本帖最后由 老和山上 于 2024-12-26 13:03 编辑
附着之后再想编辑形位公差怎么无法选中了？data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAb8AAAKmCAIAAABSQAfrAAAgAElEQVR4Ae2djZMtR3mf9c9cxIeJwMFGLpPyFUgCCVsl2UQkMh+FbAXbgEJC7Cim7LolF7FDQeIgq7BTlFxEFbCxrSpiGWMIBVYIhRwMmA8h6VqYANqze/afiHfnbu/sTE9Pz296Zrr7fVSUPdvT/fb7Pt39nDlnd+9ed3Bwlf9BAAIQgMBUAtdNHUB/CEAAAhA4OLiKPXn0hgAEIKAQwJ4KNV54IQABCGBP7AkBCEBAIYA9FWq86kIAAhDAntgTAhCAgEIAeyrUeNWFAAQggD2xJwQgAAGFAPZUqPGqCwEIQAB7Yk8IQAACCgHsqVDjVRcCEIAA9sSeEIAABBQC2FOhxqsuBCAAAeyJPSEAAQgoBLCnQo1XXQhAAALYE3tCAAIQUAhgT4Uar7oQgAAEsCf2hAAEIKAQwJ4KNV51IQABCGBP7AkBCEBAIYA9FWq86kIAAhDAntgTAhCAgEIAeyrUeNWFAAQggD2xJwQgAAGFAPZUqPGqCwEIQAB7Yk8IQAACCgHsqVDjVRcCEIAA9sSeEIAABBQC2FOhxqsuBCAAAeyJPSEAAQgoBLCnQo1XXQhAAALYE3tCAAIQUAhgT4Uar7oQgAAEsCf2hAAEIKAQwJ4KNV51IQABCGBP7AkBCEBAIYA9FWq86kIAAhDAntgTAhCAgEIAeyrUeNWFAAQggD2xJwQgAAGFAPZUqPGqCwEIQAB7Yk8IQAACCgHsqVDjVRcCEIAA9sSeEIAABBQC2FOhxqsuBCAAAeyJPSEAAQgoBLCnQo1XXQhAAALYE3tCAAIQUAhgT4Uar7oQgAAEsCf2hAAEIKAQwJ4KNV51IQABCGBP7AkBCEBAIYA9FWq86kIAAhDAntgTAhCAgEIAeyrUeNWFAAQggD2xJwQgAAGFAPZUqPGqCwEIQAB7Yk8IQAACCgHsqVDjVRcCEIAA9sSeEIAABBQC2FOhxqsuBCAAAeyJPSEAAQgoBLCnQo1XXQhAAALYE3tCAAIQUAhgT4Uar7oQgAAEsCf2hAAEIKAQwJ4KNV51IQABCGBP7AkBCEBAIYA9FWq86kIAAhDAntgTAhCAgEIAeyrUeNWFAAQggD2xp0jgypUrnB8IWCaAPUV3WN40Te3Ykz1gnAD2xJ4iAexp3B2Ujz1Fd7B1sCd7wDgB7Ik9RQLY07g7KB97iu5g62BP9oBxAtgTe4oEsKdxd1A+9hTdwdbBnuwB4wSwJ/YUCWBP4+6gfOwpuoOtgz3ZA8YJYE/sKRLAnsbdQfnYU3QHWwd7sgeME8Ce2FMkgD2Nu4PysafoDrYO9mQPGCeAPbGnSAB7GncH5WNP0R1sHezJHjBOAHtiT5EA9jTuDsrHnqI72DrYkz1gnAD2xJ4iAexp3B2Ujz1Fd7B1sCd7wDgB7Ik9RQLY07g7KB97iu5g62BP9oBxAtgTe8YSuBLxn/HjRPmmCGDPWHeY2hbeYiPkyd8oZjsZIoA9DS2214nxjdgznhU9LRDAntgzlgD2tGAEaowngD1j3RHPtOKeYYFWXDilQaBPAHtizwkEsGf/CNFilgD2nOAOs7vEFY49HQouIIA9secEAtgTZUDAEcCeE9zhqJm9wJ5ml57C+wSwJ/acQAB79o8QLWYJYM8J7jC7S1zh2NOh4AIC2BN7TiCAPVEGBBwB7DnBHY6a5YshgVpmQu02CWBP7DmNAPa0aQqq7hPAntPc0SdorQV7Wltx6h0igD2x5zQC2HPoLNFujQD2nOYOa/ujXy/27DOhxSYB7Ik9pxHAnjZNQdV9Athzmjv6BK21YE9rK069QwSwJ/acRgB7Dp0l2q0RwJ7T3GFtf3jr7QvU241GCNRNAHtiz8kEsGfdUqC6SALYc7I7IslW3A17Vry4lBZPAHtiz8kEsGf8AaNnxQSw52R3VLwbIkvDnpGg6FY3AeyJPScTwJ51S4HqIglgz8nuiCRbcTfsWfHiUlo8AeyJPScTwJ7xB4yeFRPAnpPdUfFuiC+tLdD4UfSEQE0EsCf2VAhgz5osQC0aAeypuENjXdMo7FnTalKLRgB7Yk+FAPbUzhujaiKAPRV31LQDtFqwp8aNUTURwJ7YUyGAPWuyALVoBLCn4g6NdU2jsGdNq0ktGgHsiT0VAthTO2+MqokA9lTcUdMOkGtpBCoPZyAESieAPbGnSAB7ln74yX8mAewpumMm9wqGY88KFpES5hDAnthTJIA95xw8xlZAAHuK7qhg7WeWgD1nAmR46QSwJ/YUCWDP0g8/+c8kgD1Fd8zkXsFw7FnBIlLCHALYE3uKBLDnnIPH2AoIXNecAf4vBJYgUMEJoQQIDBHg2VN88hoCaqf9ypUrdoqlUgj0CWBP7CkSwJ7940SLKQLYU3SHqV3iLRZ7erHQaIcA9sSeIgHsaUcTVOolgD1Fd3hpmmrEnqaWm2L7BLAn9hQJYM/+caLFFAHsKbrD1C7xFos9vVhotEMAe2JPkQD2tKMJKvUSwJ6iO7w0TTViT1PLTbF9AtgTe4oEsGf/ONFiigD2FN1hapd4i8WeXiw02iGAPbGnSAB72tEElXoJYE/RHV6aphqxp6nlptg+AeyJPUUC2LN/nGgxRQB7iu4wtUu8xWJPLxYa7RDAnthTJIA97WiCSr0EsKfoDi9NU43Y09RyU2yfAPbEniIB7Nk/TrSYIoA9RXeY2iXeYrGnFwuNdghgT+wpEsCedjRBpV4C2FN0h5emqUbsaWq5KbZPAHtiT5EA9uwfJ1pMEcCeojtM7RJvsdjTi4VGOwSwJ/YUCWBPO5qgUi8B7Cm6w0vTVCP2NLXcFNsngD2xp0gAe/aPEy2mCGBP0R2mdom3WOzpxUKjHQLYE3uKBLCnHU1QqZcA9hTd4aVpqhF7mlpuiu0TwJ7YUySAPfvHiRZTBLCn6A5Tu8RbLPb0YqHRDgHsiT1FAtjTjiao1EsAe4ru8NI01Yg9TS03xfYJYE/sKRLAnv3jRIspAthTdIepXeItFnt6sdBohwD2xJ4iAexpRxNU6iWAPUV3eGmaasSeppabYvsEsCf2FAlgz/5xosUUAewpusPULvEWiz29WGi0QwB7Yk+RAPa0owkq9RLAnqI7vDRNNWJPU8tNsX0C2BN7igSwZ/840WKKAPYU3WFql3iLxZ5eLDTaIYA9sadIAHva0QSVeglgT9EdXpqmGrGnqeWm2D4B7Ik9RQLYs3+caDFFAHuK7jC1S7zFYk8vFhrtEMCe2FMkgD3taIJKvQSwp+gOL01TjdjT1HJTbJ8A9sSeIgHs2T9OtJgigD1Fd5jaJd5isacXC412CGBP7CkSwJ52NEGlXgLYU3SHl6apRuxparkptk8Ae2JPkQD27B8nWkwRwJ6iO0ztEm+x2NOLhUY7BLAn9hQJYE87mqBSLwHsKbrDS9NUI/Y0tdwU2yeAPbGnSAB79o8TLaYIYE/RHaZ2ibdY7OnFQqMdAtgTe4oEsKcdTVCplwD2FN3hpWmqEXuaWm6K7RPAnthTJIA9+8eJFlMEsKfoDlO7xFss9vRiodEOAeyJPUUC2NOOJqjUSwB7iu7w0jTViD1NLTfF9glgT+wpEsCe/eNEiykC2FN0h6ld4i0We3qx0GiHAPbEniIB7GlHE1TqJYA9RXd4aZpqxJ6mlpti+wSwJ/YUCWDP/nGixRQB7Cm6w9Qu8RaLPb1YaLRDAHtiT5EA9rSjCSr1EsCeoju8NE01Yk9Ty02xfQLYE3uKBLBn/zjRYooA9hTdYWqXeIvFnl4sNNohgD2xp0gAe9rRBJV6CWBP0R1emqYasaep5abYPgHsiT1FAtizf5xoMUUAe4ruMLVLvMViTy8WGu0QwJ7YUySAPe1ogkq9BLCn6A4vTVON2NPUclNsnwD2xJ4iAezZP060mCKAPUV3mNol3mKxpxcLjXYIYE/sKRLAnnY0QaVeAthTdIeXpqlG7GlquSm2TwB7Yk+RAPbsHydaTBHAnqI7TO0Sb7HY04uFRjsEsCf2FAlgTzuaoFIvAewpusNL01Qj9jS13BTbJ4A9sadIAHv2jxMtpghgT9EdpnaJt1js6cVCox0C2BN7igSwpx1NUKmXAPYU3eGlaaoRe5pabortE8Ce2FMkgD37x4kWUwSwp+gOU7vEWyz29GKh0Q4B7Ik9RQLY044mqNRLAHuK7vDSNNWIPU0tN8X2CWBP7CkSwJ7940SLKQLXXeE/CCxGwNRZolhrBHj2FJ+8rG2Ufr2NcvvttEDACAHsiT1FAtjTiCMoc4gA9hTdMQTUTjv2tLPWVOolgD2xp0gAe3pPFI12CGBP0R12tshQpdhziAztRghgT+wpEsCeRhxBmUMEsKfojiGgdtqxp521plIvAeyJPRUCjToRqPdQ0WiEAPZU3GFkcwTKxJ4BONwyQgB7Yk+FAPY0IgjKDBDAnoo7AkCN3MKeRhaaMgMEsCf2VAhgz8Ch4pYRAthTcYeRzREoE3sG4HDLCAHsiT0VAtjTiCAoM0AAeyruCAA1cgt7GlloygwQwJ7YczKBtjqb68AO4xYEaiWAPSe7o9atEF8X9oxnRc+KCWBP7DmZAPas2AiUFk8Ae052RzzcWntiz1pXlromEcCe2HMyAew56YzRuVYC2HOyO2rdCvF1Yc94VvSsmAD2xJ6TCWDPio1AafEEsOdkd8TDrbUn9qx1ZalrEgHsiT2nEeirs2mZtO3oDIEKCGDPae6oYMlnloA9ZwJkeDUEsCf2nEYAe1Zz+ClkJgHsOc0dM3FXMBx7VrCIlJCEAPbEntMIYM8kB48gFRDAntPcUcGSzywBe84EyPBqCGBP7DmNAPas5vBTyEwC2HOaO2birmA49qxgESkhCQHsiT0nEBhSZ9OeZEcSBAKlEMCeE9xRyqIulyf2XI4tkYsjgD2x5wQC2LO4E07CyxHAnhPcsdwylBIZe5ayUuS5AgHsiT0nEMCeK5xJpiiFAPac4I5SFnW5PLHncmyJXBwB7Ik9JxDAnsWdcBJejgD2nOCO5ZahlMjYs5SVIs8VCGBP7BlLIKzO5u4KW5YpIJAJAewZ645MFmzDNLDnhvCZOkMC2BN7xhLAnhkeYFLakAD2jHXHhouUydTYM5OFII1MCGBP7BlLAHtmcmhJIxMC2DPWHZksWD5pXLlyJZ9kyAQC6xPAnthTJIA91z+uzJgVAewpuiOrVdwkGey5CXYmzYcA9sSeIgHsmc8xJpNNCGBP0R2brFZWk2LPrJaDZNYngD2xp0gAe65/XJkxKwLYU3RHVqu4STLYcxPsTJoPAeyJPUUC2DOfY0wmmxDAnqI7NlmtrCbFnlktB8msTwB7Yk+RAPZc/7gyY1YEsKfojqxWcZNksOcm2Jk0HwLYE3uKBLBnPseYTDYhgD1Fd2yyWllNij2zWg6SWZ8A9sSeIgHsuf5xZcasCGBP0R1ZreImyWDPTbAzaT4EsCf2FAlgz3yOMZlsQgB7iu7YZLWymhR7ZrUcJLM+AeyJPUUCMf/UfDV91j+ZzJg/AewpuiP/pV06QzvPnnYqXXrPVBYfe2JPkYAdp9iptDK7LV0O9hTdsfTC5B/fjlPsVJr/rssqQ+yJPUUCdpxip9Ks3JR/MthTdEf+S7t0hnacYqfSpfdMZfGvu+46BIpAFQJ2nGKn0srstnQ5J/ZEoEtTrjK+HafYqbTKjbpcUdhTeexabj0KimzHKXYqLWj75ZDqydv2awblLfwBJp1AwI5T7FSag5IKygF7TvBFQeu6Qqp2nGKn0hW2TU1TYE/sKRKw4xQ7ldakthVqwZ6iO1ZYm8ynsOOUOio9/OPfP77zlcd3vGL3qY9lvrVKSQ97Yk+RQB1OiTmoxVf6vW8dXXnn8eVL1/5314/HVE2fUQLYU3THKNnqOxTvlOhvEhZd6e6rX9i/+dZzdV6+dHzHK6rfnOsUiD2xp0igaKdMOl3lVrp77JHj2/7JBXXe+iO7x//HpPLpPEQAe4ruGAJqp71cp0xdoxIr3f3gO0e//Z4L3rx8aX/PTbsnPzu1fPoPEcCe2FMkUKJTho5BuL24Snff+OL+F17fUefRr//iwXe/Ga6Uu5MIYE/RHZMoV9m5OKfIq1BWpbu/+Nj+9T/aVuf+NS86/OjvHjz/rEyAgV4C2BN7igTKcop390c2FlPpD545/M/vbXvz5PruV+3+z6ciK6XbJALYU3THJMpVdi7GKdHfWx9apjIq/fbf7H/pro46j97zlt3Vrw7VRftMAtgTe4oEynDKbHX+4z8EkX+lu8/+6fEdP3ZBna9+4eF/+x3erc/0Y3g49hTdEcZq4W7+Tkm1CllX+vwzhw//1vFN17fVub/rxt0XPpmqfOIMEcCe2FMkkLVTUjxyujOTb6XP/O3+/n/R9ubx5UtH77r74OmvuOS5WI4A9hTdsdySlBI5X6ckVWe279wP//p/7n/2Jy6o86YXHD505eCHT5eyhUrPE3tiT5EA9tzs8D//7OFH3n/8mgvv1o/veMXhX31is5RSv2IVUQj2FN1RxOoumiT2XBTvUPDd33/t6FffeuGR8/Kl/dvv3H37y0NDaF+IAPbEniIB7LnQmQyE3X3p08d3/7OOOo8++MDB93m3Lm7jAO3RW9hzA+ijq1JEB+y56jI9/+zhox86vvnFbXXub3/54eOPrpqGyXfoQ4SxJ/YUCeRvz1QZpoozdAjH27/7zaP3/qu2N48vX9q/7faDr39xfCy+W4wA9hTdwa7d3iljpyJVhqniaHtm938/t//5V3fUefS+f3Pw/ae0gIxKRQB7Yk+RwLZOCR+AK2f/hbtF3t2w0sNP/MHxrS+9oM7X/sjhn30kMnO6LUoAe4ruWHRVigi+oVO8fM6EeeH/e3tObdym0v/37aMH77/gzcuX9m++ZfeVz0/Nn/4LEcCe2FMksI1TLr5bv2BK3xdJjs0GlX7tif1bX9tR59Fv/vLB9/gHOsXtmmQndIJgz4wWo7M2mX+5gVNO1emTZLet+QWhVBmmihO5oIef/OjxbTdcUOctLzn8+MP8kx+RAFfrhj2xp0hgTad07dj72ntgUmWYKo43yXbjyZ/TeP+vXfDm5Uv7N/7U7sufaXfjOhMC2FN0Rybrt2EaSzulZ0hPwzrlL11pU8Xum186uu+Orjr//dsOnvu7dcpklqkEsCf2FAks4RSPIFtNnc29RAKdKZovV5ho95cf3//0hT+ncXzzCw//8IO8W/euSCaN2FN0Rybrt2EaCZ3SMmT3MlBgwgQCsyz+byz98Omj//obxze9oP3Uuf+5n9w98Xg4K+5uTgB7Yk+RQEJ5dZQZeSoSJhCeccGJnnpy/443tL158ktE775n9yx/TkPcluGlTHsXexawSGmXPFW0tE4RBJo2gQCWhSbafe6x4ztfeUGdN11/9OH3HTz/TCAZbuVDAHtiT5HAQk7paDQwS+BW2gOWfqLnnzn68Ps6f07j+M5X7j73WNrMibYoAewpumPRVSkieHqnXPxJePczm86nHSwrJNDMmHai3bNf3b/7nguPnJcv7d/xhoOnnuwUyJeZE8Ce2FMkkNYpo+fEObS5iPlmTqoMU8U5OLi6e+Lx/c/9ZEedR7/7G/w5jdENkGEH7Cm6I8O1XDmlhE6ZmnnfpN4IqTJME+f5Zw//8IPHN7+wrc79T//o7lMf9yZPY/4EsCf2FAmkcUrv3frUMzNkUveIOjVgv3+CSp/7u/0D97a9efK99ft+ZvfNL/Wno6UUAtfsWUq65JkPgQROma3ONo2ORvOx5+7Ln9m/8ac66jx6/6/tfvCddv5cF0fguua/4vIm4c0J5GbPNhBn0najfK1X+vyzhx/7veNbXnJBnbfdcPjJj8rJMDAfAthTfN+azxJulYnulKSPnIHyU2UoxvmHbx395i9f8OblS/u3vnb3tb8O5Mytggic2LOgdEk1HwKiU9ZSZ8w35SNhCpXuvvL5/Ztu7qjz6MH7D773rchJ6ZY/AdTJs6dIQHBK/ufBm+HUSg//7CPHr7v45zRufenhJ/7AG5zGcglgT9Ed5S55qsynOiXVvOvHaVe6+/uvhf7JuO8/dfS+d3ceOfc//+rd3/yv9dNmxqUJYE/sKRJoO2Xpbbpt/Hal+1tfcvTwg/58vv7F/dtu76jz6NfvO/guf05D3GN+zit++BNOAHvWua7hVU9yt+2UJAGzDeIq3X3s4eNbXnzos+fh44/ub395W53717zo8NEP8Q90Zrus8xPDnthTJOCcMn8XZh7BVXp8xyuOL186+u33XEj4+08ffeCBtjdPru9+1e5Lf3mhWzZPTGSVigD2FN2RagHKjeOcUm4JkZk3lR7+8Yf3p3+sbf8fftEN3H37y/u339lR59G/e8vJx6PosnYC2BN7igSs2fP4zh9vLLl/592NGQ//6hPHP/NPL6jzNdcffuT9vFs38sqBPUV3GNkfgTJN2fPkh5DO/krw/m23H/zw6aOHrnT/nMZdN+6+8MkAMW5VRgB7Yk+RgCl77n/2J9wz5v7uVx2985+7L5uLo3e98eDpr1RmB8oJE8CeojvCWC3ctWPPR99x7/HtN5zr8qbrz68vXzq+6QWHv/cg/0CnhT3fqRF7Yk+RgB17fvd1L7ugy8uXzr+848cOP/snnUPFl0YIYE/RHUb2R6BMI/Y8/PP//vzNF/+RpDN77n/pzh1/TqP2b6wHjgD2xJ4iASP27P/TnM2D5/6WF+9f+9KjK7/Cd4oCfqn7FvYU3VH3toipzoI9d5/62PHtw2/bTz70vP749pftX//yo995Dz8eH7NtauqDPbGnSMCCPff3vPr8I86zN+z+lptecHzLi/e/8oaa7EAtYQLYU3RHGKuFu9Xb8/DTf7wPPXi+YP+6G07+JbqbX7x/y61HD95/+Ecf3j35WQtLT40NAeyJPUUC1dvz+M0X/3nj17zoRKa3vGT/+pfv337n0X9578kf2Pj6F1GJWQLYU3SH2R3jCq/bnrvP/unxrS/Z3/6y/U3X/8Nrb9j/2zcd/v5/PPzMnxw887eOABfGCWBP7CkSqNueBwdXDx/90O6Jx3c/+E71lRqXoFw+9hTdIROvZqAdp9iptJrNuU4h2BN7igTsOMVOpetIp5pZsKfojmp2gFyIHafYqVTeDDYHYk/sKRKw4xQ7ldqUoFw19hTdIROvZqAdp9iptJrNuU4h2BN7igTsOMVOpetIp5pZsKfojmp2gFyIHafYqVTeDDYHYk/sKRKw4xQ7ldqUoFw19hTdIROvZuAVS/9Vs2oUkpAA9sSeIgE7T2R2Kk1oFguhsKfoDgubI1yjHafYqTS84tztEMCe2FMkYMcpdirt2IEvwwSwp+iOMFYLd+04xU6lFvZtwhqxJ/YUCdhxip1KE5rFQijsKbrDwuYI12jHKXYqDa84dzsEsCf2FAnYcYqdSjt24MswAewpuiOM1cJdO06xU6mFfZuwRuyJPUUCdpxip9KEZrEQCnuK7rCwOcI12nGKnUrDK87dDgHsiT1FAnacYqfSjh34MkwAe4ruCGO1cNeOU+xUusK+PXzoyvFtN+yeeLw/1/6Be4/uu+PguW/0b+XZgj2xp0jAjlMSVrp77JGwIAJyWc4gu8ceOb58affYI8tNcS3yc984uu8OL4HdU08e/adfPb58af/AvYE0dk88fnzbDYcPXQn0We0W9hTdsdoKZTtRQqdkW2OT2IVKT8//8eVL8f87l4UbO/DwdfJnkIcfzQ4Oru6eenJ/z03eB7cm1fDwIc5R9nTJT6n9+PKl8/IPrrYnOqnlrhtHMbaHe/iMZXXNs2PdhtIIv6JgT+wpErjglAMxyNB5zqp9vNLTw9k550MlNE9PQ896Yf019um8820PaV8PJdBvb0utf3e0JXb4RUqNPUNPkRf7n6QR03K2FeWnVLdAHc59Dtiz5mPfX++ELeNOOdvHCSedFCpVhuNx+qc6WPuJOH7h9YePfEB4/mqG7O+6cffUkyc0Tqd273ZztueJZE8fuq957ZEP7O+6MdKeJ3X5nnkPP/7w4EcB0nv8a69PFx+Zh3Yd9sSeIoFxpwQNMrQjE7anynA0TmO0yGfPcIEx+ts98fj+TTfvPv1HJ+/lTz+y9JrFNTpDxXR2o9xF+N2ryyHc7