data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAFt1JREFUeF7t3UGOXMexBdDqbXjOdWgBBqSeczPajObdAjw2tA7OuY0ymrAGhkkwX1W+jIz7joYfWS8jTkTVZbfR9V9u/iNAgAABAgSWC7wsv9GFBAgQIECAwE0AWwICBAgQIFAgIIAL0F1JgAABAgQEsB0gQIAAAQIFAgK4AN2VBAgQIEBAANsBAgQIECBQICCAC9BdSYAAAQIEBLAdIECAAAECBQICuADdlQQIECBAQADbAQIECBAgUCAggAvQXUmAAAECBASwHSBAgAABAgUCArgA3ZUECBAgQEAA2wECBAgQIFAgIIAL0F1JgAABAgQEsB0gQIAAAQIFAgK4AN2VBAgQIEBAANsBAgQIECBQICCAC9BdSYAAAQIEBLAdIECAAAECBQICuADdlQQIECBAQADbAQIECBAgUCAggAvQXUmAAAECBASwHSBAgAABAgUCArgA3ZUECBAgQEAA2wECBAgQIFAgIIAL0F1JgAABAgQEsB0gQIAAAQIFAgK4AN2VBAgQIEBAANsBAgQIECBQICCAC9BdSYAAAQIEBLAdIECAAAECBQICuADdlQQIECBAQADbAQIECBAgUCAggAvQXUmAAAECBASwHSBAgAABAgUCArgA3ZUECBAgQEAA2wECBAgQIFAgIIAL0F1JgAABAgQEsB0gQIAAAQIFAgK4AN2VBAgQIEBAANsBAgQIECBQICCAC9BdSYAAAQIEBLAdIECAAAECBQICuADdlQQIECBAQADbAQIECBAgUCAggAvQXUmAAAECBASwHSBAgAABAgUCArgA3ZUECBAgQEAA2wECBAgQIFAgIIAL0F1JgAABAgQEsB0gQIAAAQIFAgK4AN2VBAgQIEBAANsBAgQIECBQICCAC9BdSYAAAQIEBLAdIECAAAECBQICuADdlQQIECBAQADbAQIECBAgUCAggAvQXUmAAAECBASwHSBAgAABAgUCArgA3ZUECBAgQEAA2wECBAgQIFAgIIAL0F1JgAABAgQEsB0gQIAAAQIFAgK4AN2VBAgQIEBAANsBAgQIECBQICCAC9BdSYAAAQIEBLAdIECAAAECBQICuADdlQQIECBAQADbAQIECBAgUCAggAvQXUmAAAECBASwHSBAgAABAgUCArgA3ZUECBAgQEAA2wECBAgQIFAgIIAL0F1JgAABAgQEsB0gQIAAAQIFAgK4AN2VBAgQIEBAANsBAgQIECBQICCAC9BdSYAAAQIEBLAdIECAAAECBQICuADdlQQIECBAQADbAQIECBAgUCAggAvQXUmAAAECBASwHSBAgAABAgUCArgA3ZUECBAgQEAA2wECBAgQIFAgIIAL0F1JgAABAgQEsB0gQIAAAQIFAgK4AN2VBAgQIEBAANsBAgQIECBQICCAC9BdSYAAAQIEBLAdIECAAAECBQICuADdlQQIECBAQADbAQIECBAgUCAggAvQXUmAAAECBASwHSBAgAABAgUCArgA3ZUECBAgQEAA2wECBAgQIFAgIIC/g/76+vr7/X7/9PLy8uUnM/l0u92+vL29/V4wO1eGCti/0ME2acv+rRuUAP5+AP9xu93+cbvd/vrJKH653+9f39/fP68bmZvSBV5fX+1f+pA37s/+rRuOAP7BT8Af/+ef/WT78S/FkXPrxummBIHRvRo9l2Cih3UCo3s1em5