data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACY1JREFUeF7tnX9MldcZx7+XgtiCokZwDtEBGqf8uOCwRtQsMNNGJ1TErbrF2dDMLabRjaTt2gaErDrr0gnO1JS2y9Jk1h/oGmYnIdVgDEtQN35UXdEWxZUiMilpN7D1wl3Oe7k/uW/vfe+97uTc+z3/6H3v85znnO/zuefc87zvDSar1WoFGxWQpICJAEpSnmE1BQggQZCqgFcA29ra0NzcDLE7m0wmxwBD9Xrq1KkoLCxEamqq1MkzuHwFJgDY2NiI+fPnGx7Zq9vXIy/2tk+/gvJDGEvJ1ewaGhpQXl7u04cG4auAG4Ctra2YMmWKY+Wzr3j+/DvtjceREBvll1I9Pzmtrayi34yMDL98aBSeCrgBWFFRgdLSUm2m586dw8qVK1FSUoKdO3eisrISTU1NqK2tRXt7O7Zs2YK9e/eipaVFs0/64zpMHQcw/uUufNm4DzF5P0DU7MX4z/Nz3dT7aHOD43V0dDQyMzPDU13OyqcCbgDW1NRg+fLlmtP58+cxMDCA6upq1NXVYcWKFdqWmZKSglmzZqGnpwf5+flISkpCb28vUt4pdQAY92IrTHEzxBkHY/1dGD7wfbeBXNlw3PE6LS0NiYmJPgdKg/BUwA3AO3fu4Nq1a7pb8ODgIMrKyrQDytDQkJtd+onNDgB9SdW27k+OLXjVqlW+zPl+GCsw4RAiVrv09HTDU87KykKSHyvZjZs30d3drcErVs/s7GzDsegQPgr838swCQkJKCgogNh62ahASMowLMEQpEAVCEkZJqHuMb9LMLe2Njq+Oy5evDjQcdMvTBTQLcNYLBasXbsWojAt7lqIgnFxcTHOnj0LUa5JTk7GwYMHte9xriUYuy6P/KKRJZgwgeRBTkO3DHPy5EnMnDlTO+2KeqAoyfT19WnXcnNz0d/fr0E4MjLiVoJBVLQ23vhff+izBCNuxQmA2SJXAUNlGL07Imn1m/wuwbQXHXZswQJstshWICRlGJZgIhuiYGav+zjWg3xO1fUJm2AGT1/1FeDzgOrnUOkZEECl06f+4Amg+jlUegYEUOn0qT94Aqh+DpWeAQFUOn3qD54Aqp9DpWdAAJVOn/qDJ4Dq51DpGRBApdOn/uAJoPo5VHoGBFDp9Kk/eAKofg6VngEBVDp96g+eAKqfQ6VnQACVTp/6gyeA6udQ6RkQQKXTp/7gCaD6OVR6BgRQ6fSpP3gCqH4OlZ4BAVQ6feoPngCqn0OlZ0AAlU6f+oMngOrnUOkZEECl06f+4Amg+jlUegYEUOn0qT94Aqh+DpWeAQFUOn3qD54Aqp9DpWdAAANI3/u4jtVY4Nuz3myz2djh2zZCLQigwcTnoAZW2P7IfAd+6d37xrvA33e5v0cIvWpFAA0CaMZ+h4dXAOtzgHFAHYax04GiZoORIsOcABrIcz++wGN4Ux9A+5br2uekaUDxOQNRIsuUABrIt+vq9z3Mx+9QZPNueQboOz+xp5JW4KHJBiJEnikB1Mn5ruefweZvXcTRT5Zj1+4azcrr9utt1ePBw+9PEgH8Gqle3DgXezZN1yzEsaP+wn1Y86oQ+8MMPGFJBd61/W1ltzavCFj6st8JiHRDAuhBQNF7wK0vgMpHgdI04J+vLcWipK8mcCKA/NXRz/HK8W7gYiXQ04BDC53llpX3n0XN0G/94uutQr/MwtKIAHqk1XzEeWF3/Cmsu/eSm8X1u5Nw+JMCVJY/BdOZH9nWRtNDQOk/JgJy9btA6iHgYf5RRr1PDwH0UGZZPXDPArQ9CUSdMOPeWAyqTseh6g9NmNy8Dbjb7u6x5jQQ90391WnkKtD9MyDDyyElLNc0Y5MigF70Eqvg7vi/4E56EcoWAVfOrkbG4MBESyPF5U4zkM07Ip4iEkAdAO2XOzaJ08f4LTX7xbSNwJIKYx91AJdu7sU70avx6pw8w77h6kAAvWR2yTFgdMz2xgQAjax63uDuAzoGuBrapSGAOkuL/TDyyOPHMDy9V7MqQDpqUBzUYmQWAM4GILbkhQ1A7Lyg+lPdmQD6ABCbfNz7NUjAvs+BYStQlQDg4zJg5DKQecFgL+FjTgB1cplzZPyRghADKMI5VkF77Ag+oBBAHQDvjwF5vaeAlOuahRmz8TbEiST4NgFA0WVnDvCN7UDStuADKNQDARxP1jozUHsUSP+2M3s+H70KMNHHj3yG9ft7EdOa6d7D4HFg+AowpyrAntVzI4AABHz2FjMJ+PNF26sHBSDMnbgXG4XJFzwAVI+foEdMAF1WQFc1T3UA/7UA+ZcvAR/mofpRYH1a0HqPk92J3L9moS3ZFKIO1e2GALrk7uk1QP+nzgsbtgK1LnfZtJpgsK19GNj6EQqbspEZAxyYEWyHavsTQI/83f8KKFnqvPivF5z/DwmA5k4gxgRcypp4GlabpYBGTwB1ZLN/LxyNAz7dYTOqWQUUJAeks9NJAPi3TCAuigACIIBfw9P+CuBMAxCqVbDrlAUfvPQZNnYkalGX3QbWTAaqpgUJtcLuBNCP5Lk+I5jyG0AcUIy2F9YC/7bd0cMbLv5ea4JGO1fYngD6mTzzYSDlFafx22eAGTP9c/7peJnnYYziQMMoMG+Sw5EAWq22X1mz+VTg1sfA9g1Os9SFwO+P6btdagJef9b2/nPVX2LBri6gI9vNYclt4Kk4YMcUn+HD0oAroJe0XoXH838eNs+Z3ffgfR3e7U9sq8Ot1mW2LVccPkTzAFBciuRVkAAGAKBweWv7a+hqWaF56wE41LMA+fPqbREEgIfSgPz4sFzJAp0UAQxUOS9+FU8At2/a3tjzHpA4Z9zorgUovOp19QtheCW7IoAhSpv9oCG6cz3lOlY/ne03ROGV7YYABpm6G5eBPT+2dTJ3EVDh8rNOR9di+61KAUpsP3JncypAAIOg4effAUYttg7q2gGTt2cLxqxA7gfcfnV0JoABAmjfcgV0Aj7dltNpe7Tay+k3wNBh5UYAA0ynAHDDDmDN0wF2QDdNAQJIEKQqQAClys/gBJAMSFWAAEqVn8EJIBmQqgABlCo/gxNAMiBVAQIoVX4GJ4BkQKoCBFCq/AxOAMmAVAUIoFT5GZwAkgGpChBAqfIzOAEkA1IVIIBS5WdwAkgGpCpAAKXKz+AEkAxIVYAASpWfwQkgGZCqAAGUKj+DE0AyIFUBAihVfgYngGRAqgIEUKr8DE4AyYBUBQigVPkZnACSAakKEECp8jM4ASQDUhUggFLlZ3ACSAakKkAApcrP4ASQDEhVgABKlZ/B/wcKNHXVINar4gAAAABJRU5ErkJggg==

Automates shapes drawing

Draws Square-1512016,34,255,190count5Draws Pentagon msg15

2901010255,72,218,125Draws asterisk 229014010255,160,25,118Draws asterisk 31

Automates drawing an asterisk

Draws Polygon 1290101060,0,124,14Draws Polygon 229014010240,46,255,15Draws Polygon 3

Draws the LIned POlygon SHapedata:image/png;base64,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5010