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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAW20lEQVR4Xu3dP69kyVkH4Op7YxM5WCQSR3sXkBMyhyax5MRLhhD4CzhDwv4IGInMXwAsROYlQXKCQ2cElrD3TuTEErbkCMfTjXaYQdoez2z/qXPqrV89E3ef877PW1e/7jqlnkPzjwABAgQIENhd4LD7Hd2QAAECBAgQaALYIiBAgAABAgMEBPAAdLckQIAAAQIC2BogQIAAAQIDBATwAHS3JECAAAECAtgaIECAAAECAwQE8AB0tyRAgAABAgLYGiBAgAABAgMEBPAAdLckQIAAAQIC2BogQIAAAQIDBATwAHS3JECAAAECAtgaIECAAAECAwQE8AB0tyRAgAABAgLYGiBAgAABAgMEBPAAdLckQIAAAQIC2BogQIAAAQIDBATwAHS3JECAAAECAtgaIECAAAECAwQE8AB0tyRAgAABAgLYGiBAgAABAgMEBPAAdLckQIAAAQIC2BogQIAAAQIDBATwAHS3JECAAAECAtgaIECAAAECAwQE8AB0tyRAgAABAgLYGiBAgAABAgMEBPAAdLckQIAAAQIC2BogQIAAAQIDBATwAHS3JECAAAECAtgaIECAAAECAwQE8AB0tyRAgAABAgLYGiBAgAABAgMEBPAAdLckQIAAAQIC2BogQIAAAQIDBATwAHS3JECAAAECAtgaIECAAAECAwQE8AB0tyRAgAABAgLYGiBAgAABAgMEBPAAdLckQIAAAQIC2BogQIAAAQIDBATwAHS3JECAAAECAtgaIECAAAECAwQE8AB0tyRAgAABAgLYGiBAgAABAgMEBPAAdLckQIAAAQIC2BogQIAAAQIDBATwAHS3JECAAAECAtgaIECAAAECAwQE8AB0tyRAgAABAgLYGiBAgAABAgMEBPAAdLckQIAAAQIC2BogQIAAAQIDBATwAHS3JECAAAECAtgaIECAAAECAwQE8AB0tyRAgAABAgLYGiBAgAABAgMEBPAAdLckQIAAAQIC2BogQIAAAQIDBATwAHS3JPA+gYf29LettS91VvrdsT3/Y+druhwBAncICOA78LyVwBYCh/b0n621Xx5a+68e1z+19qeH1r5ybM9/1uN6rkGAQB8BAdzH0VUIdBL4kz9+aC//49ie/7DTBV9d5qE9/fexPf55az//Rc/ruhYBArcLCODb7byTQHeBh/bh91trp2N78b2eF39oH/59a+1wbC++2/O6rkWAwO0CAvh2O+8k0F3goT39+tgev97/m+qrb9Y/ObbnD7oX7YIECNwkIIBvYvMmAv0FHtvTXx5b+/apPX+j/9VbO7SnHz+09k8v2/O/bnF91yRA4DoBAXydl1cT2Exg64DcOuA3g3FhAqECAjh0sNqaTWCbw1fnCg5jzbYu1JssIICTp6u3aQS2Onz1dgA7jDXNolBovIAAjh+xBmcQ2O7w1Xn3DmPNsB7UuIaAAF5jzrosLLD3s9mtnzUXplYagVICArjUOBSzosDegbh34K84Uz0TuERAAF+i5DUENhPY5/DV28+C/TLWZiN1YQIXCgjgC6G8jMAWAnsdvno7gB3G2mKerkngGgEBfI2W1xLoLLDf4avzwh3G6jxKlyNwtYAAvprMGwj0ERj9LHbvZ8991FyFQI6AAM6ZpU4mExgdgKM/AEw2LuUS6C4ggLuTuiCBSwTGHL46r8wvY10yK68hsI2AAN7G1VUJvFdg1OGrtwPYYSxLlcAoAQE8St59lxYYd/jqnN1hrKUXouaHCgjgofxuvqJAtWevo59Fr7gG9EzgMwEBbB0Q2FmgWuBV+0Cw8zjcjsAwAQE8jN6N1xSocfjq7WfBfhlrzfWo65ECAnikvnsvJ1Dl8NXbAeww1nKLUcPDBQTw8BEoYCWBOoevztUdxlppHeq1hoAArjEHVSwgUP1Za7Vn0wssCS0uLiCAF18A2t9PoHrAVf+AsN+k3InAPgICeB9nd1leoObhq7efBTuMtfxSBbCbgADejdqNVhaoevjq7QB2GGvldar3fQUE8L7e7raowDy/uTzHN/VFl5G2wwQEcNhAtVNPYLZnq9WfVdebsIoI3CYggG9z8y4CFwvMFmizfWC4eBBeSKCYgAAuNhDlpAnMuaU7z5Z52nrRz0oCAnilaet1d4FZDl+dwzw0h7F2XyxuuJyAAF5u5BreU2Deb5JzfnPfc7buReBeAQF8r6D3E3iHwOzPUmd7dm0hEphNQADPNjH1TiMwe4DN/gFimoWi0GUFBPCyo9f4tgIZW7jzbqFvO11XJ9BDQAD3UHQNAmcCsx6+Oh+kw1iWNoHtBATwdrauvLBAzjfHjG/yCy9FrRcWEMCFh6O0OQXSnp3O/ix7zlWk6hUEBPAKU9bjrgJpgZX2gWLXxeBmBN4jIIAtDwJdBTK3bHO21LsO28UI3CUggO/i82YCnxdIOXx1