d5f1uEsACuN/Whlc8+sE2ei6cS3uTBUb3avTc5PKiHieABXDUQic0M/rBNnouwUQP6wRG92r03LrK+90kgAVwv60Nr3j0g230XDiX9iYLjO7V6LnJ5UU9TgAL4KiFTmhm9INt9FyCiR7WCYzu1ei5dZX3u0kAC+B+Wxte8egH2+i5cC7tTRYY3avRc5PLi3qcABbAUQud0MzoB9vouQQTPawTGN2r0XPrKu93kwAWwP22Nrzi0Q+20XPhXNqbLDC6V6PnJpcX9bhLBfDHwgx+w9XQF2wc+IN135gV9bZ5rBn795ibV80RsH9zHGc+5WoBPPoNQ0OBOXuhZw7Ws/YTmP0PNvu334x3rsj+7TedqwVwyTdX+VXNfotfUVHVHlTdW2Hszh8LVO1B1b0ddkEAL5iSBVyA3OCKqj2ourfBSC5VYtUeVN3bYbgCeMGULOAC5AZXVO1B1b0NRnKpEqv2oOreDsMVwAumZAEXIDe4omoPqu5tMJJLlVi1B1X3dhiuAF4wJQu4ALnBFVV7UHVvg5FcqsSqPai6t8NwBfCCKVnABcgNrqjag6p7G4zkUiVW7UHVvR2GK4AXTMkCLkBucEXVHlTd22Aklyqxag+q7u0wXAG8YEoWcAFygyuq9qDq3gYjuVSJVXtQdW+H4UYE8MeAZ37D1ezBzf4D+Nn1ed5zAvbvOT+vfk7A/j3nV/nqlACe+g1Xswey+xtkdr9Xe97u/8Cyf9kbaf/6zjclgEu+4Wr22P2qZrbomuelzC2ljzVT3+eWlLml9HFkMwTwEa2Tz15xAU8mXfL4lLml9LFk6BtdkjK3lD6OrIYAPqJ18tkrLuDJpEsenzK3lD6WDH2jS1LmltLHkdUQwEe0Tj57xQU8mXTJ41PmltLHkqFvdEnK3FL6OLIaAviI1slnr7iAJ5MueXzK3FL6WDL0jS5JmVtKH0dWQwAf0Tr57BUX8GTSJY9PmVtKH0uGvtElKXNL6ePIagjgI1onn73iAp5MuuTxKXNL6WPJ0De6JGVuKX0cWQ0BfETr5LNXXMCTSZc8PmVuKX0sGfpGl6TMLaWPI6uxdQB/DGTnb7g6Aj1ydvc/qB/pIemM/fvhND/dbrcvb29v3/7+3n/nCNi//P3bPYC3/oar2W+7q73hZvvNft7V/kFk/2Zv0HPPs38/9Pvlfr9/fX9///yccP2rdw/giG+4mj3mK/6qZrbhyPM4f1+Jy8j2PH+Gc/7+CeDn3yfLn+CNuYacc/4H4JpNeuwW+5e/fwL4sfdG6au8Mdfwc87/AFyzSY/dYv/y908AP/beKH2VN+Yafs75H4BrNumxW+xf/v4J4MfeG6Wv8sZcw885/wNwzSY9dov9y98/AfzYe6P0Vd6Ya/g5538Artmkx26xf/n7J4Afe2+Uvsobcw0/5/wPwDWb9Ngt9i9//wTwY++N0ld5Y67h55z/Abhmkx67xf7l719JAPuD/8fekH+/6mp/oP+c1v+/2v49J2r/nva71Df8Paf13fdvzBc0VQVwDODs5Rp5ngAZUfrxGQHytJ8AeYLQ/j2Bd7vdkj7/qgLYN1w9t4NDr/YrrPxfYQ0tQtEh+2f/ilbv27Ud9k8AV27IyXd3WMCTCb77eC5r1DkL4DWb1tdZAFduyMl3+wDs+8Y8eTWWPN7+2b8li/aDSzrsnwCu3JCT7+6wgCcT+Am4Avi/d9o/AVy4fn4F/SN8b8w1a8nZB+CaTeN8xNn78ojW42c