeNdzg+Wh368jSiXCJJyig0jCnV5J0gy3cMVr4n8dviyeaZnzJl0gim7U4mxHEla43lrp6I2rIX3QZPZJzNvDqfrPXERXuR8qqbcNKdNYsn885Xtg0eclqFo6MTTvb2LFliz+rV9ixbZo/9plACzAU1mCsEuU8qIBVoUYE2BxslgizKbdKdJ+S6AWsVAz7oTc+/WvDy+wPpN9g4EK5i6MjRzNieRqpxxL9KT2laEDYjrXHfnUCqEgF1o4zyC0dxsZ2Mb8ypOxFINRVXSd38PUt+6MO4ZV4G2NTWVFKc5sfGuaNRj/kY67lz+cEnkaO7vVk/fQ5uXrs4mHmJjAPbiVz+BX0/+oh+EydivXAWI7v24tNByuB6f9599TVe7foKvVQqPlZaDZPc2KRNNzNY32L5GT58WLAx5nfF1I8ZOnt9HWxMx3aU8bIoT1R2ERTfgc1xCm6UcT37GHtWz8DR1RP3vUnEJmeQl6Qham99i+9OKyUcjeYIpy+VcLWmggJdIJ7Dn+cvr73HwInubDucSVFZBhcOL8F2gCuhsdkoMWxKoINpC63kuBdRnj8wJSSGtSOVltd79Hz1dbp3fYs+gwby/7pa8OrbvXl3oArVuOl8vekQp2LCiXGfwLgv+9P1rf4NHlK0Dz9O5uUc4hIzSNz8DbbjVKimu7A0PPPeBSCPkApIBe6pQJuDTV2ObnO7tobKkjKuV9dwEyhKPkLY9P4s35fC8cz8urEBfRH6kkqqa2/TECumsEVPnEMPJixi6HJeAAAgAElEQVRxxzMmm7KLCaR62/DPeXuJSlPi0ur+blRWEufvzz7XEazz9cL1eBXXcpIIm/6ffL3EE6/IaI5FOzFg1CjG/+kvjLD1I0CXTU6CH6sHdqZb56d5bbIXXnv3Ehu1kU9s95CVnk1hfhJ7XNbhPMmR4Px8Lubnc6W8CuXB+5f8tQSbf12I5eQ6Feq9xZy5bDy7+QABY35Td9rhokRsKS2by2HYDVpO4O7jpKbuYXfgegbZRXD5DmyOkpufyCXfbxg4aRL9Xn2DNwZZM3jGcvzHPMWf/9SZ543jWV268ELnP/Ls0z2Z7BXLUX0amQddWP7xp/R1SuTHhe4ciNQQnbSLQLvXmL83h8SsSiorqyk3Cxs1dgegVBlCqjlGqKcPDnP2kFlajNZOhWdULMeLq6m+UUxedhx+Y16hz9+eoftQW9Rh+dyuraayRE+RPp98JW/+zvSfHExK/Vjg5avlVNRFYxuFk69SAanAL1SgjcKmksqSs/hb2bMnIY2LBtiE3125de9DDyt/EksqqTQRSKlkbpQlEmhnwzr7mTiscmZEdzWeGUXkmYwD3b59G6UCzgmdgbevF/Z+WgNovuj3Ou/NDsLr6DkyjwTgNOQzVkWeJamgksrqm9yqrqT853PoQyYzdcPeetg48sGY8dj89a+81cWCTh060OHpZ3hWqYC7dGGUixatkpFf8NcSbC6fiWWvWsW6k8Vc+Jfx5OZhY8xvTcJ6NhthU+CP3Yt/pken5+ncuROdevThRbsICu7AJpL4494497fgufcXsXbPCdIvX+XcsQN3w18B67mzBE/+mA17Y4ncF8lx98ksd5pG3zWnOHimiBtpGpKiPQygyb12mM32/gQH6Lh4L9gkb8Zx7TqGrU+gorSYA0bYZOlIiNnGmCUHycvOoSjakbWbPFGHXaCyJBF/qx706a5EsXWi07MdeOrpZ+lcH+U4yNoF72SjZvJVKiAV+DUKtE3YVP3M1XP+fD/Bm/26XMNAblHyQXZO6Ym1+zY8Q+q7biJjiE7IoaT6VpOoIqWdU4le48Sy7/vSS/UNE1zSOF9eY4izaipoQZiahd/1441Pv2fSMjei11rx3dpwvI4XUnnxKIkuY3lvWiA7z+gbxlzqx2yUAIG1mz3Y5zeJUa4b+eHNyaxa6UlAfbfS7uBteFn3RP3TwYcfjVaezqkIbyZ95YA2r4ySOxF2TWBTnk6qLhoH72TKlEd541wUpWVTtBO7960b0rw/Fm3az1TV7KsfsznChZJLpO0LwmfhN4y2/IyBYxfz/fTVbJ6pYt2pYgzTZ+pFvWECgsC9hzniMY+I7TMZ6KrMs8kjfddSHIe9QtdeHzPo4/q5PK9+y7dj5+LtpsK6PoS7rhtNzfQ9JRzxsMLW0RH7wFgSsq9RU15M6loV33w5kHf7vsvnY75nUmAxVytrTfKWx63qEnISoomJ1KAJcGblEmt6frGMbdtDDfOBjiRlkG1unk9Tg8j3UgGpwD0VaIOwuc7VC/uIXvYJA7+0ZbLjLsPA+oXkWDQzVbg1qdyaKtBoRv2qVdg7ORkGg5VBYWVw2NxMfgU2TurRDJvvQ8DRbCqjZqH2DMF+wzYOb1tLyM4Q1NbWTPWMJMI4e/4ObEKYPdeFoBXTWHU8hMmv1Q+21w9oL5qnxkbVjYkb9j1k2OSTEbGeDTOmYeWoI6vMdGWFJrD5+QCxYa6oViRRXF5tUiFnUlWZgTYggcxGKw2Yhj7XBQjsXLKENatX4rDMAfs1fqxycWfThG4MnarGZl5DkMCCOXOw6v0hiwNj2Zucx6UjwWRqZjLEMKmzkDxdBGFuDcfXrbawiVWL1rBlqYrFh4s5l5tO3OaZTFd9zIffhxIU7Mg6TQwx9drXVldSqgvAZ8MKQxDAWs8AQ6vR0E1ZD1Ibn/jGKysowQ+jVXTrbYV6zoK64AHj6gjmVohoaiz5XiogFWhRgTYHm4rCkxwLWYx6xEDUM2yw/GERtis2s951JQs+78mE9SYtG6X1sDcKTVIeGcmxJB3RsDvQi60rJjBi2OeoFgcYoo2uZScQs1rFqOEqbBzd2RioQWN4gi+mqqYWBTY+vvUBApVXKA4cxTj1PL6eYMN6p6V4JZRxcY8Dto4rmOd7oG5wvH4FgQmrVvPDjM1scvLgiD6Q6d17oerdj4H1ocS/1QoC17IDCFw2nlnfLzV0BTUee7hCWXEUS1RTWb3Gk4BNC3FdMRtL/0KuVN4ygU1BY/NUFFKYEY9Gozz5L8N2+ma8g6LRJQSwfuRo5pgEYhQlRxI4zoJeAxoHbHw8aAi9uvZmlm8sx5Wgv3uFKu+va6X6efyIw4Tv8T13ldRjgWxbOhHLwV8xXDWXVdt3EHgnAKFpQEJdWUYl55GXHGUIfV6w2gO7rXGkbZ/B6JFD6wIFBr5L77dfxaJrLwYagjhUqMYuZv6WeMPEzjuNwsaKyHdSAanAfSrQ5mBzUeuC15IvsfLPpUSpGJO9cbEe1DAz3WQSoGF1ga4v0cU6FBe7IVgP6kL3PibfNSNSsreV4bgubw3hdYc4CstuUBjtQPCOAEOlrSxFE6dMDnzrfUYtCCDaZIq5ctyCFY4MsXMh1LoLL3XtwqhZs7DbfADv6FTKSrQ4WG0hJiHHsJ6acnllLlCuvxUb9iQ81DEbJR+bNjU35qCMeZmMV3TpwltDrHCIo24+UrI3ATuCcTDNnJJYZa03l1F3tH5/lhIQoawMd/dfcVoCWnsrtpwtMSwVYzziRlkJcQ5W+MckGNaZoziNEq09VlvO1k3WrD+wQef6ybIm42/Hvb05oNWSXJlDSeJqrHp0o3vTcjd9/9YQXrILJdTuJYa81QWzYzHKigQx/lg5xFFiWNvImGL5KhWQCjwMBdocbG5WlVNRdsUAmlpl6KWmgvKrlxtmpjddTaBAT/7V65SXFnP1cj76IpPvmlGwpqLEcFx+YbEBNLdqb3OrqozK65WGyKTbtbdQKsLiwiKuXKukyuSRVznuWnkZxaXlXL+aj74gnyulpZRWVFFRVUNtbRVlJRXcqL7VsHDn7VoDcP51vfqhRqMp+aioaC6aSonmM4nEys+nsLjEABqjpkp+y0wzp2h1s4qq8it3tC4qVQIizE+sra2ppqqshIqaWkyWjeN2bS0KcCpvVNctaFpbQ21VGSUVNXXL0NSXSYPOd0cWVldUcKOqiprbt6itLqdEr0fftNxN3xcWoy+9zvVSPcWF+ZiNMlNWJLhRaQBNrUEEM+aQu6QCUoFfrECbg80vzmk7/mJL0WjtONsya1IBqUAbUkDCpg0VVnNJlbBpThm5XyogFWgtCkjYtJaS+BXpkLD5FeLJr0oFpAKPRAEJm0ci8297EQmb31ZfeXapgFTg1ysgYfPrNXzsZ5CweexFIBMgFZAK3EMBCZt7CNQWPpawaQulJNMoFXiyFWj1sNm5cyenTp2SWwsaKBpFRUVJjVrQSHpI3kPSA4/XA4mJifj7+5Obm0tBQQE6ne6hbOJhMFwxR9B2Vw5ETZdbCxooGu3csUJq1IJG0kPyHpIeeLwe0Eao8fP1bL2wUQzCNSG3FjRQNDoV/7nUqAWNpIfkPSQ98Hg9UFnYgeDAdRI2bdmIEjaP9yZqy96RaZfeeVQekLBpB0/DEjaywnhUFYa8jvTaL/WAhI2EzX11v53YJTh9WFDeDvT6pTeL/J6saKUHfrkH2ixsbpcIKlMEx8IFmsAm2x5ByllBlZmK8UaeoPCYIPuUIMbcd43nChVEHxCUXBbcKhLkpApSzzQRulhQckGQkCCovtLks6sCsgSpKYKcS3WfGdN8IV1QWNDkeDNpvV9jP0jLpvCs4EKCoPKa4PYDXNN9qsDHVVBg7juXBVUZAu1xQWFefb5KBNW5goR4QYmy7z60SkgUZJwWFJ5sUp71ZRK5U5CRLagsqbtGWbYg9YCgTCkjJV0tXcNcuk32/VJd7reM5HEPz+9Sy7apZZuFzc18QfZ6weA3BR2fE3Tp3LA987LAtpmKUR8r2DFWsMlZ8MF7Dd8x/X7HZwS/f0HwkqXgRLagRCf4yUOw0F1Qe1lQcl6gTxfkxwt2ewr6fydIOSHIV/adF1zJqwMUGoF6vcBrX505an4WnHUUOG8VRCY/PMM8CGw06wRLxwni0wW5SnqNW2YdKG6VCiqyBZeN++tfHccJ1i0TJDXZf/VnQU2WQB8seGmiYPcRQbUC2gJBcaxANUUQe1RAtiA2VKCyERTnNORdAXB1dt33Ry4SuKwTaJeZL5duLwlWxwhy9AKuCE7vFUz7THDmYh08b2YIDvg2KY90QXG24Eap4LZSdlkNeS7IEFzVC2qKBLvdBE62gtxr9eAyAZGs3BrKS2ohtfilHmjzsFnqLvCJbqhAlMrTcbzAsxnYpEQL5gwRJJwVXLrQ+HvGitdnmWD+93WguX5VEDVH4OsmiM0SlMQIrF4SdFfgZiHo1FHw1H8IOlvUV5CvCb6cL8gtEtxqApuyDIH93wVe2wVpTVtCv6JyeyDYzBd8+h8CCxM4G0D7huD1BXXA8bYUDGry+TP/IejwzN3fs14mSL4quJ4pCJ0m+GmXQKfA5D5ho7ROE1cLelgLAg8IyvMFVT+bLxf9eUG50oopFZAsOOorGLpSUPhzXSvt4k7B8k+blEdnwRBLQdxlwY0ogdXABpB1/afA2leQphFs2SiY7SNB80srEvk9CaF7eaDNw2alj0Cja1zQzXX5lCcKIjYIvpovyFNaH81U8BpXwcqpguxiwc2jgp82CnbuFhzbK5g3WeC/VbBb6drxEqycK+ipEmzbUt/1s1uwa6vgpwmCEb0EXV8WvDpEYLtIoN0geO0PgtfeEPQdJFCZbJNWCbSJjfNxr8Izfv5AsHEWqD8ReAXW58HYbbhboE0QVF0RZB8UHDHur3+d8Ilg+njB1ib7k04Krl0T1F4RFCcIfrQXeC8TBDgJBvYWWPxZ0Lu3QNVP0PtNgcVfBAM/Eiz2EhzYIzjkJZjhIgg5KPhpheDALkFJM+VizK/ymr9HEOQgsPIUrJkp0EUJfBWQvibo+YNgm49g7VjBd98I5ngJiq8KarMECZF15RTiKnAfL5jiJ9g8QzD2Q0HXNxqXieprwfwNgkLZ2rmvcT3T8pH//7J7uT3r9kTB5vQmwZKRAtV6QXG+4ISXYNMcgb2yLRTY+wkyzguMsDl3SRD5g8DyS4HlGMHCWYJFroJdroJ19gJ7G8G4EYJubwvUM+rOs8lPEL1fcMhF4DRa8M5gwaeWAvVkwTffCqzVgnnGayqvswT2loJPZzd0tz2o4ZqFTbYgI7w+f/XXtBws6P+2wGaOYJExHY4Cn12CUgUazVT0zQG8aVqVQIJj2wUxvgL1WEG3noJx4+7Wyi9ccDpOkLpP4BstOBssWLlE4DBL4GFMV9PX+QL7dYKTZwUHlO7ALwXjvQXj+wgWTxasWihYZieYM0uweLZg1RKBT5DgRPrdN37FacGp5YKZywVDewuGDhaMV65XXx6Gcptyb12a5l++v1trqYnURPHAEwObqvOCgOmCz/67ATbuwwTDXxb07y8Y2Edg8Y0g8mgDbM5mCzwtBV+/Iej534KvZwkS8gR75gumDGvyFFzfSpm+TBCeJKjVC4q3CMZNE9gtFvisF4yeL0jLE5w7KMiqbxHcLhRUBgrm/yjwO/zLTNksbHSCyGUCi5cFA/ubT6/Suur5gWDkVEHmZUHWAUFM6N0D9M21bDQRgpjDgowIQWSQIP5kffDDfXajcVlQfkrgMlWwxk/gvkyw2KTFp+ojePUVQdf/Eqg+EagmCXZrBJunC775oAE2k0YLArcJjmsEc78QDBossF4k2Ki0OJVWW7ygKleQqhXsCxQoLZv1Xws+HyB46Z+C75cI4ooED6M8ZOX6y3wsdWvfuj0xsMkLEKz7TtB/hAlsjBFWTSpGY8smu1Rw87Lg/FZB4BaB31GBPkdwPUdQnGl+XOFKrqDqqqAqR6CdInjn74J/DBLM96sbpFai4Vw/F7guESRfExgDHcx1B97vzdcSbI54CfovFaQkmU+vMk7ls1ywdKpAgetWS0Gfbg3jGsbAiebGbLr0E/T5TrC6r+BvnQSfLhCExglKzwhSdgn6fyvYHWYmmCJTcC1PUJksSHIXWIwXaJRAgqYtq3SBl4dA7dzwmVKWa8YJPhvTAJtdwYLzhwSBKwQ9LAWJ2YIjzoJvewmeeUXw+hxBYZxA3V/Q/Q+N8zfqC8EiD0HIacHNnwXpKwWrfR9uEMdd+WqaT/n+7rKXmrQrTZ4Y2JwKEBxxE3h7PABsLgtuRgns5wsGvCvo+ZrgJRtBqI1gyBuNKyxjpTxKLYjOFFRkCbZ8Ivj8B8G0aYJdawQH8gQHFgjsVwt2HRXUPALYhC8QPPWMSQBDk4F/Jd0duwkGTxVkXRUo4cRFGXeDqblotPwLgqJLgtIUwQkHwVIvgf1cwaxegs6d6gbrO3UyE0zxjmDBQoHfUoHFC4L//dX9w0YpS81SwQbnBthM6ysY8JVgpLNAn10XEZfoLFi5UOC4S1CYLbh1WqCeJ1jr0Th/VxIEmzwE890EFRcFWz8TbN/7cIM4JGwaHhakFk+mFm0WNtV5guNzBRuCBIfPNy48c+ML184LSg8K9vuYwOYe3WjncgR7Jwr6DBaMUQtCdwv2aAURkwULlwqcvRp3NykD0k4rBUFHBFk+go22gmGLBev9BUWxgov7BCs3CaKOCTTbBKEbBPn5ggvrBb9Jy6ag+TkrjeYmKcEPJnNv4jcIDu4SZJo8WTbSVAltzhRs8RVoD9Zpb9pC8w0TnN4h2LZC0HOIYOUqM8EUewRaD0HoIoGds+D1HwQH77Nlo5TlhRDB7vUNsPFeJ9irBDbsE6R5CUZ/IbBZJAj8nwi0bCU6TpmbkyxQL6kLjmhU4RUJtO4Cp28Ffj8Jen0t2H1YUGGS/0bHy/3t6olblm3j+vO30qNtwqZYUHZa4DhK4KsRnFfmXZhUAHcqxmJBZYYgYKcgRwGSThBrCpuvBZMHC2yVgWEzAQIZekGCl2DFVMHUKQJbe4HDaoH3D4INoYLj2Y2ve9JZ4Osh8IkSHF8hiPQQjHGpG/i/miCImiro+5Vg4jSBcaBePVew01GwyExUnWmeWvq/uW60kpOC1GhBYqagKEYQvk+gSxVcPVuXLyV/FT8LdLEN0FCuEzZV4OsqOGlOU2WfmYrbFDaa/YKMXYLF0wRztgrSFO3NzLNR0nd+j+BErGCwcT6OyTUNeTbTjabsL9kniDKBTZSPINRP4LBAsNJRsGSuQAlC0CgBG//TmtVlCaqVlk09bGouCfQHBFH1Y0x50YIgG8F3KsHoLYKkJg8wLekvP2t8H0g9pB7mPNAmYVOWIohdJfhyjCDiyN1LqNyBTZ6g+H8qWNUsQWz83bAJ32A+1NY4ZnO+SHBmlyBinWD+BIFqmOBLa4HbWMGsFlo2W48IlK6evGDB1PpJnfoEwfZJgpHKILfJAPiXKoGbWrBomyA65ZeZ1CxsigTxSljvMkFEiuBSSF2ggjIPJitG4D9a4K0T5GYIdnkJHFfUTZZU5rAosHGaJlhrEubcKEDAvy6IYug0gVtgHXyupwv2WAt+WCbwC66D2ShLQUx2XWg0PwtSDwscfhSUma6e0GS87C6T3gM2U/wFa2cJdNsFm5YJLMcKFv4k2LddEBko2DhHsHqWIPqcoOqUQD1VYKcW7N4iCHQR/KgVHNcK4rcJNs0SjPtAsMBLcDhFcLX4l5XHXXloClD5vtHDodTryfBZm4PNzSLBST/BxL8KZikT8rLuLiiPqQKP5YKko4KzGwWfOQuOKjP2m7Rs7pj8quCWXlBYP1bht6puNvnZ8wL7HgLLqYKAQ3XXuZEjOGAj6POyoJNxImf9OMhzvxcMtRaEKaG2RYKmKwgYr1dTILhaP6H0YqIgeKLAc6cg0WRmvfHY+3k1B5sq46oHPzboo+jivV5w7pQg2UUwaasgKUOgTIYMXS5wOy74V7Eger5g1Gvmx6SMY1NdnhM8PViwNFBQmyso0Ai++i9Bt88F9j6Nx0SMk2UbvV4UlCsamYGNYVWBnwV6pTyOCNauEajXNORD0cTYsrHTCEqLBFV5givnBfmnBan/s6yNZXfBPzsLDJNOlcpdmUSbJJjxkaDbHwT/7CWwXCNIPSUImCb44hXBkIGCUN+66DTr1QJtUv1qEBIOEg7SA7/aA20ONhd3CfwW1IEmJ0dQo4wfNDHCzqmCod0EFs8L/vIXwaiNgtNmutHufC9LUOgreP2fdRXsy0PqZpMr5y5Tlp/JEVTWP+UaYbN+i2BPfONKNXKhYJPrvWGT/KPAul/dtV74T8GzPQWbIgVFZvJyJ41N8mi63xxsoo2rHpi0IhRd1jsI9h4V5G0VdJ0m2HtcoCzzcjhQ8OXcusr1TsXdZGmaO7BIFeTvF0yaL9gUKCiOF+yzE4ToBCl7BPZj7gEqBc5fClz+p6vNHGwMqwo4Cnr8XdDleUH3TwRqv8bl3BQ2dwD5D8HLwwTRCYKsdIFhOR1FOwVsewVDZwjUHnWtO+U7L/9N8MVsQeA+QXGW4Lq+DnJBMwTDB9SvBiEndd51j5n6T/7f2JtSD/N6tDnYVJwX5CbWtWjMgUYpaKXLKn533eD93lBBUlrdYo1KxVaSLkhIEVTXL+ZoMIaykGSaQFs/v2TffkFqM332xpnyORfu7ma5dkaQlyrQKxWbAo4mC3EaTagclxRRH1wQJFDmqlzKrotOMx7zIK/mYKNokHe2vgurHlTKvqxTAn1ek4UzH3QBS2W5GH1dq0AZC1PCuYsSBEVXBAqMM440DpxoFIxg7JpTxnUUjZsu2KlU7Eo5nRRE76g7j7nyUMZcLqc0+OBOmZsuoGoK6PryMCz2eb7xNe7MDTI53nC+qMaBEw9SJvJY8xWO1OXJ1aXNwUaa9W6zmoON1OlunaQmUhPpgcfnAQkbk6fZtmpECZvHdwO1Vc/IdEvPPGoPSNhI2Mj++HbggUddccjrSVg9qAckbNpBRSNbNvLGf9AbXx4vPfOoPSBhI2EjWzbtwAOPuuKQ15OwelAPSNi0g4pGtmzkjf+gN748XnrmUXug1cMmPGwRuemvya0FDRSNDu+fKDVqQSPpIXkPSQ88Xg9cONOb7QEbyM3NpaCgAJ1O91A2wUP4O3XqFH5+fgQHB8utBQ0UjbZt82P79u1ykxpID0gPtE4PBASwdevW1gsbrVZLZWWl3FrQQNHo8KGD5F66IDepgfSA9ECr9EBmRhrbAwJaL2wOHDjwENpI7fsUikZxsYcp0ufJTWogPSA90Co9oDwMK70vrbYbTcLm3qCUsJGQlQ8a0gOt3QMSNveuy1v9ERI2sqJp7RWNTJ/0aJuETW1NFdev5qMvyCc//x5bgZ78y+VUVt+i9i5s1FBVeZ1/lVVx667P2s4OCRt5I8vKXHqgtXugTcKmOE1LqHUXXurahS5d7rG92I0ug1bjl5BD6V38SEYbsIMNDtHkQpsFjoSNrGhae0Uj0yc92iZhU5R8kJ1TemLtvg3PEA0ajYYQz5Wsn9CTzxdsw9Wvbp+yXxMeieZIBpdKKqm5CzYn0ayYwddd36KfSsUnKhUq4zbOltEesaTtXMj8Kc64BJwg0+T7meFLcXF3YWm46V6TAx7hv83C5vQeon6cwYD+Hxk2q2XbCIpNb5WDh7IykpWR9ED79kAbhU0smpkq3E4Vk6zTEuG3hnk245g4uBu9LNVMVNtjb69sa1npoiW5vIoKs5X/STRrFjPxna+wsbdnkeE79d9d64nz3rPkHvXF6dthTFq4Dp/0cqithlIdPlO+ZZKtEy4n8s2e+VHuNAubzEPsc1/OgtHjGGk7jRm2w/nys2ksdt7F0cz2bWpZacnylR5ofR5o87CJC1Cz8Lt+vPKeSavE0DoZSL/eKnp1tyNQX0qRUvtXFFKYEW9oCRlaPZq1LJw6k2+HLsBLo2G30hJStn3xHEvVUwncBjLDbVm5YAaz1h4iq6SALI0tsyyXs9KzcWvnUQLG9FrmYJN7eDVLxlsz1NKNQ/qL/KzX4mH5GTbjF7Hu8IWWWzeXkkiKOUR0aATH4naw3d8HP18N++OOknTmMPt9vQnw9cZv72GOncmg6Ofz5J2LIypwH7H7w4jYG4Cf73YCg/Zz+pKOYxGhhCnHB4cSfDiZ3Lyclq8vQ1elPtID7c4D7QI2npvW4hjZNFAgleO7A1k+yI6wy/WwOa8hfNmnPNXBgs4vNDfW8xwduw9lsDqMbOCmoVZPRrtyIXMHjcc+cg/2Q/7OXI8otBdNq/zH97852JzxnsCE6dZ8vCLqjmkPrBiE9bRxjPc6cWef2SfA0z+x5ruJDPqHiunqd/nrX/8/nv39hwyztsNpoy3fWDzPixZ/4Pd9pjHL8wC5mUc5p5lH/04j+MFyAIM/eZnnn+3On/5oycp9bth+9gHvW3Ti2e69eHHsFhJSMykoaH1PXma1kJVey16R+kh97tMD7QI2tkO788xzTeHRmec79eDPL9rhX9AAmyMBS+nvHE9KZm4zkWyR+KzdxNJGsKmhKjmUHXOH8Myf/s4zozaw40QeVXUkenyUqb9yc7CZv2huI7Cc9vqeH6ZNagQgsxWsATYf8dY/3uPjFZEcOX6CwDkfMeytnrz72VL8Tx/j5GkP5vYfyfRJ6wiMV2BjS/9Oz9HLcgnLAw8RE7yelaqOBuCoN+4g6vQuQtznYPnHT3GKOIPuooSNWe3v88aV35X+aWseaBewWe9kx4S1JkEBhu6wADxXrsL6fTt2FjXAJtLlayx69GPg4E8aggGMQQGG1/fo2e87RjaCDZTr/Aid8x5/69GT//NtIJpkQ8fcYweNkoDmYLPQfh6TvXV3nryU1o7dfDusPI7d2WfWsAbYWDHk3WmsSTxP9s+5JHp8g9XXX/HhzD6yCiwAACAASURBVO2c02ej1x9g05i+2Eyay9oIBTZz6d9pANYuIUSmX+TC0SBCpvfg2QFL2bA3gWx9Esd3LEf9xt+ZvFXHkTRZWZjVXsKmZW9KfdqsPm0QNtfJO3EQX6ux+GaVcCJEjZN6NB+PNwYFGF/tsBk3hWFv2hFSWA+bkgwyYvzqgweMx5l5XeOHjzbdECptmJtTnk7cZmeWjR2Lrbsjn4z8FtewJDJKWgVrmoXNjNkz+cq1YRmbY64jUM+e1ghAZis8A2ymMqL/Mnbq88jV56GA6vtpkxmwPIIi/SWK9MfYOqk3NtYzcNqlwGY+/TtZscxXS7w+j+z4nYQveI9O33rgd+AURfoUToStYNEHFozddJKYFAkbs9rLyrTNVqayPFu+p9sgbPScjw1npWoJ+4rLyIxfy9KvPuAfFq/w9qCBvN3Vglfffom//+Ul/mHRlwFW3hwoqeCaIT4gh4ILqVwqr6b8UgJnsgrIuVpBZcllshPSKKyu4UaVnpy8PFKzlW8o4QGV6OPW4jpjATa2oSSUnmGPzX8zQe3JxphCw3kfN3LMtWwyds5mxpQpDDG0RHLQ65MJmTmYaVOmMW9nSss3tIRNy/pIIEh9pAce2ANtDja11WfRHdzGtC+3cuZKGSVlR9i1ZC0Oo705UFpMpJ0Kz6gfWTrvR5aP3MDewjKu3aql9lYVZ8N+wn/VQramXyF9qyXTXILwis0g61g0m4bPYEd+KfqCaHx9fZnnFktFTTVVZYlssx3E/IUr8U4GbpRBnAOjPvyOrxcGE1Nx9+ydRw0fc7ApOrONH6dM5+tB8/A6fYzE0x7Yf/w16qluBJ7ORp+dytnkVLIuZVPQ9MaRsHngG0k+1bb8VCv1kfq0OdiU6nzZ6T6doW5nKfxXFlEOs3Bb6cmOtArKSos5YIDNQWIupZAQ+BN2rzsYgFNcaAKRm9e5WaFh3WwvfHwSyMw8QoLLUOZEFZNS1AClLWf1aO170G/CXBaHJmPgyu1aA3BinD/j60nfM8pAoEeNl8bXMwub/AskhzixfOQrdLR4HguLPzDIxoMt+8+Tm3KQsz9N4pVuk1gSdJBECRsJl6YekO+lJx6yB9ocbC5F70DjZo97yilCF6vZtDmQ4EAvfJwn8fGgT+nVdSQrwnWk1lRQdukERzcsY/IcV5ZNXYDrTzvRGLrHlNZIKoHqObivDeLAWR0XA77nTYdD7E+/RkWmlv3Baxm3LoHzJ/YSm5xBRmHjaaHXshNISk4iwXC+xpX/o35nFjb6PH5Oj0e3Pwg/ZY6LrzcRcUmczcqjKOccuUlagrdrOXbmHNlNTVU/z+ZAxDHO6fPQK+M2yQc5HBtD1IlUivS5FOnPk3J4N3FHDnMyrWGeTWL9+QouppBxPIyggyc5ez6LIv1FLp2LJyE8gEOnL3AhRz7pyad96YEnyQNtDjYlGRmcPxFHRmU+CQHbOJ6aw/nzOk6GuWFv74i9fSgxGYUYxu5rrlKZf5SAbXvZ4aXhmC6Duvn+yrB/KenacI7H6UjXF1KeFolLZFodVK7nkZOpI0B7kcrWEt/cAsGag82TZGSZV1lxSw+0bg+0Odi0UOc+sR9J2LTum0xWgrJ8pAfyDL8eKn88rY1jSsJGVmayMpMeaO0ekC2bNg4aJfkSNrKiae0VjUyf9KiEjYSNjLppGiAh30tPSA88dA9I2EjYPHRTyadY+RQrPSA90NQDEjYSNhI28ilWekB64Df3QKuHjVarpbKyUm4taKBodPjQQUO0h1KgcpMaSA9ID7Q2D2RmpLE9IIDc3FwKCgrQ6XQPZRMPo8Fw6tQp/Pz8CA4OllsLGigabdvmhxJWKDepgfSA9ECr9EBAAFu3bm29sAkPDzckTqGh3MxroGikjY4k5cwpuUkNpAekB1qlB5J0J/D392+9sFHCeuVfywrI0Gc5GNt0MFa+l55obR5QuvWUFler7UaTsGkZNMqnEjayYmltFYtMj/RkUw9I2Ny7Lm/1R0jYyBu76Y0t30tPtDYPSNi0epTcO4ESNrJiaW0Vi0yP9GRTD7RJ2CjL+8esVjFquAqV6h7b0JGoZmwnKlVP+V31diYntAcJ3RJPIXDrrs/bxg4JG3ljN72x5XvpidbmgTYJm6LkfYRM6MawqWps5tljb2/PPJtxTBzcjV6Waiaq6/Yp++2XOmG/6RAnc65y/S52nESzZjET3/kKG3t7FinHG7e1nqzUJJOsWYmnJoaYDMOPFtw5Q3m6loiwMHy06ZQCyo8WPK6/ZmGTdphjoeuZZTvDsC33iWCfLvM3n7zV2kwu0yMrXumBx++BNgqbWDQzVbidKiYtK5WU+H2EeK5k/YSefL5gG65+GjQaZdtPlDaNvKoabpglwUk0K2bwdde36KdS8YlpK2mcLaPcDxDjPoBhY9Qs2hKPvko5iYKVYnRu05gxQc13Ho+/VWQWNsoPoAWuw2X8cN7s35eP+v83fYfNxdHzACmXHr/x5M0vy0B64MnyQJuHTVyAGtuh3XnmuS506WK6deb5Tj3484t2+BeUUqRw4mYVVeVXyM/Pr98i8XFxZf4kb+Lz88k17i+8wpWyKm4ZEBWH18ixzLXZyPaLNXD7OrcqNawbNp5Fs7cRrfS/PeY/c7DRJ25k1fdTGf7JSsL1WeTpd+HyyRfYfL8cz8Sclls3+Re4dP4cGSlnycpMJiX5JMmnz3A+M4NLl85x/vRJzpw+SXLaObIuXaKo4BL63HTSz6RxIeMM6WlJJJ9W5vykkZN/gaxzyaQpx59JNvxqp75A+aXPJ+tGk/mV5f2ke6BdwMZz01ocI40AMb6mcnx3IMsH2RF2uR42F7VoXUaZQOk5Onb4A79/uiMWpqB6cxRfOkSTy20DcC5un4nN3PmM9ErmVuUVcv0tmbbCj00H86lqBQM95mBzdttUJk6dzKDFYeTpcynUZxGxeABTp47HZtupliv7M9vwmD6Xr98Zw5LFH/C3rv9JZ4vP+W7xSjYHLeQ7Cwv+bGFB56ELsQ86RtHFeNIjlzPiv6yZPfEzvhjag84Wr9HtFRu2nPFl8Yh+9FGOf60fr8zeVf8z0bLyedIrH5n/J+seaBewWfhdP155r2mgwED69VbRq7sdgfp62JzXcPAnNT2tvdgWvLu+q83Y5WZ8XctCOydmqcPIVhpDQJVew5ZFs5