data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAcpElEQVR4Xu3aPc+l11UG4Od5R65JqIgSJIrY2H0MJOLDklvrneOeFvIzkpofgBR6aGhm3pl2EHKkBJkUVMgfgsqiSBULUZk5DxoSdwjp7GXvde9zLvd7r3Wutd596xl53/xHgAABAgQITBfYp1dUkAABAgQIENgEsCUgQIAAAQINAgK4AV1JAgQIECAggO0AAQIECBBoEBDADehKEiBAgAABAWwHCBAgQIBAg4AAbkBXkgABAgQICGA7QIAAAQIEGgQEcAO6kgQIECBAQADbAQIECBAg0CAggBvQlSRAgAABAgLYDhAgQIAAgQYBAdyAriQBAgQIEBDAdoAAAQIECDQICOAGdCUJECBAgIAAtgMECBAgQKBBQAA3oCtJgAABAgQEsB0gQIAAAQINAgK4AV1JAgQIECAggO0AAQIECBBoEBDADehKEiBAgAABAWwHCBAgQIBAg4AAbkBXkgABAgQICGA7QIAAAQIEGgQEcAO6kgQIECBAQADbAQIECBAg0CAggBvQlSRAgAABAgLYDhAgQIAAgQYBAdyAriQBAgQIEBDAdoAAAQIECDQICOAGdCUJECBAgIAAtgMECBAgQKBBQAA3oCtJgAABAgQEsB0gQIAAAQINAgK4AV1JAgQIECAggO0AAQIECBBoEBDADehKEiBAgAABAWwHCBAgQIBAg4AAbkBXkgABAgQICGA7QIAAAQIEGgQEcAO6kgQIECBAQADbAQIECBAg0CAggBvQlSRAgAABAgLYDhAgQIAAgQYBAdyAriQBAgQIEBDAdoAAAQIECDQICOAGdCUJECBAgIAAtgMECBAgQKBBQAA3oCtJgAABAgQEsB0gQIAAAQINAgK4AV1JAgQIECAggO0AAQIECBBoEBDADehKEiBAgAABAWwHCBAgQIBAg4AAbkBXkgABAgQICGA7QIAAAQIEGgQEcAO6kgQIECBAQADbAQIECBAg0CAggBvQlSRAgAABAgLYDhAgQIAAgQYBAdyAriQBAgQIEBDAdoAAAQIECDQICOAGdCUJECBAgIAAtgMECBAgQKBBQAA3oCtJgAABAgQEsB0gQIAAAQINAgK4AV1JAgQIECAggO0AAQIECBBoEBDADehKEiBAgAABAWwHCBAgQIBAg4AAbkBXkgABAgQICGA7QIAAAQIEGgQEcAO6kgQIECBAQADbAQIECBAg0CAggBvQlSRAgAABAgLYDhAgQIAAgQYBAdyAriQBAgQIEBDAdoAAAQIECDQICOAGdCUJECBAgIAAtgMECBAgQKBBQAA3oCtJgAABAgQEsB0gQIAAAQINAgK4AV1JAgQIECAggO0AAQIECBBoEBDADehKEiBAgAABAWwHCBAgQIBAg4AAbkBXkgABAgQICGA7QIAAAQIEGgQEcAO6kgQIECBAQADbAQIECBAg0CAggBvQlSRAgAABAgLYDhAgQIAAgQYBAdyAriQBAgQIEBDAdoAAAQIECDQICOAGdCUJECBAgIAAtgMECBAgQKBBQAA3oCtJgAABAgQEsB0gQIAAAQINAgK4AV1JAgQIECAggO0AAQIECBBoEBDADehKEiBAgAABAWwHCBAgQIBAg4AAbkBXkgABAgQICGA7QIAAAQIEGgQEcAO6kgQIECBAQADbAQIECBAg0CAggBvQlSRAgAABAgLYDhAgQIAAgQYBAdyAriQBAgQIEBDAdoAAAQIECDQICOAGdCUJECBAgIAAtgMECBAgQKBBQAA3oCtJgAABAgQEsB0gQIAAAQINAgK