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4v+ux/wX17nhuo+tbz6G9msK1zFWS2BTAQG8qaDrCaQEWg5fxaSL2WN93PGmiC9+KXWbW0VrHdy6dVXLI/L1xqWaAIETAQFsLxC4AIGWw1cRs7dNI358EfOXtwxxGgePLiL+MuLo3dnr28aZ7a6OAIGnCwhg+4HABQi0fGfZxewzfcTnIua/2TbElgB3GKvN2lUE1hcQwOubuYLAWgItn3wV0fYI+dTAmt4JbvlZ9VogigkQuCEggG0EAlsWaPnkq5ZDVM82jZZDXA5jbXlDaE/gWEAA2woEtirQdPhq9UrQmu/+njWJO1/VxeTNfcx/Yp1p+mSsdbTUEmgTEMBtbq4ikBJoO9TU9u7vWQNqeSfYJ2OlllcRgY0EBPBGfC4mcHuBlsNXLY+NbzeKK3HXe5axvGMZ8wfz6+UwVt5KJYE2AQHc5uYqAucKNP4sdYN3f88a0upA1//+/iKOfjjxyxxuNXEY69wlVkBgIwEBvBGfiwmcLdAWYC2vDp2/Cl0cfLaP7jMR89XvFU79afwPiFRvRQQIOAVtDxDYkkDz4asN3/09azqzX5pG/OhirV/QcOPzoR/vY/pQxBOf2hKUtgRGK+A74NEuvYlvU6Dt8FXJu79nTWvaxeFf9dE9GHH18ezc2+aR7a6OwLgFBPC419/styTQ8p1j1bu/Z01pEnf+9iQm19f7xQ4OY21pi2hLwAdx2AMEqgVaf3Za9+7vWTNa/Z7g+Pk+jn5ynTm3/Sx7nTuoJTBOAd8Bj3PdzXqLAm2BdfjKLvo3rvt7f9edRhezT/Yx+fA6vye49T8o1h2begJjExDAY1tx892yQNvhq5vv/k6+cT2uvm2bA7wSs/csI75lGfMH1rmPT8ZaR0stgZyAAM45qSKQEjj+BKlYxtHbUxfcLDp+93f6hognrq5xXUPp3XdNY/EHi5jfs847wT4Zq4HaJQTOERDAtgiBQoFJzL6yjHgwYr7Gazvbeff3rGm1/J7gCIexCreJVgRuCAhgG4FAkUDrz0o3/72/601gEgcP9dG9dN2fN7f9bHu9sakmMCYBATym1TbXrQq0BdRW3/09a76TScz+fRndiyOu/WMWpfU/MLL91REYm4AAHtuKm++WBNoe0W773d8zEzgOPxjR/9My5u9cB6Tl/eZ1+qslMCYBATym1TbXrQm0HlLa/ru/Z035rh+ZxPJ3ljF/0TooPhlrHS21BG4vIIDtEAIFAm3fGdb+3t91pzGJ2ReXMfmFiKt/nb+27Tv9fH+VBMYjIIDHs9ZmuiWB1p+NVv/e33WnN4nZr0R037OMa29Z59rVz7onEX+0iPkj61ynlgCBbxYQwHYEgQ0F2g5frd79Pfx8H5MHIp74woZDaLz88Hsn0X9hGfPnrvNO8DRm9y8jXtfH/N7GG7uMAAGvIdkDBDYVaPvkq4iLfff3rFmufgY9if6RRRz9yToSk5h9dRnTl23/g0PWGZVaAvsl4Dvg/Vovo90xgdZDSRf97u9ZbNM4+NlldPev+05w66GzHVs+wyEwqIAAHpTfzfddoO3w1SDv/p5F3fROcMTdd01i8bllzF+w72to/ASGEhDAQ8m7794LtB6+Gurd3zMTuP2dYIex9n4Xm8CQAgJ4SH333muBxsNXMdy7v2dxt70TfHwY67V9zF++1wtp8AQGEhDAA8G77b4LtB6+Orivi+4NfcxfsUsCbe8ERziMtUuraCz7JiCA923FjHcnBFoPX63e/e0i+kXM37oTEzkeROs7wQ5j7dIqGsu+CQjgfVsx490JgbbDVye/9/eON0V88Us7MZFbg2h7J9hhrN1aRaPZLwEBvF/rZbQ7INB6+GoSh/OI/s7kFP4jIv75+F39/tRfu4huEdFPn/nXWEaclHerr+/V/3+WupPrV/9+Vdf3Ed33dRF/sYhrr06O8UaZT8ZaR0stgacEBLDdQGBNgdbDV9M4/Ns++pcmbzdEAH/bJPo/vR7zX0+O8UaZw1jraKklIIDtAQKNAq2HrxpvtyeXOYy1JwtlmDsl4DvgnVoOg9l1gdbDV7s+r03H5zDWpoKuH6OAAB7jqptzs0Dj4avm++3PhT4Za3/Wykh3RUAA78pKGMfOC7Qevtr5iRUN0GGsIkhtRiMggEez1Ca6qUDr4atN77sv1zuMtS8rZZy7IiCAd2UljGPHBRy+yizQzcNY118W8eWrmXo1BMYsIIDHvPrmnhZw+CpH5TBWzkkVgZWAALYPCCQEHL5KIN0ocRgrK6WOgAC2BwicI1B1+GoaBx+M6J7TRzx51i27iB/ro/vOp3161epTr04+qerpfz35NKyz/v3qk62e7brb/vMu4m8Wce0tm2wKh7E20XPtmAQE8JhW21ybBKoOX01i9ngX8T99xKO7GcCT50Ys/3sZ88MmqOOLHMbaRM+1YxIQwGNabXNtEKg6fPXC757G9KOLWLwm4sv/1jCQC7jk4Dsm0f3nMvrnRBz91yY3dBhrEz3XjkVAAI9lpc2zSaDu8NXBm6fR/dAi5q9vGsgFXdTFwccnMfnYIq59ZJNbOoy1iZ5rxyIggMey0ubZJFB1+Goah7+7iMW/RDz5G00DuaCLpnH42mX0r+xj/jOb3dJhrM38XD0GAQE8hlU2xyaBK3HwvkV0sz7m9zY1uHXRPjx+Phls3WNoh7E22zWuvvwCAvjyr7EZNgrcPHy1/PQynvxAY4vjy2YPTCN+YNcfP5/Mseox9PFhrNdt/h8wm+m7msCuCgjgXV0Z4xpYoOrw1Y3fl/t7i4ivRMzfOfCkUrevewwd4TBWilzRSAUE8EgX3rRvL1B3+GqfHj/XP4Z2GMtXGoGzBQSw3UHgWQSqDl9F7Nfj51OPoT++iGt/vNkGcRhrMz9XX2YBAXyZV9fcmgTqDl/t3+PnE7DKx9AOYzVtQxeNQEAAj2CRTXE9gbrDV3c+bxrdRxfRvybiya+tN4qhq+tOQzuMNfRauv+uCgjgXV0Z4xpIoO7w1fHj5x9cxPx1A01mo9sen4YueAztMNZGC+HiSysggC/t0ppYi0Dd4av9ffy8jcfQDmO17EbXXHYBAXzZV9j81hKoO3y1j6efT1PVPYb2awrX2oaKRyIggEey0KZ5vkDl4at9Pf18WqnyMbTDWOfvQRXjEhDA41pvs72NQN3hq/1//LyNx9AOY/nyI/DNAgLYjiBwQ6Dy8NVlePx8si0qH0M7jOWLjcDTBQSw/UAgVsFw8K6I6JZx9PbNQfbjVw9m51n5GNphrKy6ujEICOAxrLI5nitQd/hq9fh5P3714LkoxwWVH8rhMFZWXd0YBATwGFbZHG8rUHv46jI9ft7OY2iHsXxBErgpIIDthNELVB6+uiynn09vii5mH5tE94nNPxv6xgG1+5cRfk3h6L/yAAhge2DkApWHry7P6efTm6L2MbTDWCP/ojP9YwEBbCuMWqD28NVlfPy8ncfQDmON+svO5AWwPUBg9TOY2eN9TB+KeOJTm3tcrtPP23wM7TDW5rtNh/0X8B3w/q+hGTQKTOLwoT76e/qY39vY4psuu2ynn7f9GNphrIpdp8c+CwjgfV49Y99I4Obhq+6xZVx7eKNGNy6+zI+fT3Rm3zWN7s8WsXxtxNG/bmrmMNamgq7fdwEBvO8raPyNAqvDV9cf7uPoJY0NTl12uR8/n0x2GrM/XEQcRczfWeE2idlXl3H9ZRFfvlrRTw8C+yQggPdptYy1TKD6ENBlf/z8FPyd75jGZLaI+esrFqN6HSrGpAeBixIQwBcl7T47JVB7+OrwBdNYfmQR/WsinvzaTk20fDB3Pq+LySN9LO+vmevdd01i8bllzF9QPlQNCey4gADe8QUyvHqBacwe6SNeHRFfj+jP+Rro+qdqbvz9tI/uS110hxGxjNWrv7Fc/bN/6GP+4vrR7l7HaRx+dhnLr3fR/d3Zo+umEf0bI7pvPa5ZOfdn1H97F92fL+Lqq3ZvtkZEYHsCAnh7tjrvqMAkZm+L6H8t4unhetZgUwF8PaJ777Lo56I7ynZrWJM4eHNE9/zbj3OtAL4yif7912P+q7s+d+MjUCkggCs19SJAgAABAkkBAZyEUkaAAAECBCoFBHClpl4ECBAgQCApIICTUMoIECBAgEClgACu1NSLAAECBAgkBQRwEkoZAQIECBCoFBDAlZp6ESBAgACBpIAATkIpI0CAAAEClQICuFJTLwIECBAgkBQQwEkoZQQIECBAoFJAAFdq6kWAAAECBJICAjgJpYwAAQIECFQKCOBKTb0IECBAgEBSQAAnoZQRIECAAIFKAQFcqakXAQIECBBICgjgJJQyAgQIECBQKSCAKzX1IkCAAAECSQEBnIRSRoAAAQIEKgUEcKWmXgQIECBAICkggJNQyggQIECAQKWAAK7U1IsAAQIECCQFBHASShkBAgQIEKgUEMCVmnoRIECAAIGkgABOQikjQIAAAQKVAgK4UlMvAgQIECCQFBDASShlBAgQIECgUkAAV2rqRYAAAQIEkgICOAmljAABAgQIVAoI4EpNvQgQIECAQFJAACehlBEgQIAAgUoBAVypqRcBAgQIEEgKCOAklDICBAgQIFApIIArNfUiQIAAAQJJAQGchFJGgAABAgQqBQRwpaZeBAgQIEAgKSCAk1DKCBAgQIBApYAArtTUiwABAgQIJAUEcBJKGQECBAgQqBQQwJWaehEgQIAAgaSAAE5CKSNAgAABApUCArhSUy8CBAgQIJAUEMBJKGUECBAgQKBSQABXaupFgAABAgSSAgI4CaWMAAECBAhUCgjgSk29CBAgQIBAUkAAJ6GUESBAgACBSgEBXKmpFwECBAgQSAoI4CSUMgIECBAgUCkggCs19SJAgAABAkkBAZyEUkaAAAECBCoFBHClpl4ECBAgQCApIICTUMoIECBAgEClgACu1NSLAAECBAgkBQRwEkoZAQIECBCoFBDAlZp6ESBAgACBpIAATkIpI0CAAAEClQICuFJTLwIECBAgkBQQwEkoZQQIECBAoFJAAFdq6kWAAAECBJICAjgJpYwAAQIECFQKCOBKTb0IECBAgEBSQAAnoZQRIECAAIFKAQFcqakXAQIECBBICgjgJJQyAgQIECBQKSCAKzX1IkCAAAECSQEBnIRSRoAAAQIEKgUEcKWmXgQIECBAICkggJNQyggQIECAQKWAAK7U1IsAAQIECCQFBHASShkBAgQIEKgUEMCVmnoRIECAAIGkgABOQikjQIAAAQKVAgK4UlMvAgQIECCQFBDASShlBAgQIECgUkAAV2rqRYAAAQIEkgICOAmljAABAgQIVAoI4EpNvQgQIECAQFJAACehlBEgQIAAgUoBAVypqRcBAgQIEEgKCOAklDICBAgQIFApIIArNfUiQIAAAQJJAQGchFJGgAABAgQqBQRwpaZeBAgQIEAgKSCAk1DKCBAgQIBApYAArtTUiwABAgQIJAUEcBJKGQECBAgQqBQQwJWaehEgQIAAgaSAAE5CKSNAgAABApUCArhSUy8CBAgQIJAUEMBJKGUECBAgQKBSQABXaupFgAABAgSSAgI4CaWMAAECBAhUCgjgSk29CBAgQIBAUkAAJ6GUESBAgACBSgEBXKmpFwECBAgQSAoI4CSUMgIECBAgUCkggCs19SJAgAABAkkBAZyEUkaAAAECBCoFBHClpl4ECBAgQCApIICTUMoIECBAgEClgACu1NSLAAECBAgkBQRwEkoZAQIECBCoFBDAlZp6ESBAgACBpIAATkIpI0CAAAEClQICuFJTLwIECBAgkBQQwEkoZQQIECBAoFJAAFdq6kWAAAECBJICAjgJpYwAAQIECFQKCOBKTb0IECBAgEBSQAAnoZQRIECAAIFKAQFcqakXAQIECBBICgjgJJQyAgQIECBQKSCAKzX1IkCAAAECSQEBnIRSRoAAAQIEKgUEcKWmXgQIECBAICkggJNQyggQIECAQKWAAK7U1IsAAQIECCQFBHASShkBAgQIEKgUEMCVmnoRIECAAIGkgABOQikjQIAAAQKVAgK4UlMvAgQIECCQFBDASShlBAgQIECgUkAAV2rqRYAAAQIEkgICOAmljAABAgQIVAoI4EpNvQgQIECAQFJAACehlBEgQIAAgUoBAVypqRcBAgQIEEgKCOAklDICBAgQIFApIIArNfUiQIAAAQJJAQGchFJGgAABAgQqBQRwpaZeBAgQIEAgKSCAk1DKCBAgQIBApYAArtTUiwABAgQIJAUEcBJKGQECBAgQqBQQwJWaehEgQIAAgaSAAE5CKSNAgAABApUCArhSUy8CBAgQIJAUEMBJKGUECBAgQKBSQABXaupFgAABAgSSAgI4CaWMAAECBAhUCgjgSk29CBAgQIBAUkAAJ6GUESBAgACBSgEBXKmpFwECBAgQSAoI4CSUMgIECBAgUCkggCs19SJAgAABAkkBAZyEUkaAAAECBCoFBHClpl4ECBAgQCApIICTUMoIECBAgEClgACu1NSLAAECBAgkBQRwEkoZAQIECBCoFBDAlZp6ESBAgACBpIAATkIpI0CAAAEClQICuFJTLwIECBAgkBQQwEkoZQQIECBAoFJAAFdq6kWAAAECBJICAjgJpYwAAQIECFQKCOBKTb0IECBAgEBSQAAnoZQRIECAAIFKAQFcqakXAQIECBBICgjgJJQyAgQIECBQKSCAKzX1IkCAAAECSQEBnIRSRoAAAQIEKgUEcKWmXgQIECBAICkggJNQyggQIECAQKWAAK7U1IsAAQIECCQFBHASShkBAgQIEKgUEMCVmnoRIECAAIGkgABOQikjQIAAAQKVAgK4UlMvAgQIECCQFBDASShlBAgQIECgUkAAV2rqRYAAAQIEkgICOAmljAABAgQIVAoI4EpNvQgQIECAQFJAACehlBEgQIAAgUoBAVypqRcBAgQIEEgKCOAklDICBAgQIFApIIArNfUiQIAAAQJJAQGchFJGgAABAgQqBQRwpaZeBAgQIEAgKSCAk1DKCBAgQIBApYAArtTUiwABAgQIJAUEcBJKGQECBAgQqBQQwJWaehEgQIAAgaSAAE5CKSNAgAABApUCArhSUy8CBAgQIJAUEMBJKGUECBAgQKBSQABXaupFgAABAgSSAgI4CaWMAAECBAhUCgjgSk29CBAgQIBAUkAAJ6GUESBAgACBSgEBXKmpFwECBAgQSAoI4CSUMgIECBAgUCkggCs19SJAgAABAkkBAZyEUkaAAAECBCoFBHClpl4ECBAgQCApIICTUMoIECBAgEClgACu1NSLAAECBAgkBQRwEkoZAQIECBCoFBDAlZp6ESBAgACBpMD/A8QjM8M47HtrAAAAAElFTkSuQmCC
-50,20
-10,120
10,120
50,20
30,20
20,50
-20,50
-30,20
-20,60
-5,100
5,100
20,60
-20,60