data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAQAElEQVR4AezcbXIjNxIEUMWecI7kI80R13JYljQU2V9AA6h8GytLIzaByleKyH/835v/ESBAgAABArcLKODbyV1IgAABAgTe3rIL2F8AAQIECBAYJKCAB8G7lgABAgSyBRRw7v4lJ0CAAIGBAgp4IL6rCRAgQCBXQAHn7j47ufQECBAYLKCABy/A9QQIECCQKaCAM/cudbaA9AQITCCggCdYghEIECBAIE9AAeftXGIC2QLSE5hEQAFPsghjECBAgECWgALO2re0BAhkC0g/kYACnmgZRiFAgACBHAEFnLNrSQkQIJAtMFl6BTzZQoxDgAABAhkCCjhjz1ISIECAwGQCNxfwZOmNQ4AAAQIEBgko4EHwriVAgACBbAEFfOP+XUWAAAECBD4EFPCHhO8ECBAgQOBGAQV8I3b2VdITIECAwFcBBfxVw88ECBAgQOAmAQV8E7RrsgWkJ0CAwJ8CCvhPEf8mQIAAAQI3CCjgG5BdQSBbQHoCBH4SUMA/qfgdAQIECBDoLKCAOwM7ngCBbAHpCTwTUMDPZPyeAAECBAh0FFDAHXEdTYAAgWwB6V8JKOBXOl4jQIAAAQKdBBRwJ1jHEiBAgEC2wFZ6Bbwl5HUCBAgQINBBQAF3QHUkAQIECBDYEqhdwFvpvU6AAAECBAYJKOBB8K4lQIAAgWwBBVx3/5IRIECAwMQCCnji5RiNAAECBOoKKOC6u81OJj0BAgQmF1DAky/IeAQIECBQU0AB19yrVNkC0hMgsICAAl5gSUYkQIAAgXoCCrjeTiUikC0gPYFFBBTwIosyJgECBAjUElDAtfYpDQEC2QLSLySggBdallEJECBAoI6AAq6zS0kIECCQLbBYegW82MKMS4AAAQI1BBRwjT1KQYAAAQKLCTQu4MXSG5cAAQIECAwSUMCD4F1LgAABAtkCCrjh/h1FgAABAgT2CijgvVKeI0CAAAECDQUUcEPM7KOkJ0CAAIEjAgr4iJZnCRAgQIBAIwEF3AjSMdkC0hMgQOCogAI+KuZ5AgQIECDQQEABN0B0BIFsAekJEDgjoIDPqHkPAQIECBC4KKCALwJ6OwEC2QLSEzgroIDPynkfAQIECBC4IKCAL+B5KwECBLIFpL8ioICv6HkvAQIECBA4KaCAT8J5GwECBAhkC1xNr4CvCno/AQIECBA4IaCAT6B5CwECBAgQuCqwdgFfTe/9BAgQIEBgkIACHgTvWgIECBDIFlDA6+7f5AQIECCwsIACXnh5RidAgACBdQUU8Lq7y55cegIECCwuoIAXX6DxCRAgQGBNAQW85t5MnS0gPQECBQQUcIElikCAAAEC6wko4PV2ZmIC2QLSEygioICLLFIMAgQIEFhLQAGvtS/TEiCQLSB9IQEFXGiZohAgQIDAOgIKeJ1dmZQAAQLZAsXSK+BiCxWHAAECBNYQUMBr7MmUBAgQIFBM4GABF0svDgECBAgQGCSggAfBu5YAAQIEsgUU8IH9e5QAAQIECLQSUMCtJJ1DgAABAgQOCCjgA1jZj0pPgAABAi0FFHBLTWcRIECAAIGdAgp4J5THsgWkJ0CAQGsBBdxa1HkECBAgQGCHgALegeQRAtkC0hMg0ENAAfdQdSYBAgQIENgQUMAbQF4mQCBbQHoCvQQUcC9Z5xIgQIAAgRcCCvgFjpcIECCQLSB9TwEF3FPX2QQIECBA4ImAAn4C49cECBAgkC3QO70C7i3sfAIECBAg8IOAAv4Bxa8IECBAgEBvgbkLuHd65xMgQIAAgUECCngQvGsJECBAIFtAAc+7f5MRIECAQGEBBVx4uaIRIECAwLwCCnje3WRPJj0BAgSKCyjg4gsWjwABAgTmFFDAc+7FVNkC0hMgECCggAOWLCIBAgQIzCeggOfbiYkIZAtITyBEQAGHLFpMAgQIEJhLQAHPtQ/TECCQLSB9kIACDlq2qAQIECAwj4ACnmcXJiFAgEC2QFh6BRy2cHEJECBAYA4BBTzHHkxBgAABAmECfxRwWHpxCRAgQIDAIAEFPAjetQQIECCQLaCAv+zfjwQIECBA4C4BBXyXtHsIECBAgMAXAQX8BSP7R+kJECBA4E4BBXyntrsIECBAgMC/Agr4XwjfsgWkJ0CAwN0CCvhucfcRIECAAIG/BRTw3wj+TyBbQHoCBEYIKOAR6u4kQIAAgXgBBRz/JwCAQLaA9ARGCSjgUfLuJUCAAIFoAQUcvX7hCRDIFpB+pIACHqnvbgIECBCIFVDAsasXnAABAtkCo9Mr4NEbcD8BAgQIRAoo4Mi1C02AAAECowXGFvDo9O4nQIAAAQKDBBTwIHjXEiBAgEC2gAIet383EyBAgECwgAIOXr7oBAgQIDBOQAGPs8++WXoCBAiECyjg8D8A8QkQIEBgjIACHuPu1mwB6QkQIPCmgP0RECBAgACBAQIKeAC6KwlECwhPgMA/Agr4Hwb/IUCAAAEC9woo4Hu93UaAQLaA9AT+E1DA/1H4gQABAgQI3CeggO+zdhMBAgSyBaT/JqCAv3H4BwECBAgQuEdAAd/j7BYCBAgQyBZ4SK+AH0j8ggABAgQI9BdQwP2N3UCAAAECBB4Eogr4Ib1fECBAgACBQQIKeBC8awkQIEAgW0ABx+xfUAIECBCYSUABz7QNsxAgQIBAjIACjll1dlDpCRAgMJuAAp5tI+YhQIAAgQgBBRyxZiGzBaQnQGBGAQU841bMRIAAAQLlBRRw+RULSCBbQHoCswoo4Fk3Yy4CBAgQKC2ggEuvVzgCBLIFpJ9ZQAHPvB2zESBAgEBZAQVcdrWCESBAIFtg9vQKePYNmY8AAQIESgoo4JJrFYoAAQIEZhfoW8CzpzcfAQIECBAYJKCAB8G7lgABAgSyBRRwv/07mQABAgQIPBVQwE9pvECAAAECBPoJKOB+ttknS0+AAAECLwUU8EseLxIgQIAAgT4CCriPq1OzBaQnQIDApoAC3iTyAAECBAgQaC+ggNubOpFAtoD0BAjsElDAu5g8RIAAAQIE2goo4LaeTiNAIFtAegK7BRTwbioPEiBAgACBdgIKuJ2lkwgQIJAtIP0hAQV8iMvDBAgQIECgjYACbuPoFAIECBDIFjicXgEfJvMGAgQIECBwXUABXzd0AgECBAgQOCxQqoAPp/cGAosL/Pr1669fO74Wj2l8AiUFFHDJtQqVIvD79++/fm98pVjISWA1AQW82saezusFAgQIEFhJQAGvtC2zEiBAgEAZAQVcZpXZQaQnQIDAagIKeLWNmZcAAQIESggo4BJrFCJbQHoCBFYUUMArbs3MBAgQILC8gAJefoUCEMgWkJ7AqgIKeNXNmZsAAQIElhZQwEuvz/AE9gns+bSs92f2neapeQRMsrKAAl55e2YnsENg65OyPl7fcZRHCBBoKKCAG2I6igABAgTuE1j9JgW8+gbNT4AAAQJLCijgJddmaAIECBBYXeBaAa+e3vwECBAgQGCQgAIeBO9aAgQIEMgWUMDn9++dBAgQIEDgtIACPk3njQQIECBA4LyAAj5vl/1O6QkQIEDgkoACvsTnzQRqCbx/Gtaer1qppSEwRkABj3F369oCJaf/+ESsre8lwwtFYICAAh6A7koCBAgQIKCA/Q0QIHBMwNMECDQRUMBNGB1CgAABAgSOCSjgY16eJkAgW0B6As0EFHAzSgcRIECAAIH9Agp4v5UnCRAgkC0gfVMBBdyU02EECBAgQGCfgALe5+QpAgQIEMgWaJ5eATcndSCB+gJ7Pi3r/Zn6EhISOC+ggM/beSeBSIGtT8r6eD0SR2gCBwSWKuADuTxKgAABAgSmFlDAU6/HcAQIECBQVUABL7NZgxIgQIBAJQEFXGmbshAgQIDAMgIKeJlVZQ8qPQECBKoJKOBqG5WHAAECBJYQUMBLrMmQ2QLSEyBQUUABV9yqTAQIECAwvYACnn5FBiSwrsD7p2Ht+XqV0GsEqgoo4KqblYvAYIGPT8Ta+j54TNcTGCaggIfRu5gAAQJbAl6vLKCAK29XNgIECBCYVkABT7sagxEgQCBboHp6BVx9w/IRIECAwJQCCnjKtRiKAAECBKoLvC7g6unlI0CAAAECgwQU8CB41xIgQIBAtoACfr5/rxAgQIAAgW4CCrgbrYMJENgrsOfTst6f2Xue5wisIKCAV9jSiBndSeAmga1Pyvp4/aZxXEPgNgEFfBu1iwgQIECAwKeAAv608BOBDwHfCRAg0F1AAXcndgEBAgQIEHgUUMCPJn5DIFtAegIEbhFQwLcwu4QAAQIECHwXUMDfPfyLAIFsAekJ3CaggG+jdhEBAgQIEPgUUMCfFn4iQIBAtoD0twoo4Fu5XUaAwBWB90/D2vN15Q7vJXCXgAK+S9o9BAhcEvj4RKyt75cu8eZkgduzK+DbyV1IgAABAgTe3hSwvwICBAgQIDBAYKoCHpDflQQIECBAYIiAAh7C7lICBAgQSBdQwNP8BRiEAAECBJIEFHDStmUlQIAAgWkEFPA0q8geRHoCBAikCSjgtI3LS4AAAQJTCCjgKdZgiGwB6VsL7Pm0rPdnWt/rPAJHBBTwES3PEiAwvcDWJ2V9vD59EAOWF1DA5VcsIIG5BUxHIFVAAaduXm4CBAgQGCqggIfyu5wAgWwB6ZMFFHDy9mUnQIAAgWECCngYvYsJECCQLZCeXgGn/wXIT4AAAQJDBBTwEHaXEiBAgEC2wNubAk7/C5CfAAECBIYIKOAh7C4lQIAAgXSB5AJO3738BKIF3j8RKxpA+OECCnj4CgxAgAABAokCCjhx6++ZfREgQIDAUAEFPJTf5QQIECCQKqCAUzefnVt6AgQIDBdQwMNXYAACBAgQSBRQwIlblzlbQHoCBKYQUMBTrMEQBAgQIJAmoIDTNi4vgWwB6QlMI6CAp1mFQQgQIEAgSUABJ21bVgIEsgWkn