4AV1JAgQIECAggO0AAQIECBBoEBDADehKEiBAgAABAWwHCBAgQIBAg4AAbkBX8tcCp9Ppz7dt+5Nt2/4j0WTf9z89juNVax/o73KBBfy+9cUXX/z0+fPnf3v5r3OCQF1AANcN3TAocDqdfrJt2+9v2/aPg1d83cf+4jiOfd/3v/m6Cw3er79BuN8c+7Pz+fzJw8PDD2vXOE1gTEAAj7k59RUInE6nH23btj958uTHX8F1X/kV77///j8cx3H35MmTd77yy7+CC/VXQ0zfv9qvc3oFAQG8wpSutMf0B1DA1RYv3S99/2r6Tq8gIIBXmNKV9pj+AKYHiP5qfxjp+1f7dU6vICCAV5jSlfaY/gAKuNripful719N3+kVBATwClO60h7TH8D0ANFf7Q8jff9qv87pFQQE8ApTutIe0x9AAVdbvHS/9P2r6Tu9goAAXmFKV9pj+gOYHiD6q/1hpO9f7dc5vYKAAF5hSlfaY/oDKOBqi5ful75/NX2nVxAQwCtM6Up7TH8A0wNEf7U/jPT9q/06p1cQEMArTOlKe0x/AAVcbfHS/dL3r6bv9AoCAniFKV1pj+kPYHqA6K/2h5G+f7Vf5/QKAgJ4hSldaY/pD6CAqy1eul/6/tX0nV5BQACvMKUr7TH9AUwPEP3V/jDS96/265xeQUAArzClK+0x/QEUcLXFS/dL37+avtMrCAjgFaZ0pT2mP4DpAaK/2h9G+v7Vfp3TKwgI4BWmdKU9pj+AAq62eOl+6ftX03d6BQEBvMKUrrTH9AcwPUD0V/vDSN+/2q9zegUBAbzClK60x/QHUMDVFi/dL33/avpOryAggFeY0pX2mP4ApgeI/mp/GOn7V/t1Tq8gIIBXmNKV9pj+AAq42uKl+6XvX03f6RUEBPAKU7rSHtMfwPQA0V/tDyN9/2q/zukVBATwClO60h7TH0ABV1u8dL/0/avpO72CgABeYUpX2mP6A5geIPqr/WGk71/t1zm9goAAXmFKV9pj+gMo4GqLl+6Xvn81fadXEBDAK0zpSntMfwDTA0R/tT+M9P2r/TqnVxAQwCtM6Up7TH8ABVxt8dL90vevpu/0CgICeIUpXWmP6Q9geoDor/aHkb5/tV/n9AoCAniFKV1pj+kPoICrLV66X/r+1fSdXkFAAK8wpSvtMf0BTA8Q/dX+MNL3r/brnF5BQACvMKUr7TH9ARRwtcVL90vfv5q+0ysICOAVpnSlPaY/gOkBor/aH0b6/tV+ndMrCAjgFaZ0pT2mP4ACrrZ46X7p+1fTd3oFAQG8wpSutMf0BzA9QPRX+8NI37/ar3N6BQEBvMKUrrTH9AdQwNUWL90vff9q+k6vICCAV5jSlfaY/gCmB4j+an8Y6ftX+3VOryAggFeY0pX2mP4ACrja4qX7pe9fTd/pFQQE8ApTutIe0x/A9ADRX+0PI33/ar/O6RUEBPAKU7rSHtMfQAFXW7x0v/T9q+k7vYKAAF5hSlfa4+l0erFt21vbtn2c+BOP4/j+cRzb3d3dzxP727btD171t+/7h6H9/eA3/f0stL83zufzRw8PD++G9qetKxcQwFc+4OSfd39//2Lf9zf3ff80sc/jOP5o217l2x4ZwMdxfPc4jv3u7i7W73w+748ePUr1e/1VAD979kwAJ/4B3kBPAvgGhpz6E9P/CTD9n1BT5/plX+l+6fuXPl/91QUEcN3QDYMC6Q9geoAMsk87lu6Xvn/TBqVQm4AAbqNXOP0BTA+Q9A1K90vfv/T56q8uIIDrhm4YFEh/ANMDZJB92rF0v/T9mzYohdoEBHAbvcLpD2B6gKRvULpf+v6lz1d/