data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAQAElEQVR4AezcS3IbRxYFUFLb6LGX0HPPHUFx7s1wMz0nGdHz3kePvQ4akmxLFAEUqiqz8nNPR9OSgELmu+cx4s7w6c7/CBAgQIAAgcMFFPDh5C4kQIAAAQJ3d9kF7DeAAAECBAg0ElDAjeBdS4AAAQLZAgo4d/+SEyBAgEBDAQXcEN/VBAgQIJAroIBzd5+dXHoCBAg0FlDAjRfgegIECBDIFFDAmXuXOltAegIEOhBQwB0swQgECBAgkCeggPN2LjGBbAHpCXQioIA7WYQxCBAgQCBLQAFn7VtaAgSyBaTvSEABd7QMoxAgQIBAjoACztm1pAQIEMgW6Cy9Au5sIcYhQIAAgQwBBZyxZykJECBAoDOBgwu4s/TGIUCAAAECjQQUcCN41xIgQIBAtoACPnD/riJAgAABAn8LKOC/JfxJgAABAgQOFFDAB2JnXyU9AQIECPwooIB/1PB3AgQIECBwkIACPgjaNdkC0hMgQOBnAQX8s4h/EyBAgACBAwQU8AHIriCQLSA9AQLnBBTwORWvESBAgACBygIKuDKw4wkQyBaQnsAlAQV8ScbrBAgQIECgooACrojraAIECGQLSH9NQAFf0/EeAQIECBCoJKCAK8E6lgABAgSyBZbSK+AlIe8TIECAAIEKAgq4AqojCRAgQIDAksDcBbyU3vsECBAgQKCRgAJuBO9aAgQIEMgWUMDz7l8yAgQIEOhYQAF3vByjESBAgMC8Agp43t1mJ5OeAAECnQso4M4XZDwCBAgQmFNAAc+5V6myBaQnQGAAAQU8wJKMSIAAAQLzCSjg+XYqEYFsAekJDCKggAdZlDEJECBAYC4BBTzXPqUhQCBbQPqBBBTwQMsyKgECBAjMI6CA59mlJAQIEMgWGCy9Ah5sYcYlQIAAgTkEFPAce5SCAAECBAYTKFzAg6U3LgECBAgQaCSggBvBu5YAAQIEsgUUcMH9O4oAAQIECNwqoIBvlfIcAQIECBAoKKCAC2JmHyU9AQIECKwRUMBrtDxLgAABAgQKCSjgQpCOyRaQngABAmsFFPBaMc8TIECAAIECAgq4AKIjCGQLSE+AwBYBBbxFzWcIECBAgMBOAQW8E9DHCRDIFpCewFYBBbxVzucIECBAgMAOAQW8A89HCRAgkC0g/R4BBbxHz2cJECBAgMBGAQW8Ec7HCBAgQCBbYG96BbxX0OcJECBAgMAGAQW8Ac1HCBAgQIDAXoGxC3hvep8nQIAAAQKNBBRwI3jXEiBAgEC2gAIed/8mJ0CAAIGBBRTwwMszOgECBAiMK6CAx91d9uTSEyBAYHABBTz4Ao1PgAABAmMKKOAx92bqbAHpCRCYQEABT7BEEQgQIEBgPAEFPN7OTEwgW0B6ApMIKOBJFikGAQIECIwloIDH2pdpCRDIFpB+IgEFPNEyRSFAgACBcQQU8Di7MikBAgSyBSZLr4AnW6g4BAgQIDCGgAIeY0+mJECAAIHJBFYW8GTpxSFAgAABAo0EFHAjeNcSIECAQLaAAl6xf48SIECAAIFSAgq4lKRzCBAgQIDACgEFvAIr+1HpCRAgQKCkgAIuqeksAgQIECBwo4ACvhHKY9kC0hMgQKC0gAIuLeo8AgQIECBwg4ACvgHJIwSyBaQnQKCGgAKuoepMAgQIECCwIKCAF4C8TYBAtoD0BGoJKOBass4lQIAAAQJXBBTwFRxvESBAIFtA+poCCrimrrMJECBAgMAFAQV8AcbLBAgQIJAtUDu9Aq4t7HwCBAgQIHBGQAGfQfESAQIECBCoLdB3AddO73wCBAgQINBIQAE3gnctAQJtBR4eHn778tN2CrcnCyjgfrdvMgIEKgp8+vTp319+Kl7haAJXBRTwVR5vEiBAgACBOgIKuI6rU/cK+DwBAgQmF1DAky9YPAIECBDoU0AB97kXU2ULSE+AQICAAg5YsogECBAg0J+AAu5vJyYikC0gPYEQAQUcsmgxCRAgQKAvAQXc1z5MQ4BAtoD0QQIKOGjZohJIEHh4eHj6/Pnzfx4fH58er/ycLH59e3v75fSn/xNoIqCAm7C7lACBWgL39/e/nH7+tXT+qXz/OP38f+k57x8oEHaVAg5buLgEZhc4le+XUv3f8/Pz0/OVn5eXl99fX1+fZveQr18BBdzvbkxGgAABAhML/FTAEycVjQABAgQIdCSggDtahlEIECBAIEdAAf+wa38lQIAAAQJHCSjgo6TdQ4AAAQIEfhBQwD9gZP9VegIECBA4UkABH6ntLgIECBAg8JeAAv4Lwh/ZAtL3L+AbrvrfkQnXCSjgdV6eJkCgkcC9b7hqJO/aWgIKuJascwkMIzDGoKcC9g1XY6zKlDcKKOAboTxGgAABAgRKCijgkprOIkBgOAEDE2gloIBbybuXAAECBKIFFHD0+oUnQCBbQPqWAgq4pb67CRAgQCBWQAHHrl5wAgQIZAu0Tq+AW2/A/QQIECAQKaCAI9cuNIF+BHzDVT+7MMmxAm0L+NisbiNAoEOBe99w1eFWjHSEgAI+QtkdBAhcFDgVsG+4uqjjjZkFFHC77bqZAAECBIIFFHDw8kUnQIAAgXYCCridffbN0hMgQCBcQAGH/wKIT4AAAQJtBBRwG3e3ZgtIT4AAgTsF7JeAAAECBAg0EFDADdBdSSBaQHgCBL4KKOCvDP5DgEBpAd9wVVrUebMJKODZNioPgU4E7n3D1blNeI3APwIK+B8KfyFAoKTAqYB9w1VJUGdNJ6CAp1upQAQIEOhUwFjvBBTwOw7/IECAAAECxwgo4GOc3UKAAAEC2QIf0ivgDyReIECAAAEC9QUUcH1jNxAgQIAAgQ8CUQX8Ib0XCBAgQIBAIwEF3AjetQQIECCQLaCAY/YvKIEyAr7hqoyjUwgoYL8DBAisErj3DVervDxM4JKAAr4k4/WpBIQpJ3AqYN9wVY7TScECCjh4+aITIECAQDsBBdzO3s0EDhJwDQECPQoo4B63YiYCBAgQmF5AAU+/YgEJZAtIT6BXAQXc62bMRYAAAQJTCyjgqdcrHAEC2QLS9yyggHvejtkIECBAYFoBBTztagUjsE7AN1yt8/J0/wK9T6iAe9+Q+QgcJHDvG64OknYNgW8CCvibg/8SiBc4FbBvuIr/LQBwpEDdAj4yibsIECBAgMBAAgp4oGUZlQABAgTmEVDA9XbpZAIECBAgcFFAAV+k8QYBAgQIEKgnoIDr2WafLD0BAgQIXBVQwFd5vEmAAAECBOoIKOA6rk7NFpCeAAECiwIKeJHIAwTGFvANV2Pvz/TzCijgeXcrGYGvAvdHf8PV11v9hwCBJQEFvCTkfQKDC5wK2DdcDb5D488poIDn3KtUBAi0EXArgZsFFPDNVB