kwbDZB+wOZ0XssjoFHib9a85jbNHWXNwebM94TsJtvh5XHsTtgSfT4hgnTJjB09f47+8ze8Kd/Ys13Kt75Rx+GO2xk85YtOIzpx7B+A/hs7CLcfDez1deOMR99www7TyJ1RzmnUdO/09/5yHIms9d7smHZbKb1+Ru9+k9k1vL1bPZdgePciQzpMQ6Pg2dlV55s2bXsQalPu9OnXcDGST2aj8ebDO4bBvntsBk3hWFv2hFS2ACbfRsm0k1lg3reooZgAGNQgOF1PJaj1Yw3gQ3kc9pvFctV7zHAcijvDPYgOD6PxiEDj487zcFmof08Jnvr7phWAdCM2TP5yvXwnX3Nw2YEH/W0Yl50KhdyczjmOoLRn37Cu+N/IlF/kQJ9JO4jB2IzYRHuWgU2s+nfqSejF20lRJfJ+dgA/Cd05dk3Z+Gy6yjp+kTigpZh070HNgFJxKU/WU91ZnWWFWrLPpT6tCt92iBsaijQHSJogiVe564QH6RmvZMdE9YaWybG1wA8V67C+n07dhbVwyb/BAkBi+8dLj12MfObhEOXp+8ieMEQ/t7xv/nK+wyn6qIFHh9hTK7cHGzMtWzmzrdtBCCzlaChZTOVEf2XsVOfR64+DwVU30+bzIDlERTpL1GkP8bWSb2xsZ6B0y4FNvPp38mKZb5a4vV5ZMfvJHzBe3T61gO/A0q3XQonwlaw6AMLxm46SUyKhI1Z7WUF264qWFnGDfd5G4RNMRdiI1inmsve4mucjV6IWvVPfvfUM3Ts3JmOTz9Fh2ef4en/+D2/e+ol/va6AzsKyyg2xAdUcv1fZVTcrOVmRQnXKq5TWX2TW9U3qCgpo6q2ltpbVVRWXqesomkX2XmSNVuY1sWOnfn18DKp8B/nv+Zg86vGbCRsZIUnoSc98JA90AZhc4EzsTtQqzw4WfwvrlXFEjJvKTP6O7LtXArbJvfH2X8p08bZM6P/CgNoSm/VGgKWL2oD2LPBga3pJaRvtWLu5j0E6LLJSYhhi5UD2pIyigujCQjegYN3chN+tC3Y/KpoNAkbWdE85IpGPuE3POE/qVq0Odgo3VkR3gv5yiGevLJcjm5xYrPTRrZGZfNzaTH77FR4RoWz+3gsUe6eLLfyJq6kgmsl8ewK2Irjeg2Xyisov+SF00JvvIN0XEg7xIFFljjGXiG9UE986BY2u6w1hDU3RJu1LdgUXUriiOdSFgz78M48mxHjV+AeGE/KmWOkhy5j5NBlbIw4xpmmFYuEjYRNU0/I99ITv9IDbQ42Px/Yzm7XudjHphDj44rPWg98vb3w93djwZz5WPUezuq9J0i+XkJhykFCZ9qz0COUrWud2bAlGJ8T+UA1kISveikb3cI4du4E533GMGDdSY5kVVByOoxInxXMCr5IaaUSj6b8lVCYkUSki5a08ioq6ve2hhdz3WjK01OOLhKtj8OdFQQ2hB7mWFoeRVmnyDrojf0Cb3bFnSK9qYkyD7HPPxDvH/eQqM+jQJ9HVqw/AcEBbIw4SZFemaeTytHAtewICiYq8SyXTu7CY9FWIuvP93N6PEmadSz2O8CxMxkU6TM5fzKCcLeF+B86x9ks+aT3pD7hynw/md5vc7DJP3GCk+GhJJSdZ4+DPWFxqSQmaolym4RKNRyVajUBCdkoSKFKT9n5nTjYe+Csdme39gSZBjook2MKid/iQViolviL2ZQc24zV5mMkZF+D8nRSddGGrrS7x25aA14ap6E52Mib+sm8qWW5y3JvjR5oc7BpXM3Kd4oCEjaycmmNlYtMk/SlqQckbNoBryRs5E1telPL/6UfWqMHJGwkbOTAZ9MxK/leekJ64KF7QMJGwuahm6o1PlXJNMmnfemBx+sBCRsJGwkb+RQrPSA98Jt7QMJGwuY3N5l8ony8T5RSf6l/a/CAhI2EjYSNfKqVHpAe+M090OphExQUZAjtVSKu5GZeA0WjkJBgIvaGy01qID0gPdAqPRC+R4Ovry+5ubkUFBSg0+keyiYeRoPh1KlT7Ny5E+VVbs1roGik0YQRF3tYblID6QHpgVbpgcOHDrJtm1/rhY3SmpF/LSsg59nIPvnW0Ccv0yB92JIHWn03moRNy6BRPpWwkTd5Sze5/Ez6ozV4QMLm3nV5qz9CwkZWJq2hMpFpkD5syQMSNq0eJfdOoISNvMlbusnlZ9IfrcEDbRI2FYUZJIfas9LRHnv7e2xLnbDfdIiTOVe5fle9nU+GLpk4bTqlYPiBtbsOaQM7JGxkZdIaKhOZBunDljzQJmFTlBxJ4DgLeg0YSL/BKlQqFf8/e+cCVlWV/v+m+f1HK81LKspcmsnKX79mbJySppjU0UG8dCxNM8wiybyCN4S8IUfRvIBS4g1BQdGDYpgcSeV4IQUTVFAyTEQxsANH8YAQxyMIfv7PPlxEPV5qvHDw3c+znr1ZZ++91vqsd+8va613r9WzmyOd/mrHMw7OdO5eGafEq/oORDU+ku3peRTfIByH0AYtwKvvNEK1WjZrtWirw84E4r7TYzy5n2/jt12Nr/5d2e9NrVyS4Ib73t+Im4rNqcN8n6glYk2YJWzamUTq8ax77k9/K4OT3+SFJDbwcNqAjYpNAtoJKoIO55N5vogL5w1k7t+MbpYTw8KPsjNNj16vBAN5hiIuVi0LfaMEHEI7040+jZpjZ2+Pfe3QsTftJ2s5uMyFAf9+4epvbVpj/1QjGj7emCc6DWPwDctH35jKvY6xKjb6k/y4cwUhY51pbtcKO7tmtB/oh//GQ+ToH05jl5ec1LvYwIOzAZsXm/2b/Jg26BXatGpByyYNadS8NS1bVwtHR17s4Ee0oYh8q2/8Q2iDQ5g5MowkvZ4ci0BVCZUhn7wLFyn9+Tznz+ZViZcefdYP6KNG4TTAC7cvdnKspMzqne9npFWx+W4tyzwm8GEvH0KPfMvBI8vw6eGC5+hFrP/uwRmcPOzCXmzg4bQBmxebRI0XX8zxZnhgrS4wS1eXhpB583Hv5M2ms4WcVd7++gMka3wt3W6WLjbVGzi81IEX2nakm0rFm0q3mxKG+DJ1VRIGQFnT8+p2gZL83YT17s+EuZv5Mr0A89UfH9iRNbHJ2PQp40ePpveESH7IyyYvL42NE3oyZvQYpmw6euuutB+0bPD/nCkfTWX50qG89VYPujuNR710JRu3BjHD6T+onP5D9wlBlctE/5jKyb0hfNr/Mz6fNY6JE96lu9NA+r07j69+iGGZ9zCGK+e7DGPg5zqOn5KuPHnhPpwv3Ie53uuF2MzxGkyvYdc7Cngz1m0077zizUZDldic0LJjyQjaqcbiNWX6TZwLhuEy2IthXjGcBi7XSMhFCrL3sGuJG+PclhC1J5szN3oc1Jx9Pw+sic13YcMZ/+kE3lu0p0ZYvl30LiPGDLsmzqrxH1nJwo/fpfPzTnzgO4UJXhP4oFtX3un7LkM8pzLDcwzenv35Tzc3JszUsO+7ffyg/RSnFg685fIxw6d4M9r1A97p6MA77t5M9PRiqucQXF1d+Fdnb9bv+4ETOfKyscpe5uiqsVfhU7+ekXohNj4fd+Nvb9RyCrC0UJzp5qjitRe8WZ93VWx2r/TCwT2UtVGbrQ/6awPx8Z7DxOvEpqwgneTNcxnZvzeBu/M5feF+ysmt07qZ2PiopzAqLKXm4VUEyN1zLH0X7KyJs/pAW8RGxRt/78snmsOc+DGbvQve4r1/d+GfLkF8k3eKn/K0BL79JmOH+REcr4iNF04tnqP32GWEJRzn+DcRhLm2oXnbYfhF7eG7vP3s1fgx6i8OeG08zP4T9etBsspRhOPWdiZ8Hio+Nig2FRiO7OWrMX1Z+l0++yK9CAkOZPa2aqeA6n06+zev57Me3sScqxKbLB26gEFXB/trOwTUPn5lEAP84sip7kYrN6PfE8LiGcNp75dIXtGlW7/97/OvNxObqdMnMyz0QI1BHwkdyrTpk64RIKsvSYvYePCu0yw25Z0hJ+8MilANHTOK7p9t5Wzej5zN+5bVIx0Z6z6eOV8pYjMVpxauzFqjIynvDKeTNhE77Q1afLSMiF2HOZt3lAMxc5ne2Y4hwYeIPypiY5W9vIBr7FX41K9nxAbFppDT++JY2nc8XxkKObzZC8++L9CkZbVTQPW+Na1atOfPT3uzLrdKbC6bMRefvzrYX9shoPax4Tzni8xXx2sMcaz9/HPGeq/nYNElSiuu3Gc5uXVyNxOb4ePc6TV3e83Du2tuD8aOGypiIy/0GpuQF3r9eqHX5fq0QbH5kfSETUxTBfJtfjFn87SsGuvOew7D8Y1ci28/B9xnfMK7qo95z2E883XHyDKXobRF9Ad0JEavYuuPRfy41Y9lMYnojueSl57CFr8wkotKuGBMQrdrN6tiMwHF0yyN2KmfMtt7OSGJeZiAuiU11udGy9mzgBnD3Olr6fbK4qc8Hctc3mLssOl8vufkrV820rK5NR8RK+EjNvCLbcDmxObimR3s3jAf14k7OFWYx3e6EFbPXsKy4AP8UJiPzltFyPYoVkfHsl4dzNIAHUeLzZQUH2fHhjACA8M5eLaIswdn4ztzDati0jh5ZDcx44awKNXIqbyr5yXnFZCx3Z1PHF7ijVf78J7ndU4IwdFoDuhv3ey4D79aa9mczfyGLf7TGP/WOwz0HMN4z/4MHTyZeYu3se+7w5zaHYZ6WhhfJR7m+PUPjojNL36Q6vJ/lJI3ab3UBRuwObHJ2xPBpi88Gb3lGEf2fkXk7NmsWBZKVPxuoiMjmdWvL4u2JpFSrOf0tzEsfmsaX2zdz27tCpaHRRJoabGUAvtZ6RVAyDIdqRlJHAsZyMBVGSTlXEKfuAHtMjXTYzNIWP4Bnm7XOx9U/T0ugJmW+90HRblFElbFJu8MpxLWsX7WB3RX3I6d/sPEpVvYfuQMZzO+5Xj0LAb2ncXyrd/y3fViU+X6PNN7Nd/kneGnvDNkfB1AwKKFfBqRwNm8bM7mHWZboAeLv1jMum+uuj6vqbpfTtpuEkPH0n/uJrYfSOds3nGO7lnLqvH9mR9zlEMZ8gKoCy8AyYPY4f2yAZsTmyydjl1hS9AZj7DKdTArtiSza5eGiImdsLdvi729OwFK15nycjZlYzyyDNfBkxmp8iZYoyPN8tJWvp7JIc5vMiuWaohLP4Zhqw8dfLaiO5YPhSkkx6/D1S8RYx1zBrCmOTcTm/tlRJKOvLDEBsQGbmcDNic2l81mLpX8jLmijBKjkZKLpZjNJkyFZ9Hrc9HrCyg2l1V+H3OlnIqynzEaL1CQX0iJyWwZhal8YZdjLrpAyc8mzGVllJsvYLhgxlxWARWllF4yWYSmoo45A4jYyEN9u4dafhcbqYs2YHNiY+1l+7DHSctGXi518eUieRK7rG0DIjb1QKlEbOShrv1Qy7HYQ120AREbERvxvLreQUL+FpsQG7jrNiBiI2Jz142qLv5XJXmS//bFBh6sDYjYiNiI2Mh/sWIDYgP33AZEbERs7rmRyX+UD/Y/SuEv/OuCDdR5sdm0aROHDx+WcAsGCiOtNobEhD0ShIHYgNhAnbSBPd/sZu3aCHJycsjNzSUlJeWuhEfuRoNBEZkNGzageFtJEAZiA2IDYgO2awM6nY6IiDosNopxySYEhIAQEAK2TcBkMhEVFVV3WzYiNrZtYJJ7ISAEhIBCQMRG7EAICAEhIATuOQERm3uOWBIQAkJACAiBey42RUVFlj46xQPhToJer6e8XJmVGYsH2h11o5UYMGSksV13jDNVC6VZq9oSQwYZaQmWmZ0tE25Wn1RuotSYSXLctxz70UiBsmaabEJACAgBIXDXCNxzsVE8yhQPBGVg6HYhMjLSco6SKWVTrr0Tsbl8LJroKYNp1no0QT8YOKPM3HzNpszwfJ5DEZ5MGNwBu1FRpP6QxfliM+bLQMkp8vd9hqpVV7yCE9hvvOZi+UMICAEhIAT+SwL3RWwUlzcloduFkydP/iqxydo2m1mqx3m00R9pNmoj25U1aWq26rVrBvDuXxvT+PHf8dtGT2HXug2DAnTolIVvRGxqaMmBEBACQuBeELgvYnMnrROlcEo3m9L6UTKlbFZbNsXHSd8exHiVir6qyhUzuzo8z/MtH+GR3/6OR/7QAYfO3VFZfnNh4OCZRB7L48jOQPwGdOf19n1xD9UStVnL1jVzmDlxCKqe3XB2/F/sGrSgbXtH/uWswmX0VPziDBSZK7v07gV8uacQEAJC4GEhYHtic/EM2YdiCFarmalWo1aChwsuXZ7l/z3WmPb9PBnhVRWvnsscfw3f5JgoOLqGhRM+4bU3PkS9KIDo74o5rPHC490u/KWjM5+4deO5J/6Co2oAzk6v0q1zV1QrTpNfovSzySYEhIAQEAL/DQHbExtrpT2hRevrzOPN7Rm8Vk/a2RtPurDDF68JH/BM17cZ392e4Rv0bA/xwmPoULqOCuTgvs/oaRmziSJwvgde74jY3EhRYoSAEBACv47AfRMbxcPMYDCgeJtZC8XFxXfWjQZUlJm5WKAnL7fqXonhhE/owmPN7OgXlMrOtKp4Qz6GokuUV1zh0GIV7w/pQru3BuHT2Q7X5alsCPTgkw8+wNFVzdaYyXRt4cjI+cGop7kx+i0Rm19nUnKVEBACQuBGAvdNbBSh6dChA/b29lZDQEDAHYtN/jEd0e72vNi26l6tmtO8cQN+8+hvLYLTsnVVfMfedPBLtAiORWz+2YD/eexxnmzwW55oZofDK3/nuWefpcETTWjZ4kkaPNqARk2b0eTJJ/j9SyI2N5qLxAgBISAEfh2B+yY2ZrMZxStNq9VaDRkZGXcsNpeKDJxJ1bL966p7Bfvg4/IPGjRuTpcJ4SyKqIrfefWbmgunk0ndqyFk3miGdGhOL+9wFkz6gAF9+tC+11AWzv+Ql5u2p9/oTxn6kYqBziI2v86k5CohIASEwI0E7pvY3Jj0jTF35I1242VwyzEb5ZubQo7rwolY6M1YNxVObRvTcYAn44b0wamPjNlYQypxQkAICIG7SeAhEBvFddlA0qqp+A5xpptje/6vZUP+/LIT7/TqTMc3pGVzNw1K7iUEhIAQsEbgvojN3fyos9RUTOHZ65wMbuYgoDgj5OahP1eMqbScCoycSgjGv7s9o6q90Xo9S4NGzbGrGUuyo0VTGbOxZiwSJwSEgBD4tQTui9jczelqUjQBTOx0nZPBzRwEFAF5uh32PRYQkZxNoTWxGfIBjiPDSNLrybF4yqWyJUC80X6tQcl1QkAICAFrBO652NztiTgLsjM4stu6k4FV54PYbWj3ZvCj0UQZZZiMP3Jyv47v9GbOZadz9MgRvk3PQ5mz4IqFkJmC7KMcO/gtydkmSssrY63BkzghIASEgBC4MwL3XGzuLBvWz7I6XY31UyVWCAgBISAE6jABEZs6XDmSNSEgBIRAfSEgYlNfalLKIQSEgBCowwREbOpw5UjWhIAQEAL1hYCITX2pSSmHEBACQqAOExCxqcOVI1kTAkJACNQXAnVebGJjYy1zpilT2UgQBmIDYgNiA7ZpA8pKzJGRkZb3eG5uLikpKXclPHI31Fhxfb7TD0KVFT4f1qAwWrdu3UNb/oe13qXcD+8zb4t1v2HDBlavXl13xeZOp7pRmmgPa1AYHTx48KEt/8Na71Luh/eZt8W6NxqNKIKjtEzrZMtm165dd6ORVK/voTBSWoGyCQEhIATqKgFFIJUWmYhNXa2hO8iXiM0dQJJThIAQeKAEbFRsLlFWauBY8mnOWeY8q2aozGNmIi/9lwiixgAAIABJREFUJGeyDVyojq7nexGbel7BUjwhUA8I2KbYVORRqP+S8f2Difv2RwprKuIycJoYr3msCdVyqCa+fh+I2NTv+pXSCYH6QMA2xSb/KPnbJ9E3IJm9mcUoa3FWbiI21SRkLwSEgBCoSwRsTmz0BzRoJnXG2eEZ7P7aCcduPRk3bhy+vr6oVG+iUnWjY9sX6PCSA2+oVPQf5MqCeCOn63GfmrWWjTFpFcG+s/CcGUsaUFZldRZ+iz1xDUvDWFIdW5dMUvIiBIRAfSRgc2JjzNjKptmD6dnOERevSXip1QTP8WT25BG0U3ngNcWD9153om8fF4aMdcPjnVcYvtFA2tn6WH2VZbImNsXHdaz1Gc7Qj0YzO6WQotIKKD7Ojs99GOvyCe66LArMSktQNiEgBITAvSdgc2JDSSbHdkYx7aNAvkrcTdo5IwXpWhKi5qFakUl+SWbNmM2eUwkcDlIxQZv/0ImNYjr6AyGs/cyFdz21pOYaOfVNIIvGT2Os57WtnXtvZpKCEBACDzsBmxObiozNxEf40tlnK8tdu+K/LhbdjvXsiBSxudGYszi2fRmfPtcb3y3bUA/rwVSfeYQp/WqyCQEhIATuIwGbE5vC5FWsHP0PGjzZkmZPNKDpU/+k/4BB+CwSsbnRbi5TduYAGUsG8dxzf6JJ78n4RqchQzU3kpIYISAE7i0BmxObsoJsfjyym+jItczq54D7jCWsXrOE8FnvY9e+K849u9Y4CLzezZHur72A2/q8h7IbTTEdc3YSRwO74fjKizR6xx+19sS9tSi5uxAQAkLACgGbE5vqMlwqNLDL+xVGjvZmztwZLJ4jDgLVbGr2F89wckcEc98ewOSgWbw7fCQ+S6I5oK85Qw6EgBAQAveFgM2JTUF2Bkd2a4mOXMOsfs/wn/8MZMwYDxYsk260ay3GTEH6l2yeO4H+vUPZnZ9FXOD7TBs7iUma0+RDre+Trr1S/hICQkAI3G0CNic2KZoAJnayp03rP/JUIwdGhSawP0nLXs1MnPz3cTRzH2Ejp7IoIJxN+zez47MejIs599B1o5WVHGPnMnd8hg7CLxGKLgFpYcwbOpJOb/kTXXSJixXK9D6yCQEhIATuPQGbE5tSUzGFZ/Vk/fA9UaN6seTrSrGJndWHhk1b0bpNK5o3epJmTZvTolUL/vTnp/lwXe5DJzZpYYMZNvoD+gXGW4TGoitlJaRF+TDp4y686JdInkWB7r2RSQpCQAgIAZsTm+oqu1SYzy5vFSHbK8Vm90ovHNxDWRu1Ga1WawkbQ+ax2L0TozedfejE5sLpZFLTUkm+buqEEkMGGWkJ6I7lYy67OtFPNVfZCwEhIATuBQGbFZvLZhNZOg0pmdmc+SmD7PRENCmFmJQv5as2xXMtL1nD9gwThpLq2Pq3tzaDQP0rpZRICAgBWyZgs2Jjy9Dvdt5FbO42UbmfEBACd5uAiM3dJvoA7idi8wCgS5JCQAj8IgIiNr8IV908WcSmbtaL5EoICIGrBERsrrKw2SMRG5utOsm4EHhoCIjY1IOqFrGpB5UoRRAC9ZyAiE09qGARm3pQiVIEIVDPCdR5sdHpdCiZlHBzBgqjgwcPCiOxE7EBsYE6awNGo5ENGzaQk5NDbm4uKSkpdyU8cjdE+vDhw0RERBAVFSXhFgwURuvWrRNGt2AkNiTPkNjAg7UBRWhWr15dd8UmNjbWkjlFDSVYZ6Aw2rNnj/ARGxEbEBuoszZw8uRJIiMjLfmrky0bZTxCtlsTkDGbW/ORX4WAEHjwBOr8mI2Ize2NRMTm9ozkDCEgBB4sARGbB8v/rqRuO2JTQUWFmSJjCZdKy69bT6ccc9HPXDSZKbsrVOQmQkAI1CUCIjZ1qTZ+ZV5sR2zyKTLq8HNdRXxyNoU15S0HcojzW8KXGh1pNfFyIASEQH0hUD/ERn+AZO1KBvvFcazIjPkOa8eYtIromGhWJRlvc4WR47poYpatIs4AZuXdSCYHdLuJXpWEAbBE1b5LWYllsbJVcSnojmdwOlnDApWK/ioVKivBV5P8q5drvnOxyeSAJoDFnjMJS4OSmzQhMmNnEjDOej6vybuvBs0vWWP6wnHOJ8zGZfouvjlmrNWCuQycJsZrHmtCtRyqzVGOhYAQqBcEbE9sLp4h+1AMwWo1M9Vq1ErwcMGlx2s80U6Fm9cUplTHq9XMnhdAdFpx5RIDxmuXIig+Hs6qOQFM9t1FFqC88vQHdKQdSeF4ca36LT5ITFAA08YGsasQzJZVDPRk7IhCE7iSpSmF/FxraQNlzZi0qEnMG+rI66rB9PGZzqTZkxneToXHdfmbPsWLsap2jFiyA+2JWmn+gsPbi41SsiwOaJaw1HsCU8ZPZaafhvhsEwVWBOfQ4iH4jurDe55VfGvxtPCePgX1WBWvj1jCQu0JlKUccr5Zhf+czcRnGKiW7svmYrJ0AYRo44nWRhO/fAReLq/RrucI3MZOITg42OLarlZPR60ey3uvO9G3jwvDrq+3X8BCThUCQqBuErA9sTHuJ2HNRBzbvkbvHr2sthKq//vu2c2R7q+9gNv6vMrF0/TxJGmDeM/vAGeKSilXWichwQSN/ILQ7BJKyktI9J/KmrAI4qrfmID5WBgrv5jLyElr2KbVsqVqcTZtsA/zPv3o2kXbdiSx7WstX/v3wKVLW9q+9CovffQR/T29Ge3gzuK1UWysvl6rZXPUWkLdHfBaufveiE25iVLj9yTHzWPm4En4L4wmJnEXX04ayZwlcezNMN4gOIcWj2SB2oNpqysXoatejK5mvzkKbag7fb1WEqQ9gTkvne/XjKNn+zfxWvsNSYqClZsoOXOAUJd/0M9nOTMWzyHU41X+atcWB+cedFepGPeJCx6fvI9d+6449+xKx7Yv0OElB16/vt7q5rMjuRICQuAXELA9sSlMITl+Ha5+iRhvs6yxKTuZ71e5otYZOZavUMni6L6NTHp7Afv0xRQpLZQsHclbluC69hTGou/Z+OkC1qzaVjVucAW4RFbkGEJCJjF6TgDu9va0tbfH3q45TZ94nIYNGtHUzp42SpwSXhnEAL84ci4VUr7LG6+Q7YTuTyItdhYfNmzKn1q3oY29HS2aNqVpoyY8ZV957aAAHTqlefUrtpu1bCpKTZhyD3I0xhOnFo15a0I44Yl69Po0fkhdzii7znjN38zWkxcoquwbtKR+aHFf3Do1pbldVZmqy3b9flAAAVWZvlSUR6Lfiwz1CSJ49xlKjMfI3u7L2899yrLtx8i6nEfmni34vzOdmKzTZF8qpTRDS0LUPFQrMskvyazpRttzKoHDQSomaPPr9Qqrv6Kq5RIhYLMEbE9sKkopvWSyCE1FhSIGN9+ulJdSVmKkyFxB5QrIl8k7EsP60e2YFJtHuiJAl82UXvwZY1ERFdmrmTonkpWbj1WNJ1wCEgkd+Abubr4EJhZToNeTq9ejTw0jwG0QvRxH4p+kJzNHeYnr0RvOc77ITPmlQqgtNns1jHPyZ8fRTDL1qWwJ+Bz/kbOJ0uvJ0us5X2zGrPR2/YrtZmJTmKIhwvN1WrdoTMNHf8NjjZvTvJUiIK1pbdeMRr9tQOOmLWj/3jT8lMGoqu3Q4vGELAkgLLWqTEq5rIXzxRRXZfpKxUUuFUUT2O8Tpn+6mBXacJa88xzDV2Rw4EwZl7O28230QvrM3kvUp4OIiE8m5YCITTVz2QuB+k7A5sSm+LiO7UEjb9l9Vt2Npuz7DhzM+MhjpOdVug1cOneEjK/cGThiA1sP51E9NFP2cwFpS4YSGLUTXWblGtLl5kIMcWPx7vtP3h0bxGLLyLXiCmAgadnHePX8B73e9WLG/nKKSg0krVpGTLQOi79Bldi4DFDRbcwYxs2YjJtde7o796Snyol/vfR3Xmr7N15TqeilOAyMDCJYd7xmvOOXGJ41sVEG+UMWTUW9Ipqa7i9tID4eE/io7zRClS68qu68TasXsnCOb42DReJiF8b3f4mOTrdzEhiJb3BVeS2OzPmc1sxi+hAVL/bsz7+GB/DNiWKUBmhxSgSayU60/L83ePnPrXjp1YGMGePBgmXSsvkldS3nCgFbJWBzYnPxTAqHYoIqHQNqDVx7jXDD5bV29BzhxdgpVwe2Z87xJ/ibHLKrR8LLCig6pWO2a39mRewg8cxFKDFQcDga9wk+RCYeQ4lSttKSQlJXTOTz8d0ZuyDUIjaXzRfI0k1j7jQP1J+OZLb/NAYt2Mj6GV5Mc5/BkvU72J9+iG+WTGKOW6WDwODp05m90Jf+jq5MnTQNtdqTj/u8jer1Xriq1UxTyhEUw9aUMzXi90sMyprY6A9o2LFrK7prPB0OoQ1dwzyvGE5XOUQo6ViY6jbgr0khx1TK/ts5CFRxH9arD15zQonJvZrb4t2zmO3qQIuXe2PvvQt9odI6rEojJohpk7xwdWyHarA3c+bOYPGcEbRTeeA1xaPGQWDIWDc83nmF4RsN0o12Fa0cCQGbJmBzYlNJu5zy0iKyk9PJNRahtEPOpu1m02gH3BevJWRj1cD2tnjikrMxlpZf45pcVnKetLABfDrdn+VfJXIsOY6vZ4zDadFeEk5fqKnQMrOZtLg4EoM/YPGaUBbsNvDjvjUEf/IM7/iuIlT3DQd3BPLuuwMZ+58+TAzcju54Lnnp24kc04OBb7Sl88Q1hH79NQnbg+gxJpy9GzezU7saf49xuPcdziytlmitlqQMQ6XHXE3qd35gTWyUqxUvsR+P7L5ty2ZH0tGqlp/SLWki0X88K1csI/L7H8nYq2VbbG1HgZ1s1x3jjLmMfYu9WBNeJTZXysGUTWLgRGa5v8db7uOuadlUl+ZS4Vl2eXfCZ/4SVq9ZQvgscRCoZiN7IVCfCdim2Fwp5mdDMkF9JxG976jFbflsWizrPmzIn//UmlZtqga2X/g37V3XcdBownRNLVZ9ROgzhgVerrhP8qH3i35szivC4kdwzbmQG+NFSHAgnosiCR9mz7s9X6fz5C8J3X+K7P2bWP7O2/jtyuZYYa2v4muN2ayIiWHv1750HToUt6atad+iFa2rB9vbtMauaUP6zIq9695oljGbiZ0qHRcs6bWkedNmPNmoOXbV6dvb88qg6jEbZdAok03j3QmcF8Ci6FBmOjTi6T+2rspva1q1aM+fn/ZmXW4hWxdPYu2aVWwxXOFKWSGmIwuY2GsyPvOi2LI/jMVvPYPbiuMkn7nERdMFCs/qyfohlahRf8DxxX/Sf8AgfBZJN9p15iZ/CoF6ScA2xcb0I+e/C2bAmC/ZcyTP8n3M2bS9xIxz4rMdR9mfWTWgnXeWPKOJ0oor3OhKUI454XNmfPhP2nXqx/joIgwXK66bQqWyzhWx8ez7An94VcW7C3dwQuPO2GVbCd2fT7k+hZPhw3n+nSWEJ9X6Kr6W2AQELSRulRtuqzcwrMts1m/eT3rVgHtO5lGS/J2Yqdl718XG4o1WeLbW4P42wgMWMXVkGEl6PTlVeTCcr/ZGU7q89rCs7zQWzlhF5J6v+aLXKFZ//wNplnPT2b95PZ/18CbmnCI2XxAbs5nkchMm4wHWDX4Wz7lfEp1m4qL+ICdXfMgzz3gyd3s8X2qmMbGTPW1a/4GnGnXAdUEsuh3r2REpYlMv3yxSKCFwHQEbFJti8r7bxLphf8eplwvOw5dbBtZ/SEtAO0FF0OF8TlWO719X1Mo/lW9CjkWOZ/DAvqjGzka9fD1fRixm6WQVA/qpsPYlvyI2X8zxxiP0W5IzcinVTcQrRIPXzDmsnzuRJV8lEjztIwb7rye8+ov6GrHRMHb8AiLUXiw/uh73dq+hcuyGc9UsAm/2dKZbezveD9h218XmRgDWx2yqz6t2iHh/uD+zInaSmrCGzxzb0qV35XcxKpUz3RxVvPaCJ+vzMoiYHsD6CC27Tn/LzoU9cHSdTNjujMruwEtFFGfEE/BeB1Q+nzP/Sx1HdmuJjtQwq58T879KYH+Slm0B0o1WzV/2QqA+E7A5sTFmbGVbiAejRk1g6dJlzJ05G++pPoy4iYOAevY81NFpxGtDiA5W4zfLj3kL5jFjxgzUEfHEZxixfPEfrWbebDXz56uZM0eNOjDE8g2J4tqriE34mioHgZJzZAX34N0PPubdkVNZsUbD9gwTeckaFi+aiffSDZYv5qtnEPjQdwafTF7NsqBIDhs2MuGVdxjtNhbvqkH2ezaDgP4A8dHB1zlSDMOlT1+cXn+PsWo102s5WMxdEs7q+EwSZ/ZmzJIoIo78REH2Ib4JVjNnZqXDhYdLF7o824THGr9GP88RDHH/grCYI5xQZkzQzmOeNo0Mw1Wlrz2DgMJZ2S4V5rPLW0XI9kqx2bFEcRAYi9cUZRaBynSmiINAfX7nSNkeUgI2JzaKl5V25VTLdyGWDxEzY9EEjLu5K3T/QagWxKNZ7GmZ78tldK1rrVR6zbxgbp64hqVhLClDmUNt124dsZlYvttJC3PF062222/ljZTzgteE47lYQ/wCFYP6q/ANCmJxzEFik7IoKUomzG8LKelXXa7LzUUY4vyITky/u3Oj3Y7LdfOzKVx8Np0gYZmauJT0a6frqeKksNf4XnWHHhmkOERUO49bgWklqqykiLQwv8o0Mg6Qnhh9tS6rzldan1lb/AhNLqKWv4aVu0mUEBACtkLA5sTGVsDez3zezBvtfuZB0hICQkAI3IqAiM2t6NjIbyI2NlJRkk0h8BATELGpB5UvYlMPKlGKIATqOQERm3pQwSI29aASpQhCoJ4TELGpBxUsYlMPKlGKIATqOQERm3pQwSI29aASpQhCoJ4TELGpBxUsYlMPKlGKIATqOYE6LzYbNmxAeZlKuDkDhdGmTZuEkdiJ2IDYQJ21AZ1OZ1kGPicnh9zcXFJSUu5KeORuiPThw4ctL1FlL0EYiA2IDYgN2K4NHDx4kHXr1lFnxUZp0cgmBISAEBACtk2gznejidjYtoFJ7oWAEBACCgERG7EDISAEhIAQuOcERGzuOWJJQAgIASEgBO652OTl5f2iwf3vv/+esrIyS80og4F31I1mzCAjXsu8AB1pxWbLMtHWqtaYEW9ZaiBAl4WydEDNVlaAKScBjX84ukPZnLlY80vNwY3X6smIjyai