PleHsax0Av0FBHB/U1dcWCD3m2LmN/uFl6rWCwgI4AJDUEKGQPqz0rRn2xmrThczCwjgmaen9lIC6QGV/gGj1GJSzBICAniJMWtye4E1tmhzt9i3XyHuQOBcQABbEwQ6CKQevnIYq8PicAkC7xAQwJYGgQ4C63wzXOObfocl4RIEvlBAAH8hkRcQeL/Aas9G0591W+8E9hIQwHtJu0+swGqBtNoHjtiFq7HhAgJ4+AgUMLfAmluy62y5z706VV9bQADXno/qiguscvjqfAx+Gav4wlTeFAICeIoxKbKqwLrfBNf85l91HaprTgEBPOfcVF1AYPVnoas9+y6w5JQQJiCAwwaqnf0EVg+g1T+A7LfS3ClVQACnTlZfGwvYgv0MeN0t+I2Xl8svISCAlxizJnsLrHr4ymGs3ivJ9VYWEMArT1/vNwv45veGzk7AzYvIG5cXEMDLLwEA1wp49vl5sdWfhV+7fryewBsBAWwtELhSQOB8HswHkisXkJcTeC0ggC0FAlcJ2HL9fVy25K9aRF5M4JWAALYQCFwh4PDV78fyy1hXLCIvJeAbsDVA4HoB3/TeZWZn4PrV5B2rC/gGvPoK0P/FAp51vp/Ks/GLl5IXErAFbQ0QuEZAwLxfyweUa1aT1xLwDNgaIHChgC3WS6Bs0V+i5DUE/k/AFrSVQOACgdeHr9qxvfjuBS9f9iWclh29xm8QEMA3oHnLegK+2V06czsFl0p5HQEBbA0Q+AKBXs82H9rTd1prXy4O/ttje/7BPTV6Vn6PnveuJCCAV5q2Xm8S6BUoj+3pp8d2+s2hHX52UyEbv+nU2ldbax+c2vPX7rlVrw8s99TgvQRmEBDAM0xJjQMFem2pfvilh3b4n2M7/UFrL343sKH33Lpfjbbsa05YVbUEBHCteaimmECvX3h6bB/99bGdPj61578o1uLnyjm0px89tMMnL9unP7ynTr8Ydo+e964iIIBXmbQ+bxLo9U3udbD928v26T/fVMhOb3psH/3NsZ2+df8HhV47Bzs17jYEBggI4AHobjmHQL9nmf22dreX61drr2fn2/fsDgTGCAjgMe7uOoFArwCZZfv5zUh6bUP3+wAzwWJRIoEbBATwDWjesoJAvy3UWbaf30y13zZ0a7228FdYcXpcT0AArzdzHV8g0OvwVWv9tnQvKLvTS/rV7DBWp5G4TKSAAI4cq6buFej1zW227efe29Ct9dtJuHem3k+gmoAArjYR9QwX6Pnscrbt5y22oXs9Sx++MBRAoLOAAO4M6nLzC/QLjH5bufur9qu95wea/R3ckcB2AgJ4O1tXnlLg1ZbpT47t+YN7y591+7n/NvSrw1i/PrbHr7f281/c6+r9BFIEBHDKJPXRRaDf4avP/q/PV78qVf7HN94F1/c09Iffb62dju3F97oMykUIBAgI4IAhaqGfQK/DV3Oefj537LcN7TBWvzXqSjkCAjhnljq5U6Dns8rZt5+32Ibu92z9zkF7O4EiAgK4yCCUMV6gZ0DMvv38Zho9t6F7fsAZv1pUQOB+AQF8v6ErRAj0O3yVsf38Zqg9t6Edxor4U9FENwEB3I3ShWYW6Hn4KmX7eYttaL+MNfNfidp7Cwjg3qKuN6VAv8NX859+Ph9gz21oh7Gm/PNQ9EYCAngjWJedR6Dvs8m+W7Y1FPv21PNZew0fVRC4TUAA3+bmXUECPQOh77fFOsg9D5X1/cBTx0glBK4VEMDXinl9mEDPw1f/v/38ycv26Q+ToHo/1/bLWEmrQy+3CgjgW+W8L0Kg5+GrrNPP5+Ptuw3tMFbEn48m7hQQwHcCevvcAj0PX6VuP7+ZcM9taIex5v67UX0fAQHcx9FVJhTo/SzydUDFbT+/GW3vbeiez94nXH5KJtAEsEWwrEDfAOi7RVtzKH177P0BqKaZqgi8W0AAWx2LCvQ9fJW+/bzNNrRfxlr0j0/brwUEsKWwpEDfw1e5p5/PF0fvbWiHsZb889O0ALYGVhboefgq+/Tz+Srpuw3tMNbKf4V69w3YGlhO4KF99A+ndvr40Nq/9Gj+1NpXW2sfnNrz13pcr/o1HtvTT4/t9JtDO/ysR62n1v7q0A6fHNunf9fjeq5BYBYBATzLpNTZTeCxffTNUzt+3NrhV90u2tpvj+35Bx2vV/ZSD+3pO621L/cr8PRHh/bw2enxf+93TVciUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFBAAAcOVUsECBAgUF9AANefkQoJECBAIFDgfwFg0DSlUO/3OAAAAABJRU5ErkJggg==Updated by Kevin Camelin and Jose Torres U2L2P2 Week 3: Abstraction Revisited Unit 2 Lab 2: Making Art by Using Data Structures Abstract Data Types

110i

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