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B9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQEABB9CNJECAAAECClgGCBAgQIBAQODwz/2Hu8BcI3chcP/15vD7xy421UYSIEBgZwLTBfyv5XB73Nd/L/ffz7HPfl5P8RJ+x2N7c/jlA1rv0Hg1AQIETgpM34J+vHI+1wnaz+sldOt+vb3zagIECLw9AQU8eEy3XnBb375BZssIECBwNQIKePBQb73gtr59g8yWESBA4GoEFPDgod56wW19+waZLSNAgMDVCCjgwUO99YLb+vYNMltGgACBqxFQwIOHeusFt/XtG2S2jAABAlcjoIAHD/XWC27r2zfIbBkBAgSuRkABDx7qrRfc1rdvkNkyAgQIXI2AB3EMHupLPOjiOHrLDzLxII7BcFhGgACBCYHpAp6Y5SW7E3j37ebw8yxPOtvdrttgAgQIXFhgdQv6n/v3n5bl8OXCc/14AgQIECBw1QInCvjD3fF265ZvjW791q3tm39PXeOtfnmRl1EB749RqdPrtuZ3soCPm+4Zz3MHeuv/GMr2zR3Xx1fx41cRkJeK1nrtW/dTwP/9OkYfOObeKG/9DfJcxf7O5cQHmPN8q5j8va38KWAF3Eq0E0KLb+HHryIgLxWt7V9RK2AF3Eq0E0KLTwH3+PjxKwls7XylgBVwKcBuyX64828k5iOztROgPMvzfJqX9gdABayAO/lrB9AJ0AmwE0CF3tHrF4j3b+/9q4AVcOsd7ATY4vMBpsfHj19JYGvnKwWsgEsB9om394mXH7/OG25rBSLPvTx7EMdyuD2GyINH5k4LW/vD9ud7Yfvmjuvjq/jxqwjIS0VrWU4U8MfbZfnzufZjrCZAgAABAgQqAr6MoaJlLQECBAgQmBK4/3pz+P3j6UunC9ithqkj8L8X8eNXEZCXitZ6LT9+FYFL5OXU17uubkGPbqR/DDAqdXodP34VAXmpaK3X8uNXEXitvCjgwaPyWgdkcHNWy2zfrNzD6/jxqwjIS0XLB6KX8qKAB3PkDTcI9cIyfvwqAvJS0VJwe82LAh7M+V4P8ODuuaL29+CzUXEHoSXnDswZ+HZ7B0sBDx59BTwI5QpYIfWiwo9fWWCv52cFPHio93qAB3fPFbAr4NmoKMyWnCvgM/C5Au4iKrieID9+FQF5qWj5Hau8XCYvroAHXQVwEMotaFeEvajw41cW2Ov52YM4Bg/1Jf4w+zjaM6gHD8CzZY7HnNvjq/jxqwjIS0Vrvfbod/JBHI+fHHo/3qsJECBAgACBlwXefbs5/Pz+9L+f+DKG95+W5fAFIwECBAgQIHA5AV9H6OsIW+lya6rFt/DjVxGQl4rW6VvBx/93K7/6O1nAxw28Ofy66+3qw6v3+svx2X23v7Ny8tKT48evLuB8VTd7+oqunwL295+tBHYD+Hy4n9c6HD7w9vj48SsJdM9XClgBlwKnMD/8vTPkDtFcbLonLPmTv7nkbfMOkQJWwJ08u2Jo6fkVTZNP/pqAPhD1ALt+ClgBtxLYDaArGlc0nQDKX0fPB8CeXt9PASvgVgadAFt8ruB6fPz4lQS2dr5SwAq4FGBXrK5YO4HZ2glQnuU5mWcFrIA7+XMF0tLr38JSIAqkE0EfiDp6/fevB3F4EEcrgR4M0OLzII4eHz9+JYGtna9OFPDH22X587m0VxYTIECAAAECJYHpb0MqTbGYAAECBAhctcD915vD7x9PCaYLeGuX8s+Pq+3rJZ0fv4qAvFS01mv5vX2/k19HOLvbfnk/K/fwOn78KgLyUtFar+XHryLwWnlZ/Q54dCNfawNHt+f5Ots3K+cDQk+OH7+6gPNV3ezpK/bqp4AHj/teD/Dg7q2W2d9ZOQXck+PHry6w1/OVAh481ns9wIO7p4D9PfhsVPxKpSXnA8cZ+Hb7Kz0FPHj0FfAg1AvL+PGrCMhLRWu9lt8+/BTw4HES6EEoBeyKsBcVfvzKAns9PyvgwUO91wM8uHtuQbsFPRsVhdmScwv6DHxuQXcRFVxPkB+/ioC8VLTc4pWXy+TFgzgGXf2h/CDUC8v48asIyEtFa72W3/b8Tj6I4/GTTW9zvZoAAQIECBB4WeDdt5vDz+9P//uJL2N4/2lZDl8wEiBAgAABApcT8HWEvo6wlS63ulp8vk6vx8ePX0lga+erkwV83KObw6+70p69sNgv73uK/PhVBOSlorVey49fRaCbFwXsz08qeVut7Qbw+Q/081qHY7d/jjG71/IyK/fwOn5ZPwWsgFsJ9AZu8TkB9vj48SsJbO18pYAVcCnArlg//P3VjF/RzMVmaydAeZbnuSSf5w6CAlbAnfy5AmnpuQXY5JO/JqAPRD3Arp8CVsCtBHYD6ArEFUgngPLX0fMBsKfX91PACriVQSfAFp8ruB4fP34lga2drxSwAi4F2BWrK9ZOYLZ2ApRneU7m2YM4PIijkz8PQmjpLfz4lQS29iCJ5xtv+0qHczlRwB9vl+XP59qPsZoAAQIECBCoCEx/G1JliLUECBAgQOC6Be6/3hx+/3hqMF3AbjX0osSPX0VAXipa67X8+FUELpGXk19HWNmop2v9Y4pZuYfX8eNXEZCXitZ6LT9+FYHXysvqd8CjG/laGzi6Pc/X2b5ZOR8QenL8+NUFnK/qZm/hglABDx53b5BBqBeW8eNXEZCXipYr/r3mRQEP5nyvB3hw91bL7O+snCvgnhw/fnWBvZ6vFPDgsd7rAR7cPQXsgSyzUfn7Ou+PFh+/Ht9u/RTw4IF3ghmEcgtaIfWiwo9fWWCv52cFPHio93qAB3fPFbAr4NmoKMyWnFvuZ+BzBdxFVHA9QX78KgLyUtFar+XHryLwUl48iGNQ8RJ/mH0cffzj7MFN+L/LbF9PkR+/ioC8VLTWa6/R79SDOP4DAnzU4wIIgaYAAAAASUVORK5CYII=20-47012249,255,15,12420-49012249,255,15,1Click the green flag in order to have the sprite go across the stage several times drawing bricks with nested loops and repeating loops inside other loops with one surrounding loop to repeat the entire process, so then a full road can be built.You start in a position at the bottom left of the stage. Due to nested loops, there are repeats of each brick being drawn with repeat 2 and 4 blocks within each of them.