data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAB6BJREFUeF7tnb+PHDUUxz27DW10IiJHB4ICIUHHX4FEaKAAiaNJcwUBgijpOQmK65FAQlxFhJBA/BXkbwAlUaQU0KThdpF3d3a8s/a8sefZzx5/t0vGY7/3fZ95/jlzjVJqrfCDAkIKNABQSHk0u1EAAAIEUQUAoKj8aBwAggFRBQCgqPxoHACCAVEFAKCo/GgcAIIBUQUAoKj8aBwAggFRBQCgqPxovGma5mgveL2mt4ebRrPL9xvTJl9rXU19P6TsGOtbafZSfgUBqEWIIYRE8G0PkoQdVKDa66XZS/k1CcDFYrGpXwdstVpRbY26njr4pQW0NHupoE8GUAui4eMCsAWaMpzremkBLc1eKk6TAGy7Ys4MCACHQwYA9Rku5glIX/KU3XBpAS3NXvYMOCf4tDilBTTG5I+CJOZ1axcc0qAWxsxcKbNYiL3Ss8q+XlN8KPleAGgZTqR4eNpMlqKtnAEFgIIAmlmwVhABoACA/YX8Fr4aIQSAGQGYegkqh64ZAPYATJWFzCxY4uSNC97qAeQS0rce13JWqgfA195Y5QFgLGWJelMC6LvWmdi24+NYITEpdR0wxFeOexIH+cjkoUyb2DYAyAGUbx2JgwwAfQM09/IAcBthtjGg5IGCEmGVBJCa6PiOGafozwog5dgUQ+d079CBjto0ZAGQEs33iQo5cZPLoNr1oIz1idJyTg8iWxdMiQYAx5+hpLQEgBYFKNEAIAAc6BmmL8MAQDovoQu2a4QxIM0OSwkAKAigbwSpYFEZ17c9lJdTIEkG9HUvZJnCd5zpa9NQeZxuDlezKAB9l1pSZUoACABF324DgAAQAIYzIHonumAG+ZEBw0UEgOHa7e8EgOEizgbA3b7igRKYhISDkepOLwBTBTSV8wPbQ04TatEgVQwAoEVpaiFc3wIQeRAFgACQh6TAWgAgAAxEh+c2ABgAILpfHvh2E8fpx7FCzKGC2B+HUeVDbMA98gp4ZUBOc333dTHw51Q/n7oAYD6xqNISAFhl2PNxGgDmE4sqLQGAVYY9H6cBYD6xqNKSogDETHh+jIoASK3pUXux1P3zC9N8PWIBkBuIIQDb7xCabfa/TTjfcNk90/6bGpjnE7ljw60tAORWVKA+ACjwB66nxjl1ZjCzeuq2p2oV8/4kGZAa08V0cKjulCBgb9s5fJh+GIEKJAA8/jgRpZnUQ5m6XWTARIojAyIDHimQMgsBQAAIABNle59m0AX7qDWhLDIgMiAy4IQHKNatyICxlO3ViwzokQG5B+e+yzDc7SdiDM0EKGDNgNwAAMCAyFRyCwCsJNC5ugkAc41MJXYBwEoCnaubjf7OTt847g9+1zwGzOHbgTnPwEcDqCENnZzUDGAOmYc7oXD6BAA51bTUlUP2AYCN5nz8LzTTjm8hXcnFYrFvTPsl4RsArBxADeFqtdrABwAPH/7sumCJAMXMh+b7GlK+IQOOzIBSAYoJoK5b+q294gDkDkjOAnD7ivr8FLB2wX5V0KUB4LFGrqWpufYCLkoAIP38RCkBALeyAsAoeNGVAkAASFMSsQQABIAR8RpXNcbGAV0wPjExDi6UGqeA9xiw3Vrqz9Zqm72NkxelKAUAIKUQrkdVwBtADJ6jxqO6yr0BNBXCeLA6XtgdZgEQ4z/2uFRT4SQAq1EJjkZTQBRArINFi+tBxTmcynZ5Kgbg0Hsi6NLTgJlDKwAwhyh42JBzNvNwY1+0OgAvLi7USy8/p969fR6il/g9c1sGmz2AZ2dn6vz8XH3/41vqsy//2wD0y9Xl5v9K/LVH/LXt5lCl1GHLAYB37yn1zdd+Ybm6r9R779jvGbrmepJ/+nkdVJ/L6t//+Eo9f/L2bAA037IzIaQAzLXrbhaLxVq/saV/KQF0ARMKtKs+7dO3F91roZeXl+r0RbXpgl1Bi9HNcS3ah9jWZk0Nb/tmntQbev04Ncvlcn19fb15ceaTz9fJMqAUgGa7vgD2uz2fvkIyA+m2NXzL5XIDoE447WuiPj7EKNt8+kWzbgPx4ZlSz55tm3nhllKPH9mbNK/dvKnUkyf2cua12PX9/VdnwxtvKvXgz+2/b9xQ6rdfaem07z98Zy83dM1Vc471mSeZPvhonYW/m69jtQCarw9yd4WS9Y3ptkz7+uX1uPT924dfd6DGXH1/zTqHxrkxe4a2K9a2c4+1Q+PrnAWHVhhTQLNuH/sA4HFUfPSj+w+lQutrru53n2d75dWuC751qtSjh/amT0+Veri7dnKi1NOn9nLmNdTXaQT9Oi0OuuA5zoLbJ9M2CXA9tUPbhKFdl2sWHJo5pvQ05lCLym6x7RNbB5wiICVaaFc9pt7YARlr+1z0A4CORfS5BDh3oKuYhCCzZTwJsX0jWpuLrqYL2pAWyJRbBUJ5QQbcERQqIACcCKC5DPPa60r9+8+2wlx2OMwA57gDA/um8YJJyAwnIe2uTX+3JrehxG5nptn/nRB9GEGfHKG2mcbOrHJzuN9dztU+c9vQjGVO/rbros3de91OyMd3ui4YOxwdrtjRsY90OXZ0nH+qC4PyMmfBY499Scd3nwH1aZg+3zptSxtIrd3BPvsDAgAd5ACYNBm1NAD/B1F9KBXBCqfzAAAAAElFTkSuQmCCdata:image/png;base64,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-23010-240Have Alonzo Draw 8 steps that are 10 units long