data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAE2VJREFUeF7t3L+OLDkZxuGaO4AMQbIEmxOTIGKkVefczN4M+cxKxIg7IN8AImIIiBvNCK3OEedPedrl1/78nGST6rL9+JN+6pG2nw7/CBAgQIAAgeECT8NXtCABAgQIECBwCLAhIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgABAgQICLAZIECAAAECAQEBDqBbkgCBvMB33333h9dd/PDDD3/O78YOdhQQ4B1v3ZkJEDhut9v3rwzPz89v//WPwGgBAR4tbj0CBKYQEOAprmHrTQjw1tfv8AT2FRDgfe9+lpML8Cw3YR8ECAwVEOCh3Bb7hIAAGwsCBLYUEOAtr32qQwvwVNdhMwQIjBIQ4FHS1vmcgACbDQIEthQQ4C2vfapDC/BU12EzBAiMEhDgUdLW8Q3YDBAgQOADAQE2DmkB34DTN2B9AgS6CryG9X6/f/v09PTjV178u/v9/s+Xl5c/dt2AlxE4KSDAJ6E8RoDAGgK32+1Px3H88jiOv35lx98ex/GjX8Ja414r7lKAK96qMxHYWMCflje+/MWOLsCLXZjtEiDwZQEBNiGrCAjwKjdlnwQInBIQ4FNMHppAQIAnuARbIECgn4AA97P0pmsFBPhaX28nQGCwgAAPBrfcuwUE+N10PkiAwIwCAjzjrdjTpwQE2FwQIFBKQIBLXWfpwwhw6et1OAL7CQjwfne+6okFeNWbs28Cmwn4havNLnyD4wrwBpfsiAQqCPiFqwq36AwfCgiweSBAYAkBf1pe4ppsskFAgBuwPEqAQE5AgHP2Vr5GQICvcfVWAgQ6CwhwZ1CviwsIcPwKbIAAgTMCAnxGyTMrCQjwSrdlrwQ2FhDgjS+/6NEFuOjFOhaBagICXO1GnUeAzQABAksICPAS12STDQIC3IDlUQIEcgICnLO38jUCAnyNq7cSIHBSwC9cnYTyWDkBAS53pQ5EYC0Bv3C11n3ZbT8BAe5n6U0ECLxDwJ+W34HmIyUEBLjENToEgXUFBHjdu7PzxwQE+DE/nyZA4EEBAX4Q0MeXFRDgZa/OxgnUEBDgGvfoFO0CAtxu5hMECHQUEOCOmF61lIAAL3VdNkugnoAA17tTJzonIMDnnDxFgMBFAgJ8EazXTi8gwNNfkQ0SqC0gwLXv1+k+LyDApoMAgUsE/MLVJaxeWkhAgAtdpqMQmEnAL1zNdBv2MqOAAM94K/ZEoICAPy0XuERHuFRAgC/l9XIC+woI8L537+TnBAT4nJOnCBBoFBDgRjCPbycgwNtduQMTGCMgwGOcrbKugACve3d2TmBqAQGe+npsbgIBAZ7gEmyBQEUBAa54q87UU0CAe2p6FwECPwkIsGEg8GUBATYhBAhcIiDAl7B6aSEBAS50mY5CYISAX7gaoWyNHQQEeIdbdkYCHQX8wlVHTK/aWkCAt75+hyfQLuBPy+1mPkHgUwICbC4IEGgSEOAmLg8T+KyAABsOAgSaBAS4icvDBATYDBAg0EdAgPs4egsB34DNAAECTQIC3MTlYQK+AZsBAgT6CAhwH0dvIeAbsBkgQKBJQICbuDxMwDdgM0CAQB8BAe7j6C0EfAM2AwQIvAn4hSuDQGCsgACP9bYagWkF/MLVtFdjY0UFBLjoxToWgVYBf1puFfM8gccEBPgxP58mUEZAgMtcpYMsIiDAi1yUbRK4WkCArxb2fgIfCwiwiSBA4E1AgA0CgbECAjzW22oEphUQ4GmvxsaKCghw0Yt1LAKtAgLcKuZ5Ao8JCPBjfj5NoIyAAJe5SgdZRECAF7ko2yRwtYAAXy3s/QQ+FhBgE0GguIBfuCp+wY63rIAAL3t1Nk7gnIBfuDrn5CkCowUEeLS49QgMFvCn5cHgliNwUkCAT0J5jMCqAgK86s3Zd3UBAa5+w863vYAAbz8CACYVEOBJL8a2CPQSEOBekt5DoK+AAPf19DYC0wkI8HRXYkME3gQE2CAQKC4gwMUv2PGWFRDgZa/OxgmcExDgc06eIjBaQIBHi1uPwGABAR4MbjkCJwUE+CSUxwjMJvC/H9j47df2db/ff3Ecx79fXl5e/+sfAQKTCAjwJBdhGwRaBc4G+DiOXx3H8Z/n5+eft67heQIErhMQ4OtsvZnAFAK32+0vrxt5fn7+/RQbsgkCBN4EBNggECguIMDFL9jxlhUQ4GWvzsYJnBMQ4HNOniIwWkCAR4tbj8BgAQEeDG45AicFBPgklMcIrCogwKvenH1XFxDg6jfsfNsLCPD2IwBgUgEBnvRibItALwEB7iXpPQT6CghwX09vIzCdgABPdyU2ROBNQIANAoHiArfb7e/HcfzsOI6/feWo3xzH8Q//v3DxgXC8aQQEeJqrsBEC1wi8fgO+3+/fPD09/eMrK/zmfr//6+Xl5dfX7MRbCRD4UECAzQMBAm8C/lRtEAiMFRDgsd5WIzCtgABPezU2VlRAgIterGMRaBUQ4FYxzxN4TECAH/PzaQJlBAS4zFU6yCICArzIRdkmgasFBPhqYe8n8LGAAJsIAgTeBATYIBAYKyDAY72tRmBaAQGe9mpsrKiAABe9WMci0CogwK1inifwmIAAP+bn0wTKCPjFrDJX6SCLCAjwIhdlmwSuFvCLWVcLez+BjwUE2EQQINAk4E/VTVweJvBZAQE2HAQINAkIcBOXhwkIsBkgQKCPgAD3cfQWAr4BmwECBJoEBLiJy8MEfAM2AwQI9BEQ4D6O3kLAN2AzQIBAk4AAN3F5mIBvwGaAAIE+AgLcx9FbCPgGbAYIEGgSEOAmLg8T8A3YDBAg0EfAL2b1cfQWAr4BmwECBJoE/GJWE5eHCfgGbAYIEBgr4E/VY72ttp6Ab8Dr3ZkdE1hCQICXuCabDAoIcBDf0gQqCwhw5dt1th4CAtxD0TsIEPg/AQE2FAS+LCDAJoQAgUsEBPgSVi8tJCDAhS7TUQjMJCDAM92GvcwoIMAz3oo9ESggIMAFLtERLhUQ4Et5vZzAvgICvO/dO/k5AQE+5+QpAgQaBfxiViOYx7cTEODtrtyBCYwR8ItZY5ytsq6AAK97d3ZOoISAP1WXuEaHeIeAAL8DzUcIEOgnIMD9LL1pLQEBXuu+7JZAOQEBLnelDnRSQIBPQnmMAIFrBAT4GldvnV9AgOe/IzskUFpAgEtfr8N9QUCAjQcBAlEBAY7yWzwoIMBBfEsTIHAcAmwKdhUQ4F1v3rkJTCIgwJNchG0MFxDg4eQWJEDgQwG/mGUedhUQ4F1v3rkJTCLgF7MmuQjbGC4gwMPJLUiAwHsE/Kn6PWo+M7OAAM98O/ZGgMBPAgJsGKoJCHC1G3UeAkUFBLjoxW58LAHe+PIdncBKAgK80m3Z6xkBAT6j5BkCBOICAhy/AhvoLCDAnUG9jgCBawQE+BpXb80JCHDO3soECDQICHADlkeXEBDgJa7JJgkQEGAzUE1AgKvdqPMQKCrgF7OKXuzGxxLgjS/f0QmsJOAXs1a6LXs9IyDAZ5Q8Q4DAMgL+VL3MVW2/UQHefgQAEKglIMC17rPyaQS48u06G4ENBQR4w0tf9MgCvOjF2TYBAp8WEGCTsYqAAK9yU/ZJgMApAQE+xeShCQQEeIJLsAUCBPoJCHA/S2+6VkCAr/X1dgIEBgsI8GBwy71bQIDfTeeDBAjMKCDAM96KPX1KQIDNBQECpQT8Ylap6yx9GAEufb0OR2A/Ab+Ytd+dr3piAV715uybAIGHBPyp+iE+H+4gIMAdEL2CAIH1BAR4vTurtmMBrnajzkOAwCkBAT7F5KELBQT4QlyvJkBgXgEBnvdudtmZAO9y085JgMBHAgJsINICApy+AesTIBAREOAIu0U/EBBg40CAwJYCArzltU91aAGe6jpshgCBUQICPEraOp8TEGCzQYDAlgICvOW1T3VoAZ7qOmyGAIFRArfb7fvXtZ6fn9/+6x+B0QICPFrcegQIECBA4DgOATYGBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgAABATYDBAgQIEAgICDAAXRLEiBAgACB/wJC5hqWlxpWlAAAAABJRU5ErkJggg==Have Alonzo Draw 8 steps that are 10 units long