7OPsJ+PH5bv/KDgtYgchljTpn/zBZs2l9nQVw5YacfLcPwL5vzJNXY8nj7Z/9W7Jo/jfgY8zemMe8Hj3N2Qfgo7sz43X2z/7N2KNHn9Fh/6b+BJz0B9KPDn2n113tD/7t307b9+3vMC/1hTv2z/4dFZgdwJd6wx3FXn3+ah8IV/vAX71PR++zfz8U+3S73b68vb19+0Ii/50j0GH/Zgewb7g6Z5dOfWqHX9WMAKT0MdJr0pmUuaX0kbRbI71Uzk0Aj0wo/EzlAs6kTeljpkmHZ6XMLaWPDjszs8bKuQngmZNs+qzKBZxJltLHTJMOz0qZW0ofHXZmZo2VcxPAMyfZ9FmVCziTLKWPmSYdnpUyt5Q+OuzMzBor5yaAZ06y6bMqF3AmWUofM006PCtlbil9dNiZmTVWzk0Az5xk02dVLuBMspQ+Zpp0eFbK3FL66LAzM2usnJsAnjnJps+qXMCZZCl9zDTp8KyUuaX00WFnZtZYOTcBPHOSTZ9VuYAzyVL6mGnS4Vkpc0vpo8POzKyxcm5DAfxR4P1+//Ty8vLlJ43/cr/fv76/v3+eCeRZ5wrs/gUW9u/c+Vc/3f5VT+Da91fu32gA+4ar4B3dPeAq3yDBY9+mNfu3zSguWUjl/o0GsG+4uuRq/m/TVb+qqbrXyPcSqNqDqnv30lfNGXsggO3VsMAZCzhyedW9I7U5s06gag+q7l0n66YRgTP2QACPyDvzTeCMBRyhrbp3pDZn1glU7UHVvetk3TQicMYeCOAReWcEsB0oFzjjA3Ckqap7R2pzZp3AGXsggNfNr/1NZyzgCErVvSO1ObNOoGoPqu5dJ+umEYEz9kAAj8g74ydgO1AucMYH4EhTVfeO1ObMOoEz9kAAr5tf+5vOWMARlKp7R2pzZp1A1R5U3btO1k0jAmfsgQAekXfGT8B2oFzgjA/Akaaq7h2pzZl1Amfswctvv/32h2+4WjfEzjfN/kKMj4X2DWudN2Jt7fZvrbfb/ldg9v59PP3l9fX137fb7a+fYH+63W5f3t7evn0hh/+uKTA7MM9Y6GtO5hpd279rzHnXLmfv398B/Ltg3XXkPesa/VXN6LmeCqquEhjdq9FzVX24t6fAkb36+AlYAPec87ZVjy7g6LltG1XYlgKjezV6bssmFbWtwJG9EsDbjrFvYaMLOHqur4TKKwRG92r0XEUP7uwrcGSvBHDfOW9b+egCjp7btlGFbSkwulej57ZsUlHbChzZKwG87Rj7Fja6gKPn+kqovEJgdK9Gz1X04M6+Akf2SgD3nfO2lY8u4Oi5bRtV2JYCo3s1em7LJhW1rcCRvRLA246xb2GjCzh6rq+EyisERvdq9FxFD+7sK3BkrwRw3zlvW/noAo6e27ZRhW0pMLpXo+e2bFJR2woc2SsBvO0Y+xZ24As2frnf71/f398/9+1W5bsJ2L/dJnKteg7s3+3l119//eeff/75r2sR6fZMgY9/AQ5+xaRvWDtzEBd9tv276OA3afvA/t2G/p8xbNKXMggQIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIyAAI4ZpUYIECBAoJOAAO40LbUSIECAQIzAfwBEx1zQCbkKBwAAAABJRU5ErkJggg==Have Alonzo Draw 8 steps that are 10 units longHave Alonzo Draw 8 steps that are 10 units long8