dQEBXDd0w6BA+gOYHiCD7NOOpful79+0QSnUJiCA2+gVTn8A0wMkfYPS/dL3L32++qsLCOC6oRsGBdIfwPQAGWSfdizdL33/pg1KoTYBAdxGr3D6A5geIOkblO6Xvn/p89VfXUAA1w3dMCiQ/gCmB8gg+7Rj6X7p+zdtUAq1CQjgNnqF0x/A9ABJ36B0v/T9S5+v/uoCArhu6IZBgfQHMD1ABtmnHUv3S9+/aYNSqE1AALfRK5z+AKYHSPoGpful71/6fPVXFxDAdUM3DAqkP4DpATLIPu1Yul/6/k0blEJtAgK4jV7h9AcwPUDSNyjdL33/0uerv7qAAK4bumFQIP0BTA+QQfZpx9L90vdv2qAUahMQwG30Cqc/gOkBkr5B6X7p+5c+X/3VBQRw3dANgwLpD2B6gAyyTzuW7pe+f9MGpVCbgABuo1c4/QFMD5D0DUr3S9+/9Pnqry4ggOuGbhgUSH8A0wNkkH3asXS/9P2bNiiF2gQEcBu9wukPYHqApG9Qul/6/qXPV391AQFcN3TDoED6A5geIIPs046l+6Xv37RBKdQmIIDb6BVOfwDTAyR9g9L90vcvfb76qwsI4LqhGwYF0h/A9AAZZJ92LN0vff+mDUqhNgEB3EavcPoDmB4g6RuU7pe+f+nz1V9dQADXDd0wKJD+AKYHyCD7tGPpfun7N21QCrUJCOA2eoXTH8D0AEnfoHS/9P1Ln6/+6gICuG7ohkGB9AcwPUAG2acdS/dL379pg1KoTUAAt9ErnP4ApgdI+gal+6XvX/p89VcXEMB1QzcMCqQ/gOkBMsg+7Vi6X/r+TRuUQm0CAriNXuH0BzA9QNI3KN0vff/S56u/uoAArhu6YVAg/QFMD5BB9mnH0v3S92/aoBRqExDAbfQKpz+A6QGSvkHpfun7lz5f/dUFBHDd0A2DAukPYHqADLJPO5bul75/0walUJuAAG6jVzj9AUwPkPQNSvdL37/0+eqvLiCA64ZuGBRIfwDTA2SQfdqxdL/0/Zs2KIXaBARwG73C6Q9geoCkb1C6X/r+pc9Xf3UBAVw3dMOgQPoDmB4gg+zTjqX7pe/ftEEp1CYggNvoFT6dTi+2bXtr27aPEzWO43j7OI5fPTw8fCexv/SeHj9+/Nm+79/ctu3D0F7fOJ/PHz08PLwb2p+2rlxAAF/5gJN/3v39/Yt939/c9/3TxD6P4/jetm2fP3369NuJ/aX3dH9//9m2bd+4u7v7RWKvx3G8/iqAnz17JoATB3QDPQngGxhy6k9M/yfA9H9CTZ3rl32l+6XvX/p89VcXEMB1QzcMCqQ/gOkBMsg+7Vi6X/r+TRuUQm0CAriNXuH0BzA9QNI3KN0vff/S56u/uoAArhu6YVAg/QFMD5BB9mnH0v3S92/aoBRqExDAbfQKpz+A6QGSvkHpfun7lz5f/dUFBHDd0A2DAukPYHqADLJPO5bul75/0walUJuAAG6jVzj9AUwPkPQNSvdL37/0+eqvLiCA64ZuGBRIfwDTA2SQfdqxdL/0/Zs2KIXaBARwG73C6Q9geoCkb1C6X/r+pc9Xf3UBAVw3dMOgQPoDmB4gg+zTjqX7pe/ftEEp1CYggNvoFU5/ANMDJH2D0v3S9y99vvqrCwjguqEbBgXSH8D0ABlkn3Ys3S99/6YNSqE2AQHcRq9w+gOYHiDpG5Tul75/6fPVX11AANcN3TAokP4ApgfIIPu0Y+l+6fs3bVAKtQkI4DZ6hdMfwPQASd+gdL/0/Uufr/7qAgK4buiGQYH0BzA9QAbZpx1L90vfv2mDUqhNQAC30Suc/gCmB0j6BqX7pe9f+nz1VxcQwHVDNwwKpD+A6QEyyD7tWLpf+v5NG5RCbQICuI1e4fQHMD1A0jco3S99/9Lnq7+6gACuG7phUCD9AUwPkEH2acfS/dL3b9qgFGoTEMBt9AqnP4DpAZK+Qel+6fuXPl/91QUEcN3QDYMC6Q9geoAMsk87lu6Xvn/TBqVQm4AAbqNXOP0BTA+Q9A1K90vfv/T56q8uIIDrhm4YFEh/ANMDZJB92rF0v/T9mzYohdoEBHAbvcLpD2B6gKRvULpf+v6lz1d/dQEBXDd0w6BA+gOYHiCD7NOOpful79+0QSnUJiCA2+gVTn8A0wMkfYPS/dL3L32++qsLCOC6oRsGBdIfwPQAGWSfdizdL33/pg1KoTYBAdxGr3D6A5geIOkblO6Xvn/p89VfXUAA1w3dMCiQ/gCmB8gg+7Rj6X7p+zdtUAq1CQjgNnqF0x/A9ABJ36B0v/T9S5+v/uoCArhu6IZBgfQHMD1ABtmnHUv3S9+/aYNSqE1AALfRK5z+AKYHSPoGpful71/6fPVXFxDAdUM3DAqkP4DpATLIPu1Yul/6/k0blEJtAgK4jV7h9AcwPUDSNyjdL33/0uerv7qAAK4bumFQIP0BTA+QQfZpx9L90vdv2qAUahMQwG30Cqc/gOkBkr5B6X7p+5c+X/3VBQRw3dANgwLpD2B6gAyyTzuW7pe+f9MGpVCbgABuo1f4dDq92LbtrW3bPk7UOI7j7eM4fvXw8PCdxP7Se3r8+PFn+75/c9u2D0N7feN8Pn/08PDwbmh/2rpyAQF85QNO/nn39/cv9n1/c9/3TxP7PI7je9u2ff706dNvJ/aX3tP9/f1n27Z94+7u7heJvR7H8fqrAH727JkAThzQDfQkgG9gyKk/Mf2fANP/CTV1rl/2le6Xvn/p89VfXUAA1w3dMCiQ/gCmB8gg+7Rj6X7p+zdtUAq1CQjgNnqF0x/A9ABJ36B0v/T9S5+v/uoCArhu6IZBgfQHMD1ABtmnHUv3S9+/aYNSqE1AALfRK5z+AKYHSPoGpful71/6fPVXFxDAdUM3DAqkP4DpATLIPu1Yul/6/k0blEJtAgK4jV7h9AcwPUDSNyjdL33/0uerv7qAAK4bumFQIP0BTA+QQfZpx9L90vdv2qAUahMQwG30Cqc/gOkBkr5B6X7p+5c+X/3VBQRw3dANgwLpD2B6gAyyTzuW7pe+f9MGpVCbgABuo1c4/QFMD5D0DUr3S9+/9Pnqry4ggOuGbhgUSH8A0wNkkH3asXS/9P2bNiiF2gQEcBu9wukPYHqApG9Qul/6/qXPV391AQFcN3TDoED6A5geIIPs046l+6Xv37RBKdQmIIDb6BVOfwDTAyR9g9L90vcvfb76qwsI4LqhGwYF0h/A9AAZZJ92LN0vff+mDUqhNgEB3EavcPoDmB4g6RuU7pe+f+nz1V9dQADXDd0wKJD+AKYHyCD7tGPpfun7N21QCrUJCOA2eoXTH8D0AEnfoHS/9P1Ln6/+6gICuG7ohkGB9AcwPUAG2acdS/dL379pg1KoTUAAt9ErnP4ApgdI+gal+6XvX/p89VcXEMB1QzcMCqQ/gOkBMsg+7Vi6X/r+TRuUQm0CAriNXuH0BzA9QNI3KN0vff/S56u/uoAArhu6YVAg/QFMD5BB9mnH0v3S92/aoBRqExDAbfQKpz+A6QGSvkHpfun7lz5f/dUFBHDd0A2DAukPYHqADLJPO5bul75/0walUJuAAG6jVzj9AUwPkPQNSvdL37/0+eqvLiCA64ZuGBRIfwDTA2SQfdqxdL/0/Zs2KIXaBARwG73C6Q9geoCkb1C6X/r+pc9Xf3UBAVw3dMOgQPoDmB4gg+zTjqX7pe/ftEEp1CYggNvoFU5/ANMDJH2D0v3S9y99vvqrCwjguqEbBgXSH8D0ABlkn3Ys3S99/6YNSqE2AQHcRq9w+gOYHiDpG5Tul75/6fPVX11AANcN3TAokP4ApgfIIPu0Y+l+6fs3bVAKtQkI4DZ6hdMfwPQASd+gdL/0/Uufr/7qAgK4buiGQYH0BzA9QAbZpx1L90vfv2mDUqhNQAC30Suc/gCmB0j6BqX7pe9f+nz1VxcQwHVDNwwKpD+A6QEyyD7tWLpf+v5NG5RCbQICuI1e4dPp9G/btv3utm3/FarxW8dxnPd9/2lif8dxvLHv//sn/Elof9/ff93gzxL727btjfP5/NHDw8O7of1p68oFBPCVDzj5551Op18ex/Hb+77/Z2Kfx3G8CuDt7u7ug8T+tm17+1V/+77/c2J/x3H84XEc+93d3T+F9vf6qwB+9uyZAE4c0A30JIBvYMipP3GBf6L8923b7p48efJ7iYbpfun9+SfoxK2+rZ4E8G3NO+rXLvBAC+DCxiww3x9t27Y/efLkx4Wf6SiBYQEBPEznYFVggQdaABeGvMB8BXBhvo7WBQRw3dANgwILPNACeHC2r44tMF8BXJivo3UBAVw3dMOgwAIPtAAenK0ALsA5ejMCAvhmRp33QwVwbSbpfun9+Z+wavvndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAosMAD7Qt4cLa+gAtwjt6MgAC+mVHn/VABXJtJul96f76Aa/vndF1AANcN3TAocDqd/nXbtm9t2/Yvg1d83cd+cBzHf+/7/ldfd6HB+/9y27ZXf8M/GTz/dR9L7++d8/n8ycPDww+/bgj3E/i/BASwvWgTeO+99/563/d3Hj169Mu2Jv6fwufz+bsvX778/LXXXvv7xP5evnz5x68C+NGjRz/V3+UCx3H8zsuXLz94/vz5311+2gkCdQEBXDd0AwECBAgQuFhAAF9M5gABAgQIEKgLCOC6oRsIECBAgMDFAgL4YjIHCBAgQIBAXUAA1w3dQIAAAQIELhYQwBeTOUCAAAECBOoCArhu6AYCBAgQIHCxgAC+mMwBAgQIECBQFxDAdUM3ECBAgACBiwUE8MVkDhAgQIAAgbqAAK4buoEAAQIECFwsIIAvJnOAAAECBAjUBQRw3dANBAgQIEDgYgEBfDGZAwQIECBAoC4ggOuGbiBAgAABAhcLCOCLyRwgQIAAAQJ1AQFcN3QDAQIECBC4WEAAX0zmAAECBAgQqAsI4LqhGwgQIECAwMUCAvhiMgcIECBAgEBdQADXDd1AgAABAgQuFhDAF5M5QIAAAQIE6gICuG7oBgIECBAgcLGAAL6YzAECBAgQIFAXEMB1QzcQIECAAIGLBQTwxWQOECBAgACBuoAArhu6gQABAgQIXCwggC8mc4AAAQIECNQFBHDd0A0ECBAgQOBiAQF8MZkDBAgQIECgLiCA64ZuIECAAAECFwsI4IvJHCBAgAABAnUBAVw3dAMBAgQIELhYQABfTOYAAQIECBCoCwjguqEbCBAgQIDAxQIC+GIyBwgQIECAQF1AANcN3UCAAAECBC4WEMAXkzlAgAABAgTqAgK4bugGAgQIECBwscD/AN86gYaup3haAAAAAElFTkSuQmCCAshley Ortiz
Project: A board game where the player moves the amount of steps based on the numbers they rolled440400340-9024018034004-9031804