Číselníkový úchylkoměr digitální: TESA DIGICO 400 / 500
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h0+3tO39r9uPTbD8FZkIsdG6skPTms9kV5HCEPOtKDeLx4BrZc812MGNEfrVJuXM4Q7ELUOHwnlELyQMqfwymSSPkTcsEyI0VL7tulnAWQ6hN5youRldJz8tjbvbjk4r+gUeTgcHwG51U6haJMPxR1ZaX4vwl5qsfpuvnbkSfx7yd12k55rtZrwwl5bvx4ejFOe7US2TY/UkXGRqfIIU29s9K8+Oulh+K8C/6KpTX1YhMkx4Je/OKWczHs0PLwy3sAtjYfLvr6H9HikDSW8uOX1OS0AadP7glJC/r8GHfkBBx76Uw8etO/0NbSrniPPzMTrrZWOAIBuD1BHHbR0dhRVYc17yxHgMrH6U/kPDxUZkjdLjzql7dfgEET+6t3dxd7vT1WzeZdeH/+RnTQOgjY+xQu3uErBuWUzKAZIUEj1+F9hyieSx5xihEQss678j9M2FICcl8qAUXqqKSiiGxh2aSAcQTxzXmr0CBsvLew4vNNWFvZDqdUVmoKphguGjZl3GjE9uFg8ukwlFsETZJg99//LtJEKfjVmEHfAXuM33rhczQKm7HTOEkBttHIyrVfDILD50aKuLnag1IOUpR7QIyGWC9kSmvb5ZEWqJSADmq9EB1+/ZchZcDBD5ukYHlsHnmLC/Y2qbxEPxrEz31/e19Vqj0ByvPaM58cUPLMeWEhGn0SQcZT2abwP3ZJqXNnB9lorEOMPif6h6QmDYchllB+eyQN/nDvG1JR9UwvupLnP4v2uzyZql818eASWe++MB8+qejThaK4qQdypAnRp/7YpEr3CSFoSbFhRygTp+avR+noobClZsHuDiAlPQOOjEw5S12U6URKtgOujDSU56RhbIEToZQc5OemIjUdyMtxoDW7Hz6XaiUzpWfmVVOed15YAF+HDRkSdyWP6EKaEB41TsN53s4APG6nEB4nTsytxOSDSiXOTqSlAllukTgrExlZWUiVc3pOFnLS3XBm8nDAmeFGZqZL4g8UiozenH5Y1ABkuF3hCCQYrI9ef1LsgdTXQiNFhiA8Un6bx41AVVkJ6j0eDBPS/UFFs7T5gmiTe5VyiCoKMbLh6AF52FznRTDgQ5vo2C6xIeyeCPrtOHHKMPJcbGxrEfULCRm3odHhxn33vyNpJwnZA0iRRsHLT38iZCwVTienZlGvyVyC0hAS6YSHsAS02TuQ6k6TrBP7Js/kDOqH8mEDMHjoQKRInrBB6/eJDXS5xL8HfvkdkHqcfEjNLZXfPBolv//wu1eQHekRTzT2OGz6xF/exrKtdWKfRROVgZCTkI+cwiwMHVGGQUP7o2RAIQr756skb21oUx8dlHAhuzGDUST3coty0CEGp6OtQymxI82NfuJ/4PD+KJWWUFFpITIlUdgz19Eupl/8pkiL+eAjhvd4l/CXIC/82a3PotkvSieVE2kplZEtUtUqjRzW6y4dhJyt4dgiPZmNIrPb68Phh40If/Fi0Cfg6PDh7t++JvqdiZuvPQ7nfuUwbFtfidr6dmmM2HFQWQZ+edtZOGraSNRW1Ox2v/D4Mbj1pq9g6sQhWL50M1qE05Rkp+Cn3zseV1xyNFxeP1asrxYdcaJ/Vip+9sOTcfaZU7Fewt5YuQsZUnePP6Q84cOnlOf3v3/9gJHHLpXL7+55Hc1ihEkgSVBoeHf3+LMYynlfDra/wsWaFk3Ig9iukBAqT6tHynIQE6YM/YIdTQTs7e0izxv7XZ4UkWfM5PKE977ZpRFw95/moEaEyc5KR3NdM0IiDLsEJnjrcVjLFpGPX/PZ0OxIw90ph2HDtka0b9mOxqYgNixcjdoFy1GzvAKVyzdg+4KNyAt4cdlhAzAx145UqYxffvx9bFy0EfXrt2PXmi1YvnAVUus8KB/RL/HytAXxG5Gn1ulHZkYqmupbVOLapA6hPNNaKtTUmVSx8btCufh12mSsqGxG86btqG/wY/PC9ahctBpbl29C1bL12L5sIyrWVaFmTQUqFq5A7fIt2CZyVqyU8/qtaFxdgaXiniblsHxEccLlcba24rf3voM6USynkNBsIV1fPeUgbBs6Sn2gUOZ246Lxebh5wXa1csRZBWkYnubAwtYAJqSG8JMTBmP2sl1YLb/P7OdErtOOXcIv8lKc+O0xAzB7ZQMe3unD8IYmTBpZiG21jWgUfcsRMUZN5BeokYgkCHaJx+/ue0MaPx2qbg9wKoikGdXeziFPkVOVB2kUTDhsHCq21SItL199NBKUhkxIvKfmZMMl98eIDdy8fCvaq4U9S6MnPOQaLoOs39kPww+EGtt8Ik8QwyYMUnV9dxA9bNopJdwuirN4bRW8quUQjlx4eFSM84B+GHfCNEz4ykw5jsFBJx6G/gP7kX8hLScDI6dNwKSzpuPgr07H6CMnITszVdoiNrXbwPjp4zD55MNx8JlHy7NHYfJZMzHptCMx9fjJyOTkTWnCLFpRoQzU/sYbT3+GysZWyVzOEUlVmUmBVaZGjjCsLns+qCLhzAuHRdjF8rLNFHI58ep7a5DqkpYjc90g6cFsuvfu17GroQXnnTgBJ548AdMPHYQzTz9EzQVz+z049YRDMOPw4Tjz1INw6kniLrw8xefB6WdMxfhRhTjztIMwZlC+6qEeNzAfZ8izE0YX4bRTJ8Ll94l/O8YOzMPpp07GjMOG4oyjR0kF68Rrc1ehID2xH/X0tjy5qYmWx4Z773hRynIbAhzedQRhF6Pt6vALuYoccs3fe3u4pQLi86lyneLxhnscheC4/EEIz8Ds9ylPYntD+PHUvb98qdfkyZcGdyJBO/eX376Cql3Nol/yO5ShbK7Ud9Jgpr6F0C6VK/VmdUo/XF5yIpZ2uLFaSM2n7y3DiiXrMP+jpZj/1mrMf3cBlryxCOMzHPj+OeORlSo21unGISUOzCzLwZo587H8gyVyrMCmN5biyUfeQ4GQjESC8vz1d6+iWgioU2RIsWWLYRd5AuyvEjvvZ4+OW85+zM8sxXUDj8MqTwYq5q3AJ28tweZF67D4rUVYPXsBVs7+XJ1XvPoZ5r+xAIs/WIYF76zBQrm/7PWFWPHWAqyetwyL5q7AhjeX4fFHP0BhguXh2me/vettbG9rU8OdftG5fuX98JMbj8HYVCeaO9pxfnk6NtS2oE3usZfq3HH5GJwJdEi9duagXJTnOPDujjY0iO24ZGIZSoW0tYTsOCHXjdQUN/68eANQVobLf3AOjpg0TC2N4nC58fLbK5Cbknh57r3zZVSxbpcGgqrbAwG1cDLtGImiaDzy++fCLo2WdUKgRx02Gs1eaaBKnH0hH1KCTvj8DuSMKEFuSYEqGxmjhyPkdsAt+SzcVjRXZJD8Z+e7S9Il4LLh5bdWIVtkTzQ6JW/z3lqBnS0dYmAlloTibdIScouQ/XKRW1YAu7SkHdLKduekwyGZyq+a8vIyUTysFA5pfaTKfYT86GhpR1a/HEw+fAwOOekIDJ44HJn5GXA4XcJm01A0JA9Dp0/AoBGlHNTH9vo2fPT+WnjFkOxPPPPyZ0KkyZxTwHk7XLvGKXKzdcuhXRoXZg4rqL065FkaKSeZvvymajJZ2VEblFyoqm/GB59uws6tjeGIGCQ17NKwmLt4vWiIFEoxyC5puTFD/f42Nd/TJxVPe+tOaYWJuzR+gr4GcZdqySV65fFIOZHKXdwD/PrPEVJnP4fDRNn83g44HHJfLEBADKevo0OVVBvEMkpZqqhrxacfb0IggR+5sKHUm/LMF91PqDwS1oI1O8Rk2eGRiqBk9ECUTj1IjuEo4XHIcPSXM3+XHjIi5lE8NfZRNm00Sg8dif5ylB42Sh0DJLzW9FQERfbq+nYsWbAGAa+kVaLQEehVeZYvXItQAodBbELOlghxyxpUjMKiUrSl+JBbWozisv7IHtAfwSKpT5w+NBfk4S+HfAUd5WVwDhqoRmyCZaXIFu0p6VeM1GH94BhYihlHjsZ3bz4TqW47XDaHWkvMZ0vF1y44DCecOBn+ogLYinORNXowtuRn46NF9SJPJDIJAOVZJPJkijwFRSUijxfZZf3Qb0CxyFOMUJHUk04vmgtz8M+JZ6GqtB9OOn48brjiSFx3wXRcesJ4fPfSGfjmFTNw7eVHy3kmrrniaHxP3E48ahxKhQwVSB2ZM3wwMgcPQEZRMZzF2cgcORib83Lw0eK6xMrj8eOzZVuVvqWQVEs5HThuMBoDWVjSKoRGyv1Jg3Oxri6ENNERjnQXSX3+Sq2QfzGOx43OwZb6ADb7pL6TCi9XOMJbDR60Sf03UPwtrmjFUo8dRSEvTp+cjQ3rdgBCgqTNgOqGVixYuD0SkwTBE8BHqzaLYSDlcam63c7hzIBf1b9BmxvOgBDSEw+BR+zfKtH3QcO4zV8pGnxtIl826r1eZGU7cMzXZqBq/Vb4hPzVlRTC2z9PQmS47LW2icljR42kiVTynIqwvb4JyxZVqWgkEnGHTT2tHXjq3x+jqlkMc4S78YI9SFl56Rh60BAUDC1DQAQIsbtNCsvOTZXYWbkLA0Xg8kNHCwGyIyjhsZu3Zms1xkwbh1HTJ8OR5kRHuw+bPlqG6o3bUTR0gEhJdh+EV963bfFmeOSdnoYmSQw7Bg8vjkSgZ1FX2YgnXlwgGcmBAyFbonSitsjOy4A7062Gg1PlSEl3qWu3OnftSElLQVaGENU0yeb0FKnAfKIsUt+Ryck7mIZVFTuxblUFDp0xOhwhg6TF2oVbMPvd1ZJ1IRw8fgCmSuVoE5KzdOVO9ZWZQ/L20CnD5RgqjYEQFizdhXnz16ue6bNOnYwBZbniHsRLr6zAxh2NKJeGzVfOnCKly4HKmmY8++pSBKQJP6hI3L8yVcK2Y+HCjfh44WZp4YVQW1Ev5SuUsLKx/MN1eH3eugNHno82Yva81dIwTMUVPzwfE44/FCMOGY0Tjz4IJx09DifMHIfpM8Zj6rQxKBw/EsOmjsUYOY4W99OPG4vp08fjJLmefNgY5E0cjVFTRmLMoeNwdGEDTnFsxszseswsaMWhw9KRefpZGD91FA6aPArr12+DVxpiVRVNcIgdGTS8XyRG3cPyj3tfntQUF8rKCyMx6h6Wf7gRz72zHHavHx4hBi5p+HtqG9De0YJAWwCT2rdhRNNO/HHkyfjE58AUIV5HDilAodjh9noPgmkO1NRJnBpbMGNkAW654VS5lyKNBM5dCqo9tdkbxOG8k48dhcYdXixftRVtQgxCbW2o3ViB9ATKs1L07fm3lqpGg1fkSU2xyzsbEWrxoLXDi8mt1RjaUIP7xpyC9xpDSJUGj6exFcceNhYXXzwZo0eWYOrE/pgq5PvgQ4bgsKlDMHZiObZvr8fsuatQvbMFdZJWLW3t8MmzUliE0EvYSp521Kzbhnx2mkg5TAQWvrsGb3y8WhplTsmjIHZlZ+DKC2Zi1Q4/nt9Sh7NKsvDtGSW45+NKbGrz4/C8LBxTloK7lzdiitRzPz66DA9+WIU3pOyfJ4R7RI4LD6zYBan+8O2JpXhh6TYsaQAOynHjm4cOxJ/eXIXabUJAxdCwk6SmYgdyc3NEnpxIjLqHBe+sxutix/hFNut2GxunIbkmR5F/aUK+v/HVqbjyskOxYmEVNkmDsm1nK0YeOgqjxkhDqSwD5WPLMWbcEKxbsQWbxP63uW1o6V8Cb1YmHBu2SS2uP8wUHRQbyXqdU8y4uC8XLM7PzRB58sIR2gd0edh0y5oqNHm8Eh12KYbnZhHsBM7KSgtP3KPlVm5yl8rE1ZaltZYmic6vZCiHR8jYjsp65Bfk4KCZk+U+P9UOonlnA5a8vxibVwgbFn/+IIdlGY48J2dOIFy5oQZvSYHYX1glpFEtgyKpQgaNjiDGHDwEV//227jkl7Nw+f99G5f+6hpc/uurccmd39qr47xfzcLZv/wWLv7NdbhUnj/7mnPh52fX8hp22HLtm6Ui73sLNmL10goVH4PkxUdvL1GT8Kkp/GqJLVRO8g4PjrN3NSDlg/foh02w8FeXvEeEC7m4s3+dUJMl5B4bSOoUUOF9EfJbCA4NzpIN2/H6nEUR9+7B0+bD/I9WHUDyePHZvOUSvA1paanIHVwiDW8uJhrEKWVOHFNsxxH9HDi8yIUTy9wYJa1pv9zPE/J5uvyeXmDHsXL/0JyA/LZjRo4dzWKAJ731Vxx57Q8w4q6/ovyv/8Kgvz2MiT/9Pxzx7P+hQZrveQMKUSYtcQ77LVpfjfc+WBaJUffQuKslKeR5443E5E/jrlYs+GwNbEJqOA86wCFSvx8drR3wtQmpaWvCNl8Rbi2dgfUF5Zjzpwvx2B8vxM9vPgW/++VX8PufnYYs0dVWrxeugB9Z6Xn481/ex49/9gJ+/KtX8PPfvoEf3/YcbvzZbNzy85dx023Po6W5A9niN9DSiIDUa/PXVmPeu4nJn5pt9Zj36TqRw4dmIVYBj6SYX5r9QqqavB1wtbRinTcNvx50At5w9kc2/bR7sFkI2a2/eQlPP7kEaVInOtkFFGiDUxozHp8fN373EdzxpzmoapF62NMBp6RPKtOr3Qu/14eQR8pkqwch+b1qXRXefW1+JEbdQ21FHRYtWIug2y11tR/tDgcaR4/ChBF5eHtVBbxSbs8eWYimtiA+aukQXevA1eP7YXGVT4pzOw4vSEObxPOBNTuQZnfh0ol5WF7ZjjQhywEh1OX5ITxZ1QzxjaOLs7G6phULC4vVR46pwqk6XA4sEv7x0XuJqfsr1lVj2aJ1YmfCU5bUvHPaMrFLXAaHSxudOG04rrn+RCGXdlx96RTkCTGr2i46/+wn+PTtpVgvsqxaUIHXnpuH5Z+thjfQDn/JQHhS3bAVFqFjdCkyhVOHO2P4Eh5C5uTgPMclUn4+ek/KcAIRbU13Y+OaSrQJ46a4Kh5y8Iq2OS0rHanCxLnmCb/O4IfNdmGEnOCanpGKjMLssG9/AA3Vu9C0qwFFZUVIzUoRQyDCeHzYtnK9tKBa0a8oj1WBOjj/hevecJ0UVgGtHQFs2LL/vjrdKArDISKSUpti5cCgIYPQ3FoPr8+OpqYW1TvYKunikcK0N0coGJAMD0lYjWj3BjBoXAFy8tIklTSEt/skleXYuLoy4maQjFi/bBtqxPByfR8FIS2RIttjUGVPSoVqVIgx4BDjag41JADbpNGQDPJsrZCmeAKwbcMO1ApB4NpytCQ+H79x4x6SQn7ERlW0AvPrQli4y6eWOBmX65LWcQAZcj/D5keFVEqL6wNY0uqSMuvHsDxp8YqFyluxCO5gGxqmj0HlV45F5WlHw1uSioJPPkeq3wtf0AuHhK+m/Hv9WLO2VsWnu9hR2ZgU8mxN0AoA2zaKvu2oF0nYeA0PyaVIhcoGbEqQ00hseNuVjsW2Apx01CgM7VcgTwXw8itLsWVrEyYMz8dJh4+CVxrXuzp8eOn1+Xjx7QV49c1VeObNZXjureWY/foizHnrE7zyxhLMlsr32ffmo8LngNedpjojnKJvW6oSM0WlQuRp2FGn0pSLIKe7nHLmECDnNAfgEdnmphXgo1Ah0kTGDnk/9wLll4ytGS488tzn2CVZGrC3SR6nS11hw2OPzsXcBZthF3Lgl/TxS53EMslp4Iy/V355pdzQ1S/hewNB1O5sU/HpLtau2C5htar3OCSO7al2FA8qkSrKjRfrPUiTuD+xvAbXvbxBSGYIKSnZOLI8Axt2dSDX7cAbNY24/uVqbJOKvNDpwzGjCrC6rg1eESDVkY7fvFMDh9xLt3tRnpuCd9c1wZOWBk92FjIlFUNciULI71YhxYnA1g21queSHTOc26bWlyXBYIKKjNzO69LLjpK4yU8hl2OHFWDGqMHwS2FyBVvQWN+G2s1V2FlZAUfQh3TJ5xYhmJ6cdCGjAaW3/lHD0ZbDNUMArqfIBilfwFdwlCEoYW2pSCyXiUveVq2pRptPaLAwyXALXDyT1DjFIOTlqFWg6UZypwicRJCfzqYLqcstyhU3aT00taF67Wb4mppQMHwgWv1isiVjGrfXYf3CdXCw23riYNX7xN5At1zsqqyWuoOtflFSu1Oeofj7B/OXbVfvJRmVNprEw4bNm7agvdUOb5sULDFonqZGeKW1w2HfvTn80vILSkss1OojK8W6zzajtVlaVKI8Kh35YvkfcLmxUwqOQfJimxTCrbvaFLnnQYSXw4n0OvUkRF+oKGw9BsSIbtvEVZW6h3Wrq5NCnmYp6zSU3cWyRZuxTciOalpLuFy9np8fOcW+cF/8z2v9eKWiHe9UtaFZHLjEA+e8pHDenpT5z3aFMHtrC57f3CqVqhAdqWTEGsDRKmnkdGDLzNMw5+Lf4K2L/w+tA0tg87FKFYIjr6MxZzkOSd40szGWACSLPLVirxIB6lvFjnZwk2/24jCZ2BNCG9guipcu5CUoDYl0qWkPGVUMsZr45vcexw9/8xIuueJBLFlajfNPn4gpxVlwS4PYK4SBvUTeVD8OGz0AP7z8GHz3O6fiwjOOQr40kL2pXBrCKZUzv9L1wqXS0Ikt1YkhO9u27BJ5hOwoZiCVus8jdVoAbkk3n5A4Ll7NIbrcQDt8nDMqSJG6kF+d8gOGda1N+OYds/H4U6tQ19aB+//8Nh58/FN0pLnhETLIOXyskzh/ijUxR6Y4D9st4drkYIc5if3aBDV+amubsGVXi6qXmf3thQWYNTJPyPtOuEMuIfJt+KSmAa9u9yDU0Y4bBrlRkGPDx9t2oMUjpKs9hPcbm9HPEcLU7DQ0Sp03v7oO2f52pHS04QXuVStp1djuxej+aXh05Q7OukJ6YRYaQh2KT7hsTqzfvCsSo+6htqYZ26ROpW2TrJe8kEMubHY2H4I47tDhGDeyBP72DiHcktbSwLnsvPGYMHU0DuIw9tQRGH3IcEw8dDSGTxqNcQePED4zAtslbdyS7uzscWflYdeRkyTNhCuQM4l85EaqvFK/JTE3i44kEnHJW5MkLFtpbCGrbkZx49htqrDN7P6FcGWmhyMnd7igBpMhPTMNecW5yCzIgt3PVa4bpXKphsvtQu6AApVB3nY/tqzciJaqBmQWZaFMCpsyEFzAs6EJO6p2ScFluCK0QzistPw+/3ADo9TjqG0VMyEZIREIj1k77Vjz6Rb86+b78fhPHsCjtzyIx279J5746UN44dYH9up4+Cf/wl9u/Sse+/mj+NdP/oZX/vEq7B5tDFUqS2UsRVMsb12DIW/JjO3bd6FGjKxD9DbIgiotYzGtcodHT4Flggac6im6Ii0/m7QYqxPQe1DX0JI08qxb1f2JvW0dXtSI/eLK9SzPariWzWMRh785lzVVVYByCLnxSMWaFvJKq1/Ko1SG/HKQ295kOYTiiB+fVI8FEoQnRciFlE8OK2dJC1wspKSVD7YOiT/pFNeFpP2Q8OUHglKeVy3t/sTrZJInEeS6rd2DndKwd/BdQT8yJE4pUjlwT0mpdKQClfpASI1HWEn/AjfWrK7Fu8u2IE3qhabmFixfWYHcVAcGlOSo1fy5aK0rEMClJ07FI/degm9cMBUXXXwkfvTjI3H1RUeqOVsOjnr42U/FoTtW3DZI1ZIQ1O9sQoPIkyK0QxicqsztXKNOko1rmjqFwPHc4E5BSBooXM80KGntZz5KNuYEXKiXBv6vHn4XV1/1IP78xFzsEvkR5HLDIp2QPI7csDeVU444FOeU93BoVii4hMUeOHt4zcUEYN2GKuxqJQGV90j83PWNOHNwJuY+9wH6PTcHA158F65X3kTGnNcx+OX3cfboHLw3dwMqn34N/V9+F5Pnf4abjxuD473NOKhiHf7zn0+x69m3kfLiO3C+/B4K5Ch8ajaO+vQzNFfsQvtDz6DkpbfQsbUaXtEzpo4irkLKE4Eloi81rR0q/VhoSNhUjSv545Yics7XD0dA0tsbEDJK6mhLVSRs6LRRGDhtMoYdPhLlR47FkGmj5TwOw44cgn7lnFvIHRfYDAKaPe0YUFaGdn7EqRoiLJt8nbyHxVXKTpvkYyIhwcYG11wiY6R2sezyYGuo/8AiFA3mOsrixxf+ooydY1LskFtaiNIxg9W8Nr9EtFGIWGtNE7IKc5CWkyUmI6C2Mqlcs0WMTRDlIwYjLTVdFFQyTPyv/3gV2hralVFSQrMsMIZ82X5AqxQqFmq1dYykOCe+2lxiECUjpcEGfm3F9V68Xr8yBHtzwOdFqkde0uFTQ6NetxMeMZoUlUVQneU9TPfqekPekhl+qWQ8oq9cjoJfH7NiDCNBtUEcsEufVkFpi+gO+0eoN93FgSZPQOTpENvELWs45OfY3UPBVrBNDTdxmgfn3HCuLd9JQtQhZZ4r2XN+n1fipZ4QeyBmAE1iiFKl/Kd7fYp0dHDle7tUxnK225yqJ4Q2i5uK02hTFtrLlhYuO949JJM8a1dVM0rdgisnB87SIuSW9UP2wFKkFOTBJ3VG2sB+yBlcgvyBxXDIuUTu5eVnq6//sstKYRO3oBzu9EyJkx/DywrhGNAf/UtzkDd8IL59/fFwSiMgKESOO/U4HJk45WtTceHtF+OMG85VH3qcf+vFOO+nF+FrP71UjosiMeoeqn3yztJiOAfk48xrvooLb74I02cdLe+9Emfffjm+9rPLcMHPL8V5t56Pi244Cxf/6kpc8LOrcPHtl+DrP/8mTrn1Asw870i5fzFGXXYavvbLq8X9MvX8xT++HF/9wbm46BdX4Dxxu0TCu/AXs3DWjRfgazd+HZf+Qvz9QsKRMHk/EWho9aJFeAZ1i/XROcNLMX50Llasq4XdGUSL1OPsYSzyBFDaLwMjyvPx1FPzhUBLvSaEkzaE2102Sr6NGzcEz8xZArfkB4eUHQFpOgjh4UdK5x47EYsXrpVGBBfEJaEKiD8OpTukiiTJSkzF3yHlp00OlgmJmpzlIMESvb76gqMwfkyB6HcHXG4uDyy1caANO6UMdIhNdIQ6+KEq0qUOdwedcPjb4fG5kZWSKrKwcRQhKC4XtnnakDpyVGTJEFWAxK6x/MgvkYldYYmEttJfgtpJQF5GYRkRFcXMVBSV90deSZ7qjeOXO627Wliq5aYNOcI6i4YPUInkkZaEZ8cuODwdyM3NknpADAxbcZJJYh6QOzgfg6eMQoeXHechVG2sxPJ5K9TXqyQzzDjGgUHvL1DGEFu0iqnyKxEaR4kLmx9iLAOS4X7JVOaB6o3c20My0ssth+RFJLI0kOF5LFRYSR8qsPjJ5Cc5BkkMyUvRlnCbn50FLPJUCr9Uopz3Ivkpup5id6qKJCAVb4qbBVi0WooA+zXYDR0Sd/Ikbg3nEH3jV95+ITQO0Q6uFcVWIAugw8YdC1gKWSpYIOSQcDnVgDHpPg5EeeRVEiYbYlyxw+nkx/xBpNvYe8XeJzGmIheXPnHI6z3yTEB+O6TMM0Zqr0K55pIn7AFhePaAS31IFZQCTALVLo4uSZfmDGmE0U4oQy7hy1+1pysThwJ3G8kjD4lSd8ElGvg1aKrbLToVgsvhErsXQoZEnO4OR5o0IEJCKCWuEu+AIxUZTgccTtGjVLfYUdFJ9gpKw5/zr+xOt5qbF1Q9NVKhMtrCIDqCDrX7QO7gAVI3FSKnNBMlXBR+QIkcJI+cS9d9cDN5DsMGhThmFeQgs18hMoR05hRnI69/FnL656GgpEDe1x85BdnILMpHocQnu18RCkuz0E/uOXPcyMvLQSFJa/9s5JYUip9M5BXliL9cZPbPQVl/iXNJPrJK85FamIvU4jykir+ckiJkFWdIvZyYLzMJapxaJkvSctG2Hbjw6oexbifno4eHbqkUzY4gtjV24Pwrn8K8VRvQIbrESVSSA0gRfxnuAP788EdYXVGn6nE1oibhcdXYDkcIL324Bk++uSxcL6o6Vxog4oVz+NjgIPFJCBhdBsVeMsmnFOq06PlkyYOrrz1SdFv0kT2ynC4g73SJn22topcSV1/Qxf41oXas+yWOUv/bpbGTIXW0TwKlEz+0yPZRj21okXypGVeGHC/LD82c2DnW8XLWW4YmClTzmGCLi92zLLjKdMjLiwqzUdi/H1wpKYpktNY3oXlXoyKfjBeJiEMKGWPNr4aaG9tUZviEkdrZPWdzIbMwDwedeDhGnz4DmYMK4fU70bylBivf/gz1Dc0MhC/cbfLswub7lybm8+c9gXNISKAYf2YKheLCwrYmD5yq671DztJy8EhF5vHu1eGQ59wdHchs9iPNIxkrmR0SY8huV5XO2ljK6weWJubzdYOeQWZGilQ6NAjh7nGVbUJ0pNSobVO4SnzIGUBjS7sYMpYJH9obvWpYiwaRX3eySNmkrHiF8LgDTikH0ogRo+HwdaCpvUVNFwhKlWxnM9aWqnRSlEXeI7SKxVFeylGAzKzwJNnugGU3WeQpKd33T+k1GDQJjN0R3kPVKe/2STy4vwtXVQ8vI8EeAJExxMqIjSnxL6TCL+THJxWHLdCOoDTa3EKYIGSCaeR3BWFX5dYLtzzFLf7a5WWZHp8YeJ8QI58qx+zBdIotlEtMPWK4ilN3kEzyDCjvPuFpq6tH3dYaVG7ehtqKWuyqqlG7LVTK9c4t1ajfuhXejdUIyHVzcwdSPTuxY+N2tGysQGhNFbyNjaI6fjRsqUDr1u2o21SFmvXbsJRf5Ep9QhUL+W1o93mxbNEmPH3nQ3jvr//BW397CU/d9Qie//1TePHe5/CfPz4XiVH3kCU5EdhWibaNNXjloRcx5/6X8PG/P8DLv38aL/zhacz5wxN4+g/P4L0/PIzX//kmXrjncbzw+3/L+Uk8+/vH8dK9z2D+S0vw6sOv4eW7H8Nzv3sSL97zFJ7/zfN4hfF+4GW8c8+zeOZ3j+J5Ced1uT/vb8/K8YJcP4I3fvs0Xv39S3jhT4mRZ+yIErglz9mLS8JVU9eMJWsl7SP3JXlFKdUlPFKnLd+wFkGxExx+J9jhwX8OVzq2VFWGG3i0LaK7YQMjdZ3DjY1bq9DQ1C73WPfJIc+wLuScPjb0qM6JQElehlpunzrMHr5ASHREeMX48WVC0KR88EsKuzQyVa+tXzV6vCwnAkZXyyqCKVvFuZlsLHBpI9bZ7GXk+rb8aEQYBAYMGoUmIXfqwwjxaxdBnFIO3SJbIsFyHhMDi3OESYYNgTokciWDipE/qEhlDplxa20dmmoalIDKuChhxNiLg7e1FU27mtAupG37tjpUr96E9vYOSSCgfEI5yoYPQnttvbhvxPLXP8X6ZZtVBocVg0kg4TExJLETYTC6gnGDChAUQahjlIFIH5CPY646E8fNOhnHXXEaTph1Eo676hQcfdVpe3UcM+tUHHv1aZh+zVcw7YoTMO6wsVLxiZTyHrY8OM7P3g31lVg6Ta9BsmLYyP7ISxFFlsJJfaXOK+Kt9J/GjfNP0vHcnE/xu9+8iptuexX/ev5j1Wr1pDnxt4c/wP1/ex833/YsFqzfIZVyAJ9vrsdNtz6Kfzy4AA/88z1wL1EaPZa+kChkiBWwPK+GsSK6Ygv4MFoMUHcxflJ50siTiLI+bER/FHBHAJGHOxP4xSBLpBRhcdD6BrzS0pf3iU3j28WjIibcAojxkWaWyO6UyiMgXCAFXLxeqjKJo8TdRYPsRr1cp0rTXA0vCmnlM2pNJyFTDCsoxIG9j4lAaWl+UsiTJZVbIlBWVoBCaQBJjFXYNjeHlDgCIxWs6EG72OBUoY/8gKWhqRUDRg5EUVGW0pt0kbekNFt8O7GFE8A5HCVu7B/81d1v4rf3v4VV66uxrqoZH8/bgHv+9AZq1u3Atg1V2Lx6B+rX1kidsxW1i9bDuS0xE+Jzc9KRJ5W1yxFC0/YmbFi/Gbsqa1HF96yuQuXqSlSv2YSalbVYu7ESO1ZWoHalEFc5alZVonatENOqOmxauxU7JO6ptU1Ir9wFZ1WtHDvh2NEIX0U9UkQmx3YhupV1cO1oRvWGnahYXY2Nazdh+6oNCG5JzEKwKW4XckTfOO9b9ciLzsEu9Ef0jWSemabO4q7qSdGfkF0OcVO9S6o+E7UUnQqK3nHIUN2T8q6LBM9Bh+iA3FMQ3d7dC0TNEPswpF96+F43Udo/X/LHrXrIyOw5V3BATgbOPW8SvB4hVi5pbEqDMyjvZC8wp081dnBD0HB5CjdgGJLYQ/lLGVMljVIkfZQ8Em+uVSgXqvx4RB98w8tUAypddFjJL7fHdWONt1iQ1IqN4SNKkcpxDIkQGbNbjHt+aRHScjNUoQt0eNG6sw5tDQ1SsCVmTHgB00eeQKC5HU31TQjY/NhR1YDPxPBvnrcENYvWYPui1aj4ZAVWv/4ZZj/3AVYv2Rhu3UvIyr4TkgjsBSsvyow49DyGDShS5IlaKnoGe0cA046ciPKp5Rh82HgMnjoapQePRvlhIzH0kNF7dQw+dCRGTh2HEVNHYdi0MThx1jFILcgIq4OkL9XEIa0YTk4dPKQoEiODZMSIsf1RmpcmeeZQrTRuaBxubgTkul3OUjWKkaj3+vHv1xbi+XnLsUtaplyUmV3wCzfX4J4n5uK5eSulzS46H5AKWXT9pU824e4n3sGCjXUIuqU6ihhB2kdWUnyHsplyuERXBvfLkhvdR9nA/ANKnhGjS9FfjLOEDq+0ehXBEfvkDfKwIdftRqEQhpKUcGOR7+d8MY8YbU4mz3eF0E/im+MOCtERYimNSPY4hjqEJEiyuJt2YkTlAmRWr4aLE+z5FbnIRKLD+YORqkuMdWKGsYaP6p8U8gwpzFDx6S6GjyrBwJw0uIJO0kq4pJLn0Dq/EfNKncPlQhpS+EYXNm1uQHFWBv5w88mYWF6CE06agqNnjsXKZRuwuman6GtQyJtUk1JJbmxrwx9fXIQzb3wGZ154D266+Qks2rhDCK/ULJJebaJ/Xrs/TBjsAQwsTYy+DR89ACX5OaL7zBch1CQ1ISEDEq92qeQ98u4Opws+IQb5IqRfKhc2fDhk7ZNGTYeQBw4RDwhJKkj+fPf7Z2P2S9/DG7NvxktPfhMvP3IFXn35e3jtxe/inf/8AG+8dD1uu+08ITj8QlxeqAgSMDhB8kw4eAgGZKdxFFMRF6nN5Z9P5BFNYIFVZ9b1rLHlEH8k0JKNonvhqRc+kha5Sy7AOPIeCRmjS1duUcUdWnimdjHh1Fn+UH85SjU4QcPAw6T89MsVechROH4r4Z9x+hQMHVwiv9NEFo8Up1Rl9yhYk9ivBp/ESPKRcaE15DMqpnKfNC1VGkqF0t6VIiQIqSFUlkt+9NUgDZ3QoIHCfbzwSYOH00rcvhCKI0uJJApM55gYNaEMaW4pFMw8SfH0zFSk7m4thdC8o0n1rPm5hpkYiLBcbKmJAREj39rYHhlOkayX3zUbavDRqx/hnafm4u0n38M7z72HRR+ulFZFkyi1FKZAmIEzc9l1Kn8kMYCD9tPuCsQEIWlUNBrAoBjJgLRu21rakJaRqzTKmZKC1HTJAGkxcP2dvTmcLrf6oo5bZrhcKZJWbnh8ohZMX/lH8yVvkN82TJ0+Mhwhg6RERlYqRgwpUPpOUHOZjxCD7XCmi6qwx0NaolI1+dRQghR7lnLqNddO5JI5bNWKrtk8tCdiDkQXHFJcHFIJ855NLCI/p1cGg4VCwmfLUK7gZEtO3jpuWH++vtsoKs1BuRCNA0qeATmK7HD5Ic4npTycgO0Wi3d4sQsXDE3H2UOzUOyyoc7LuNvR4pUIi/+jit24YGQurhqZLcTIhm0dUpnI/frifGR47Ch/4Gkc9Yvv4fSbr4djSRUCw0pUhRwKeeF0ko5ISWav6IjEyDN4ZDFKi8LkrTflmTx5SDhC3cSgEcXoX5Ih9lWqNVtQbbTPeUEudk8I6bcF/Bjib5UGtB9vLtoCm5DOQ6aU45EHr8Ttt58hFaUP/56zGQ1iTLkcSlFuujQ+XChMTxFS6EZpdjpSczORU5CFrII0FKRnoCTbiUInV+Bij6XordTTI0Z0v9eaGDWxDCWFqVR81o6ST9LYkbRLEcKTIeWARHGk3wP+q1O5KF7lL3mEIuKSlxz6bpZy0CRl6ZbbH8bixZUSRyGmIc5tZB+OD14hGRCS55FyeN8Dc9BoYxrKXSEM3KN25MiBKj7dxeiJA1CYlyGvCpd1CJnm4vlqTnbYi5RhsjFKK/Ule31FDu4VKo7qNglsQHRGlXdC4kidpKwqBWg7WNHK73B9H77mLbE6cnJi9JjEyDNm4iAUsjdMygvfyT6pD95fpHa+UM0ckSPgbYHL6VDxbhWi1abixuITtln0ExYtLDO5SY7wI45Chm/wUD6RkZIJ+86dkh4iKT9WFPCb1GFjB6nrRCHu9ljcEmrRR2tQXd+mErdoYCEGjx+GNGlhiA3GtiUbsGHZJmQIqSsdVa4mkgYiPUhNNfVYv2AVdmwTASQTVK8aZZfn+AWHTw4G4hfDwkSh+HIpHsLXYTITQml+Bi66fCbyCvdP71u2sPPn/7NQxcMmUeQowbaqnWjcWIntS9dhs8i0eeEqbF0k1wtXy7Gmy0fFwrXYsHgVKhatR8WClUJk56Od26eIsqi0EQM2oCgX0yYPwCFHjYrEyCBZkZqShrff5wrtdhw1aSAOmTqMiosly7Zh3vwNUlil0FKppey0Dh6A1NGlqBrYH4FBRQgNKEbHgEL4SqWSHFSIQFkRdg0qU9sPOXa1KJumDJzo4aCiPJx52kT5FcLiRRX4eNFGVekNlIr3rHMPRb8EzQdNlQbFO3NXyFXvyXPhZdMTVtZThHS8M3cVbKmpOPjYQ6RGsKPJ61WT+ikY5/R5AzZsagtgXg3n8gkPDTnQGnSCezU2++xoFxJR3Qq8Vu1Rz7WNHI/AABecWUI2CjLg65eNlmkHYdG534E3q1CqHBsWfrAUbTUNKC3Ow/kXH5Uwebju1Xtij3tTnkuumInM7MT0HqQ4Rd/mSeNd/kFIl1sIlocjNaIpdqlEz2irwNUNyzEnlIc331yF7VtbUFndiIWiL39/+BMsa/Chqa1dyGc7Tpk5Fr/5xTn4xvlH4MKvHYqLT5+Ay3k+92Cc/9VDceE5U5GSloVPFm5AkAvjiQ4XFmXjsllHJ1Ae0bcP10nlb4NP9J7rnbbWt7L2E/134DTPdlzdvBhrCkagrtWruI/8VyTcJaQysyAX9c2NCHIHhZBd5FyPEeWlKB+YI/ENqAaOw+7CylU1+OEPHsOKqib4hDSFOnyqbOUXZuGyK49JmDxuCfX9T9YJqSTBpiaEy6/q6bOAdTVv0V19dCfycB7u5OMOxvbNtahYylE1eV6RICEcqrJjUAxR/IcD4X86hi9El2kPZl17jBrx6y5c0oBMoTyfrgU/wGIUahv8KEh1YvwkIVQ0bcwP1sVyXdnqx/IWyReJD+mrItkqlYNKRq/4TRe3qnoPtkpeSlFUppG6qz5A9HbA/flSNYrG7x/5sdYAsQOzrjuuW/JEb48luqOo425sbmhDG9eYEbz+zKf425OfqJ61CUeOxfiTpiKtMA8dwvKXPPs2Vn26BgMnDsHUM49GTv9ceIVlUtDqxWvx6UsfoU5IHMlJ1yEZLP7TpMFIhb347IPxlUtmhG/tJ/zqx0/i4/U1okNUxPD8PdUiiEYst06glDXyjApTDkVY2dhkw0bS+HsXT8OkI0YhV9LSILnBFtWFX7kH7cLwv3/RdFx91eFqXujj//4cP/v7W+gQI5HfJhXMhGHomDIZXHaG3fI0YTR4bLGFh1dIbagL0sxxuLCjsRaD3/gEgQ6hS9JiP3r0QPz1/kvUXKeHH3wX9/zjM7S6fLjxiuNw1BkTwpFJAA40ebgp/Lnn3CMFy4GyyUMx7fgJCLqzhNB8udymM95yZvmkHOpa/tFyqRY3JYyc+b/dxenPYtilALOXKOT3ISUQwPLXhFQsWQN30I6brzsRU44fK88kBr0tz203nIJJRyeuUUl5vn7TC8hl16HoltuVjnZPg9QfQviFvJxRtwjfWv0y5peMw9WDz0auXUiKN4gqexCDpQLMTs1Eu78VQb8NO9u9uPL40fjBpUdI/EX/XFKJCrHhMlZOZypefm8t7vr3fHbpCOH1iN7acONZ0zD1yAGR2HQfQZHngpueR7aSx4kUSdM2D6cNca6VDWeKPN9c8QoWlI3Ft4aegyKp0VPE9u+QfMgTgpTuTpFK34dWib8dHfAFUpDuaMc5p0/Ht78yTHInCE8oBZf/+DmsqmtGviMN7eKP24r5pO647eszMXFq4kapfC0eXHTB/WgX4iOJqepCbvNErYlGpihYMwma+OH2VoWDcnHOTy7BgjcX48On31PMhsOjJEBcY0/14ggYltZeqiM77HVd+PPvn4TJ0xO3x7evyYPzLv0b/A6ph6V8cKeEUSUFeO6xb8hNro0oui+q4xabNbuSCyd7JCLh+Z4sNxwWZh+0T+LvsHFIIQUbt1bjiTWN4ABlmtxvFPkzHOJrwSJkrtsmZY+iyx+R585bzsCYQ6VB3A0MzklHhou9sGF0St64R+B3vvVP7JTWwJTjJmHk9PFwpKWgra4Ny17+EBuXbMGASeWYctqRyCnJk0LhBz9n3/DRcnw0Zz6C7T7JNBVUl8DP2gOK6dtANfzLA99Eag6TbP9hxeebcfOdL6hF9ZwBlxiTcFp8CTGMZmewKqrSVJ4kDIcw6YDfgTxXCI8/eh187r0L16D38K8/vYmX3l6Gm78hLf5Zx4NfXz7+7FLcef8rsHkC2DQwCwUzjlZ79alKVOlMpAueV/Kb1/xHIuSS1jvLunuNVJgLVkjBT8FRY4rxpz9fhjTRj4ce/Ai///ubSM104/Env6sMSiJxoMlz98+fxadLqqTa88LjTkeKLSCt4C+/g/QzfP7vQQrKwRuWXHU37EWdONhLMsRrqZNUOaad84vtswVSke/24V///g5HnROKXpXnieul0uPzicN9d/0H7y2shC8nFYPyclFVsYMvxy6xid+p24BLdnwsxDGEB4fNxB+dg6WCDKKfxK01xYnsIWVo296gFnb3O4Iolcr37jsuxKRJ+UJeU9DBHhDBykVrccHNL8KRlS5heZHS2KGGVB589Co1pymRoDzvizyBnBSU5RaialuVyGNDnZCX6+o34OLqj5Eq8v196Az8yTUYWZLyhZLuLW4XsoaWor2yXuRpkXQOSF451R6pGRkO/O3XF+Lgcf3woxsfwxzJf4fUTYGcDGRKGXPUtcKWmoIH/nm5NLYSq3B33PAYPt+6UwiVkDepC0OsCyN6YwXn7rn8HWpqBbWruH8OvvHrq/HB7M/w4ZPvSHqLLKr3kHNhqWCRBy2IrgsfeeK6hOvb7Tc8ggUV9YqEch/ZNCFhd//iAsw4YqDU9QE0CP9Ik5Ly0nYbtrZ3yPv5EZcmb+yN5Nw29hb6RHdc2FZTj3+v2IEUkd8rceV2oVns8p79upo7yh7koMiT7wrin09eF1PuvUE0eetUe1PT3cL8D1aL7naIMDVrq7F98SZsWbQaDTsbJDJBNDU2Y+uy1dgyfxW2L1iLik9XonZDJUIekWIvI8u1fvi1hkMS8oiDh+x34kaMm1qO6eMGKBbudUgGRHQt+mCh3JtD97apaz6vgrCpIWp+qn/8pEGSzok1JgY9i0u+eQyynC58sqwGtXUtaPIFsHzpKthSUlB1zBSkH3csPC67EB1WnSQ24TwPQ8zc7mvAKa11fkVII9c6ejhaZh6C5uJ01Da2or6+DU0tPixfXQG/GO7TjxqbcKJD9JY8Xz12Qo/Ic8NNZ8DplPImlVqWtwMBXwgdUnlEHz6xN1wagOfw2nTsVQzKbx7he15/+OC0D5KagDoLjRJ/3KtSTdcSAhGyteNrpxyccOJGfPf7p/WePAmuSImrvn0KsuXdLSKHR97p7fBw7QlktnsRCHTALXFqE4J1+fr3cV/NXAxqbUdKqhv9czNQVpCPfnlOlBdmYLD8Ts3PwO1/fBl/+PcStEoFmxL0obK2Bb979HOU5qejtDANRfnZcBVl4fzTxiecuBGUJ0vkafQBHWLTvZxT5fEgQ+rCQLBD4iRlQd57xfp5Is+HKJM61S1lqyQ/E2WFeSjKS8XgggwMzMtTHxAN7J+J/H65uPfxj/DtG5/AouoW9C/OknuZGCDy5uVkwlWcg3NPHZdw4kb88PazkcNhOsn6oNSF8cDFnvnFMpsI7Iu3yTNqqzA+KCaB1/x6nU7/rf2+CNoO6iHrwgvP7Bl9u/Fn5yBb0t8e4FzQINpEv+/67cvYWikNgIDojNggDn02+KS8UPcjz1EO9mVb+7lINrOyMoVMsU9U7kuBd7lcsK1dI/ktoUjjgfIERZ5Lz52m0iHRkDhYYiSw9rxp3PT9R7GutlVaDWy7cZFIEc4n7FMyLSAZFXI7kCqJwrYOW+Q0En5O1KSRtxj0PYGf1HKtIml44B9/vQz5CVx0cG9QX9uMa69/DK0dwr65QK9kZGIgSc3UjqQJzQfHxFMks598aJYYFm7ob9CXMHf2Evzx/veQU5SGsuwUbFm3A3WTRqDlsEmwt7fAhVR4xChE+jtU+VFndeJQI3uxwhOB6Yf3M0IOdKQGkFvXDPvsuUgXQ14qDagVWxrVdi5PPPctOHpoIefekOfJF66FPSXcU5JozHt1Ce7/x3tocoTnr0Si+wUoKhoW5wvYzSf1Pf6Wa5ec+Qyrs7CccktIDye/pHT48dQz14s8PcDeBO88Nx//eOzD/SZPnvz456PMn56R5/3n5+N3Ly1Eidj6xrXVaHFw+A04t30rflD5Pvz2VDRlOJAltvjj0Qdh02/+gVRnAB6fC04ubRJokdY+d+kJqY8wWr0+TMwNIkcqzU/qMuBzcnswTrYXkih6mWF34aQin6qnegJvPPEx7nt9mciTJ/JUWuTZIvJ8oORpTnci09OOT8aNx6b/exBufrUo5IEjrjYOyQn55NLWJDR2vwc+1RCyS8NKGkNCkviFLbdEq/d1SNlKwan9hST0kDz/+deHeOhFzgMXYhUhctHgWqjjpo/Frp0N2LVsO7LL83DRzy7Hp699jo+eeU/qUJeKM/UqvP0er74IWgp+zZonV48+dZ1Ujl/2kwg8/9BcPPbKApW+JKRuUfqrvjoN375+BkR50OpIwd/Xt8vrbepjEC4vwvzjl6pcry3o4PptpHjhHU2e+Xw9tnmEvNkkTyTr3K+8oUhbhnAjr4iQK+E8+tR3EiLPXvW8aVxz9QnIlQgFmprha25FUFoSfhEqIOxVrYze5kOg2YOOlnb42joQFANGZkoTvzfgZ7ZOydhzTx3fa8SNyOuXhWu+MV2uJKESVCZUMJGwmCoqZSSN0tqAc048CCn9ek9eg33H9FMnYuSwAuxqbMWSzc2oy0qHc90mYON2+FLyVRmhXWVp0ESHIH/nNjBqCzb5p9tQnBDbJsY8UNGMxrcXol2aq7vq2rFyS52UDy9uuH56jxE3Yn/Lc+ONx/YYcSOOOm0i+hVmSsuYyx2EK4/oI27bTO6pIyIp/fHMIZRA5B4XGGUDjPO2UlqD+NmtZ/YY0SGOPfuQ/SrPjT84tUflmX7mZIzITpMKLwXtogZqYVOhklz82SdEpV10