Zr0Tz/TbGo8fPi34u3ZQDt86Mr5y0azu05fPFyq/QtXexh7c3f/wL1NhMhR2FN0R8xi1N1n1Cmbl58qw9E4bTUEqj6x3j03XXtmHHhpibGnm6I/b3h4Y8++Gpr2vv767c2MfUl5W9qmOxff2cNyZKjz16SzgYcPXek0nn/Zojrpnft5MsMfSTvs7gJ7Yk+RwKhT3Cbb5KL5uyFJph6ttDmo7u3z0KTu0abvKTckrD/Xrbk4V9KZNcLDU9mzU2lfsgcHV/cP3Nu2p6v9xLPN+/fT7xr1VX5e46kunRkbyLvHHrlgz7PCz0dNb2ny73yDKyYg9hTdEQO37j6jTtmwfPcnl5LkMFpp/GOOe8bpCMjlGdDfya2zz/6GpBMY7t5i98d69ef6t13f5N9J3ju8Y8+mwPbw5rqfjEPRuTiZ5VS75/Yce9ve4Opk2w179q3/+ExcBOyJPUUCo05xm2z0wsku+cXo1DEdXKXuIcVZLP7i/HA+942jd73xREm+HwsP6+/EaGffDJmUTDN7M+Q8k7PHtKa9bckGS7+9rT+Hrt+t/+zpAroH0ibU0YP3h39uyT17up+lP7fnaf5eTXvV7xJuX1xLQ/opfewpuqO9ADavnVNSlZ9cnakyHInTfB7nvgl+pqRRLM25jfSve4By9mzHP/HX2Qd2XsE1nRvNzbdnbM4dJqeg3OxtezavJUf33dHc3T9wb3PhRNl07jQ2RWFPFFYegRGnREvEWcDZ07XIFwlDHRxcDVfa6OzEbo1Gg78qc1LRRYm0a2w+HHR+ad9y1znY06m8ySry2XP32CPuwdM9RDfPnuP29P5owekLxoVPVM8+2XB+788kQPQAABtaSURBVD9QO5LXkj995+6ecDt3w1/y7FmetsIrutrdsFO0NNLGTBUtHKf5ONKd/45Z+hyuPXP13io2Dho9xl57tr99NPrs6cwSedEWkDd4jD2bgecz3nbD4SMfOPmdy9Of+nT0hp492xjdA2nTyLMnCiuPQNgp7e0ef502ZqpogTgXVBj37Ol1zTW5nL37bj439D6E9u15IYfmtznvutFJ/OTHpO66sfnlzmbqflhvSt6PDpu5XPBmZb3DO1Jr0m7/htXJqNtuOPzkR0/SO/0UOPDOvb2FsGd5smivH9ej72c1RAFPCQFTRQvEOX/wPHtL3jFLP+2OVpoOzdvP86e8UxG7jzLbQTr27Gu3Iziv2toBvZbsdLj2C+a998Xnz5LBW14m156X//dfRH7XyKXUt2cgjXOkAx8ldV573CwxF7xzx+MigYBTYnaet0/amKmiDcVpRHauhoFnz6Zbc4w7amsgNAo+j3N6zodO9bk9G8OeauuCIy6mMfpN/Eh7Nql68/cupfdFot2z+R767iufn/Ts2STgdHmi4Is/WOqmiHnZOKmdzz0dMi5WIzDklNUSWG0ib6XXPNL+tvJFbbn0zn139ouV7ffOjTq9H3c257/duXlHf3z50knjc984uvLO9vdhzme8+D2WTgTXzV1Eisa5piN6F6d94ZVaM1HbfQ3GE/uf0mtS7X/P3X1raH/XjUcP3t/G5Z0o/iUBe4pPT+3F5noqAa9TpgYpon+/Uo86h9+5tyV4YoGLH26eqKTV4vzoFHP+WeHZw2YnyHyGK9iz0Z/TrlNepD3bNfbfubdfQjqCHv0NIu+Df3u6wDXv3DGvSKDvlMA+K/pWp1K/Ok/fbjsptOttzufusUf6jznNY2lblOeubD6na55nT59wGwE1b9LnnPl2bs31QvZsPyG2J73wMH76xnn02bM93NmzgdCh5wQ9VFSf+VCe7Um919hTdIeXpqnGjlMqrr1daXMmh85b48fOeb72Rrv1a0KTWJ38mOS//pe7b35p98Tjhx95//nYs0fR/nT9lvCb9yHRnM919i2Xa68cAz/T2vjdzX7h09izCM03oBzAJmC3Z6u0fubOnv302i3xRbVHTbrGnthTJNB2yqQ9V1xnV6l7iiyuhJoSxp7iia1pE5Rei3NK6YWM5m+n0lEUdGgT4NkTj4sE7DjFTqVtNXA9SgB7iu4YJVt9h/Wd4n57vblYjfD6la5WGhPNIYA9sadIYGmndFw5+uWcYxAeu3Sl4dm5my0B7Cm6I9sVXS2x5ZwyKspwh+QElqs0eaoEXJMA9sSeIoElnBLWYvzdtEdoiUrTZki0TQhgT9Edm6xWVpMmd0pHjlOLnTk8MF3ySgNzcasgAtgTe4oE0jrFuW/+4UkYqkkmbaXzCyRCJgSwp+iOTNZvwzTSOqVRXsJyEgZMW2nCGgm1LQHsiT1FAgmdktB07eOUKsNUcdq5cV0BAewpuqOCtZ9ZQkKnYM+Za8HwTQhgT+wpEsCem5xYJs2HAPYU3ZHPEm6VCfbcijzzZkIAe2JPkUBCezZ/JSnbgGkTy+Tkk8Z8AthTdMd89KVHSOuU5qPPVDHTfpCaKqvSV5z8OwSwJ/YUCSR3ihPonMhJgnQOyZx8OqH4siYC2FN0R02bQKtlCae03eeuR9NzPdsXo6PiOyxRafzs9MyWAPbEniKBhZzSNqB2nfywLVRp8jwJuDIB7Cm6Y+V1ynC6RZ2ieXOhlBYKm+GaktIkAtgTe4oE1nFKjEYn7Xih8zqVCokxZFsC2FN0x7bLlsPsdpxip9Ic9lVBOWBP7CkSsOMUO5UWZK4cUsWeojtyWLxtc7DjFDuVbrujipsde2JPkYAdp9iptDh/bZsw9hTdse2y5TC7HafYqTSHfVVQDtgTe4oE7DjFTqUFmSuHVLGn6I4cFm/bHOw4xU6l2+6o4mbHnthTJGDHKXYqLc5f2yaMPUV3bLtsOcxuxyl2Ks1hXxWUA/bEniIBO06xU2lB5sohVewpuiOHxds2BztOsVPptjuquNmxJ/YUCdhxip1Ki/PXtgljT9Ed2y5bDrPbcYqdSnPYVwXlgD2xp0jAjlPsVFqQuXJIFXuK7shh8bbNwY5T7FS67Y4qbnbsiT1FAnacYqfS4vy1bcLYU3THtsuWw+w5O6X5N5VTUcq50lQ1EkcggD2xp0ggW6e0/zl64Uj0h2RbaT9VWtYkgD1Fd6y5SHnOla1T2vZMkmSSIHkuIlnNIYA9sadIIFuntO0552y4sdlW6jLkYhMC2FN0xyarldWkOTvFCTQJsZwrTVIgQTQC2BN7igTsOMVOpZpEzI7CnqI7zO4YV7gdp9ip1C0uFzEEsCf2FAnYcYqdSmOUQR9HAHuK7nAEN7nI4TznkMM68O1Uug7PambBnpXYc/0Tvv6MW506O5VuRbjQebEn9hQJ2HGKnUoLtdhWaWNP0R0LLZj7URvhYqGUhsKu75QOk6HEkrevX2nyEgi4BAHsiT1FAks7pePK0S+XOB5NzKUrXS5zIi9KAHuK7lhuVRpNhOP3z3O/JRxh/t3lZhwVZbjD/NI6EZartDMRX5ZFAHtmZ89mA4Ud2j/P/ZalN+ISM4a1GH83be1LVJo2Q6JtQgB7ZmrPg4OrAYH2z3O/Zen9lHzGjhyn5j9zeGC65JUG5uJWQQSwZ772bLaR16E5nOe0OTj3zT88CUO5JZifFRHqI4A9c7en9wCnNZe2rdPm4H2R0BJzxFJlmCrOnHIYmyEB7FmGPTtv5HM4zwlzSK5OJ9AkRy5hpUnyIUgmBLBnMfZsdkxzknM4zwlzwJ6Z6IA0JhHAnoXZs/MQOmmx03bGnml5Eq04AtizPHtmssmwZyYLQRpbEcCe2FMkkNCeSzxQJ/w0IG2lWx115k1OAHuK7ki+EsUFTOuURnapYiZUZ2P24laHhFcggD2xp0gglencLncCnRM5SRCXUnMxJ59OKL6siQD2FN2xwiZoi2DoeoU0hqZYwineMocScO3aKDd89GKJSkcnpUP+BLBnjvb06iDQuMk+W8gpgTIjbyWnsVClyfMk4MoEsGd29nSOiNkKkzrHBIzvs6hTXF1TL+Lzj++5aKXxadAzNwLYMy97NrKYuku0UVNn6fRfxykx9uwklvzLdSpNnjYBlyaAPbOzp7bk65/w9WfUyMwfZafS+axMRcCe2FMkYMcpdio15b75xWJP0R3z0XsjyAdVHuhNI6Zx/Rljslqij51Kl6BXcUzsmZ09hbNa8eeeOZw9YUVySJscliaAPfOyp/A7i5uo09Rv4GDPpTVUaHzsmZ09nUBjvt28lTqxZ6EHnrQTEsCeOdpzkkAT7oZJoew8kdmpdNIGoDP2zNSe7a3Zfwht393q2o5T7FS61V4qdF7sWYA989xbdpxip9I8d1q2WWFP7CkSsOMUO5Vm66k8E8OeojvyXM41s7LjFDuVrrl/KpgLe2JPkYAdp9iptAKjrVkC9hTdseYi5TmXHafYqTTPnZZtVtgTe4oE7DjFTqXZeirPxLCn6I48l3PNrOw4xU6la+6fCubCnthTJGDHKXYqrcBoa5aAPUV3rLlIec5lxyl2Ks1zp2WbFfbEniIBO06xU2m2nsozMewpuiPP5VwzKztOsVPpmvungrmwZ/H2dL8Fv/J2tOMUO5WuvIVKnw57Yk+RgB2n2Km0dJ2tnD/2FN2x8jqFp9vkX/m04xQ7lYa3GXc7BLBnDfbsLOo6X9pxip1K19k51cyCPbGnSMCOU+xUWo3X1ikEe4ruWGd5cp7FjlPsVJrzfsswN+yJPUUCdpxip9IMDZVzSthTdEfOi7pObnacYqfSdXZONbNgz3zt6X6QM3Ahb8RATHcrHNyOU+xUGl5x7nYIYM8c7en8FXnRWdTwl5ExXbehaHacYqfSobWm3UsAe2Znz1FttRdyUuf2HzpuBxm6Dge34xQ7lQ7tBNq9BLBnXvZshOVdqkBj5KjIbp2JhkbZcYqdSjtLz5dhAtgzO3uGF2zobswJj+njje8d6G30Di+90U6lpa/UyvljT+w5TsCrD2/jytt3nensVLoOz2pmwZ7j7lhzseWDGjMwpo+3WO9Ab6N3eOmNdiotfaVWzh97ZmdP4awOfTTZ2UyR3SJHCXl2IpfypZ1KS1mRTPLEnnnZ031bPH5/THLipM7hZOw4xU6l8buOnv94OrBndvZ0zmpMF/N/J23lmIDtPkPB7TjFTqVDa027lwD2zNGekwTqXddwY1uO4etAnDWdMpRkIL2Et9asNGHahFqaAPbM1J7the+7o3135rUcfB2nNOkN1eiSH+qQpH2dSpOkSpA1CWDPAuy55oaIn2tpp4S92clz0WQWDd4phC8LIoA9sadIYFGnCMGFIZEHdbnIkQnQLU8C2FN0R57LuWZWyzlFjiwPDHNbKGx4Uu7mTwB7FmPP3M7wQvnMDDtzuPfELhHTOxGNZRHAnthTJDDfKd5PNpOETXsI56eUNh+iZUIAe4ruWH/9cjvDqfJpf988ScwkQdrrmzxgOzjX5RLAnthTJJDcKd5HUe1opc0tbTStIkZlSAB7iu5Yfy1zO8PJ82kCth9FZchpc0sbTS6KgbkRwJ7YUySQ3CmdgDMfRTvR5hy8hKHmpMHY3AhgT9Ediy6ke/6KuVg0k0Dw5E7xBnQEApl4b3mjeXuONiYMNToXHQoigD1ztKd3A+V2hpPnEw449VE0HM1LeKgxYaihKWgvkQD2xJ4igeROiQkY/ygaEy3yxCYMFTkj3YoggD1Fd6y/urmd4eT5TAo4+ig6KVp4NROGCk/E3bIIYE/sKRJI7hQhYOBRVIg2dHQThhqagvYSCWBP0R3rL3ZuZzh5PnMC9h9F50TrLG7CUJ3IfFk0AeyJPUUCyZ0yP6B7FJ0fqn2q00ZrR+a6aALYU3RH0aueJPklnJIqZv9RdE7JqbKakwNjMySAPbGnSGAJpySJ6YK4R9GZB88FnBmH4ZURwJ6iOyrbB0I5Czllfth+hJmPov2AAi6G1EcAe2JPkcByTpkTec7YoeO9RMyhuWgviAD2FN1R0BovlOqiTtGCa6NG+SwUdnReOmROAHtiT5HA0k6ZGn9q//iTuVzk+BzomSEB7Cm6I8O1XDmlFZwSOcXMjzVHuUWmMRqHDpURwJ7YUySwjlPC3zdf2pvNaV+n0srMYqEc7Cm6w8LmCNe4slOcRtsX4QxT3V250lRpE2dpAtgTe4oE7DjFTqVL66ay+NhTdEdl+0Aox45T7FQqbAPLQ7An9hQJ2HGKnUotq1CoHXuK7hBYVzbEjlPsVFrZFl26HOyJPUUCdpxip9KldVNZfOwpuqOyfSCUY8cpdioVtoHlIdgTe4oE7DjFTqWWVSjUjj1FdwisKxtixyl2Kq1siy5dDvbEniIBO06xU+nSuqksPvYU3VHZPhDKseMUO5UK28DyEOyJPUUCdpxip1LLKhRqx56iOwTWlQ2x4xQ7lVa2RZcuB3tiT5GAHafYqXRp3VQWH3uK7qhsHwjl2HGKnUqFbWB5CPbEniIBO06xU6llFQq1Y0/RHQLryobYcYqdSivbokuXgz2xp0jAjlPsVLq0biqLjz1Fd1S2D4Ry7DjFTqXCNrA8BHvWbM/2H7EIK6DTs/kyfDDCAcNjy7prp9Ky1mXzbLFnnfb02nDIAkOdh/o3uzZ8d/OdnTABO5UmhGYhFPas0J4BG/ZF0OnsNr1rdy2di36oTodqvrRTaTVLtk4h2LM2e4at19x1e8t1HhJEp78beHBwdWhIu08d13YqrWO9VqsCe9Zpz8AGckIcVWcTxPXvxLTjFDuVdpaYL8MEsGeF9gwvefPYGKnOJpRXH97G0alL7GCn0hJXZ8OcsWdV9hx6TuzvMGfP/q1+i1cfLoKFiz4TWiCAPWuzZ8yebvsusn+/m1ep/W4VtNiptILFWrME7GnanpFbzasPb2NkwLK62am0rHXZPFvsWZs9R4/61AfPoW+vj060+eZOlYCdSlMRMxIHe9q1Z/wW9+rD2xgfs6CediotaFFySBV7VmXPoedEt9XaD57xUvD29Da6iWq6sFNpTau2Qi3Ys0J7Dp32tjrdzy2NbrJmVL/b0Cz9nqW32Km09JVaOX/sWZs9h7TYUWezz4bM6HZhoIMdp9ip1K07FzEEsGe19mzrsn3d3hZD7U7BAXEEbrWnqODaTqUVLNaaJWDPCu3ZbKC2Gd21d2+5u/0Lb38XP3C3plvYs6bVTFgL9qzWns0uaYQ4umP63hxVxmiH0UlL6WCn0lJWJJM8sWfl9lxun63gFK/T+43L1dhEXqHSpUsg/hIEsCf2FAks5xTnx8gdP7V/ZFjXbblK3RRclEgAe4ruKHGx0+ac3CnzJdhESFvm6I/QJp+OgKUQwJ7YUySQ1p4JoyV3aMLcSvECecYQwJ6iO2Lg1t0nlVOSy67BnjBsqkrr3g8Gq8Oe2FMkkMQpSYIEzm2S+EmCBJLkVqEEsKfojkLXO2HaM52S8NkwXNTMPPncM4zX8l3siT3HCXgF5G2MPEtzxkZO0e42c7qZw9uZcF0TAew57o6a1lurxasPb2NMfHlgTPChPnMmnTN2KB/aKyCAPbHnOAGvPryNo0dCGzUaNqaDPLU8MCYr+pRLAHuOu6Pc1U2S+dAHlJpTtFFJCpE/wdw251S1Eyc5AeyJPUMEGnV69eFtDG9QYYgL6DKZE0QT6MwZXQlcVEYAe4bcUdxitxWT9rqPYqpTpvZvZnRVtBNwjXLMdrTRa22W0bB0KJ0A9qzKns12bMsl1XV/o09yyqTO7Sr683ZamgI7jeEvpyYztX94du