1jT9yhT5wdHxVmZvvlg5XX/oHOaEfsOh7AKsJFGTlhwIASEgBOobgXsuNopg3Kn7cmxsLFFRUZa+PQX0nYpNSWoEEWOcadzyPSbszCCjSFlxsnpT1ug0kZf+LZtmu+Di/DzN+80iPDKapAxD5UJfJafI3/cZqlZd8QpOYH/l0itUlJnJP6YjYaeWYJ9rr9UmrSVgxFu82bgFdu3/jXPPf/I3u6Z0fV/N4kPVaVfv8zix+wu8XmxK427+rE7K5pdNzF99H9kLASEgBGyTwH0RmztqnYDFJe62YlNRSqmpkHN6PblVyxonhnsyocsjPPJYMx7pF0T4zrSqpZDzyMs7R3Hpj3ztq+Lt5x6nYYNGNLWzp429PQNnfcnGQwb0mfs5GjMZpxaOjJy/mS3pevLOnic37yf2zuxA7472tGremMaP/47fNnoKu9ZtsB80gC6Or/Lei11RrfiB/BIdi1WvMkwRmwNllF8swJCXW5WPRHaGT6DfY8147Jr8VS1frddzvthM7caWbZqT5FoICAEhYJ2A7YlNYQrJERPpYW/P0/b22NtXCUGDR3jkN49aBKd5y9aWeHv7F2jX3pUFB8+RkbaOoE8G0ctxJP5JejJz9Bz7cipe776CfZtWtG7xJA0fbUCjpi1o0dqeF/49gA8jTlsEJ9+gxyJogztgNyqK1B+y0J/fjWbSQOtis/0Yhmh3OrzYtiofrWjZvDGP/eZRfvNYM67mrzL/ShkGBejQZVmvJIkVAkJACNg6AdsTm7ICjD8eYa9WS6xWi1YJwT74uPyDBo2b02VCOIsiquK129gWl0yGsRTTkZXMnfgJ7f81AO+Jrnyx18i3q73weL8P7XsNZeH8D3m5aXv6jf6UoR+pGOjcFdWS78n/NoSZnm50dXie559uSsO2r+HUoxe+mqX4DHvfejfa1jT0az/Cvnl7uo+eh7+mOj/X7TeGsHb+IByaPs47vlq0J2zdnCT/QkAICAHrBGxPbKyV44QWra8zjze3Z/BaPWlnbzxJv3kcHmMH8lzPd5nU3Z4RG/RsD/HCY+hQuo4K5OC+z+hpGbOJInC+B17vdEUVdJh87QRUr3blb11cGKb2YpJnPxwbP8ZAX1+Gvf8+b7f6C+1U7nhN+YBez/+eN5VuNIvYDMG+eSeGBm9j446txASpURwIroZgQkLWc2Cfmp6tmvCeiM2NlSYxQkAI1BsC901szGYzytw4lpZIdYuk1j4jI+POxmyAS0UGzqRq2f71bVo2OxPQHcvHXFbBocUq3h/4D/7UqTtDOjSnl3c4CyZ9wIA+t2jZ1IhNX7q4+BCojSBSGXtp3pgPqsTG6pjNNWJTKV4jOyqOBN1w7vkmTh3b8pdW/+LVrhPYsE9NdxGbevNASUGEgBCwTuC+iY3BYKBDhw5VYxhXxyqU8QolBAQE3LHYKB5i0e72vNi26j6tmtO8cQN+8+hveayZHS1bV8V37E0Hv0QMRZdIC3PFvUdrWrVoypMNfssTzexweOXvPPfsszR4ogktWzxJA8uYTTOaPPkEv3+pdsvmeR5r3JyW9q1pbdeMRr99lF5VYjOwnSNO/ns4mhnJbKcODLmhZVOrpbTiNPkll8mN8cLD+S0RG+s2KbFCQAjUQwL3TWzKy8tRBEdf5UF2/b64uPiOxUZxSb5YoCcvt8qbKzGc8AldLELTLyiVnWlV8YZ8i9CUV1yhrMRIwbl09m+ej09nO1yXp7Ih0INPPvgAR1c1W2Mm09XijRaMepobo9+qLTau9PMMZ5s+jR9Sgxhl14yPq8Sm5/80oGHTVrRu8xRNGv6Of4rY1MPHRIokBITAf0vgvonNnWRUmQ30tq7P1m50yzGbcsBA0qqp+A5xpptje/6vZUP+/LIT7/TqTMfuNx+z6bEgiV3qf/DG80/z++cdeEPVnR5OHWjb8Hc4vvcezp074/y8A/1mRRMZPYvhDs8z8CZiI91o1ipO4oSAEHhYCDwEYlMBFHJcF07EQm/GuqlwatuYjgM8GTekD05duvCXjs584taN5574C46qATg7vUq3zl3pGfQdB76aR0igGg+XLnR5+fc0dvwAz0nuuH/oRJf/fZnOXccRnHWJksu7rn5nY2XMxuMNxZFgLF5Tplc5CQQTsmQN+2PH8PcWjXhbHAQelmdOyikEHkoC90VslJkBlFbL7UJqauptWzYF2Rkc2X2dC/FNXZ+1aGO3od2bwY9GE2UYOZUQjH93e0ZVe6O9/Q9atO1IN5WKN1UqVCon/vXSX3jpVeVjzcoxFsUyTmjV+A57FXtvHfrCH4ib3gfVyz14/b0gvsnYRey2zxju8A8+GDKXlbsV1+dqbzQt4euDCZszFb+4XIrMZzmdnGBx3dZGLCJ84n9o/of2fLQ4nkT9Q2mDUmghIAQeAgL3XGyUuc6UrrE7DYq32sWLlTOHWZuuJkUTwMRONzoYVDsa3LB/uh32PRYQkZxNIYVkJ0ewzKUDk7UG4tf5MW3iRAb4xZEDKB1uSpdbimYafkMH4LouB6OpMjZLF0CAt+JwsAdDUSZpYZNx957NgBmhHFzQg/btnsbevhODpmmIS1c+6hxPhxf7MjEimZTCaktSptFJJMy1t+WjVEter8lf9XmyFwJCQAjULwL3XGyUSTWVRO40KEJz5Yoyn5n1udFKTcUUnr06zcv1jgY3/J2bh/5cMabSciqooLzUxM/nDVy4WM4lUxEXCgs5X2SuEhol1XJKTRcoKjhvEZqKyqxw2VxMcWG1w8FlykouUFBYxPmiEkqLz5FnmZrmLOcvmDCXKdPVFGLIy6fQVEqp0pNn2ZSbXaLEmG+ZbseS12vyV32e7IWAEBAC9YvAPReb/waXtZbNf3M/uVYICAEhIAQeDAERmwfDXVIVAkJACDxUBERsHqrqlsIKASEgBB4MARGbB8NdUhUCQkAIPFQERGwequqWwgoBISAEHgwBEZsHw11SFQJCQAg8VATqvNhs2rTJsjy04pkmQRiIDYgNiA3Ypg0cPHiQdevWWT7uz83NJSUl5a6ER+6GZCtGtWHDBpRlpSXcnIHCSBFlYXRzRsJG2IgNPFgbUJaYiYiIqLtioxiIbLcmoDBShFk2ISAEhEBdJVDnu9FEbG5vOiI2t2ckZwgBIfBgCYjYPFj+dyV1EZu7glFuIgSEwD0kYKNiU4LZlIFOk0xmdgGV03YqlKqXE0gkLSWDh2USZRGbe/iEyK2FgBC4KwRsU2wu5VBwIoyRbuvYcfAnimtQXAZOE+M1jzWhWg7VxNfvAxGb+l2/UjohUB8I2JzYWGZfztjJ0fBhOM3SsXl/JufOneP8+fPo9Tno9UmEjZzKogBlGWc9uXkGCi6WU1Yz83J9qLZry2BNbCzLYBcWYCwpu+bkilITpqIC8owmSiuuUDWp9TXnyB9CQAgIgbtNwObExrKuzHstad28EQ2btKRFqzb06NGDQYMGUbmWjR3NGz1Js6bNaWlvT9sXO+AebeBY/t1GV3fuZ01s0sJccfd2xzUs7ZqMFqZoiPAbSnvXdRw0mjBd86v8IQSEgBC4NwRsTmxKDIfYs2oGwx36MW1tJBFaLXvXB7BqgRcO7sGsjQpmWt+PmODhw5yQeSx278ToTWdJO3tvANaFu1oTmwunNSyfNJbh7wcSZwCzZQ24TBKXzGR631F4bskm92J5rXV86kJJJA9CQAjUVwI2JzYYj3BkWzju7uFs2hjK3sxszqRpSYiah2pFJvklmTVjNntOJXA4SMUEbf5DJzag50jEfD5zG8WgqCzOmy5TfDycVXNm4Dk52rJ66NVF3eqreUu5hIAQqCsnnRj2AAAgAElEQVQEbE5sytK/ZNsSdzoMWYh3r5dxn7GE1WuW8OUaEZvrjar4+FdEfTGGf7y3nAMZ6egCJjJr/lICk4zXnyp/CwEhIATuKQGbExvLmMPETrRp3ZqnGjWk6VP/pP+AQUxdMBMn/30czdxX4yCwaf9mdnzWg3Ex5x7Clo1iN1mkb1uK55+64Lt4Mn0cvZk6ZzvXjuLcU/uSmwsBISAELARsTmws3lSFZ8n64ShRo5zwXxeLbsd6vpzRh4ZNW9G6TasaB4EWrVrwpz8/zYfrch9SsblMUcZudnp15Jk/PcVfXZew/Js8rvVPkydBCAgBIXDvCdic2FQjuVSYxy7vFxigGsiYMR7MnS8OAtVsau/LTVmc2T8Pl1ZvMSXkG5IKRGpq85FjISAE7g8BmxObMynxxASpmTbJC1fHdqgGezNn7gxCV8qYjXWTOUuhfhPe9mNYpU3jhPWTJFYICAEhcE8J2JzYHNdpCBqpoleP3rzW1pGJaxLYn6Rl90pp2Vi3FBEb61wkVggIgftJwObEphrOpcJ8dnmrCNleKTaxs5QxGztat7Gv+rjTnjYP/ZiNQiufIsNW/Dr4sF53jKxqgLIXAkJACNxHAvVGbPZqFG+0JI5mKlPW6C0h86H3RlMsqYKKcjNFhguYzGUos8fJJgSEgBC43wRsVmwqykrJP5ZM9jkjBYUGjLknSc42UVp+dbavcpORotPJpBtKKbp0v9Hev/SszSBw/1KXlISAEBACtydgs2Jz+6I9PGeI2Dw8dS0lFQK2SkDExlZrrla+RWxqwZBDISAE6iQBEZs6WS2/LFMiNr+Ml5wtBITA/ScgYnP/md/1FEVs7jpSuaEQEAJ3mYCIzV0G+iBuJ2LzIKhLmkJACPwSAiI2v4RWHT1XxKaOVoxkSwgIgRoCdV5sYmNjycnJkXALBgqjPXv2CKNbMBIbkmdIbODB2sDJkyeJjIy0vKdyc3NJSUm5K+GRGjn7Lw4OHz5MREQEUVFREm7BQGG0bt06YXQLRmJD8gyJDTxYG9iwYQOrV6+uu2Kj0+lQml8Sbs5AYXTw4EFhJHYiNiA2UGdtwGg0ogiO0sKsky0bZTxCtlsTkDGbW/ORX4WAEHjwBOr8mI2Ize2NRMTm9ozkDCEgBB4sARGbB8v/rqR+98RGmVfORN7pnzhrKMB8Xe7KCrI5l53OsXwoq7juR/lTCAgBIXALAvVDbC6bMZcUkWc0UVpxhatTcd6i5EC5uYifS36myFx+6xMpp9T0MyUXijCVU3X/Msymi/xcZMbq1Vcq4FIRRaZLmEpLKTMXU6DXk1s1I3X1zNTV+/PFZsy/ckpmq2JTVkJxwbmaGbCr09GfK8BYUgZXKlAmKv25qIBzhSWVcZaS5BAXGok2JoETynm1NuP+ULaHeOG9Cwrr8cSmtYosh0JACNwlAvVDbLJ06EJn0N51HQeNJkx3CMcQ58fSFUvxizPc5goDKZqlrJjsx7ocLIIDaeg0X7LEL44cRbiuv8OlIkj0w29dPJqUVI7pAnC3t6et/dX1duxrHQ8K0KH7lYvNWBWbtDAC3HvUrO1Tk1YPd1zD0ixCk7POlSUzRtLDO9gSV1mEcsxZmwlbo0EdlnZNqURsrsEhfwgBIfALCNie2BQfJ317EONVKvqqVKiU0NUBhxefoYFdexyde9KzOl6lov8gVxbEGzl9AdAfID0x2iIuSmvGnKdFM2sBU0dHo7xWlf/jM2NXsXuXjiRjLYrGPWwIXIDX+DAOmKDU0nS6gCFpE9oVS5gcZ+BCrdbRhdPJxPv3YFCXtrR96VVe+ugj+nt6M9rBncVro9io1aKtCpuj1hLq7oDXyt1of+WazVbF5tBighao6es+g7XT3sZh+BfMmzcRD/UCRi4+xOWSfE6vUDEvOALPmbOYPdsTRVssjRlzHuk7VrE2OPBqHCBiU8sm5FAICIFfRMD2xMa4n4T1vnRxdGXSpGmo1eqbhilj3fB45xWGbzSQdlZ5W37LgW0rcJ24i1OFZsrQkxEdzuqpgcxOMVJUamT3LF/WrIpkd/FVjsUHg1i11I8RU5azUq3GrzpNDxfcBjjRTjUWrynTK/OxMIIlETHsiZrEnKGOvK4aTB+f6UyaPZnh7VR4eE1hSvX1ajXTp3gxVtWOEUt23HWxWeg7il4fjEYT4I7TtBAWLvkMb7/leNUWm6gEwmPjSY3XWFpW1V15F8+kkJlS2dqqjhOxuWoTciQEhMAvI2B7YqO0bFLi8AtLo+i6MYXri27OSydrix+hyUWVLRv0HE+KZtbAiWgzCjmnjDtUt3a251BkTCJsahCrI+LJtNxMGQXPJyXIjcAFU5i4VMMCpbWktJycOvLSX/5EmxZtad9NRc83q1pZQ3yZuioJw6VCynd54xWyndD9SaRtC8DNrj3dLS0vJ/710t95qe3feE2lopdKha8mmQP660twZ3/frGWjfv9lWrZsyX+cnXnR2ZlOzs78c6An7/us5WDUWsLcHfjo03n4BGvR7oxn25EMMvZtI36blh1JR0nPu9ZFIG9PEF8GfsLILSYKLt7pyNidlUHOEgJCoH4TsDmxqSg1YSo8e+PA900G3nPz8jhXXFqzgmd++jZiJz3P6LUnSdGXU+1UdaXsZy59H8SkhdGEb68aPLlykXKTls9VrzL0w5ksPlRtDOWYT6xj6YgP6OfkxbJM+PlyOeaiC5T8bMLSo3apEHZ5M/6L9QTqdpCgi2Cckz87jmaSqU9lS8Dn+I+cTZReT5aS97OFXDCV3jj2U53kLfZWxaZ6zKZ1S1o3b0TDJi1p0aoN9j160HHQIEa3tuOPjX5L46bNad7KHvuO/6bd+AUs6NuOfz/bhBf6euIVk1sr1XIyNs9g4Zj/oFp2HMPPl+/YEaPWTeRQCAiBh5SAzYlNYYqGiImdbhz4rjXYXjMYbm/P0+3a02PBQcuS0UodVxRloN/jx9v9l7NpfzaFVRV/qeg8ieoBLNuyh4S8SrewctN5cta5MKbfa/TzCq4SG8UVIIc4tYpRnZ6lx2AvJu8p58KlHOL8JrNiqQaLv0GV2PT9d3te6D+AAWNG82HDpvypdRva2NvRomlTmjZqwlP29rRR8t5pItM0KdzOVcGanVoVm2pvtLSdHA0fhtMsHZv3Z6I/dw7D+fMYfkhl4yg7xi8MJzxRj95wlrzCYorz8zgbN5vA4JDrxMZA8qp5TOrdl16TV5N6oeSOHTGs5VnihIAQeLgI2JzYKN96/Hhkd80Ae/VAe8SieUx724HhX6wlZOPVAfjYbXHszTBiVHyWla3cRMlPBwkd8QZeSzcRe7wYLpwmf+9ieo/7go3JWRRUefyWlhSxf4UfYT69mbo01CI2ZSXnSQsbwKfTffH/fA6rVk6nz+QAAvr1YthIf5Z/ncSR1O1EjunBwDfa8vK7E/FevJhVYfPp228WkZHRaLWr8fcYh3vf4czSaolWnAV2H+Fo9o3fttyJOVoVm8xYNAHjUHXvjLPDM9j9tROO3XqiGhfAzNjvMZ1PZZ2LHR/NWE1ESq0BKiXBQ4sJXRN+rdhUOUl84DwRH+8ZxBUWcf5OMifnCAEhIASUL/hMJsv8jTY2XU0ZpaY8UjTbSc82oDiOnU3bwcbh7XjHw4uxU6qcBuYuwV+TQo6p1OJpVl3jl80XyNJNY+60GSwJW48uNoolQyfgFnWYVENJ9WlcLi0lKyWF1PChLFsTyryvMziy3ouZg9rx5rQ1hO5O4sjupQx7pz+TRk1l0ZeHSDljpCD7EN8smcQcN0f6+K4n9OuvSdgeiNPIBWh8ZhCo9uTjPm+jer0Xrmo109RqIuIzyKjtAVeTi9sfWBUb/QHio4NRe43Ay+U12vUcgdvYKaiDo9EcSKc4P465qq4MHqhmScwRrhkuqhYbzWHMJ3ToTpjJ/CaIoIAAho5fSfziiaj3nOZYtSrfPotyhhAQAg85AdsUm3IjRWd24ffebLRJxy0vyrNp21jvZsdr3Z3p1rNqsN5lNIP94jhWZL7ua3illWMgKdCb+WMH8P7ICfTvHcbu/BIUD+nrt9wYL76Y480HUz9n4biufDqkO73Vmwjd/yN5h7eyYdi7uEekkpxruipqVd1oioPAsqj1fPPVJHp5evPxH15G5dgN5yr37Dd7OtOtvR3vB2y7q95oinPE0aQdaCMWXXV9DtmIdm8q36an8tPhzxkxZD5T3xnOguUatLWdAardpr2+4Ks1c1m2+3vWqicya/5SAuMOUJCwgKHTI4lNza1pBV7PTP4WAkJACNQmYINiU0F54TGyv5nNm+7riNl7yjKwnpuWgHaCiqDD+Zy62jipXVbL8ZXyUkqLz5GXl4t+9yLUQ//Dy90HMmWLnozTeqx9ya+IjWffF/iT4wBcV36HccsEvEK+ZumuLIozE8mI+pS/9pnN5zvSyan2E64Rm6/5zH8+Xy9zw+OrGIb/+zPWb95PepVDQ07mUZL8nZip2XtXxcawdSoT+j5Pg8cb88TjzWj++KM0frwBDR0G0dljPtvn9uPd5YfRrpjIwgVzmbjuRM3sCOXJX+Dn1okmf+/J36fHcGKXP969p6L215GGCZPxMOsG9yMgfAfxOYoLuWxCQAgIgVsTsEGxKSQ7KZzPe7SgW+cutO0xwzKw/t0dio0pO5mDC3rQvt3T2A+YgToqme/3rCdsmD0vPGOPtS/5FbEJCQ5kzs7zGI3nqdjphVfIakaNGUWgxyCmx2Sxy/8dek9djn/1NAA1YrOaESMWsmrSVCJPr8PjT3+mfYtWtK52aGjTGrumDekzK/auik35jxtZtmw8nQeP5+PBQYQObsb4wV1wVvXl/zq78EL/RWzPKcRYspdNMybjqVLXzI5g2DKJlSFfMFv3Aycyopjx1z7M+LxaWK5wpawQ05FFfPpmtQDd2sjkVyEgBISAzYmN/kA46/0H86HPSrbviGdbuD9Txn5E586OODxjx1871epGU7qq+g9CtSAezWJPAsapGDBkJOODNrLxqxi0SRlkGEq4VGTgTKqW7V9rWbtwNF6fqFC5eVqmcFHmEVPEJnxNlYNAsYE0/470/E9v3h49l4hdyaQbSik6nczXq3zw9F+C52JNzQwCAyZ68cnMDSwN28bJs5vw7OTO/HkhaO7xDAKZ0XNYHT6byUs1zB3gR0xCNMlpW4mYPZdJH6vxT87GUFpOORcwHPqKjf5zcJscxw8XzFzIS+fMmWwOH05g7yInxs34mrg049UusyvlYMomfc18fOYH4xlb+VWSPE5CQAgIgZsRsDmxMWbEkxQXjialEFNpheWjTMtAeK2v8q+ZVWD2PNTRacRrQ4gOVjN3Sa1rrVDRH9BYzlMHhhCgy6LYfJni4zqOpKVYPrq8bC4mSxdASGAQEVtTUJzZqjflvK27dhCijSctWs282WoiYmLQ7j/BgeN5mE0Z6DTJZGYXcLHqIuW7IcWdOzE9+646COgP6Eg7ksj+9EySNToyTGZKKOZMyhFSdAdQviSqmffz4hmy0/ezVpOCvpYzRYkhg2PbAth2rJhafhPVxa1k/+23aH7t16hX7yRHQkAI1HMCNic29bw+flXxrHqj/ao7yUVCQAgIgXtDQMTm3nC9r3cVsbmvuCUxISAEfgUBEZtfAa2uXSJiU9dqRPIjBITA9QREbK4nYoN/i9jYYKVJloXAQ0ZAxKYeVLiITT2oRCmCEKjnBERs6kEFi9jUg0qUIgiBek6gzouNTqezTOCmZFSCdQYKo4MHDwofsRGxAbGBOmsDRqORDRs2UGcn4oyIiLDMFBoVFSX7mzBQGK1bt0743ISP2I48O2IDD94GFKFZvXp13RWb2NhYS+YUNZQgDMQGxAbEBmzTBk6ePElkZGTdFRtlPEI2ISAEhIAQsG0CdX7MRsTGtg1Mci8EhIAQUAiI2IgdCAEhIASEwD0nIGJzzxFLAkJACAgBIXDPxSYrKwulK+xOQ0JCApcuXbLUzOHDhy3X3a6alNmWtweNpP8gVxbEGzltbbnNa25StVLnqqn4evkydVUSBkCJtb4ZOa4LJsjrZit/Xn+VGXPRMeL8BjPapWrV0KqVOVXX7/sORDU+ku3pedSaQPr6G8rfQkAICAGbJnDPxUYRjE2bNqHsbxf27Nljcd9VMqVsdyo2F9Mi0Uz4Jw2btcZ5UToHztxu7chSIJU1Q/7FGw59cZ61m0Kg4mZVqd9FxNS3+cdfO9B6yJekGy/eZnXKEkry97FC1YoXO3ahi4sH1yx7ULUcgtcIF/q90oTH/qkmOOEUxpulL/FCQAgIARsncF/E5k4H+RWXRsUf/lZio6yxkpGkRVu1+JhlH+yDj8s/+J/Hm/LsoPnMC9l49fevt6NNPYMh5zgZqXur4qPRamcx3OF5nn22Cw7DA6+eX3XfnQnJHMuvoKwin9OaSYzo8iyPtHye5v1mER6pXH9dHix/7ybpaDZ55lpi080FF59gq+dHLPJhQvcmNH5dxMbGnyPJvhAQArchYHNioyxcFjDIHnv7NtjbNaVRg//hdw2eoFFzO+yrl1quvW/7Ivbu0egi1Kjfd+B/GjSiqZ09bWqfU/vYrjlNn2hA21dVeO8yU1i0lQW9XuHlxxrTpOW16TasiVPildCJQdM0xBlqiU3rxjRu3spq3lq3bE6zJk149BURm9vYqfwsBISAjROwObFRVsosPq9Hn5OJPsmfkY7teLmLGyPDUtHr9TeG3Dz0BRcx71+E+n0V7RxH4p+kJzPHyrnK9alhBLh1oasiNtsuULjLh/6v/YWX+3kye9u16TpXx9Wke5bzF0yYy2uJTd8JeIYn3pgvvZ60neEEvdeEZm+I2Nj4cyTZFwJC4DYEbE5saspzuQROr8Cr64u85uyBV0xuzU9WDw4tRv3+W7zY1YNFaceI9r1+8L4/KtUCNJu/YKaHM86K2Owoo/CnYyQn7GRvakal40FpEeyfgcvrz/Cv99UsPnR9asXkpX9NxChHXvt9Axr//nmed+jKDY4BKhXdOzvQ4Y//w++eakf7gXNZrDsu4zbX45S/hYAQqBcE7pvYFBcXExAQYHWgXBk8j4+Pt0xjcLsxmxrqpcWQOpch/3qOPzz7Kq+/53nDvQNDNOiywHwZqBGbUQQe3Edgz1Z07qaiz8feTBnrhluXZ3migSu+wX58WiU2E7YWc3hLACGB6qv3njYJtasjz/++CW3+1oVew2r9pgz8B69lyZfR6ALd6P/CE7T6a5WDwJSxeLl1o90Tf8FR5cbH3mosDgIdGvDY011Qea8mOuWMeKTVVLAcCAEhUJ8I3DexUWb8dHV1tfofvvJfv0aj+UVic+ViAaYtI+n58u9p8vvn+dsbtVyM3/ibRQyetoy7QKHiSW1FbN7xCiZ0v5GSUwnsU3eiVZMh14jNuC1G9i5zxdOt+t496ensSHu7BjT+f4/wyGOtaNG2I91UKt6sdmkeF8DM2CNXvdHe80WtPQElp8jf9xmqVl3xCk5gvxHOpmlZO6QJzTtJN1p9eqikLEJACNxI4L6JzY1J3xhzJ95olVdVUFb8E98vcKbTi/a85jaH0LRa97MIy8vcTmzeGj2fgC3pZO7fTIznP2nR+Fqx8d5VJVRVt64oM5J/UsuC7n/klWea8mS7nnR1X8vBokuUVly5moErxfyct5ugHi3537eqxmwy93M0ZjJOLRwZOX8zW9Krx2yepNmrk1kcn8nZm/peX721HAkBISAEbJGAjYpNPkV5G1G3a80z/zuYEUu+Iav2pzV3KDYv/b4pTVu0pk2rFrRo3JRHfzP4mpbN9WKTfyyOL0f9kT83G8Cnaxai9nLBuV032vslkldU+SGqxQhMP3I+eQ4D/tCEFo9VeaO1aUXrFk/S8NEGNGraghat7bF4oz3egEd/58jIld9yUPnYRzYhIASEQD0kYINiowzAx7BmZEfaN3qBtz6N5Mv0Asy1K8ciNs606zySwHQoVoTISjea88DRePhrqr6B+RqtNpWMXYH4DHmNF2t3wRmT0AX74ta5N53aD2BSRALJhhxOZcSy/rOR9GjbhTd7+KNJPo1eyUe5iVJjBslx29hW/T3OxhDWzv8Qh6bt6Td6Hv6a6u90YtFq93LkRyMFtQWzdnnkWAgIASFg4wTui9jczRkEjBlb2TR7AM7PvYDzJ4Gs3p/NGeMZsg/FEKxWM1MZpB/Wiy7/6o3D+0HsKgSz0j1VIzZjWZKew541/mzQHSLlzE8YMuKJVquZXXPtG/z9XV80x4pJ3/b/23sTuKqqvf+/3+/3f57bc7OblYVyh7p5uz5db1a38qaVOYRTHhXTFCvJIWYEQVAZj7MC4gSSgCIiB4UcOAzCUUFFEVQmkUmQ0cOQIkIQYtj7/9ogBCYIil7Axeu1Xuewz95rr/3Z3/V977XWd6/lgteKWXw1ezaTZ61gvYuKlKpaqhtufHnDsUE2tljJpjPXbBGm2/1w/z6Y49vlrF3RInjgHgECrWYV2BpMuAgQ6OHVSRRfKCAUaEuBRw6brp4bTX1WgcJRh5lfrSQgvZISqUlTlUlaxFYWyWRoNw3Uz71rzrPsUBQuqzC23UlkKdQ2T4SmJi9ewQaZjOl3HVtUXU6ST2OAwFzH7eyMu/eEMvW1lZRGrsTWWAeZuSPGzlsJWCRjpnZTYEEHPg23sl2EPrdlp2K7UEAo0MMVeOSweRh9Ojo32sOcQxwrFBAKCAWEAo9eAQGbR6+xOINQQCggFHjiFRCweeJNQAggFBAKCAUevQICNo9eY3EGoYBQQCjwxCsgYPPEm4AQQCggFBAKPHoFBGwevcbiDEIBoYBQ4IlXQMDmiTcBIYBQQCggFHj0CnR72Ozbtw9ppU+RhAbCBoQNCBvouTagUqnw8/NrmHC5uLiYhISELklPdQUnpfdsOjr7gLTvk5okjZTKYE7FnBBJaCBsQNhAt7SBE8ej2LOnG8NGepIRf+0rIGkkgaaspEgkoYGwAWED3dIGCvNzCAgI6L4tGwGb9kEj/SpgIyArHjSEDXR3GxCwub8v7/Z7CNgIR9PdHY0on7DRXgwbNXlpp/BeGUluZW2LJQhqqa3MJXKlN6fS7iwJ0O1x0n4BBWxERRbOXNhAd7eB3gub8ljOHvZEd/ExLlfU8utSMdVUX03CU2ZBYEwKl5r8+M+1kKvi7KVSsq4UUZCdgCIii5qSeFSn0kjIukRpQRoRigRKaupa5AfcOVaVkP3bJQukZQvuSn7RWWTdewLpptJ06lPARjia7u5oRPmEjfY42Ny6XkB+chwRqnSKam/RtD7mzcpSilIiiEgpIislhsS99qxf8g1DTbzZE3iIuLg4Tp48iVIZROCezZgMncqS9VvYrlRyNCae9OJqbiX54P99NKFHDxEa4cFEUwUJfmtZ7RXOwVNHSDiuQF/Hn4xrNc0tpYbzxgcQsW4a2ibLMfX0xsvDlnkaQxg7bgITmpYtkMmYNGEcY4Zo8KXLYZTNlOsUV+65c1uwybtwgtgwH/b4+xN8KpWs3PyODRxmxRKrUqEMjyWjpIiSBxlwLcigMPEwgQG++O32ISjsKDEpOR07/93nu5zExVPKhnykvA4cjSMxM7dTeZVeySX/XAhh+/3wO3iYiLNpnTpeOEvhLIUNPJwN9DjYVCQo8DXT5rXXTPDMuYq6/he4XYf63H485/yZ1yyDcLKegN6IvvTt8xwvamoyQFOT2TOmMGLECPq88DID+r9E36f78Hy/l+jXry9DRmljdbSesh9KObZuNXs2LWSFv5wPZ9mz7N+6bA+NJTHvGMcObkTLKJDUjFzUajXq0mtkxikJNO7PP/7chz59X6Tv6NG8M28x5lrOHEnNJlva704qzE4lzlmLFYqTjwU2cb6LWTb297z46huMdAgl4tyldhxsIaXqXPIzEkkLssFYpsNQrVUcKCmi8G7nf7//1bkUnQ/h5LrpvP63v/CyxgsM0pqHkftJ8q8UUXq/41v+rs4h/6gnXmbjeEHjZTQ0nmfIzJU4B52nUN1x4y/OTSXRbTqTP/gzf/hgJhPXhLejRcfzFQ5IaCVsoGM20ONgc7uuhoLYADznvcoUt3jOFNRARQJnfNYy5TVjPDNLya24yNHNm3A2XE2gWk2uWs21KBc2e7hj6HOa7FQVzlp6bD90lNAQF/ZuXoTZwVLC7N5h7ODneKFvH5578Tl+9/s/8If/fobnPzDDwGIha0zf4+k+L9K//wA0NTXRfG82nzsEk1WawZUgIwyd/XGJiCR6nwNznu7LX/oPaABdw77S/gP6o9H3aSavCn1MsFnHd9Zf4xieSEJmLkVXCttxsJfIzwhl2xdv8OGoNxn4ygSmPShsMsOJ2GLL5L/p4Xr0ONHJfrgvNMRgrAXbzhc1AKfDFfTCHjxMLZgz0R7v5FjOJXtgP14HS+Mt7L3QMSNvOFdxARJwMqI3Il/rhJ6ATTu20AldWz4YiO9C03ZsoMfBRupHulmZxaXj9uh/ZMK2A8cJ3ruObeZfo++SzqWqW9zM3s8+310scthDmPdKgnMrKTnlhvfuXVgFZ7cas4k7402ElxWWkbXkJKqICbTD3vwLRoyYyrtDTXDdE0hQ1H6+W2KB9aSvMfE+ROAhb+y0v8HCegu700qouVnBL8essfKKwPtMHClROzAeaoKbdKzSF2dTc0y09VmlVLJfqSQuq5TSxnWl79kt1tmNbXWjxfk64W2nj0t8EXlX7udA8ikuSCUh3J+Dvksxls3liweEzeWobXjYfc1AbXdOpF+iqCSNY25m2M0ez5c7ksjKK+hwpcw6sIRFxsZ8ZhFARkkBJSUpBFlMYKHxQmwOpHY4n2a4Je/AdfMmjARsOq9dO46kWV+xj9C1DRvokbCBamqvn0dlMgcDgwWMm7MAg2UuqHKh9meoilrFaqs5vDVqBjrD3mCCwUZ8t1oj3942bCzCq0gKccFrmxOb3FezfPliRj8c7owAACAASURBVI3UZ8VSe1bK9bDUmYHJN6tYl1hHVV0iu6224Ot9jKwG+lXAMWvmGhrz1dp1uLitRX+QDFMrG2zklsyfPBXZ8InoyuXYScECW4MJTyiiqrNUaWP/roFNCxhJDnm+6QPDJjPECTdbHd6yOczF7MaxleRAB9YtHNdqW0cc1AUffRYtsWDWll9fWo3d8gUGC/VabetIXg37CNgIZ9iGM+ywDYnjH8iGWsKmoqKC3NzcLkldNl2N5Ejv9ffLT9epCTFkxieD+J+PFiBzO9+8W3ncTrY7zmXsJx8y9LU/8s8RRqyTG2HiKEfbbnurAAEXZ1Oc7A0xDynnpIculta22DptxMNzLcaLFmGprY2OTIa58Tes2LgNQ0UB1wsUOC7xxsPvDEXl+WQdC+DwmmmM/vRTxhgYYGK/mJkDhzF5/ERkMi0+eutt3hr4JsNkMiZKAQOGW9muyqSrAtK6I2y85HPQcool43JjUIIEoE1LZ/L6YiWply532Fgl2NjLbTDySWg+RtpmYmmG9oajzds67CgEbDqvmXCuQrMusIGWsKmtreXGjRtdkh4tbH6p51ZFAckbprLw67H8Y6Y10zZGU3kTbv/SzBzKUk4SbD6WNUcySYlwxf6btgIEprL4SB3q4hLKkn1wsZOja+hDnFpNoTTeU1VL7dUEzqh28IXJDtJ2GDBl+W7WRiRSEO/HhnH9GdS/D28beeMdFkZMxHdMsgzhcmYepepEQlzuGj+S8vv513I+7LfuCBtPx68ZtTaG9Jy8hoqaoVzHdvvZrQDUEUBIYLF1WIae99nmCp/svQA7h6WtANSRvBr2EbBp1rHDmnWBoxHnatFz8ITq2TNhU1NA+Vl3vvqbPi77gnB3M8N+wWxWnqIBOE3OuywlFP85z/LqX8ZibqqLvlNbAQL6GAedw33WEEYNeoG+f3iOZ/q8gIY0qC9FsrmoUOXUoU48hNccDf73j8OYt+04x0vqqK+roepKBiVBRpi6h92BzWo+maOH2Wuv8b6mBv363hUZJ+WX21TKh//sjrDZYD2DP5l+z4WsxlbMWb/FrDEc8UCw0Tc3YeK6iGYneWzdeMzMFwjYPKFOS4CrZ4KrB8KmipILB9hr8hFz7Y8TlfUDRXE72WM1h7c/80Z1NZfInbY4zpUx9pPRfDj4A3Q3hBLpvwLnHW2N2SzCIqyYlCBL5kxZwDemzvgGebHHdQFD313AhoPJZFdD5aUojtj/i5dka/A6nsv1pjdFbzaO2UgBAhs9PTjiZ8jsLd/x7XtGOK33QqFUolQqORS4B2+ToVjtiHpM0WidCRBoYcAPOWZz5bw/AauMePdtO4IuZJBdEsOB5SYsmjCbJeGXyClsLyquRTmksOsTG1iuZ4K2zlaOl+RypUSFh84UzPQc2HTiAd7bES2bZmgLp93a1oQej1aPHgeb8qxwDrgbMG2OCXvPX2+M6irPInGvC1+OHM2XikgC/Nzxc5VjZWDEN5/KcDp7lcsn3HB1NGL4LFNsrAyQDRrGjHkGLJg/GWPDuVgfraOiJAHV3l1sXb2WtTZmWH07kUGvz2XtgWTikqNReS3BRE+Pr5daY7X7GNFN0wA0wyaIJctc2LduIU5ngjB6+3OM55lhfWcGAQcbK8xkgzBwP9LzYJMcwsEdPrhuC+FcSRHF7T1V550lft9mlml9xqyFphhbfonh/IUstfHnSFoOV+IUfOfiw879J7jQXj7Sb9nHCXG2Y9GUz5lpuZBFltNZ8NUy1rsd5vSFJC5H+SC38+HgqSQy75eX9LuAjYBNR+xE7NPldtLjYKM+q0DhZomuTwrl1U1NC7iRF0+022xmu0UTn3ejoW+qLCUGpYWMrUmNsFm3aDoD39dC1uKt/nEfvYVshk6L0OfNrLM0aAgKkMmmIpPpY+vqzSZXG+ws5zPbNojoIFuMV6/DZvcxYlKyKLozg4C+0wa+XeTJ9rUenCzZi/kbw5B9OIZxd873uGcQ6Fzoc4unmgwl+5w3scLal+MlRVyRKt4ZX75zXIVhy23tVMjClChObVvA9CnjGav1KfqObvifKaKsMIuyKFeWGKxCvi2E+HbyaHrSvBzjz95VXzfkI+W1eFsIEclFlGXFkrl/FTO1V/FdeOz9wSWdS8Cmy51I030Sny3qUAfs+knTq8fBpjMjHFfT41HJddl5sZyCMz4ovg9kZWRpqyykGQmi/VdiH15KuP07fPb+bExcVKQ07FUPFBK5cgaLF9u1OrY0ciV261bzmbUL+000GTxQk9mLF2PteQyfyDQqy1Ws1N1JdHwBFXfOWF9TTqG/Lu4h8Y9pzKYzL3X28ooiXuoUkBEA+I/aQK+Gze1bddRWllN96zb1ddXU/FRDZa0EkF//pBkJbtZUcqO2ntobpVwtvcb1qpYTd9ZTW3mNioobrY6tr63kRlUlVyuq+Om6mpJiNdcqKqiorqW69ha3b9dSWV7Nzbp6bjed7pfbSMD58ae6xxSN1pnpano3bMR0Nb37/j5prYSeeL29GjZNPr63f7YVjfbAE3H2widAMRGngE1PdNC9qcwCNr2ARG3BpjcZqrgWAQthAz3bBgRsBGz+o/24woH0bAci7p+4fx21AQEbARsBm17YbdhRByD2E7B4XDYgYCNgI2AjYCNsQNjAI7cBARsBm0duZI/ryUmcRzylCxvovjbQ7WFz4MABkpKSRGpHA0kjpTKYUzEnRBIaCBsQNtAtbeDE8Sj27PGjsLCQbjnr8759+5CirURqWwNJo6CgQMLDQkUSGggbEDbQLW0gNETJ7t27uy9sJMiIv/YVEKHP3bfrQHTriHsjbKDRBrp9N5qATfugkX4VsBEOTTg0YQPd3QYEbO7vy7v9HgI2wtF0d0cjyidstBfDppzSgjQiFAmU1NTx6/zQt6irKSFBEUFaQWmXLc38nySSgI2oyMKZCxvo7jbQe2FTnUjC0V3oLzhIxvWfqG2mQTXVV5PwlFkQGJPCpabtt2/B1XTyyioprbhO+Q8FxKeVUleZR1pOMQWlZVSWF5MWX0BlXT2tpvO8c2xawQ8UXK+gsjSLRKWSsDuLpkkLp7VMcVmljevwNJ37IT8FbISj6e6ORpRP2GiPg83PtVVUVVyltPIm9bd/aXbTv9TXUffjNUqu/UjF9TKuxe/i0HZbtJzjSM0u5Nq1a/zwww+o1dlkp6pw1tJj+6GjnFKrKb1aTmVVJbdjVuIZco6QU9FERXgyyfwABcc3YrPxALsjIkg+uY+F2ju5cLWamjtnvn2rlp9KG5eFNnT2xyUikuh9Dsx5ui9/6T+AAXeWlpaWl9Yc0B+Nvk8zeVXoY1k8rTg/g8vp57mQkkh6di5FV+6zQmZxIWUFGWSmJZGSfJ7U1Atk5uZTUvyAFaU5vzQuZec0rovzIC/PXcmhMPtCQ5mkcqVlXSK/sKBz7wc1LTGQmkDKxYtkXs7t3PEPUm5xjNBY2ECzDfQ42OSqXHCx/ox3Vp5qAE4TbWoK4jm3dQZDZmxlseEoZn/6Av2e/wNP99Wg/wBNZs+ezfjx49HUHMCA/i/R9+k+PN/vJV7W1OT9z3RZGXO7ATixHp6E+69gW8QmxszfyKZJC/GPSuBiyWlOR3qjvUhFaUUtTZi7mq5iv3F/Bv+5D336vkjf0aN5Z95izLWcOZKaTbZajfpOKsxOJc5ZixWKk48FNuf22bNcW4M/DXyDUY6hRJy71Hzj7/mkWZBBmdKKmZ++TX8NDV4fPokv3OIbgHPP/e9XkZrzM2S+o6JhIbYHyideQaDj1IYySeX6wGALHpFp7V/LXWVrXmJg+Ov0H/UNMzepOnX8A5X7rjKIPB7woUXo2CtstcfBpro0mggvK6a9a4biQgUlDf1janKid7H6g4kY7Egg8vQBfO3MMdHWZ5VSyX6lkrg99tgtl6Ntt53APZsxGTqVJeu34OJsipO9IeYh5Zz00GXB6Df599uvM/jfg+n353/wvy++yrszV7N8wwrc7CeiMXAY48ZPbFztc64jizcFkxAfQNi6aWibLMfU0xsvD1vmaQxh7LgJTGixKujjX6lzJZuMxrNgsz/7TqaSlZvfttHmJ5JzfBtLRs9jkdwJl93rcLI3RucDY7ZHp5Ga3xlHkUnqiT18p/8pU2Z+whDNaXxr6cORB3Ea0qqhy+0w/dyMZbs92bnbGsNJC1hmu4vDGR0vU/MSAzssmG9pj+6a8La1eJByimOEnsIG2rWBHgcbKKcoLhAP7Qloe5wlrqian4qOEOVrz1eztnEk50eu5x8j2GcX9nY+REQoOF1Sw/Uzbnjv3oVVcHarMZu4M94N8LIIryIpxAWvFbPQmfox//znMF4fJONbKxtstn7HWouFLPt8MjIzB2wczJg1XAvtr+xZq8qk4mYFt49ZY+UVgfeZOFKOuKM/SIapdKzckvmTpyIbPhFduRw7uRy/6CyyypvaZA//2daYTWeWhb6SGslpj694c7gtbgdPk1mSytmDm3AY/k90PY4TldqZbqdsLp0P56CzGbYOXzLu9dmYPiBsLh9ewTIDYybr7eBcST7FJbH46k1ioYE1qw9ntmvc92xJiGWhO6+ZcKJCsy6wgR4IG6gtSeKCYgHvTnNmT0QspwK24GZrjVlkKRXSipunnHFdu4zRXy7BbuoH6G8OJdJ/Bc472oaNZWQtOYkqYsI92em5nEWLLNHSssVH8T2HlBtxMZiP2XQHNqbdoupWGnutXNntHclFiRU3K+CYNYb2Tlj77iYgwB3joSa47QkkSOmLs2nrVpYyKpnUgustghYeDjhdAZu8uAOE2Y/gNcNd7D1+oaFyZR73w8/gVf61eC8HTqd3vsJdyaIsfj1GH+k9MGwu+OhjYmmG9oajzec/uWEKRgsXoOsR27ztnmC5VwURsOm8ZvfSUWwTOnbSBnokbOAqlSWHkA8ai90SY77WWcbcmd6ckvw+UBq5ErvZ79H/pX680OdZnntpLOamuug7uWPoc7pVgEBoiAt7Ny/C7GApYXbv8NlMEyycNrLH35aJ48cje+UV3tDUZPzY0ZitcmdR2A0qboSxwdqLHTvPoK6roepKY4DAhA8H88bnn/O5qRGz+7zIX/sPQFNTg359+9K3z3O8qKnZGDAwYjF2igRKH44xzUd3FWwi5aMYLQ9FGZfVUJEkAIXaj2DAfE/2RCV3vnJ1EWzs5TYY+SQ0n18CkL65CRPXRTRvE7DpeJdih7XqpDMR+Yp70J4N9FDY3OZW1RUubpjE+Pf+yN8mmGERkNsAGmngvr62khvXSkk5eohdemNZpcokJcIV+29G0OeFl1sFCPTr15cho7SxOlpP2Q+lXE3fh4fTRsxtgkj84QdKi4spUav54VIEKqUn2tZhXA2zZrr9TlYeiiM33o8N4/ozqH8f/qm7gY2BgRw+6M4Uo0AuZuSiVicS4rIJZ8PVBKrV5ErBAmUV3Kipax0+3YyOzn95lLCJkI/kY/tggs88QJfVI4SNrcMy9LzPCtgIIHTeBoRm/xHNeihs4Jf6amoKvLEd8zUmZjtRNkYKtPLUZSmH2Tvvjwwba8Q6uREmjm0FCMxl4cF09tl+hbH2+7z1j8G8OvB9xshkTJLJcFTEczb/OrnxQTjN/YDpH2nx9eYIgrMrqCnPJ+tYAIfXTONrp4N4h4URE+HE6PnLcJ4yjXkyLT56623eGvgmw2QyJjblp25V1If6p6tgc69utD2Gf2WkfXBza6e9J5ff/NZFsLlXN5qFpWGr1s5vzt2WQxHdaP8RR9Ph+9PWfRPbe/x967GwaewwO4abzAFXuZLzDe76NlBBpmoXfq5yrAzmoTPsDSYYbMR3qzXy7W2N2ZhhrszhmOsspn48Dq3J87G0McPq23EMen0cy3zjSC6HiowjhFr+nX7DF+Iclk7RT3cYcWfMRgoQ2Lrbh6h9i5i2Yi0L/ncKxvPMsJbLkcvlONhYYSYbhIH7kccS+vyfCxC4053QBbARAQKia0aAqnfYQC+DjfRefylxO21xnCtj7CfjGPkvGWvirnL5hBtbN7TVsjHE+kgtFQWR7Ny4nY2uvuwP8mKPqx5D37XE/XA6GUVZpIRtY6OVDqMsndgQlkhWaXUjbZphcwjHFc4c3GiA3ZEDGAwzwWm9F4o7MwgcCtyDt8lQrHZEdTvYlOUnkh3tzsIPZrLQfm1D6LOrfCELRi/G83g6qRdiiVWpUIbHklFSRElHnjTvBRt1HmVpUUQcUnH0VBLZ98snQ8keW2v0Juk3hz5bfG6E43J/DqdkUJioIjBAReyFDPLul5f0u2jZ9PgnZAGfngmfHg6bU/joOrPdRUXKPTqiylJiUFrI2JrUCJsV86QxGw0a3ua/82Z//7vHbC4ocDebxrCG319BU1MLE/dwvD0dcJg7gsEztrJ/6wwmLHPFYX8yVyuqmmcQMHf/jgUGW/C0XUNYsT9mr7zKkH4v079pFoHHPINAZ1o2UgVu9eKjhgbvfDqdpcoicgqKKItyRT7PEK0vXAktKaKoI479yiXKzm9hicwSm6aXOh/gRc9LkVtxNxja/FLnNEcFgfFFDdC6uMOQNwcZsnxfFOc6UiYBGwGbjtiJ2KfL7aQHw0YKBbhJdXkV1VW1LSba/JU6d8Nmu5cUjZbY/Ea/9GZ/2t3RaO9OY57DXo40vPVfiFqdwL6lUzAyMsN6b2rDdDg//XiNi4FLMJOv4DNrl+YZBCYZGaHnHIx7UBxlPwRjNX4New+dIe0/NINAZ2FT1nJKl+TzXExLbQBNqTRdTWEWlzPTSM/IagBNaYcqYyFlVy6Rk55OTtN0NQ8whU1J4SXysxqn0JGmq8nMzqHwShFl6jxK8tK4mJLG5fw8ijtSJgGbLncioqXRM1saj/u+9WDY/AqVtr7drCynNC2evMo6aq7lUVBURNpdgQS3rhfwQ0EaqSW1lKSqiDkaR2JWKTcaMpWAVkNJWizJyamtjq0tSSM1I52YlCyKEpVEhCmJS04m5XIZeSWV3KorJT0+jx/Ka5pBKM3fJk2rk1Nc/lgm4ozzXcbyaa8wZOw05rtHE5OS88Q6mpL8dC4qFmOuM5zBkxagLWYQeGJt4XE7WXG+Rhj3ati0BaHetr2taLTMU4EcdFvEEhtbnPfHk5jZmVkAetfTmtQ6krrjtq5dxmInT74LPy+cbUdagmIfYSddZAMCNr2APG3BRjxR9S5givsp7mdPtgEBGwEb8eTWRU9uPdkRiLILkD1qGxCwEbARsBGwETYgbOCR24CAjYDNIzeyR/3EJPIXT+XCBrq/DQjYCNgI2IinWmEDwgYeuQ10e9iEhoZSWFgoUjsaSBqpIg+TeiFJJKGBsAFhA93SBhITzuLv79/gy2tra7lx40aXpKe6osGQlJSEn58fgYGBIrWjgaTRnj1+BAQEiCQ0EDYgbKB72oBCga+vb/eFjUqloqamRqR2NJA0OnE8CqmZKpLQQNiAsIHuaAPZWekEKBTdFzbSOyTir30FxHs23X9wVAxgi3v0pNuABECp90UaFumW3WgCNu2DRvpVwEY4sifdkYnr7/51oBfDpprK8mLS4guorKtvsSpmPfV1lRTEp1