I6clTBxSRMlaJJqsV7JcIr/oktuVJkROnpOqiJ0Jue42rGx14fOWLHgcfiFrIkfIKwTOhuagC4dktvUY0SGOP/cwDFfyuJQ84Q4kkUfip+RxO5DdKvWlkwvAA80SF5aVLCkj/JJY7YohceaCFOypynCnIkVIRJ6kQyjkUoTd5vfKNefApeGIfKlve1CeMy4+HCOLsyRf+OlFbDS6UjDy+CkYOqocDn7pLESTy9i4XRkiOu2BPClxJCEiL4gFql9aK3DrrV+l0Yi4Jh5fufRIlGakwy5KLvRYbSLw2cINUtO3IOSSRqaPG2VxY3zqocSLD6l4s3lDMf4bf5c0bvjFqVg99dFJYO1qOPgBSaRgpbbZcPsd5/WYPF3qeSPeemkx7nvkA1XIHfJEJEss7I9FjpMtwxGlEQjFtSKx4ZKonHz4cFz9w9MiLr2Lt19cgD8+PE8aQglKfCa1KIJKM7lOldPlZ07FGZcdCe7lZtA34ZPGyi9+9DhWCSHhl0g0C1xsFKVFqJ8yAUhPk7ISNtJsTavqSa5JbOhOXaBhI7ivaGjlaqQvXac+zQ+JgXAHpLQJMbrpmuMx5fgxyl9P4kCU5+c3PYkV23aK/fpye5UxjVXCWSKV++6LMGjGrU6skNLkx43fOgGHJPAjhXjYX/Lccv0pmDij55ct4ijNbbe/gpUrtqjJ761ib8/zbMR3Kj9Fh8sNuz2Aj9OG4K95E9CeX4i0giz0G1aK2q3VsDW3SyUUHuZS2udOgyPVDW9Ti9JZ6iPnJznSXfj+lcdi0JCe/xisvaUDP7/rNaxasVVtut8mZOw8z3pcX/UZPHaRRyrQj9MH4y+5B6G9oAjpIk/BkGLs3F4nbK5FiKjEWrKVMrnSxL/bBVtjm5BsO/whv5A+uZ+ZhVuvOw79+idmbbfO0FjbiFtvegJbmjpiEhGXP4ijz5+B/iMG482HX8GwMeWYftGJeOGfr2LDe8sRlDLPeewk2NxVSGmapAvrQhUa9U1Od91+PsrHldClR9FQ24RbbnoMlU3sSQshJWjDNRfNwLevPATr6kJ4eHsQxSJnuzSQyHLU5gESbadwGva20c0pGeRMdWDu8ip8UN2I1A0VSFu0TMnIEkm/v/lFYuWJ7nmLu1RINIaOKkG+243PlmyV1l04A/mXB32LuVaZQSijLudwPsufSEaFDYQUMtJsJaQYfZGW3hwhB46ZNBDX3nwmH0oKDB1diiKReeHyrSKCTSoixpQU1aEqIkrDjAp/Bi33RAnCY/WUTAkvf8NScy6fU6UBO2ydqjv88tMn4qxZx8T8Ysyg74ATiI85YSJWf7wOtY0tkt2iFeLmb25FflUNguXlSElLgZeLAwlpcTlJXsQ4yHW66BT3ZvRLS3xgux8tixche/lmSONV/AREU1wIiq784MqjcejJifsaszMciPIce9IErPlwDXa2eKRStKtlAdjcDMk1S6Uim8pOATTZuqJhc1StT0WDJWC5pvnizgU2qUhtNpEoIPLMminyTFR+ehr7Q54fXXsCDj6m54kowU31Zx45ApvX1aJO3h/My8YkVxMmVW8UuYBnJhyHuwcfivasfPicPom6Ax6JvsfjR7sQ2VbKJOH4/CKDEKUWIT+cr8neEo+Et66jA7ecNxUjx5eGX9jDcLmdOPqokVi5rALtzlQE8rNxcIrIU7lZyhHw7MSjcfcgkSe7SMqJEAjKIwJ0SHnxUB7JH9YnAXaJSvybRNZ2LoQfDKDJ7sQGrx+/umI6Bg7bP9sopmak4sRTJuOz1xajlStKkChLOaeeUd/YR7NsUyWmHjEWM88RgnzQELz54sdY9vp8IW7sMQypddHCvIADjuQGoqcWffv1z87GsAmJ+/q3M3C92pNOORifzFmKxgCXZnFgyZItGFpagIyybKytD4i9YjkiOItPZBQh+ZUyv5plWUpxBMGledDRhs3bGuCa+5l4pR0E3O0B3Hn7WRg6PrHyRC8V0mXyRgwb3R8HjynDR5+ul4IiGaBaNnbJGAbIPfPDmUNDTjoT/icucl9xGpGaCcKNYLnHIfdHFQ+KzJ1zzBhcfWNy9LhZMXRMfxRnpmHZqu3o8HINbSl9nJQncads1FzVw0jBlIVkZyxv8x7TUdJALqm8XNU8IMpq9/txwsHluPh7Z0hLiglj0NfBInDEMeNQu3EHNkpLlT1RXJjWLxXHtuZ6ZPvFgDW3IdDYqFrRrY0euBsbkNLainZxszc0wrNqNbI2VCpl8Yl++aSV7vD58O1Lj8aMr0yJvGn/oKfkyZJwv3vV8Tj81EmRN+0fsDgeedxB2CRGurKeQ2ecJRUuy8pe0QMbXyQ/csmyLG1rcZPyKb9VaZc0YGlVZVkSKCAVaY4DuH7W8Tji1MnqPfsLPS3PNCGH+xMkpNOOGIlVizajqs2PSc3bMWXnNqwsGoib86ajURoGxSEvGuwu5IoOcVP6Ns5JFjLBxq9PyCjnWraL/OzF8fponZ3ICAVw4wXTcLCQw/0JhyTq9BljsHzxVlS3esPy7NiKlf3KRJ4ZSp5+Ik+9zY38iDzt8eSRDAx4WZc4kSry/EwaCmMmJWYB266CywYdf9pkLP9knTQYJJ7c91YaYjaV3kLA2kPq61qP5N3KuQux5PWFCC8TJiSP+igyfaEutOjbjd85FeOndX8P4L1BWJ5J+PydVajvkAaBEOLabbWYeNyh2NLGdfg4QC3E0xae4yYsTX0Uwk8ySDhFINUTyh1OPl6wCtmbq0UuO9JS7Pj5T87CyMnl6j2JxF6t8xYPzY3teOBPc/Dukm3KCLCdEB4iDWcOi02Y0JCdk+BJYu1+Dckc74fnWZTlZOL6a47FuEMSL2wi0dLUjnv+7z/4fG2taskyCSkZpWZNR0Oofigx5Y/8VgvwhhNEVYYuKYD9stz4zvUnY9yhiVmt3CD58PkHa/H3f76PHaIzHNbiRFdWppzPw0aMXf6oZowYZ2oStYgzmFzUHzEGPimgXOBxyshiXHvDKShI0EK8+4pEynPDzV9BVl5i9izcV1Cev/7zbexs5mZebGyF53kpG8WCyhP/qDIsD9BduYQNJysfh5TlySOLcMMtX+11eebOWYG//OvtcK/IASLP9r8/jBk71uKecadifW0rvA4HUkWoDpuQhZRUDB43Aps3VyC4M7z0Q7jOEakyU+FMS4GtZhemTijFNdJAzs5PzLZe+4o3nl+IXY89JfKsxp/GnYb1NW3ocFIeTmoPICUlDYPGjcTWzVtjysPluRwizyFJJM+/np63W99ShNzwY8NAUMq/lHe7uPqlzJPq+CN1vRqto80QP+wlpr4df2g5rvz+qXD34BzeruCN5+fj0ac+RYvHhxOkERYo6S9RZUdMpMEjueGQ32wcBdhIErtHcWgDpY2Ad16ai4yaFkw/ohxXfe+0HpNnr9Z52xM+n7sWc15fhE/XVFM+QaSVJz+4FY5CpIcq/DPsRpNRkpeKr500GSefM1W59RUs+Xgj3nljEeYu2S7SSKUlSiplMGwKmaFC0tXmvOLCik19mUKSmpWCWZcehclHjw8ngMEBj3f+sxCPP/8patvEuEkxC9mDHH3kNz7ws1ctyJnW9CnuIWnliSJxSGvy4Bxc9e0TMGB4z8//2BvsqzxHji7CRVfMTCp5Ojx+vPHMZ3j5zSVC4sLxDgmL8YnN5jSI6LKs+tMD3EonhGmjS9VuA2VGnh6Dt92H/zw2F6+vacSu9Zu5XqrarskjFYwjw42cMQNQv2EnHPUNqoeKlIEL9Lqz0zB1dBnOP/cwDBzZLxJa78Pb7hV5PsTrq+tRv74CNhfnjtvQJjF3ZqSIPANFnh0x5ZkxaQjOPGNyUslDfXvp4Xl488NVqGzrEFoT/sqci+Dy0wZ7ZIs2znEl7aGsXACa6nf05ME4+4LDk07fXnxsHt56bzV2CQeS6Ip9Y60upSXyh3MRgxxOZRGScuWQ/KE8Mw4bgou/fRJyCnp2J6iEkjeNik078IkQudVrK7Fi8w60eThAKOZBUoDdjOTnzMiDyvthcP8czDx+AsZM3D/j2z2Fpvo2zHtjKdasrUZNQwtWbOGudaKszGlpXfTLSke/7FSMH9sfh84ch2FjErPPoUHfw+olW/HZ3NXYWtmA2romVO6QlrcUO84zYqvmoMH5KMzNwIDyAhxx3ASUDsyLPJmc0PKslsqmur4ZTc3emPKMHFeGSdNGJr08a5ZU4LMPVmGN2LGqxlbUNnjEQIuRltZXSAz0uEGFav/M8eMHYsLUoSgemB95MjmxN/Icfvy4hG2p1FNYKQ3lhe8vw4qNtWio92CXP4jBY4Zh8ZYqpO6qw7jyIhRJxTZmbBlmnDRR5OF3nMmLVUsrseC9ZVi5sQb19e0ReUaIPJV9Uh524qxaugnr1taipqkJ1c386lnIGqlPMICDBhUofTvooEE44oTk17cF89ZhxaJNWCX6VtPYhtqmDsVf/FJ++LHVuEH56Cf5o+Rh+UnwhvPx0CPkLRZWL92OlmaPZF8QI8eWIievd7t6DQwMDAwMDAz6IvYbeTMwMDAwMDAwMOg+osmbmX1lYGBgYGBgYNCHYMibgYGBgYGBgUEfgiFvBgYGBgYGBgZ9CIa8GRgYGBgYGBj0IRjyZmBgYGBgYGDQh2DIm4GBgYGBgYFBH4IhbwYGBti6bh3OPGT/bKxusPcw+WNgYGCFIW8GBgZIy8jAqWefG/llkGww+WNgYGCFWaTXwMDAwMDA4H8C7MW+7oJz8NL8JRGXvgGzSK+BQQKgh7F+d8uP1HnOM0/j+X8+pK4vO+UErFq0SPnjb6v73Ndmf+GZZIF1WE7HzRrnvgbGvSvp3lV/vY0DMX8oE2GVravlKtlwoMlzoIH5wPRmuv/0+muVW1tzizr3VRjyZmCwD2htCRf8fv1Lcdm3v4v77/oVli74HD/7w32YNmMmHvj9b9R9wup+909uRkZW1u5nkgVaHo1P3n9Xxfm4U09Xce6L6Gq6m/zpHWiZrLLtTblKNhxo8hxIuOf2n6r01uk+fMxYpGdlRu72TRjyZmDQDZx89rn42uVXqOvzZ12NKdOnY+bJp2H9qpXKjbC6E2d/44rdzyRry1vH+ZLvfFf97os9BF1Nd5M/yYeulKu+hANNnr4GpvOp55yv0p3nAyHdDXkzMOgGikpLI1ddx748Y9B9dDXdTf70Pg60PDA61btgT9v7c2ar4VOe+buvw5A3AwMDA4P9jozMvj1sFY0DTZ4DCWUDB+GZhx9SHyos+uwT3PDT2yN3+i4MeTMwMDAw2O+Y/exTWDB3Lp568O8Rl76NA02eAwU7Kivx/htzcOMdd6o5b1d9/yYUlvSP3O27MOTNwGAfEKuVrd2i78VzJ2K59QbixVkjWeK5N9BxjhV3q1tX/fUmouOxp999AbOfewa/+N51mDBlasSl8zxIdhkPNHkOFHDIeuaJJ6sPe5g/P7rqMlx73lm7vw7uqzDrvBkYGBgY7FdwyYa7HvgXxkyeHHHp2zjQ5DmQwCVBvn7MkXjwpdcUkSNp4/ApF73+1s23RXwlP8w6bwYGBgYGBgb/E2htblLnnTU16qyXb8nIzFLnvgpD3gwMDAwM9jsOtGFDMwyanGBvG9fY43Ape0h55temXL6lL8MMmxoYGBgYGBgc0OCHC1s3bEC6kOy+OLwdPWz6JfJmYGBgYGBgYGCQvDA9bwYGBgYGBgYGSQzzwYKBgYGBgYGBQR+GIW8GBgYGBgYGBn0IeyRvj977R/WFxvcvueALmx9z7ZTf3fIjdc+Kua/NxmWnnKCOOc88HXENuzMM+v/rnb9Uz2vEewefjxUWwfD4DFe01uCz+h0Mc1/AZ/XB9z7/z4cid6DWh6G7ho5frPfRzboIoNUv080qP9+h5bS+LxZ+ft01X0gLaz7wHidlatBNHww7Glqe6LgzDnTX8bdeG3wROq2soB7q/Iy3YTjv8Tl9xMqf/YnO9MgKa5y132REV+WhO+/TX3S51DYmGXS/u/LEc+8sXLrpI9H6aY0PzzqNuypnsiLaHvR1eQ40xLLX/K0Pq57HKzPJgk7JG40X9wPLL+qnduG/65ablAA8brv2KrXlhBUsgFzFOL+wUB333/UrRa5YgdG9budOHDztCLUS9SP33aOeifcOPsfno8PSeOHxR9XnvlOmT1e/+QyfZRgMi2Ey7H3BtT+6VW2j8fUrrsK//vzH3WRJrw9D6Pgdd+rp6jPkt2e/8iUSpP0zHtovw95esRV/ufMOdY/KxHeceZ6QTjl4TbdYYDou/OQjzDj51IgL8Ny/HlThMb7EI/eF46AVje48fvTr36jfVuj4ca83K+a986Y6W+W1XhuEwfxmfkWDesi85sHrWKjbUbtbz+Llz/5EPD2yIlqneFzx3e8rt2RDV+QhtDv90T+fI1jm7xabRSSD7ndXnnju8cLtiv3oDvierOxsFTbPD/3x98q9q3ImI2LZg74sz4GGWPnTmZ7HKzPJgk7J29uvvqwI0r9ee1OtHs0KZ8G8D7Bl/TpFkqJ35p8/L0yubr7rd7s3fn3vtVewanG49+H2P92Pn9/3F7VVBQkcEe8dKxcvVPd/ef8D6iC0G4kT33/imWep3wSf4bMMg2ExTIa9Lxg8fIQihSefe54iZp+8/27kzn/x8lOP49xvXIFLvvNdfO3yKzDr+u8pwhgLjIf2yzCZNiS+VJyXnn5CVeIMgwev6RYLs595UoWTnvXf9YRIvM668BIV3/NnXb2bUDOPCLrz6OzTaKalbhHyzN8GewbTnvvlWcH0ox6efdksdfA6Xs+N1rM95c/+QDw9siJap3gMGjFCuSUbuiIPQXfepz/61w0ZlnnakmRBd+WJ5x4v3L2xH/sCvufUc7+uwj738itVo5ToqpzJCMY92h70ZXkONMTKn870PF6ZSRZ0St42b1iPkWPHqWst1I7qarUYIQ3b5EOnKTeN1pZmdeaieNqok7GefM55amsKq6Fn7xgR7x2s+PgMiYpeIVmviExCyOetPVB8htBhMEyG3V2MmTR5t2GxgmGPnXRw5Jdk/lEz4hp7Pn+I3NdgOmglYuU+5cij1DUxVt5HN90i0CApoDLNFJmtQ3EkWiQBxO70ixAxgtd7GvZhb+iCD+ep69VLFqvfBnsGGxXRGxxT96kHVr1Ny8hQ52i0tbSovLTmV29hT3pkBXWTDahkiHc8dEUe/Vvfp3/dcLnpzrt3uycDuiNPZ3LuKVxe98SwMcuIfp+1Z7MrciYrYtmDvizPgYZY+aMRrec6j2KVmWRBp+SNJCJ6CwkSNJIPLZQV2i8F18JTYFZkrNQ4FMExZJIQDkkS8d6hnyF09+UhR01XCcznOcTIbkw9fq2JowbDZNg9BYbNxf4IVsDsXWRl3FVMP+XU3axfy0logqvvacx57hnVY8n7XCHaSuCih3X0NiDErDNPUfu4WefJRYMbKa9YtEBdr1i88AsbKxvEh7UH1ApdNua+PkcRYWv+WqE3SWYe7esQfyLRmR5ZwX0CGXfG2zqVIdmwJ3mif1v9x8vb3sS+ytOZnERn4XbFfuwLrPXHUw/+Xe0zqbEnOZMV8XSmr8pzoKGzMh2t53sqM8mAPX6wsDdgLxXx51/foY5o7Kiu2t2LVRSHAUeDiUmyxuFCEpfZzz6l3NmblyxgBczKjIeVVCUK7OngkOzRp5wecdkz2DtK4sAWLnv5OOcuHkiKmcbEJx+8r34bdA9svHB+Bbvdo8F7zBvmy0vzl6ih+bsj86uSGVqnOAeE8WaZ/Pff74/cNTiQsDf2ozvg/F6OYlx63Q0RF4PeBhuS1kn8+og3F7svY3/peU+gU/LGoclYPVrxwNYUE4CFkQfnnenhUYJzvp5890OVWNrod/YO9rIxMemfzxKcK8dnOOGfHwkQ/BIkVu+d9d09CVZklGtvwIKgu9N1LyWhu271PeKDOf/tldE9HdaeOSqgFYXFxYrocn4h84S9fES84Q/6ZVrpVofu/TPYd7C3mL0JsXqo2RPHvNH5ohsi8fJnfyGWHlmhdYpzQAgO4SfbUIIVe5In+ne0/2TDvsqzJzljhbs39mNfwYYuGzicJG7tFdmTnH0NfU0eTgHSE/itx/STTo74OHAQT8/3VGaSAZ2St/Jhw7F25Qp1rXuUikpK1DkWKPRmIRV3P/iw+miAYBj8yoPMnT1ILKT8ukgb/c7eob9Aiv6ijUOW7CnSw6K81s/oMBgmw+4uOBxK8hgNuukPMQjrdTTod/68DyK/wumkv3ohadLzzYiVEg7drMZMD8fq3j2CpJbhkCBrIrc7/YQc6NYToefPxZt7RUybMVOFybNB90CCTZ2M15vAfNJ5Q+xpbtz+QDw9ssKqU0QyDiVodEUe/Vvfp38+l4zojjydyRkv3L21H3sLhskvsdnrbG3gdEXOvoS+KA/rHj2B33r05XyIh3h63lmZSRZ0St6OO+0MRbK49gmHBkkqyMrjgUJzeO/OH/1AzW3jswxDT9a/9ryzds9503Mc4r2DvUAcYuXvZ/75D9W7xt4q9nLpg8M2BK/5DP0yDIal370vYEaxAmYcSLKmzTwmcue/YNi8xzjR372/Dn9dGwv0y3QhiaXfe27/qZq/xkLCuXskTQyHB6/pZgW/QrXKTbCbl62Go449QS2bwvha546MnjhJpQffx7mBVLzOCt+4yMcX+myw72CvMvOXhJ75oo0C1zekbrKyYt7wN++zl25P+dPTiKdHbCDQuNHIaZ2iHmt/lDMZEU8eljErAaU779Mf/fO5ZEQseax5oxFPnnju8dJpb+3H3kIvlcQRBr6bBxEvPn0VB5o8Bxo60/N4ZSZZ0Cl5YzeiJkgUKrp7OxoUmt2rBIdNuewFw2BlxeFUrtdGQsZE0b0S8d7B+XGE7mXjsWndGuUWC3yGzzIMgmHqbtC9BQkUe7iefOgB1TLk8h6EteuUYfMeCRz98wMMKoHVj76mX6YFh3npl1/CXnPzT9Q9EjOGw+VBePCabnuCDptDbmUDB+3ukTs7kpbMC6YHZeAnznrpFiuscdVKzLNGLFkMvojodGGFyoYD9VX3lOqWtxVcNqd6+3Z1v7mpKWb+7E/E0yMrtE5Rn+iPPeiXXheezpBs6Io8hHanP/qPNZc2GXS/u/LEc48XblfsR3fA8kHbzvfqg2Wnq3ImK6J1pa/Lc6AhOn860/N4ZSZZYDamNzDYT+DcRvZK//7R2Ov4GfQ82AvKr2V1D7aBgYFBX4DZmN7AoJfA5V4uuvrayC+D3gA//mEvuIGBgUFfhul5MzAwMDAwMDBIYpieNwMDAwMDAwODPowv9bwZGBgYGBgYGBgkL8ywqYGBgYGBgYFBEsMMmxoYGBgYGBgY9GHskbzp3RG+f8kFu1cbJvjJPRfOtS54SXDBSC5EyoML32nQnWHQPxcn1QuXEvHewedjhUXolZH14o4afJ7+Gea+gGHqg+FwUU8NvSimho4f3aLfRzf619CLg8byy3taTuv7YoGLHEenBRG9+Kg1f/iMdQsuDS1PrPjQXcffem0QBtOT6arT15o+dLMevN9XEK1HfRVd0X/Cmo/0b7VL2sYkg+53V5547p2FSzd90DYlEtb48KzTuKtyJiv2xQ4b7B/EK8/kI7HyR3MJHlZekizolLxRWO4MwMVbufAotzOhMvK47dqr1EKLVjBRuME2F+PlwQVpSa4oON3rdu5UW0Vxf9JH7rtHPRPvHXyOz0eHpcEVj7kgL7ft0OB97rCgt83aV3ApAS42zIV3uQivJkvW7YB0/I479XS1sC4X4I0mQdo/CzTDob9ov/oed1XgoXdtiAWmIxc5nnHyFxcfZlh8zgquFr29YuvuRZO5in80dPy4OKEV894Jb21mlTeZt0LqDTA9uUgt05fnhyJbuVF3CbrrI3p7t2RFLD3qq+iK/hPanf7on88RLPO0WUQy6H535YnnHi/caD3mQqaJBN8Tq/x0Vc5kxL7aYYOeR7zyzLqWW2lyEwHiOeEiGuQirN958DrZ0Cl5e/vVlxVB4j6l3I6JpGjBvA/UivEkWno3A43588Lk6ua7frd7peL3Xntl976fXFWem8BySx0SOCLeO1YuXqju//L+B9RBaDcSJ77/xDPPUr81eD86TvsCbtlCUsidFUi2Pnn/3cid/+Llpx5Xuzhww3zuiDDr+u8pEhoL3DmBhJD+eHznlp/u3lQ/+h6v6RYLs595Ur0zepcLki+tfBp0O+vCS5Qc58+6+ktE2wqmpW5x8MzfBp2D6XnquV9X6Xvu5VcqUk3o3RToro++stF/LD3qq+iq/tOd9+mP/nVDhmWe9ihZ0F154rnHCzdaj637jyYCfE+s8tNVOZMRjHt37LBBzyFeeV664HPFI7gLEvOHu94QrAfJRc6+bJY6eJ0MPfBWdEreuMUVt3IidOHdUV2ttphgQkw+dJpy02htaVZnbjmhKyy2OritxIMvvfaFSow9bUS8dzDB+AyJit64OyMzS51JCPl8dA9UuZAuTfQShTGTJu82LFYw3mMt+4Byb9VYysEWLDN+ypFHRVzCYZLsxbo3Vu7RTbd8NahMLPgzReboLlzKXFjSP/IrDBIwklBid7pauoStYG+o3hx/9ZLFMTfiN/gimNc6XWP1zDD/2MiIl+bJiFh61FfRFf3Xv/V9+tcNl5vuvHu3ezKgO/J0JueewuV1T1Ra8cpPV+RMVnTXDhv0HOKVZ9bjRZJnrFMLi4tV5xJBDkMdtfIP7t2eTOiUvJFEaMKkQYJGEhYrIbRfKqdWUCovE4CJwa5LjiuThHBIkoj3Dv0MobuaDzlqujIkfJ5DjOySts4vIHuO7pXqKTDe6ZF90pjx7F1si1GJ6xasloVgHBnXWPc0wdX3NLg6P3sseZ9Dw1YCF0/maFKxs6YmcvVFTJgyFSsWLVDXKxYvVL8NOodV/2NtOM0tmLgn3qwzT/nCcH8yY3+Vnf2FPel/9G+r/2RMi32VpzM5ic7Cpf5ed8E5MefZdgedlZ89yZms6K4dNug5xMsb1uP3/vp2VadG22qto3Nfn6M6NKz1dDJgjx8s7A3Yo0T8+dd3qCMa3Gxe92KR7XYFNBokaxwuJHGZ/exTyj2ZNollxrOi5hHdK5YIsBeHQ7JHn3J6xCWxICnW3fmffPC++m3QNXDOBFtvl153g/rNXmkWdM5x4f6Z1Nt///1+dc/AoK9A6zF7HzgUyPm9PYHo8mPQ+9AT+6OPeHOx+zrGTz4YT777oZoiRSJnBTuhOI+RQ6rJhk7JG4cm9VCoRnQvmRVkqizoLIw8OP9MD48SnB/GRKJR0BVaZ+9gLxuNBv3zWYJz5fjMX+68Y/e8MX7N05tgJU25YkF3mVu7yknGWBBi3dNDFPoewf0YNXTLILpnLhZogK1gt3AskBQzTXXrWvf+GXQOEnUWbE7m1i07ph273jnHheAwtx6iMti/2JP+R/+O9p9s2Fd59iRnrHC1HtOmc5SASPTwaazyQ+xJzr6GviYPpwCx8Rl9TD/p5IiPAwvsFKH+sUOIPXFWPeeoH3uFrT3FyYJOyVv5sOHqSwxC9ygVlZSocyxQ6M1CKu5+8GH1AQLBMPgVDpk7SQsTiV8X6Qqts3foL5Civ9ZjArOniGdC9xr1BDgcSvIYDbrpDzEI67UVlJfESM8pI+iXRivWvZVyj25WY6aHY3XvHkFS25kxJXHWBG93unbS7TttxkwVJs8GewZ1mV8gsbVmLdi61aoRPWRisH/QFf3Xv/V9+k/EB089ge7I05mc8cK16jF1nUjknJ945acrcvYl9EV5WPew8Rl99OV8iAfmT1uk8yh6bhs7SsgtkrVXuFPydtxpZyiSxXVOODRIUkFWHg8UmsN7d/7oB2puG59lGIdEnrn2vLN2z3nTcxzivYO9QBxi5e9n/vkP1bvG3ir2cumDQ1IErxMJFjZmHONAkjVt5jGRO/8F4817jBP9RXe3WsH5eSRG9MuDfnXco+/xmm5W8CtUq9wEhzM66yE76tgT1HIqlCPWnKxojIt8fKHPBp2DPb8Ee0iZxrpHdPTESUpn2WDRac+5igb7F/H0n2XMSq7pzvv0R/98LhkRSx423igLiZZGPHniucdLJ63HtG2cW8xKLpGVd7zyEy8+fRUHmjwHGqz5w142dspoPefoIG03O1t4XzdikgWdkjd2l2uSwcIb3b0dDQrN7lWCw6Zc9oJh6OFUrtdGQkYF1mw23js4P47QvWw8Nq1bo9x6GiRQ7OF68qEHVMuQS4YQ1u5vxpv3SODonx9g0NhZ/ehrki/tlwfXjdHDwPoelwfhwWu67QnRXfHRv9kFXDZw0O6eurMjaWyF9RltrHnWiCWLQRjUR+qm7g3lwcqUZYA6zCUC6MZe5kuvC+d1X8CBks9d0X9Cu9Mf/ceaS5sMadJdeeK5xwtX6zFtIHVZL/2UKMQrP12VM1kRrSt9XZ4DEdY8Yl3L1S6YP81NTfj2LT9R7tRFdipRT7V+6h7UZIHZ29TAwOB/Bmw980vgRPfWGxgYGPQkzN6mBgYG/7Pgxz8cETAwMDDoyzA9bwYGBgYGBgYGSQzT82ZgYGBgYGBg0IdhyJuBgYGBgYGBQR+CIW8GBgYGBgYGBn0IhrwZGBgYGBgYGPQhdEreuCL09y+5QC0EyUVHreAn91w417rgJcEFI7ngLg+93RJBdx3WX+/85RcWvNM7MPC+XoWa4PPRYXGxPPq1HjpuncW3q7CGy/dyUU8NvSimho5frPfRjf419OKgsfzynpbT+j4r9Hv0wcWOCWs+0M261ZbVP5+PhpYnVnzoruNvvTb4InRaWUE91Plp1Wcr4uVnb6EzPbLCGudkiHc8dFUeuvM+/dG/tkvx3DVi5XtPoqfkiRduZ++jm/Xg/X0Fn7XWE30V1vTl2djL5IPeNcSaN9F2WNeTXS1vvYm45I2R5/YlXKhO7XLw8EO7V/LmvduuvUotYGcFE+Xun9ysFuPlwcVrSbZYgdG9budOtYIx9yd95L571DMMk2HzHXwX38nw+Ryfjw5LL97LlY/1wU3uO4vv3oJLCXCxYS68y0V1tXGxbnWk48cFd7mwLvdZjSZB2j8NPcOhv2i/+h53VeDBa7pFgwta6njx0FuGcfXz7RVbdy+OzFWiCaYHof1zwc1o6PhxEU4r5r0T3trMKq/Z5unLYB4yv6JBPaRe8OB1LMTLz95CPD2yIlqnkiHe8dAVeQjtTn/0z+eIeO5EvHzvSfSUPPHCjeeeSB1gvcBF22ecHN47tS+D6cMFuZkePD8U2drRIDnAOvxu4SCEtS6LtsO6nuxqeetNxCVvC+Z9oATjNkzcp5S7H7z96svqHlcaJkmimxXz54W3OLn5rt/tXpH7vdde2b3v5+1/ul9tdkzCRQJHMEyGw3fwXXwn371y8UJ1/5f3P6AOQrsRP/j1XbsP7oDQWXz3FtyyhXu5MVySrU/efzdy5794+anH1c4Q3CmBqzTPuv57ijDGAndOoILQH4/v3PLT3ZvqR9/jNd1iQceLh94ai8TrrAsvUW7nz7p6N6HWq0Fr/51trMu81C0LnvnbYM9g2nPnECuYftTDsy+bpQ5ex2uFx8rP3kI8PbIiWqeSId7x0BV5CLrzPv3Rv27IxHMnYuV7T6On5IkXbjz3ROrA7GeeVDa0s117+gqYPqee+3WVHudefqUipQbJA9bh5AaxYLXDup7sannrTcQlbzuqq9VZC8MtJLjlFcHtJZgQkw+dpn5rtEY2eOXWKrpAk71yi5AHX3rtC4WcvWMEw2TYhH4X382Kj8+wYOsNYzMys9SZYO8UuzV1r1hn8e0OxkyaHLMgMuyxln1AuR9rLOVgS5UV+JQjj4q4hMMk2Yt1b6zco5tu4VrBDerZWrV24ZJoUfmI3elnuc/rPXXhszdUb46/esnimBvxG3wZbFQUlvSP/AqDuk89sOptvA29Y+Vnb2FPemQFdVP1gidBvOOhK/Lo3/o+/VsbMtHuGrHyvafRU/LEC3dP7+uuDvA5VogzTz417tSCvgSWeZ1OZpQi+XDTnXfvzp9o7Eu9mgyIS940EdMgcSKpIEjCYiWEJlcUUgvKRGBFxkqNRIvjxyy0HJIkGKaVlBF8t36G0F2Whxw1XZ0JDlswHA5dMtzO4tsTYNjpkT3SmPHsXaQSREO3VLUsBGXj3qix7mmCq+9Zwf3VuHn/rDNPUYZTI9pY7KypiVxB+b3ugnN2k9xYmDBlKlYsWqCuVyxeqH4b7BnMx1jQZWPu63O+sNFxNOLlZ2+hMz2ygttLMe7JEu942JM80b+1/3juGvHyvafRU/LEC7ez93VXB+Y894wagaG9Yxno6wTOWh+aDeiTD52VWasdtk612lN56210+sHC3oI9SsSff32HOqLB+Wq6F4vz1LoCkg6SNHavs6Cz14+F/r4nnsWT736ohkffeOmFiO/eATOeCsCjJ4wQiTBJAIdquCcj0+Lff78/cjc2mE58hi1CPkeSGw8kxbpb+JMP3v8CSTbYNzDP2MBgl3s09iU/kwFapzgPpC/F2yBxSIQOsNeOU0yOPuX0iMuBA44IcVTm0utuiLj0PeiJ/dFHrLnYfRnRdphTpPS8uL6AuOQtVm+YHuqMB7Y+mBBUXh4kVtZnOD+MhIsJpgs878fqNSM43EfSQf98luDw5DU3/0QRObJpDt2yd29f4psoMOMpVyzorlfdE0nQeLEgxLqnhzj1PYI9N5wryN46gkMNlFmDBtWKwuJilT58hnmin4s3fEq/TCvdO8ffBt0De4vZ+o7VQ72n/OwtxNIjK7ROcR4IkSzxjoc9yRP9W/uP597b6Cl54oUbyz0ROsD9ZTV0r12skYa+Bjbc2WDjpPfe6p1NBFjH6gn81mP6SSdHfBwYiLbDnN5F6HpyT+WttxGXvBWVlKiz7klau3IFyocNV9fxQKE3SyG8+8GH1UcDBJ/h11lk7iQtVGp+jaMLPO8zbEK/S7/7ocgXO9avmeY8+zSuPe8sFRaxYc1qRRL3Jb5dAYdDSR6jQTf9IQZhvbaC8pIY6TllBP2ykMe6t1Lu0c1a+CkT00/D2p1L2bXh251+opS69UTotIo394qYNmOmIso8G3QPrJDYkxmv9d1ZfvYW4umRFVadIpIh3vHQFXn0b32f/pUtiePem+gpeeKFG889ETqgp5fo0QqCtide47IvgDaWX5az9yZWg60vgXWPnsBvPaL1ra+Dev0FXbbMUe5KeettxCVvZN8kERwS5NonJFvHnXZG5G5sUGh2h9/5ox+ouW36mUMkLIKkS89503MCeJ/++A6+i+/ku9kLxCFW/n7mn/9QHyewt4pDepxvxqVKGBb9HHXsCfsU33hgprECZhxIsqbNPCZy579g2LzHONHfvb8Of10bC1wChMaJfnnQL4cbYt3jNd2soDGgbFwfj/HinAoOHROU/YXHH93trtN19MRJ6hnGjZ89W414LIyLfHyhzwb7DvYqM39I0pkvuqdVG4rO8rO3EEuPWJkyznoeiNYpNsaSJd7xEK9cWPOBoDvv0x/987nO3HsLXckfYm/liRVuZ+6J0AF+Vc/RCn0QnN7Rl3v8/3JneJoQR0yYLjwMkhvRdpijJbqejKf/yYS45I3sm92/FIYg2dDdi/FAodm9SnDYlMte8BkmEodTuV4byRYTQvdK8L4mMnyX7nLW67mRqJHs8di0bo0q4AyLa8YxLD5LY7Av8Y0HEii2CJ986AHVkuKSIYS1G5Vh8x4JHP3zAwwqgtWPvmb8tF8eXP9LDwPre1wehAev6RYNLrPC3kTdUr30uvDz7OotGzhot/vZkbRkXjA9KAM/e9ZLt1hhjas2yjxrxJLF4IuIThdWqGw4UF91z4JuwVkRLz97C/H0yAqtU9Qn+mMPem/HOx66Ig+h3emP/vXQSTx3jf1dHnpKnnjhxnPvKR3o6/aF5Z11FdNEH325J/FAhlXXaIert29X+dXc1LS7nuxqeetN2EKCyLXC5oY2tPn9kV8GBgaJAHvf+IWe7mkw6B2YfDAwMOiLGJyTjgyXM/IrwV+bGhgYxAYnabMn2qB3YfLBwMDgQIDpeTMwMDAwMDAwSGKYnjcDAwMDAwMDgz6ML/W8GRgYGBgYGBgYJC/MsKmBgYGBgYGBQRLDDJsaGBgYGBgYGPRhGPJmYGBgYGBgYNCH0Cl547YQ37/kArWKN1fUtoLrJXHXA+tq5XTjasV043N6WwmCq4DrsOiHfjX09lnRz3B3AO6WwIPXBFc8pl/roeOmw4923xtYn+d7uSK7hl7RXEPHL9a76GZdpFGv7B7LL+9pOa3vs0K/Rx/cXYKw5gPdrPukWv3z+WhoeWLFh+46/tZr/Yw+ovPsQIBV3j1Bp5UVTA+dn/HSJl5+9hY60yMrrHFOhnjHQ1floTvv0x/9a7sUz10jVr73JHpKnnjhdvY+ulkP3t9X8Flt2/syrOnLc1ftR7KCcnTV5us6P1pPumIH9yf01m7WvIm2w/xNdLW89SbikjdGnnu1cbV4rrzPba/0Niy8x+2puKq0Fdx3dPZzz6h9P7kDAp+nX2Ycd+unG+/RzyP33aOeYZgMm+/gu/QzJGncuYC7MvDgNd30zgvckkUfRSX9lRuf5w4L0e57C64DxZ0iuGsCd0TQxsW6j5+OH3dL4K4Ib89+5UskSPunoWc49BftV9/jllg8eE23aHD1bh0vHnq/V259tb1i6+6dLbjFB8E0JLR/rooeDR0/rpZuxbx3wvvSWuXV1/qswx05dpzKs54AC1J3jGB3nrfKHg/MQ+ZXNJge1Ase8dImXn72FuLpkRXROpUM8Y6HrshDaHf6o38+R8RzJ+Lle0+ip+SJF24890TqAOsF7pIz4+R92wknmcD04W4TTA+eH4rsy92X0RWbz7qKO8Vw1yPiOanLNbpiB/cXWIffLRyEsNr2aDus68mulrfeRFzytmDeB0ow7jnHTeZJit5+9WV1j9v9aKJkBSt9kjPu1M9tJ/g893fUm7bTjfdIrEjgCIbJcPgOvovP8N0rFy9U9395/wPqILQb8YNf37X70NtXESeeeVZM970B96fjRrx8nmTrk/ffjdz5L15+6nG1BRe3ueJ2VrOu/54iobHAba+oIPTH4zu3/FQRuFj3eE23WNDx4qH3ASTxOuvCS5Tb+bOu3k2o9ZZM2n9nmyUzL3XLgmf+3hN0uNzmjHnWEy0ThtsVEhUP3X1+T2Daa6OlwXTge8++bJY6eB2PQMbKz95CPD2yIlqnkiHe8dAVeQi68z790b9uyMRzJ2Lle0+jp+SJF24890TqwOxnnlQ2lFsb9nUwfU499+sqPc69/EpFSg806Py22vylCz5XdS63i6SecKspYm/s4P4A63Dyi1iw2mFdT3a1vPUm4pK3HdXV6qyFIdvmfqUE9wZjQkw+dJr6rcFKf9io0epaF2gWdu4T9uBLr32hkLOnjWCYDJvQ7+K7meF8hgVb7/afkZmlzgQZP7s1o7vcVyxaoNxj9V7tC8ZMmhyzIDLeYy2buHNj/FjKwZYqFXfKkUdFXMJhkuzFujdW7tFNt3CtaBMiwtaqlSgxzal8xO70s9zn9Z4KDQn3gg/nqevVSxar312FNrztra3qrMHuZvZQ8Mxudh0Hnummu9r5m3HUQw7MO+2H+NFVl6l7BP3poXE+r8G00l3c+/q89f1dBRsVhVG9u9z7kXpg1du0jAx1jkas/Owt7EmPrGB6qV7wJIh3PHRFHv1b36d/PhfPXSNWvvc0ekqeeOHu6X3d1QE+xwpx5smnJsWQWnfBMq/TqScbjMkAq81nPcgRLuZhYXGx6pwh9sYO7g/cdOfdu/MnGvtSryYD4pK31pbmyFUYJE4kFQRJWKyEICHbsGa1utaCMhxmIDOTRIuVJAsthyQJhmklZYT1GUJ3WR5y1HR1JjhswXA4dGklcHTjEW/4MVFgvNMjG9wy49m7SCWIhm6palkIysaWSqx7VtIbDW6SSzIy68xTlOHUiDYWO2tqIldQfq+74JwvkVwrJkyZqkgvsWLxQvW7q9Dhxmp9UxfY7cwNfvUwgo4rW2i8x0rwz7++Y/eQAzcHnv3sU7u7q9kTqYdl6I9En/f4vM5fDsHzue48T+hnugptxKKhy8bc1+coImzNXyvi5WdvoTM9soJ7gzLuyRLveNiTPNG/tf947hrx8r2n0VPyxAu3s/d1VwfmPPeMGoGh3WAZ6OsEzlofPvXg33Hq2edGfh14sNp81oP3/vr2mHasq3Zwf6CzMmu1w3pqGLGn8tbb6PSDhb0Fx7bZS8XeC1aU0eB8Nd2L1dX5aFQUkjF2r1NZ2OvHQn/fE8/iyXc/VEOub7z0gvJLdw5z0p3Koudu9TSY8VQAHj1hhEiEKQ+HarihNtPi33+/P3I3NphOfIatHz5HkhsPJMVMY+KTD97/AkmOB/ZS8WC4JEixoIdpLr3uuyrfrb2JJFS8R/Aehxr4+4zzL1RD6voeWz/Mdz5Lf+MivZ3s4dXDy/Sv38UzGwN78zxltsY1EWCesQHBcKOxL/mZDNA6RZLbl+JtkDgkQgdYFjnF5OhTTo+4HDhgg5C9URxaPNAQz+aPn3ywqnNZ95LIWdGZHextRNthxl/Pi+sLiEveYvWG6aHOeOBQJ1scmggQ1nA4P0wTK13gGWasXj6Cw19UFPrnswSHJ6+5+SeqQiab5tCtHgJgxct5Y3Rn5azdexrMeMoVC7rrlYqiQePFQh7rHmUm9D2CLRZ2R7O3juBQg1U2GlQr2H3N9OEzbP3o53TY0aBf5kNnvWjRoPHmQRK9p7mFusVl7U3U79Bu+rfuzYyG9sfCRZIcb34h5dW6YkVnz+seZSJRrUP2FrMsWFvkGnvKz95CLD2yQuuUJsbJEu942JM80b+1/3juvY2ekideuLHcE6EDH8z5b++G7qmJNdLQ18CGO4kKJ733Vu9sTyKezScJp7ycHkVbaq1nOrODvY1oO8z4Ezr+eypvvY245K2opESddU8SvygpHzZcXccDC2W/klJFZvRQFcPRc59IWpjJHCLTBZ5hMmxCv0u/+6HIUJv1ayZ+0XrteWepsAgOzekPJ26c9Y3dBKS2qvJLH1TsCzgcSvIYDbrpDzEI67UVlJfESM8pI+iXhTzWvZVyj27Wws90YfppWLtzKaM2fLvTT5RSfxZN6LTqbM7BtBkzFVHmuSug8ebRFaKnyamVkGpEE9hYQ8+E9sd5kNQvnvnhRzRY8PSXvFZ09XmdVt0BKyQ2YOK1vjvLz95CPD2ywqpTRDLEOx66Io/+re/TP5+L596b6Cl54oUbzz0ROqDLuB6tIGh74jUu+wJoN/hFJXtvkpGoJAKxbD71pC3S+RI9t21PdrC3Qb3+gi5b4h9P/5MJcckbe7hIIjgkyCUXSLaOO+2MyN34ICnhvLafXn+tep7hHCIHQdKl57zpOQEMk2HzHXyXfoYkjMNc/P3MP/+hhmLZW8UhPbJ7LlXCsOjnqGPDa7Nw2JZGQL9Du+8tmGlUPMaB8kybeUzkzn/BePMe40R/0d3FVnAJEMaLfnnQL4cbYt3jNd2soDFgOnCSPePFORUcIiYo4wuPP7rbXafr6ImT1DOMGz97pjJ2pnx6OFGf9waMl14fxwrGh/Fi64tk10pINejGe/RDv/yKV8tA6LygP8qs/XFYXn99TP/6XST8JO4aXXme7vp5vYRCd8BeZYZJks4wadiZt9pQdJafvYVYesTKlHHW80C0TpEcJ0u84yFeubDmA2HVHfrXNiOee2+hK/lD7K08scLtzD0ROsDRETag9EFwekdXGoLJir/cGZ4mxEYi04XH/wKseqLtvK5nYtnBZEK0HWb8dT0ZT/+TCXHJGys7dv9SGIJkQ3cvxgO7UumPhIo9arr7mInEcWWu18Z7TAjNxhmmJjJ8l35Gr+dGokYixmPTujWqgDMsrhnHsPgsjQHBYVsqi36H7gbdW5BAsUX45EMPqJaU7iK2dqMy3rxHAkf//ACDimD1o68ZP+2XB0mmHtrT9zj/igevtTxWcJkV9lDqlqqem0UZ+UGAdj87kpZUQKYlZeBnzzf89Mvk0hpXbZR51ogli9WtK2C8uF6O7j2N9fy3b/mJ+tCAftkrq3WDacG0JaEjKLPVH/M77H6D+q3dOaxOdPV5zrdramxQ7noIv6tyRvtjhcrGCPWV4fHQLTgr4uVnbyGeHlmhdYr6RH/hvOrdeMdDV+QhtDv90b+2GfHcNfa2HHQXPSVPvHDjufeUDuzv9Ew0WN5ZVzFN9NGXexIJnSed5Q3rKn4ERnlpW2nLia7awd6AVR7aYX68puOv68mulrfehNmY3qDb4JDnnT/6AX7/6H/Xp2OPgPXz+f91sNXJL/R0T4NB78Dkg4GBQV+E2ZjeIOHgZ/8XXX1t5JdBLHA+aLyvcg32H0w+GBgYHAgwPW8GPQL2vPGrpL48j8XAwMDAwCAZEN3z9iXyZmBgYGBgYGBgkLwww6YGBgYGBgYGBn0IhrwZGBgYGBgYGPQhGPJmYGBgYGBgYNCHYMibgYGBgYGBgUEfgiFvBgYGBgYGBgZ9BsD/A/358xK3r659AAAAAElFTkSuQmCC)
Technická specifikace: |
Technický popis: |
- Rozsah: 0-12.5; 0-25 mm
- Rozlišení: 0.01 mm; 0.001 mm
- Průměr číselníku: 58 mm
- Upínací průměr: 8h6
- Závit pro doteky: M 2,5
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- Duální LC displej, kombinace analogového a číselného zobrazení odchylky.
- Šestimístný displej, analogový ukazatel se znaménky +/- odchylky.
- Analogový displej vybaven mechanickými značkami tolerančního pole.
- Rotace předního panelu displeje v rozsahu 270°.
- Velikost číslic: 10×5 mm H×L.
- Odměřování zajištěno inkrementálním skleněným pravítkem.
- Měřicí síla < 2N; Rychlost posuvu ≤ 2 m/s.
- Celokovové pouzdro, přední část s polyamidu, nerezový píst.
- Datový výstup RS232.
- Dodáváno s protokolem o kontrole a s prohlášením o shodě.
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Měřicí funkce a režimy:
ON-OFF s automatickým vypnutím, Preset mód, Přepínání směru odečítání +/-, zámek klávesnice, volba jednotek mm/in, úplný reset nastavení
Diskuze je prázdná.
přidat příspěvek do diskuze