data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAQAElEQVR4Aezcy20eRxYFYEphzN4hzNoBGJC1dzJKZvaEgAlg4pi905BJPyRK5P/o7qquqns+Q7Io/t1V93yXwNnp/YP/CBAgQIAAgdMFFPDp5C4kQIAAAQIPD9kF7CeAAAECBAgMElDAg+BdS4AAAQLZAgo4d/+SEyBAgMBAAQU8EN/VBAgQIJAroIBzd5+dXHoCBAgMFlDAgxfgegIECBDIFFDAmXuXOltAegIEJhBQwBMswQgECBAgkCeggPN2LjGBbAHpCUwioIAnWYQxCBAgQCBLQAFn7VtaAgSyBaSfSEABT7QMoxAgQIBAjoACztm1pAQIEMgWmCy9Ap5sIcYhQIAAgQwBBZyxZykJECBAYDKBkwt4svTGIUCAAAECgwQU8CB41xIgQIBAtoACPnH/riJAgAABAv8IKOB/JPxJgAABAgROFFDAJ2JnXyU9AQIECLwUUMAvNXxNgAABAgROElDAJ0G7JltAegIECPwooIB/FPF3AgQIECBwgoACPgHZFQSyBaQnQOAtAQX8lorvESBAgACBzgIKuDOw4wkQyBaQnsAlAQV8Scb3CRAgQIBARwEF3BHX0QQIEMgWkP6agAK+puMzAgQIECDQSUABd4J1LAECBAhkC9xKr4BvCfmcAAECBAh0EFDAHVAdSYAAAQIEbgnULuBb6X1OgAABAgQGCSjgQfCuJUCAAIFsAQVcd/+SESBAgMDEAgp44uUYjQABAgTqCijgurvNTiY9AQIEJhdQwJMvyHgECBAgUFNAAdfcq1TZAtITILCAgAJeYElGJECAAIF6Agq43k4lIpAtID2BRQQU8CKLMiYBAgQI1BJQwLX2KQ0BAtkC0i8koIAXWpZRCRAgQKCOgAKus0tJCBAgkC2wWHoFvNjCjEuAAAECNQQUcI09SkGAAAECiwk0LuDF0huXAAECBAgMElDAg+BdS4AAAQLZAgq44f4dRYAAAQIE7hVQwPdKeY4AAQIECDQUUMANMbOPkp4AAQIEtggo4C1aniVAgAABAo0EFHAjSMdkC0hPgACBrQIKeKuY5wkQIECAQAMBBdwA0REEsgWkJ0Bgj4AC3qPmHQIECBAgcFBAAR8E9DoBAtkC0hPYK6CA98p5jwABAgQIHBBQwAfwvEqAAIFsAemPCCjgI3reJUCAAAECOwUU8E44rxEgQIBAtsDR9Ar4qKD3CRAgQIDADgEFvAPNKwQIECBA4KjA2gV8NL33CRAgQIDAIAEFPAjetQQIECCQLaCA192/yQkQIEBgYQEFvPDyjE6AAAEC6woo4HV3lz259AQIEFhcQAEvvkDjEyBAgMCaAgp4zb2ZOltAegIECggo4AJLFIEAAQIE1hNQwOvtzMQEsgWkJ1BEQAEXWaQYBAgQILCWgAJea1+mJUAgW0D6QgIKuNAyRSFAgACBdQQU8Dq7MikBAgSyBYqlV8DFFioOAQIECKwhoIDX2JMpCRAgQKCYwMYCLpZeHAIECBAgMEhAAQ+Cdy0BAgQIZAso4A379ygBAgQIEGgloIBbSTqHAAECBAhsEFDAG7CyH5WeAAECBFoKKOCWms4iQIAAAQJ3CijgO6E8li0gPQECBFoLKODWos4jQIAAAQJ3CCjgO5A8QiBbQHoCBHoIKOAeqs4kQIAAAQI3BBTwDSAfEyCQLSA9gV4CCriXrHMJECBAgMAVAQV8BcdHBAgQyBaQvqeAAu6p62wCBAgQIHBBQAFfgPFtAgQIEMgW6J1eAfcWdj4BAgQIEHhDQAG/geJbBAgQIECgt8DcBdw7vfMJECBAgMAgAQU8CN61BAgQIJAtoIDn3b/JCBAgQKCwgAIuvFzRCBAgQGBeAQU8726yJ5OeAAECxQUUcPEFi0eAAAECcwoo4Dn3YqpsAekJEAgQUMABSxaRAAECBOYTUMDz7cREBLIFpCcQIqCAQxYtJgECBAjMJaCA59qHaQgQyBaQPkhAAQctW1QCBAgQmEdAAc+zC5MQIEAgWyAsvQIOW7i4BAgQIDCHgAKeYw+mIECAAIEwgR8KOCy9uAQIECBAYJCAAh4E71oCBAgQyBZQwC/270sCBAgQIHCWgAI+S9o9BAgQIEDghYACfoGR/aX0BAgQIHCmgAI+U9tdBAgQIEDgbwEF/DeEP7IFpCdAgMDZAgr4bHH3ESBAgACBJwEF/ITgF4FsAekJEBghoIBHqLuTAAECBOIFFHD8jwAAAtkC0hMYJaCAR8m7lwABAgSiBRRw9PqFJ0AgW0D6kQIKeKS+uwkQIEAgVkABx65ecAIECGQLjE6vgEdvwP0ECBAgECmggCPXLjQBAgQIjBYYW8Cj07ufAAECBAgMElDAg+BdS4AAAQLZAgp43P7dTIAAAQLBAgo4ePmiEyBAgMA4AQU8zj77ZukJECAQLqCAw38AxCdAgACBMQIKeIy7W7MFpCdAgMCDAvZDQIAAAQIEBggo4AHoriQQLSA8AQJ/CijgPxn8jwABAgQInCuggM/1dhsBAtkC0hP4KqCAv1L4ggABAgQInCeggM+zdhMBAgSyBaT/TkABf8fhLwQIECBA4BwBBXyOs1sIECBAIFvgVXoF/IrENwgQIECAQH8BBdzf2A0ECBAgQOCVQFQBv0rvGwQIECBAYJCAAh4E71oCBAgQyBZQwDH7F5RAG4EPHz788vy7zWlO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Alonzo Draw 8 steps that are 10 units long