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vso+5da9hjaMNWjLXUxgRgEBPCOUMgKLCNQNX1369fN0XVlAz7N+w1jzaKklsJiAAF7MzVUEZhB4zZVtPPmDmp8dnOUV8yw1Myz7qGT6zVhXvTzi2z+b9Sp1BAjMLiCAZ7dSSWAugZ3Y++0u+juHf/NVPPPdz9lXTta9hp4OYzWfO4jJv8z14IoJEJhJQADPxKSIwPwCTZx9oI3uE8OHr/LXz8t4DX08jNW+p48Lb5j/6V1BgEAmIIAzIf+ewEICR8NX93Rx8WVDv/nqub9841KLqnwNfTSM9cMumtv8TOFCh8BFBJ5XQAA7IASWINDG3l9H9L8Y/s1Xs79+nj5G5Wvok2GsF3Qx+dMlMGlJYKsFBPBWb7+HX47ANVe28auHnxxfG3Hhu0PvMW+gVk5DnwxjfauL/3pZxOOGsYZupusJPEtAADsOBIoFKoev5nv9PH2QytfQhrGKj4d2BJ4REMAOA4FigSZ2H2gjPn4Q+18Z2nrRT7Pzfmp+vnXuxO6bu4j39rFvGGvohrqegE/AzgCBZQkcDl9193RxUDB8Nfv08+mnWTS4n1vlcBhr54ddtIaxlnVs9N1KAZ+At3LbPfSyBCqHrxZ7/byc19CGsZZ1YvTdZgEBvM2779mLBWqHr4Z+iq18DW0Yq/ioaEcgDt9w+YcAgRKBk8B8ex+T36hoODRAhwb46WdoYu/f24gvnP4pxIpn1YPANgoI4G3cdc+8FIHj4avmbw5i8tXhN6iYZK7o8X9PshN7v9lF/z7DWMN3VwcChwIC2DkgUCIwHb76+csjHntqaMuqT69DP0X//+e49kVtvPAHhrGG7q7rCRwLCGAngUCBwMnw1dNd7H+ooF1UBWdVkE+fqY3dv4xozvhmrIpd1mPbBQTwtp8Az18gUDt8NWz6+fTj1L6GNoxVcFy0IHAiIIAdBQIDBaqHr3Zi9+19xF9ENJ8fuLSTy/t3NBF/fhD7X6joZxirQlEPAl5BOwMEBgvUDl8dLufsuTb6Wwcv7FkNumjujbhwvqKnYawKRT0ICGBngMBAgaOfHby7i6eurRi+GriYy3T54TDWix7rorndzxReJnK32UgBr6A3cls91OUSqB6+ulzrHnofw1hDBV1PwCdgZ4DAAIGX/FIbv/yjLuJ1EZOHBzRaw0v3bmgjvtnFT18a8eP/WcMHsGQCowv4BDz6FljAugrsxO7vdNH8XtU3X62bw/EwVv+PB7H/z+u2duslsAoCAngVdsEa1lKgibMPtNEXffPV+hEcD2M17+vjgp8pXL/ts+IVEBDAK7AJlrCOAts4fHV6nwxjrePJtebVERDAq7MXVrJGAts6fHV6iwxjrdGhtdSVExDAK7clFrT6AkfDVz/uIl67fcNXp3fnaBjrW1389CWGsVb/5FrhagkI4NXaD6tZA4FtH746vUWGsdbg0FriSgoI4JXcFotaZYFtH746vTeGsVb5tFrbKgsI4FXeHWtbQYEbX91Gd892ffNVtg3TYaz2toiHvpNV+/cECBwLCGAngcAcAoavnhvLMNYch0gpgRMBAewoEJhZYDp81b8uYn9/5su2onB3t43m8JuxDGNtxX57yAoBAVyhqMdWCBi+ev5tNoy1Ff9v4CELBQRwIaZWmy1Q/7ODm+XlZwo3az89zfIFBPDyjd1hIwSuv7GNK+7t4qfX+fuul9rQo1f0j3Zx8daIRx7aiG33EASWKCCAl4ir9eYIGL6abS8NY83mpIrAoYAAdg4IpAJHf83mJ10YvkqpYjqM9dSLIx57Kq9XQWB7BQTw9u69J59RYCf23tZF/44+9m+f8ZJLlJ0910Z/67Aey726i+beiAvnh9ylid2722g+fxCTLw7p41oCmy4ggDd9hz3fYIGq4asm9r7WRP9ERPO9wYtaSoP+lX00V/cxedOQ9oaxhui5dpsEBPA27bZnXUCgavjqFVe3cebRLp6+LuL7TyywkMtwSdUaDWNdhs1yiw0QEMAbsIkeYXkCbex9LKL/RRf7Hxpyl+PX2HHH0E+XQ9Ywy7WHn9LbiC8NfX18Moz1gi4m75/lvmoIbKOAAN7GXffMMwpMh6+610c8PJnxoucsqwq2IWuY5dq6PyjcsNdG+40uDGPN4q5mOwUE8Hbuu6eeQeBk+OrOPvZvm6H8eUqqXu0OW8VsV9ettYnde9poPjf00/Rs61ZFYP0EBPD67ZkVXyaBJnbPt9F8/CAmXx1yy7pPlUNWMfu1VZ/WT4ax3tvH/rnZ766SwPYICODt2WtPOpfAq862sXNfxTdfVQXaXMsfUFz3B4bpMNbBLRHfvTBgSS4lsJECAngjt9VDDRWoGr6KqHulO/SZZr++bs2GsWZXV7l9AgJ4+/bcE6cCdcNXdZ8m00WXFtR9ajeMVboxmm2UgADeqO30MBUCJ6F5Zx+TgcNXh9/1WvPXeiqea54elX9waGLvnjbCMNY8G6B2KwQE8FZss4ecR6CJvfvbiE8MHb5az9fPU6m619DHw1jxnj4mN8+zD2oJbLqAAN70HfZ8cwocvjJt7u/iyWuH/uxg5afIOR+ipLzu0/vhMNZVj3XR3zz071OXPJgmBFZEQACvyEZYxmoI1A1fre/r5+lOVP4BwjDWapxvq1gtAQG8WvthNaMKXP/CNq54vIuDm4b/tZm6V7jjkVQ+w9Ff63qwi4vXRDzy8/GeyZ0JrI6AAF6dvbCSkQVOPvG9s4/J4J8MrPz0OCZL3WvoozcC97YRn/XNWGPuqHuvkoAAXqXdsJZRBeqGr9b/9fMyXkMbxhr1eLv5CgoI4BXcFEsaQ2A6fPXf10U8/rNhK6h8dTtsJcOvrnyWa65s41ceNYw1fFd02AwBAbwZ++gpBgqcDF9d7GL/gwNbxaa8fp46VL6GbmP3wxHNFX6mcOgpc/0mCAjgTdhFzzBQ4Gj46iddHLxh+PDV5rx+XsZr6IijYawHurj4YsNYA4+ty9deQACv/RZ6gKEClcNX6/3lG5eSrHwNbRhr6Hl1/eYICODN2UtPsqBAE3tfb6P/5EHsf2XBFs9ctmmvn5fxGnondt/cRfPuPiZvHOrtegLrLCCA13n3rL1AYHe3jTjfRcXw1ea9fl7Oa+jpMFaci9jfL9hELQispYAAXstts+gqgcrhq818/TyVrn0NbRir6gTrs84CAnidd8/aBwpMh68unot45KGBzTZu+vm0R+U0dMT1N7ZxxXnDWENPnevXWUAAr/PuWfsggZP/Xvv7fUxuGdTo5OLagKpYUW2P6v++3cTefW3EP/hmrNp90m19BATw+uyVlRYLVA5fbfbr5+W8hjaMVXygtVs7AQG8dltmwTUCeze0EQ90cdV1Ed8e+M1XsfGvn6fmtZ/yX3NlG08+2kW8IWLycM2+6kJgfQQE8PrslZUWCrSx99GIvuti/wMVbWuDqWJFy+lR/Rq6jd2PRDRtF5O7lrNiXQmsroAAXt29sbKlCdx4po3u8S52zkV8Z/Dw1Xa8fl7Oa+iIV9/YxsH5LtprIh56emlbrjGBFRQQwCu4KZa0XIGdOPu7ffQfjYhP1dypf2UfzdV9TN5U02+1uxx+2m+ifyKi+V7RSt/VRHPXQVz4p6J+2hBYCwEBvBbbZJG1Ajfc1EZ7e2XPLpp7Iy6cr+y5ur3OnmujH/ybyc9+vi66uyMefnB1n9nKCNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVOB/ARfLkrTzP98dAAAAAElFTkSuQmCC
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-10,120
10,120
50,20
30,20
20,50
-20,50
-30,20
-50,20
-10,70
10,70
0,100
-80,0
-80,25
-80,50
-40,50
-40,0
0,0
0,50
40,50
40,-80
0,-80
0,-35
-40,-35
-40,-80
-80,-80
80,5
115,5
115,-80
80,-80
80,50
115,50
115,20
80,20