FcXsmdRQLu79G78R4CNt2/oglnKO7Rk24DvRc2P6eTfCKAhTN8uXCtmppmWFRTfTUJT5kFgTEpXGra/sttuFlJ9c1b1NbVUXezhvLKWm7fqqbyx5+oqb3JrbqfqJQm1rz9C9IUnc1/d46trLlJTV0dt2qruK5WU3xntmdpdumW6VpVLbU/Nx/90F8EbIQje9Idmbj+7l8Hei9scg9zev8GtLdmUvrjzy3g0AZsblbCqZX4HEtHlZhAfLQ/unIV5Rd3stI9BIXqGOnxIch1/blYXtMCXtJKB43HrvSPRpGQSLrKBRNNTQY2rWNz1+dsFxWq3IdmTHMGAjbdv6IJZyju0ZNuAz0ONlWZKiK2GiKTyX6bps9GtiEahZslLt8O5cN330BjyBjGTZiEo6Mj5ubmyGQTmDBuBEM0XuPdDz9htEzGPMsV+CTdoro4nSM7FYTt38KuiK1o6Xngb2iNp/I0cdkniTviwyzDEIqu/9TcLXcjL55o5/HMHjmQgW/9m7e++YbpltYYDzXBbU8gQXdW6VQqlTzulTovhLvxncWnTJwyDb1tHVhioDCrYZG0JQYzGav1KdrfmLJEkUROfkHnX/jKiiVzvz0ztT9ryGuWxTo2haV2Pp+ml+0a8lvFTO1VfBcey4Wm7R38bF5i4JspjNWzZ4lfzIOXpYPnfNKdi7h+AdiWNtDjYPNTUQLng7cil8t/TaY66IwfxjP//IJ5fudRKV3ZrD8V2fCJ6Mrl2Mnl+DktRN/YiOGzTLGxMkA2aBgz5hmwYP5kjA3nYhFeRVKIC8t1JvLl1I8Z/9U4/vqOFmNeeZ8Z1p547XXH13Uugz7UxWqpXeO5Xf1w9wvmROBS1i74kOGyr5hs78DS1cvQHyTD1MoGmxbldLCxwkw2CAP3I49pWWgH1s15jwnGtqwJus8SA4UXyY/fi8c3C/jWyJgFlnPRX/A1n09ZTeCZTC4VdqLi5J0l8aAH6774Gh1zM4wtv2TObD0MTT05klnEFXUn8irJJEm1m90rv8V47gQGPqOD3W4VcZ10+M1LDNh+wTjdRcwS69kI2HbShlo6TvG9M3W4cd8eB5vmvqPmLzcojfbFZ5klI5ZFknqjltobCah27mL9Mi9UafFkSYunxbvhvXsXVsHZrcZs4s54E+FlhXlIOSc9dLH88n2Gvv06f/zja7ysMYSPx01gguFKrEyMsJ39CUPGTGLCpDG8P/AN3hljgPHOOEpvVlB/zBorrwi8z8SRctiFeRpDGCsdK9Pio7fe5q2BbzJMJmOiTIajIp6z6uYLeOgvbXWjdWalzuKMKM7vNuTfg83YEHiCCyXniQ1cj8Xg9zHefYaYjPwOO6cr5/0JWGXEu2/bEXQhg+ySGA4sN2HRhNksCb9ETmFhh/MqK0nl9N51rNEby6dffMb7v9dh1QPAptk5iJU6O6F95x1Ks87CkQud77KBHg6bemoro9jvuBTrqSvxL4SaeqiP34zH9q3MsNrOLr2xrFJlkhLhyjbftmFjdbSesh9KuZq+j6Cd9syda8n4iZs4ejGby+rDKJYuYtH4pXhk/8yPP2dzwMqZ3d5hJEmouFkBx6xZtHkvG1VHiFH5Ya7lzJHUbLLViYS4bMLZcDWBajW5UrBAWQU3auqau+IeljZdAZu8uAOE2o9gwHxP9kQlN1SU9Khd7Jzfn+HL9hN8JrPDlSczxIkN1jP4k+n3XMi63HDcWb/FrDb4mFFrY0jPyetwXs3O6/JpMpS2aPXTFbC5qxI3ayS2d96uhGaPTbMeDJt6oJDIlVORL3Vkc1RlA2ikKLHSkKVYaP+D3z/7PC/0eZbnXhqLuakuRpvbho3ZwVLC7N7hs5kmWLlsYPduKz4cOoLxf/4L/6v5EiM/HI7+0s0sO3GTGzdP4GG1HV/v0xS1gI32qCG8MX0GMxYaM+fpvvyl/wAGaGrQr29f+vZ5jhc1NRkgBQuMWIydIoHSh6XMneO7CjYR8pF8bB/cDJbcM98TvGwYA+ZvbwZQRxybBBtPx69bgSVDuQ7nxdqtANSRvJr3EbB5bE6hWXPhiIXmXWgDPRY29bU3KI1cxnzLZTj4RpN341fPXVuSRmrcEfy2rMdu6gfobw4l0n8FS4ynM/D90a0CBD766C1kM3SwjKwlJ1FFTLgnrk4bsV/tw/6TJzkRGsphpZKTYZ4EKLajs+YU106tYZ7tDtZ/H0d+WgQBC8cz8+OBvPvFYqzd3Njp44T2tFUEBOxHqfTF2dQcE219VimV7JcCBqKSSS24Tu2vRX6ob10Fm0j5KEbLQ1HGZTVUMqm1c9hxJO9ZB3HgdHqHK54EGy/5HLScYsm43Nj9Jm3zsP+SD5YfIy1btGyEQxdddE+aDfRM2Ny6zo95x9hmsRBrr8OEZ5Xf01mXpRwhSP8NPjfdiO9Wayys2goQ+BLzkEKO+TjjbjuLyVrjeH/4LMzkchyk4ILoLLKuFJF+KoCl387G8SttZrkE45d8hesF5znuvpS18z5ksuNevMPCiInYiJbhBhT2y9kot2T+5LuCFaT87l3ke17H/TZ2FWzCHT5hsLk/QTEXG8ByKUZBoPk/GOmgbAZQRyqIBBY3Wx3esjnMxezchrySAx3YZDmpFYA6klfzPqJl02HYN2vWhU+lIk8Bx4e1gR4Im2oq82M55WbLN2ZBqC6UUNXsjaVOtBpK0mKJO6LEb8sKloz7I++NNmKd3Agr97a60UxZeCCVfYtGMOqfg/nHWx+hNWEM4z4ejMbLg/nWLZpTariWdpgDRgPoN2gmdoFJZDad+M6YjRQg4BG4l+MHlzLR0pr5f3oX2YdjGHcnTHvShHGMGaLBly6HH1M0mhPedvq4xBeRd6X9ylKYGEaUy1QGTliDZ1g8eSVZJIZtw2nCa0xziSQyMafDzu5y1DY87L5moLY7J9IvUVSSxjE3M+xmj+fLHUlk5T1AKLWATYf1f1inII5vv64IfR5Mnx4Hm59rU4gPWIFuPy3sg1M5k93i7fziK6ivZxHs8Dmz39Ok/0sDeeVVGStir3L5hBvbvdwx9DlNdqoKZy09th86SmiIC3s3L8JaVUNFtj8rrbfg4qEiNfsMqeHL0Rq9Br/obNQ1VZQmhxKychKvm/qgOJNPVdM0AM2wCWONsxNhHvMwPRiM/qg17D10hrQ7MwgUZqcS56zFCsXJbgebstw4MsNX8fmrX2Hvvo/Q5IMc2GbDvL9NZ93hVBKysricmUZ6RhZFJUWUtvfUnBnO4c02fPbX+bgePU50sh8e5sYYj1/MtvOF5OdmkJmWxqXsHK60l0/L3+4FG3UeJXlpXExJ43J+HsUt92/ru4hGE9BqyzbE9kdqGz0ONrmq9ayb9hzP/N+nKJvrMAAACodJREFU+UO//rw8QBPNpjf0B/4DTZNAlHGZXCtVk3I0GF9DGZsTG2GzYt4I+rzwMgP6v0Tfp/vwfL+X6NevL0NGaWN97BcqqmuozNqPp8V0PhzwMv1f6sfTv/sY4x2xBAa64Kw3nNcnyHFfOYkxdttxaZoGoBk2vhgYuLJzqS0Bef6Y/uVVhvR7mf5N5RvQH42+TzN5VWj3g01xPlcy44hyGMeYd1+ln0Y/3vx4IkbeqaTkFFB8zBX5PEO0vnAltKSoAThtPuGpc8k+uZe9Ru/y2l81eVnjBYZ/sYhV36c3gKY02IqZnxoy31HB8Y5W8HvBJi2KizsMeXOQIcv3RXGuI3kJ2DxSh9KmTXTk3oh9evW96XGwqS7NIitOifRG/m9SWATKxCJKK282dKyVpcSgtJCxNakRNls3yNG28211nMLZFCd7wxbv2ehjZrMFr4b8g1Eqg/CUG7LE2pKl2w4QEZtNUXYswTvtsXR2x9JN0TyDwIzFVny7Yh/bfA6TU3YAyxEmOK33QnGnrI97BoHOvGcjOYnSK7nknwshbL8ffrt9CDoUQkxaEWrpJcysWGJVKpThsWSUFFFyH8dQnJtK1qnv2ee/qyGvYNUJzmcVUabOoywtiohDKo6eSiL7Pvk0O68rlyjKOEXE3iOcu5BBnnRcQQaFiSoCA1TENm27X34CNr3aoTXby/3sQPz+2O2gx8GmeXimA1+qSwvIilAQX1LD9fyzJKQko2oeaGnMQJqRIDtBxeH0KtIPu+C10Y/90Vk0vnN5G6ggU7WL4ODwVsdK0+aEHzuClzKalP1y1q+W4xccjPLMJc5mllBbk4VKEU92wXV+ulPW23U1VCQoOJVW8JgCBDoxg0Avr3xiBoEH62cXzlvo1lU20Kth0wEe9Ypd2opG6/TcaL0YOGJuNOE0u8ppinwezJYEbHoBbtqCjagUD1YphG5CN2EDXW8DAjYCNo+971ZU5K6vyEJToWl3twEBGwEbAZte3H3Y3R2QKN+TA0kBGwEbARsBG2EDwgYeuQ0I2AjYPHIjE0+vT87Tq7jX4l63ZQPdHjYqlYqamhqR2tFA0ujE8SikmymS0EDYgLCB7mgD2VnpBCgUFBYWUltby40bN7okPdUVDYakpCT8/PwIDAwUqR0NJI327PEjICBAJKGBsAFhA93TBhQKfH19uy9sQkNDGwon0VAkoYGwAWEDwgZ6pg3k5OQ0QFC6f92yZSO9QyL+hAJCAaGAUKBnKyANh0i9VAI2Pfs+itILBYQCQoFurYCATbe+PaJwQgGhgFCgdyggYNM77qO4CqGAUEAo0K0VeOSwyc3NRRp36WiKiYnh5s3GJQKkaLSOjNmozypQOOow86uVBKRXUlJ7b80b9nOzRNcnhfLqW0A5martbLUy5quVkaRX1tLGoffOUGwVCggFhAJCgQ4pcD/YREVFNYzp3Cskuri4mG3btnHhwoXfhEs3hz5LwDhw4ADS5/3SiRMnGk4mFUr6uxdsyrOiifaTI5f/mkx1RjLyb//D754ZxMh5VpjZ/PqbfPV65PtTyCqt5pJSjqPev9G0Poa64iaoj+FnO5V//ellnhkkY56VDTZSvtv3ozjbuMhAh1QUOwkFhAJCAaFAuwrcDzZ79+7F2tqagwcPUlZW1gyVS5cuNYRM6+vrc/r06ebtTVBqBZuOtE6kUkpRClK0QnuwaWzFyJDJGpPW+wP561/+Qr+B/2LkuA95U+N3DBg4hLc+Gte4z3QdZBvCUIYd5sBqHXTG/Z1+M9ZxKCaemO8WYTRDi4HvayGbOB7ZsIFo9P0fnvtEj3n+2e0KJ34UCggFhAJCgY4r0BHYfPPNNxgZGSG9qF5UVIQEGoVCgbRdSo8VNg2XdvsW9T9VUFpylXSFGQbzFjDaSkHq1dN4yF7mc4vNbIm4xLWr5VTerOf2L4VErpzBF/98lmd//9/8rt8fGb1gDiP++gpDR87D0CcRdW4G6kAjtN75E0OmWbE+qpKaevil41qKPYUCQgGhgFCgDQXuBxupRSOBpgksEnCkl0Cl/+fOnYupqSnx8fGPr2XTcB1X0yndv4h3Bmszc9onDJt2F2y+nMqY0WPR+UyXladoAE5t5TXO+1li8dU7vLRgB+EKE7597xVe+d0z9HlBA80B/dF8sQ9P//f/47/+ZxBDp67Ev5AG4LShndgsFBAKCAWEAh1U4H6wkbrOJMA0wUYCj9R1Jv0vgebixYtcu3bt8cGmoRtt6XSmjTHFRuHHCv1PGDVyaquWzb9Hf8kcu+Vs22DO/JGzmeIcTXzejcYxG+2+PDN4BLqutsx5axBTR+owa6E9FuOe5dlxFtgvN8FUNplxo63wzIPqnzuopNhNKCAUEAoIBdpU4H6wkcZgpK4zCTgtWzgODg4NLZp7gUY65jdjNlVVVbi4uLQa2G85yB8dHd2hMZvGAIGNrHeJIKWqhATVLvy8/dilukBZTSHnFM64ewcTnpBCdlY0+1evZfX+EwT7ubNZXwokeI4+/UZgHOKB8UfvoPelHIedSvbovcALentQRnjhbbqAzwVs2jQa8YNQQCggFOisAh2BjQQPqYUjdalJwQKrVq1CilJrCga41+dvYFNeXo6urm7zwH7TAH/TpzQI1JEAAekC62vKKc86SeThUJRKZRvpCNGxaRTU1FP/SylxO21ZPPHv/P2VV+g7xBBXP3vmDv074+7ZshnL8HfnYBlSQPFP9dR3VlWxv1BAKCAUEAq0UqCjsGkCihQsdj/QSPv+BjatztrGPx2FTU1BPOc2jGXIq8/fGWN5lude0kRTcwCaGn3p87v/j//3XwMZMtG+1bhLY+jzX+kzRw+j117jfU1NNPv3o1/f3/NfTz3F/3nqKX737Au88LImmm+MYoiuP+fKa2gMxG6j0GKzUEAoIBQQCtxXgc7Cpgk69/t8pLD5pb6Ouqs5lHzfFD1myerDatSF2ajjnDH8cBCaQ2YwwSWmVURZI2zeo79lCBmZeZSq1ajTQjjkNJshTz3VAJyRFrvYdUqNuqSMkvIa6m7/IiLS7mtGYgehgFBAKNC+Aj0SNg2XdPsWXE0nPng1dgazGP+xDNmkCcjGDGGGqROr9yY2BAW0vPzfvNRZHofKbSHzJ01CS38zCrupfCbTx8BVRVx5yyPFd6GAUEAoIBR4GAUeC2we6QwCa51YvXotaxtmFLBDLtdloZ4VlqZ3ZhG4M4NAtNILL8uRjJ/wb4Y4HCJ8+2rcbe2wtbZnhfsuFPEl1GRFoHC1w8LUApMVXriocqmqFeFoD2Ng4lihgFBAKCAp8Mhh09Vzo909g4DMcCvbVZk0NkSk+c5SCF1hifmdGQZk02cj2xCNws0SF3MZOsaW2AZFE2Q7G2MdR1wUZ2k1V4DU2tnuiOG8lnOoCWMRCggFhAJCgYdR4JHBpvTHW6grHy6pziSxLzzqofN52HKI4x/uPgr9hH7CBoQN5JRV8p3/fs5l5pN79Ucyr1zrkvTUO27paK5Leaj00srzvLj87EPl8bBlEMc/3D0U+gn9hA0IG5BsYMDaZJ53jEdjdWLD9/5rkumK9JSU+VM250USGggbEDYgbEDYwCOzgf8f3Aby1BEQ0/wAAAAASUVORK5CYII=
我是2020 R2 版 在坐标系面板中 没有你说的Using Exist

昨日明月 发表于 2024-11-17 23:22:31

直接在Mechanical中坐标系插入新坐标系,新坐标系你要平移还是旋转都可以实现。使用的时候不要用全局坐标系,要选择你插入的新坐标系。

天涯晴天 发表于 2024-11-18 09:15:36

昨日明月 发表于 2024-11-17 23:22
直接在Mechanical中坐标系插入新坐标系,新坐标系你要平移还是旋转都可以实现。使用的时候不要用全局坐标系 ...

在statistic环境下无法插入在DM环境下新建的坐标系

昨日明月 发表于 2024-11-18 09:19:37

天涯晴天 发表于 2024-11-18 09:15
在statistic环境下无法插入在DM环境下新建的坐标系

为什么一定要用DM环境下的新建的坐标系。
页: [1]
查看完整版本: workbench中MD环境下建立的坐标系,并不能转移到静力学分析Model