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TL7cRvPx3Tj/+UUcZCtOv76L/o/7mL5yEf31JEBgPgEBPJ+XagILEtgfvvpyF+1z8oavLj3V/WGsH3TRvtIw1oK2UVsCcwgI4DmwlBJYlEAbk7/a693F9C8WdYy9vid1nEVeg94E1kVAAK/LTrqOFRY4Gr5qXhFx/luLvZDTL2qj/4phrMUq605gFgEBPIuSGgILFNiK7d/qotn7t9mFDF9deuqHw1gf342df17gZWlNgEBBQAC7RQiMLLDo4atLL88w1sgb7vAEDgUEsFuBwKgCp3+ljf6exQ5fXXqBR8NYza0R578x6uU7OIENFhDAG7z5Ln18gYOhqKbv4vyJfkNVG6fviOibRQ99jS/sDAgsr4AAXt69cWZrL3CSw1eXYhrGWvvbywUuvYAAXvotcoLrKrAVp17XRfNHfey8atg1nrrpYN2wnxlsYvuuNvpP7MaFfxp2fKsIEKgREMA1etYSqBBoYnJvG93HhgZgE5N/jYi+j+mrh5zGwV8A2rf0Mb1lyHprCBCoExDAdX5WExgoUDt8deaX2uj+/eDfcZ/xkohv/Nf8J2IYa34zKwjkCQjgPEudCMwsUPvzgG1M9n6u8PkRsff/8MNdTD8488GfUrionz8cci7WENg0AQG8aTvuepdAYH/46pEumpcP/earNiZf7yLesPcJuI3mM11Mf3XYhe0PY321i6uv9zOFwwStIjBUQAAPlbOOwECBrTj9ui66iuGr7V97aug+GcbTB4ac0sEwVvuJ3ThvGGsIoDUEBgoI4IFwlhEYKnAwfNX/zdCvgmxj8pGnPnY+ehzdxfRtQ87p8Ksw/9Qw1hA9awgMFxDAw+2sJDBAYH/46u4u2ucO+9nBvcGp3e89ffDqYCCri2ufF/HAT+c/qf1hrO930dzmm7Hm17OCwFABATxUzjoCAwQOh692u9h5z4DlsRXbr+mi+f0+pr/x1PV7ryS1EZ/djemXhvRtY/t9Ec1WF9O94S5/CBA4AQEBfALIDkHgQKB++Oq4oD0umGeXN4w1u5VKAjkCAjjHURcCRYGDXyHq3tTHzu3F4ssWXOlR8+UeTc93lCa272yj/dRunP/8fCtVEyAwREAAD1GzhsAAgSa2z7URH60Yvtp/9/e4YatLh7PmPcWDYax4ax87Z+ddq54AgfkFBPD8ZlYQGCBwNHx18XkRD/1kQIMov2709NeT5j/Gjc9s46rvGcaaX84KAkMEBPAQNWsIzCnQxuQDEf3FocNXEbOFazmkr3zih8NYV3Uxfeecl6icAIE5BQTwnGDKCcwvUD98Nevj5dp3giMMY82/v1YQGCYggIe5WUVgZoGE4avLvPt73OFr3wne+3Jpw1gzb65CAhUCArgCz1ICswgcDl99ZDd2vjBL/aU1875iVPtO8FZsv7aL+DPDWEN2yxoCswsI4NmtVBIYIFA/fDVvoM4b2D97UYaxBmy0JQTmFhDAc5NZQGB2gfrhqyGPlOvfCTaMNfseqyQwVEAAD5WzjkBR4KXXtPHYdyp/dvCK7/4edwqzDm0dfwlHw1jXviDigR8XL1UBAQJzCwjgucksIDCbwFZMfruL/o3Dv/kqZnj397hzme21pStdycEwVvPp3Zj+42xXrIoAgXkEBPA8WmoJzCHQxOn72ug+PHT4atZ3f6/wKfjrXcQbIob9TvDBMFb7tj7O3zzHZSslQGBGAQE8I5