5WQwB71mzP+dvUybcfapJTpnae1L95Pz5pyHKd+6BoqZUA9qzQntqne4Et7nWNt9EbJL7nzMzjJ4rvOTMlLxAa6yCAPbHnOAGva7yN3lOxRE/vRJNMt2ZWQ9nSXjQB7DnujhIXOF4NMdV5o3kbvdEie0Z2807RboyME9ltkpHbaXBdPQHsiT3HCXhF423sH5i03frxvS1pJ42M5s2ExooJYM9xd1S8/HNKi3RKTLeYPpNSjQyYttukDOlcAQHsiT1FAgnVExlq0nmLiRnTh3fuk7Cb6ow9RXeY2iXeYmPUk6qPN4FwY8KpY0KFk+FulQSwJ/YUCcQ4JVUf7eylmj0mjpYho4omgD1FdxS96kmSj3FKqj5awqlmj4mjZciooglgT+wpEohxSqo+2hlLNXtMHC1DRhVNAHuK7ih61ZMkH+OU0T6jHeakGhM8VZ85eTK2UALYE3uKBJJ4JyaIfLRigqfqIyfJwHIJYE/RHeUuearMk3gnJoiccEzwVH3kJBlYLgHsiT1FAkm8ExNEPl0xwVP1kZNkYLkEsKfojnKXPFXmSbwTE0ROOCZ4qj5ykgwslwD2xJ4igVTeiYmjHbCYyKn6aBkyqmgC2FN0R4mr7v6p4/6FUE4q78TEEdKL/A3LmNlj+mgZMqpoAtjThD1H/3zFaIf+Lo9xSqo+/dljWlLNHhMnJh/6VEYAe9Zvz/jDH98z4ZNdZKipBy+mlpg+C6U3tRz6Z0gAe1Zuz0hBuK0Z/xAaGTmmW0wfl2HkRUzMmD7YMxK4wW7Ys2Z7Rtqhs+8jR23SrZPq0Jc55zaUM+3FEcCeNdjTKwtvY+QGjRkb0yf+wS0yWkz+kaEiu8WXEJMbfWoigD1rsGdzwts6aF9r+3U0wmgHN29kz8huLuzQRWScyG7Yc4gz7dizEns2W7n9o0gzN/eoXEY7uASW6OmCdy6WmCs+ZicZvqybAPasyp7NZnUOnbl3w9YI321PHd9zzoNe/Pe7ps4yKf924VzXTQB71mnPZtfO1GjYGuG7nWMztfOk/lNtOLX/1GQ6tfNlrQSwZ832dLt20nNZe5S77l9MdYrQP2aIUFpM2Ha9U/u3x3JdMQHsacKezQ4WHkUD4gjc8h6Yqf07ObvkOxfeuQKNQhrCkEAC3KqGAPY0ZE+3a+Of1wLiCNxyE3UuhCGdCPO/FHIQhszPkwj5E8CeFu3Z7Ev3EBfYpgFxBG5pAQOjUt0qMedUtRMnOQHsadeebjMFHkUDugnccpG9F/JAb7T4RnleeWB8bvQskQD2xJ7XCPQfRcPWCN8NHAZ5YCDm6K05k84ZO5oYHcolgD2xZ5eAexQNWyN8N3wk3BThbqnuzkl16o83pcqZOPkTwJ5dd+S/ZqMZzpRFE7//KNqZd/4s8yN0UvJ+OX+W+RG8idFYOgHsWaE9kzwuOWUMPSe6DnPOQJIggQSSxE8SJJAktwolgD2xp59ARxn9R9FOB/kADNlZDtgMTBg2VaUzK2J4bgSwp98dua2TkM+cMx8zNqZPfNppZZc8t/hC6GmHAPas1p7y+/dI9UR2m3SWZjp05vChVJeodGgu2gsigD1rtqcg0HhTxPeceh4aCUaqcFLnqZk0/ZerVMuHUZkQwJ6V27MRaMz5j7SV27gxMV1n+aItR++1HDl+4DqVxudDz0wIYM/67dlsNaeezs4bau90639pxyl2Ku2vMi0BAtjTij3dJnC6bC5c+9QLO06xU+nUPWC8P/Y0Z89UO96OU+xUmmpvGImDPbGnSMCOU+xUasR6qcrEnqI7Ui1AuXHsOMVOpeXuxk0yx57YUyRgxyl2Kt3EQeVOij1Fd5S75Kkyt+MUO5Wm2htG4mBP7CkSsOMUO5UasV6qMrGn6I5UC1BuHDtOsVNpubtxk8yxJ/YUCdhxip1KN3FQuZNiT9Ed5S55qsztOMVOpan2hpE42BN76gQ6v7ZU65dGXECZUwlgT90dU1nTHwIQqIkA9sSeEIAABBQC2FOhVtPrJ7VAAAIaAeyJPSEAAQgoBLCnQk17pWIUBCBQEwHsiT0hAAEIKASwp0KtptdPaoEABDQC2BN7QgACEFAIYE+FmvZKxSgIQKAmAtgTe0IAAhBQCGBPhVpNr5/UAgEIaASwJ/aEAAQgoBDAngo17ZWKURCAQE0EsCf2hAAEIKAQwJ4KtZpeP6kFAhDQCGBP7AkBCEBAIYA9FWraKxWjIACBmghgT+wJAQhAQCGAPRVqNb1+UgsEIKARwJ7YEwIQgIBCAHsq1LRXKkZBAAI1EcCe2BMCEICAQgB7KtRqev2kFghAQCOAPbEnBCAAAYUA9lSoaa9UjIIABGoigD2xJwQgAAGFAPZUqNX0+kktEICARgB7Yk8IQAACCgHsqVDTXqkYBQEI1EQAe2JPCEAAAgoB7KlQq+n1k1ogAAGNAPbEnhCAAAQUAthToaa9UjEKAhCoiQD2xJ4QgAAEFALYU6FW0+sntUAAAhoB7Ik9IQABCCgEsKdCTXulYhQEIFATAeyJPSEAAQgoBP4/+d1PCCiIruoAAAAASUVORK5CYII=