4kQIAAAQLlBBRwOUsnESBAIFtA+lUCCngVl4cJECBAgEAZAQVcxtEpBAgQIJAtsDq9Al5N5gMECBAgQGC/gALeb+gEAgQIECCwWmCqAl6d3gcIDCzw8PDw2+Pj49Pjws8p4q9vb2+/nP70fwIEOhJQwB0twygEagicyveP08+XL+OocbwzCRDYKKCAN8L19zETpQm8vr7+9/n5+el54efl5eX307NPaT7yEuhdQAH3viHzESBAgMCUAgp4yrXmhZKYAAECowko4NE2Zl4CBAgQmEJAAU+xRiGyBaQnQGBEAQU84tbMTIAAAQLDCyjg4VcoAIFsAekJjCqggEfdnLkJECBAYGgBBTz0+gxPgEC2gPQjCyjgkbdndgIECBAYVkABD7s6gxMgQCBbYPT0Cnj0DZqfAAECBIYUUMBDrs3QBAgQIDC6wL4CHj29+QkQIECAQCMBBdwI3rUECBAgkC2ggLfv3ycJECBAgMBmAQW8mc4HCRAgQIDAdgEFvN0u+5PSEyBAgMAuAQW8i8+HCRAgQIDANgEFvM3Np7IFpCdAgMBuAQW8m9ABBAgQIEBgvYACXm/mEwSyBaQnQKCIgAIuwugQAgQIECCwTkABr/PyNAEC2QLSEygmoICLUTqIAAECBAjcLqCAb7fyJAECBLIFpC8qoICLcjqMAAECBAjcJqCAb3PyFAECBAhkCxRPr4CLkzqQAAECBAgsCyjgZSNPECBAgACB4gJDFXDx9A4kQIAAAQKNBBRwI3jXEiBAgEC2gAIeZv8GJUCAAIGZBBTwTNuUhQABAgSGEVDAw6wqe1DpCRAgMJuAAp5to/IQIECAwBACCniINRkyW0B6AgRmFFDAM25VJgIECBDoXkABd78iAxLIFpCewKwCCnjWzcpFgAABAl0LKOCu12M4AgSyBaSfWUABz7xd2QgQIECgWwEF3O1qDEaAAIFsgdnTK+DZNywfAQIECHQpoIC7XIuhCBAgQGB2gesFPHt6+QgQIECAQCMBBdwI3rUECBAgkC2ggC/v3zsECBAgQKCagAKuRutgAgQIECBwWUABX7bJfkd6AgQIEKgqoICr8jqcAAECBAicF1DA5128mi0gPQECBKoLKODqxC4gQIAAAQIfBRTwRxOvEMgWkJ4AgUMEFPAhzC4hQIAAAQLvBRTwew//IkAgW0B6AocJKODDqF1EgAABAgS+Cyjg7xb+RoAAgWwB6Q8VUMCHcruMAAECBAh8E1DA3xz8lwABAgSyBQ5Pr4APJ3chAQIECBC4u1PAfgsIECBAgEADga4KuEF+VxIgQIAAgSYCCrgJu0sJECBAIF1AAXfzG2AQAgQIEEgSUMBJ25aVAAECBLoRUMDdrCJ7EOkJECCQJqCA0zYuLwECBAh0IaCAu1iDIbIFpCdAIFFAASduXWYCBAgQaC6ggJuvwAAEsgWkJ5AqoIBTNy83AQIECDQVUMBN+V1OgEC2gPTJAgo4efuyEyBAgEAzAQXcjN7FBAgQyBZIT6+A038D5CdAgACBJgIKuAm7SwkQIEAgW+DuTgGn/wbIT4AAAQJNBBRwE3aXEiBAgEC6QHIBp+9efgIECBBoKKCAG+K7mgABAgRyBRRw6u7lJkCAAIGmAgq4Kb/LCRAgQCBVQAGnbj47t/QECBBoLqCAm6/AAAQIECCQKKCAE7cuc7aA9AQIdCGggLtYgyEIECBAIE1AAadtXF4C2QLSE+hGQAF3swqDECBAgECSgAJO2rasBAhkC0jflYAC7modhiFAgACBFAEFnLJpOQkQIJAt0F16BdzdSgxEgAABAgkCCjhhyzISIECAQHcChxZwd+kNRIAAAQIEGgko4EbwriVAgACBbAEFfNj+XUSAAAECBL4LKODvFv5GgAABAgQOE1DAh1FnXyQ9AQIECLwXUMDvPfyLAAECBAgcIqCAD2F2SbaA9AQIEPgooIA/mniFAAECBAhUF1DA1YldQCBbQHoCBM4LKODzLl4lQIAAAQJVBRRwVV6HEyCQLSA9gcsCCviyjXcIECBAgEA1AQVcjdbBBAgQyBaQ/rqAAr7u410CBAgQIFBFQAFXYXUoAQIECGQLLKdXwMtGniBAgAABAsUF/T/06AAAA4dJREFUFHBxUgcSIECAAIFlgZkLeDm9JwgQIECAQCMBBdwI3rUECBAgkC2ggGfdv1wECBAg0LWAAu56PYYjQIAAgVkFFPCsm83OJT0BAgS6F1DA3a/IgAQIECAwo4ACnnGrMmULSE+AwBACCniINRmSAAECBGYTUMCzbVQeAtkC0hMYRkABD7MqgxIgQIDATAIKeKZtykKAQLaA9EMJKOCh1mVYAgQIEJhFQAHPskk5CBAgkC0wXHoFPNzKDEyAAAECMwgo4Bm2KAMBAgQIDCdQtICHS29gAgQIECDQSEABN4J3LQECBAhkCyjgYvt3EAECBAgQuF1AAd9u5UkCBAgQIFBMQAEXo8w+SHoCBAgQWCeggNd5eZoAAQIECBQRUMBFGB2SLSA9AQIE1gso4PVmPkGAAAECBHYLKODdhA4gkC0gPQEC2wQU8DY3nyJAgAABArsEFPAuPh8mQCBbQHoC2wUU8HY7nyRAgAABApsFFPBmOh8kQIBAtoD0+wQU8D4/nyZAgAABApsEFPAmNh8iQIAAgWyB/ekV8H5DJxAgQIAAgdUCCng1mQ8QIECAAIH9AiMX8P70TiBAgAABAo0EFHAjeNcSIECAQLaAAh51/+YmQIAAgaEFFPDQ6zM8AQIECIwqoIBH3Vz23NITIEBgeAEFPPwKBSBAgACBEQUU8IhbM3O2gPQECEwhoICnWKMQBAgQIDCagAIebWPmJZAtID2BaQQU8DSrFIQAAQIERhJQwCNty6wECGQLSD+VgAKeap3CECBAgMAoAgp4lE2ZkwABAtkC06VXwNOtVCACBAgQGEFAAY+wJTMSIECAwHQCqwp4uvQCESBAgACBRgIKuBG8awkQIEAgW0AB37x/DxIgQIAAgXICCricpZMIECBAgMDNAgr4ZqrsB6UnQIAAgbICCrisp9MIECBAgMBNAgr4JiYPZQtIT4AAgfICCri8qRMJECBAgMCigAJeJPIAgWwB6QkQqCOggOu4OpUAAQIECFwVUMBXebxJgEC2gPQE6gko4Hq2TiZAgAABAhcFFPBFGm8QIEAgW0D6ugIKuK6v0wkQIECAwFkBBXyWxYsECBAgkC1QP70Crm/sBgIECBAg8EFAAX8g8QIBAgQIEKgv0HMB10/vBgIECBAg0EhAATeCdy0BAgQIZAso4F73by4CBAgQmFpAAU+9XuEIECBAoFeBPwEAAP//w1wOpwAAAAZJREFUAwBux7DgvbQnWwAAAABJRU5ErkJggg==Have Alonzo Draw 8 steps that are 10 units long