QyAvMJ7A9f3dXFxedXfPPV0373d77j7396HvT4+snj7A9jfbeL5lV+pnBeffUEygICuGykgsDcAm1MPhjR/3T4N1/VD1JFDBngevqlHg5jPaOL6Z/PjWABAQJXFBDAbhAC6QLXXdPGL+59cnxZxPlvDWlf/yrRwVHnfYXpZ891fxjra1389/MjHjWMNWQzrSFwjIAAdmsQSBbIGL6qD86Di8oIcsNYyTeIdgQOBQSwW4FAskAT2/e1ER/ajZ0vDmtd/+j4yePWP8o+CPF4ex87hrGGbahVBC4rIIDdGARSBfaGr7q7utitGb6qHJ56+gXVvxO8N4y19d0uWsNYqfeKZpsuIIA3/Q5w/akC9cNXNe/+Hncp9e8EG8ZKvU00I7AvIIDdCATSBOqHr2rf/T3uUmp/J/jwZwoNY6XdKxoREMDuAQJpAlsx+Z0u4g/6mP760Kb1j4svf+T6d4L3J6r/rY34zG5MPzf0+qwjQOBJAZ+A3Q0EkgQOhq+av96N6ZeGtawfmDr+uPWDXVsx+c0u+ncYxhq2u1YRuFRAALsnCKQIHA1f/eQFEY88PqRlxitDVzpu/atN1z+rjWd+xzDWkN21hsDPCghgdwWBBIHD4asnuth579B29QF55SNnBHwb238Z0Vztm7GG7rJ1BDyCdg8QSBTIGL6qf0RcvqCMR9y+GavsrILAbAI+Ac/mpIrAsQJJw1ep7/4ed7IZQ16GsfzPQCBHQADnOOqywQL1w1eLePf3uA2pfyfYMNYG3+wuPVVAAKdyarZ5Avs/O3hnF49fP3T4alHv/l7hU3DV7wRH7A1jPeuRLprb/Uzh5t3xrjhPQADnWeq0gQIZw1cZj4Xnoc94J9gw1jziaglcXkAAuzMIDBZ47s+18fPf6yJeHjG9MKxNxmDUvEfOGPianGojvtrFj54X8f3/nfcM1BMg4Juw3AMEBgtsxfbvdtG8oeabr/Z69NHcERGfHHwiwxa+uYn+3bux8w/Dlh99M1b/2ZoeQ49tHYF1EPAJeB120TWMItDE6fva6Cu++WrvtE/d3O7/ytDJ/+miuyviwn1Dj3wwjNW8o4/zfqZwKKJ1Gy0ggDd6+138cIGM4avhR1+OlYaxlmMfnMWqCgjgVd055z2qQMbw1agXkHRww1hJkNpspIAA3shtd9F1AvvDV9/vIl42fPiq7gyWZ/X+MNbXuvjRcw1jLc+uOJPVEBDAq7FPznKJBDKGr5bocqpP5eCbsQxjVUNqsHECAnjjttwF1wrkDF/VnsXyrDeMtTx74UxWS0AAr9Z+OdvRBc68uI3urrpvvhr9IpJP4GgYa2+a+8FvJjfXjsDaCgjgtd1aF7YIAcNXl1c1jLWIu03PdRcQwOu+w64vUeBo+Kp/ecTOTmLjNWi1vd1Gs/fNWIax1mA3XcLJCAjgk3F2lDUQMHx15U00jLUGN7lLOFEBAXyi3A62ygIZPzu4ytdfOnc/U1gS8t8JPF1AALsjCMwkcOOZNq66u4sf3eB91+PA9h/RP9zFxdsiHnpwJlZFBDZYQABv8Oa79NkFDF/NZmUYazYnVQT2BASw+4BAUWD/NZsfdGH4qkgVR8NYjz8n4pHHy/UqCGyugADe3L135TMKbMXkd7ro/7CPndtnXHJM2emzbfS31fVY7Ooumrsjzp+rOUoT23e20fzdbkw/V9PHWgLrLiCA132HXV+1QNbwVROTf2mi/2FE8+3qk1pIg/6FfTTP7mP66pr2hrFq9KzdJAEBvEm77VoHCGQNX/3ys9u4+uEunrgh4j9/OOBETmBJ1jkaxjqBzXKINRAQwGuwiS5hcQJtTD4Q0f+0i5331hzl4DF2vL7202XNOcyydu9Tehvx+drHx4fDWM/oYvrOWY6rhsAmCgjgTdx11zyjwNHwVfeKiAvTGRddtiwr2GrOYZa1eX9RODVpo/1KF4axZnFXs5kCAngz991VzyBwOHz1xj52XjVD+RVKsh7t1p3FbKvzzrWJ7bvaaD5d+2l6tvNWRWD1BATw6u2ZMz4hgSa2z7XRfGg3pl+qOWTep8qas5h9bdan9cNhrLf3sXN29qOrJLA5AgJ4c/balc4l8KLTbWzdk/HNV1mBNtfpVxTn/YXhaBhr99aIb52vOCVLCaylgABey211UbUCWcNXEXmPdGuvafb1eedsGGt2dZWbJyCAN2/PXXFRIG/4Ku/TZPGkUwvyPrUbxkrdGM3WSkAAr9V2upgMgcPQfGMf08rhq73ves15rSfjuubpkfkXhyYmd7URhrHm2QC1GyEggDdim13kPAJNTO5tIz5cO3y1mo+fj6TyHkMfDGPF2/qY3jLPPqglsO4CAnjdd9j1zSmw98i0ubeLx66v/dnBzE+Rc15ESnnep/e9YaxrH+miv6X2feqUC9OEwJIICOAl2QinsRwCecNXq/v4+WgnMv8CYRhrOe5vZ7FcAgJ4ufbD2YwqcOMz27jq0S52b6p/bSbvEe54JJnXsP9a1/1dXLwu4qGfjHdNjkxgeQQE8PLshTMZWeDwE9+b+phW/2Rg5qfHMVnyHkPvPxG4u434lG/GGnNHHXuZBATwMu2GcxlVIG/4avUfPy/iMbRhrFFvbwdfQgEBvISb4pTGEDgavvqfGyIe/XHdGWQ+uq07k/rVmddy3TVt/MLDhrHqd0WH9RAQwOuxj66iUuBw+OpiFzvvqWwV6/L4+cgh8zF0G9vvi2iu8jOFtXeZ9esgIIDXYRddQ6XA/vDVD7rYvbl++Gp9Hj8v4jF0xP4w1n1dXHyOYazK29bylRcQwCu/hS6gViBz+Gq1v3zjOMnMx9CGsWrvV+vXR0AAr89eupKBAk1MvtxG/9Hd2PniwBb/v2zdHj8v4jH0Vmy/povmrX1MX1nrbT2BVRYQwKu8e849QWB7u40410XG8NX6PX5ezGPoo2GsOBuxs5OwiVoQWEkBAbyS2+akswQyh6/W8/HzkXTuY2jDWFl3sD6rLCCAV3n3nHulwNHw1cWzEQ89WNls7aafL/XInIaOuPFMG1edM4xVe9dZv8oCAniVd8+5Vwkc/nvtm/uY3lrV6HBxbkBlnFFuj+x/325ick8b8UnfjJW7T7qtjoAAXp29cqbJApnDV+v9+Hkxj6ENYyXf0NqtnIAAXrktc8I5ApNTbcR9XVx7Q8QDld98FWv/+PnIPPdT/kuvaeOxh7uImyOmF3L2VRcCqyMggFdnr5xpokAbk/dH9F0XO+/OaJsbTBlntJge2Y+h29i+I6Jpu5i+azFnrCuB5RUQwMu7N85sYQJnrm6je7SLrbMR36wevtqMx8+LeQwd8eIzbeye66K9LuLBJxa25RoTWEIBAbyEm+KUFiuwFad/r4/+/RHxsZwj9S/so3l2H9NX5/Rb7i57n/ab6H8Y0Xw76Uzf0kTzrt04//dJ/bQhsBICAngltslJ5gqcuqmN9vbMnl00d0ecP5fZc3l7nT7bRl/9m8lPvb4uujsjLty/vNfszAjkCwjgfFMdCRAgQIBAUUAAF4kUECBAgACBfAEBnG+qIwECBAgQKAoI4CKRAgIECBAgkC8ggPNNdSRAgAABAkUBAVwkUkCAAAECBPIFBHC+qY4ECBAgQKAoIICLRAoIECBAgEC+gADON9WRAAECBAgUBQRwkUgBAQIECBDIFxDA+aY6EiBAgACBooAALhIpIECAAAEC+QICON9URwIECBAgUBQQwEUiBQQIECBAIF9AAOeb6kiAAAECBIoCArhIpIAAAQIECOQLCOB8Ux0JECBAgEBRQAAXiRQQIECAAIF8AQGcb6ojAQIECBAoCgjgIpECAgQIECCQLyCA8011JECAAAECRQEBXCRSQIAAAQIE8gUEcL6pjgQIECBAoCgggItECggQIECAQL6AAM431ZEAAQIECBQFBHCRSAEBAgQIEMgXEMD5pjoSIECAAIGigAAuEikgQIAAAQL5AgI431RHAgQIECBQFBDARSIFBAgQIEAgX0AA55vqSIAAAQIEigICuEikgAABAgQI5AsI4HxTHQkQIECAQFFAABeJFBAgQIAAgXwBAZxvqiMBAgQIECgKCOAikQICBAgQIJAvIIDzTXUkQIAAAQJFAQFcJFJAgAABAgTyBQRwvqmOBAgQIECgKCCAi0QKCBAgQIBAvoAAzjfVkQABAgQIFAUEcJFIAQECBAgQyBcQwPmmOhIgQIAAgaKAAC4SKSBAgAABAvkCAjjfVEcCBAgQIFAUEMBFIgUECBAgQCBfQADnm+pIgAABAgSKAgK4SKSAAAECBAjkCwjgfFMdCRAgQIBAUUAAF4kUECBAgACBfAEBnG+qIwECBAgQKAoI4CKRAgIECBAgkC8ggPNNdSRAgAABAkUBAVwkUkCAAAECBPIFBHC+qY4ECBAgQKAoIICLRAoIECBAgEC+gADON9WRAAECBAgUBQRwkUgBAQIECBDIFxDA+aY6EiBAgACBooAALhIpIECAAAEC+QICON9URwIECBAgUBQQwEUiBQQIECBAIF9AAOeb6kiAAAECBIoCArhIpIAAAQIECOQLCOB8Ux0JECBAgEBRQAAXiRQQIECAAIF8AQGcb6ojAQIECBAoCgjgIpECAgQIECCQLyCA8011JECAAAECRQEBXCRSQIAAAQIE8gUEcL6pjgQIECBAoCgggItECggQIECAQL6AAM431ZEAAQIECBQFBHCRSAEBAgQIEMgXEMD5pjoSIECAAIGigAAuEikgQIAAAQL5AgI431RHAgQIECBQFBDARSIFBAgQIEAgX0AA55vqSIAAAQIEigICuEikgAABAgQI5AsI4HxTHQkQIECAQFFAABeJFBAgQIAAgXwBAZxvqiMBAgQIECgKCOAikQICBAgQIJAvIIDzTXUkQIAAAQJFAQFcJFJAgAABAgTyBQRwvqmOBAgQIECgKCCAi0QKCBAgQIBAvoAAzjfVkQABAgQIFAUEcJFIAQECBAgQyBcQwPmmOhIgQIAAgaKAAC4SKSBAgAABAvkCAjjfVEcCBAgQIFAUEMBFIgUECBAgQCBfQADnm+pIgAABAgSKAgK4SKSAAAECBAjkCwjgfFMdCRAgQIBAUUAAF4kUECBAgACBfAEBnG+qIwECBAgQKAoI4CKRAgIECBAgkC8ggPNNdSRAgAABAkUBAVwkUkCAAAECBPIFBHC+qY4ECBAgQKAoIICLRAoIECBAgEC+gADON9WRAAECBAgUBQRwkUgBAQIECBDIFxDA+aY6EiBAgACBooAALhIpIECAAAEC+QICON9URwIECBAgUBQQwEUiBQQIECBAIF9AAOeb6kiAAAECBIoCArhIpIAAAQIECOQLCOB8Ux0JECBAgEBRQAAXiRQQIECAAIF8AQGcb6ojAQIECBAoCgjgIpECAgQIECCQLyCA8011JECAAAECRQEBXCRSQIAAAQIE8gUEcL6pjgQIECBAoCgggItECggQIECAQL6AAM431ZEAAQIECBQFBHCRSAEBAgQIEMgXEMD5pjoSIECAAIGigAAuEikgQIAAAQL5AgI431RHAgQIECBQFBDARSIFBAgQIEAgX0AA55vqSIAAAQIEigICuEikgAABAgQI5AsI4HxTHQkQIECAQFFAABeJFBAgQIAAgXwBAZxvqiMBAgQIECgKCOAikQICBAgQIJAvIIDzTXUkQIAAAQJFAQFcJFJAgAABAgTyBQRwvqmOBAgQIECgKCCAi0QKCBAgQIBAvoAAzjfVkQABAgQIFAUEcJFIAQECBAgQyBcQwPmmOhIgQIAAgaKAAC4SKSBAgAABAvkCAjjfVEcCBAgQIFAUEMBFIgUECBAgQCBfQADnm+pIgAABAgSKAgK4SKSAAAECBAjkCwjgfFMdCRAgQIBAUUAAF4kUECBAgACBfAEBnG+qIwECBAgQKAoI4CKRAgIECBAgkC8ggPNNdSRAgAABAkUBAVwkUkCAAAECBPIFBHC+qY4ECBAgQKAoIICLRAoIECBAgEC+gADON9WRAAECBAgUBQRwkUgBAQIECBDIFxDA+aY6EiBAgACBooAALhIpIECAAAEC+QICON9URwIECBAgUBQQwEUiBQQIECBAIF9AAOeb6kiAAAECBIoCArhIpIAAAQIECOQLCOB8Ux0JECBAgEBRQAAXiRQQIECAAIF8AQGcb6ojAQIECBAoCgjgIpECAgQIECCQLyCA8011JECAAAECRQEBXCRSQIAAAQIE8gUEcL6pjgQIECBAoCgggItECggQIECAQL6AAM431ZEAAQIECBQFBHCRSAEBAgQIEMgXEMD5pjoSIECAAIGigAAuEikgQIAAAQL5AgI431RHAgQIECBQFBDARSIFBAgQIEAgX0AA55vqSIAAAQIEigICuEikgAABAgQI5AsI4HxTHQkQIECAQFFAABeJFBAgQIAAgXwBAZxvqiMBAgQIECgKCOAikQICBAgQIJAvIIDzTXUkQIAAAQJFAQFcJFJAgAABAgTyBQRwvqmOBAgQIECgKCCAi0QKCBAgQIBAvoAAzjfVkQABAgQIFAUEcJFIAQECBAgQyBcQwPmmOhIgQIAAgaKAAC4SKSBAgAABAvkCAjjfVEcCBAgQIFAUEMBFIgUECBAgQCBfQADnm+pIgAABAgSKAgK4SKSAAAECBAjkCwjgfFMdCRAgQIBAUUAAF4kUECBAgACBfAEBnG+qIwECBAgQKAoI4CKRAgIECBAgkC8ggPNNdSRAgAABAkUBAVwkUkCAAAECBPIFBHC+qY4ECBAgQKAo8H/+idS0sHeUNQAAAABJRU5ErkJggg==This part of the script makes the outline of the "A" shape.B0105-15651565010510105This part of the script makes the triangle shape within the "A".item00110i-50,20-10,12010,12050,2030,2020,50-20,50-30,20-50,200,105-15,6515,650,105