0pAAU+1DsMQIECAQIqAAk7ZtJwECBDIFpguvQKebiUGIkCAAIEEAQWcsGUZCRAgQGA6gVsLeLr0BiJAgAABAoMEFPAgeNcSIECAQLaAAr5t/y4iQIAAAQKfAgr408JPBAgQIEDgNgEFfBt19kXSEyBAgMB3AQX83cO/CBAgQIDALQIK+BZml2QLSE+AAIFHAQX8aOI3BAgQIECgu4AC7k7sAgLZAtITIPCzgAL+2cVvCRAgQIBAVwEF3JXX4QQIZAtIT+C5gAJ+buMVAgQIECDQTUABd6N1MAECBLIFpH8toIBf+3iVAAECBAh0EVDAXVgdSoAAAQLZAtvpFfC2kScIECBAgEBzAQXcnNSBBAgQIEBgW6ByAW+n9wQBAgQIEBgkoIAHwbuWAAECBLIFFHDV/ctFgAABAlMLKOCp12M4AgQIEKgqoICrbjY7l/QECBCYXkABT78iAxIgQIBARQEFXHGrMmULSE+AwBICCniJNRmSAAECBKoJKOBqG5WHQLaA9ASWEVDAy6zKoAQIECBQSUABV9qmI57kDAAAAvRJREFULAQIZAtIv5SAAl5qXYYlQIAAgSoCCrjKJuUgQIBAtsBy6RXwciszMAECBAhUEFDAFbYoAwECBAgsJ9C0gJdLb2ACBAgQIDBIQAEPgnctAQIECGQLKOBm+3cQAQIECBDYL6CA91t5kgABAgQINBNQwM0osw+SngABAgSOCSjgY16eJkCAAAECTQQUcBNGh2QLSE+AAIHjAgr4uJl3ECBAgACBywIK+DKhAwhkC0hPgMA5AQV8zs27CBAgQIDAJQEFfInPmwkQyBaQnsB5AQV83s47CRAgQIDAaQEFfJrOGwkQIJAtIP01AQV8zc+7CRAgQIDAKQEFfIrNmwgQIEAgW+B6egV83dAJBAgQIEDgsIACPkzmDQQIECBA4LrAygV8Pb0TCBAgQIDAIAEFPAjetQQIECCQLaCAV92/uQkQIEBgaQEFvPT6DE+AAAECqwoo4FU3lz239AQIEFheQAEvv0IBCBAgQGBFAQW84tbMnC0gPQECJQQUcIk1CkGAAAECqwko4NU2Zl4C2QLSEygjoIDLrFIQAgQIEFhJQAGvtC2zEiCQLSB9KQEFXGqdwhAgQIDAKgIKeJVNmZMAAQLZAuXSK+ByKxWIAAECBFYQUMArbMmMBAgQIFBO4FABl0svEAECBAgQGCSggAfBu5YAAQIEsgUU8O79e5AAAQIECLQTUMDtLJ1EgAABAgR2Cyjg3VTZD0pPgAABAm0FFHBbT6cRIECAAIFdAgp4F5OHsgWkJ0CAQHsBBdze1IkECBAgQGBTQAFvEnmAQLaA9AQI9BFQwH1cnUqAAAECBF4KKOCXPF4kQCBbQHoC/QQUcD9bJxMgQIAAgacCCvgpjRcIECCQLSB9XwEF3NfX6QQIECBA4EcBBfwji18SIECAQLZA//QKuL+xGwgQIECAwIOAAn4g8QsCBAgQINBfYOYC7p/eDQQIECBAYJCAAh4E71oCBAgQyBZQwLPu31wECBAgUFpAAZder3AECBAgMKvA/wEAAP//muA48gAAAAZJREFUAwBXK0LgtuU6iwAAAABJRU5ErkJggg==Have Alonzo Draw 8 steps that are 10 units long