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AQVcgC6SAAECBAgoYDNAgAABAgQKBBRwAbpIAgQIECCggM0AAQIECBAoEFDABegiCRAgQICAAjYDBAgQIECgQEABF6CLJECAAAECCtgMECBAgACBAgEFXIAukgABAgQIKGAzQIAAAQIECgQUcAG6SAIECBAgoIDNAAECBAgQKBBQwAXoIgkQIECAgAI2AwQIECBAoEBAARegiyRAgAABAgrYDBAgQIAAgQIBBVyALpIAAQIECChgM0CAAAECBAoEFHABukgCBAgQIKCAzQABAgQIECgQUMAF6CIJECBAgIACNgMECBAgQKBAQAEXoIskQIAAAQIK2AwQIECAAIECAQVcgC6SAAECBAgoYDNAgAABAgQKBBRwAbpIAgQIECCggM0AAQIECBAoEFDABegiCRAgQICAAjYDBAgQIECgQEABF6CLJECAAAECCtgMECBAgACBAgEFXIAukgABAgQI7PkCHtLfkaSPafdc5nEY0i+eXP+YdtqS38dK7Mcy74FrJ0BgdwT2dAHfK/37DyYfmFDvS+7w9rR/2h322aYM6Q9O8qqtVR8ypr16tgm7s9qq7MfuaEkhQGDZBfZ0Aa+nfzTJl7Y28dSNtNss44YO6Zcl+cbWtZ84pp20jPexKvuxjPaumQCB3RfYswW8nv7onjz/G8kNJuwnJp9vyWM30l64+9uw88T19Nf05IFXJDefrHJ8ckFLXruR9qCdr7r7Z67Kfuy+nEQCBJZVYC8X8Bd78uYx7acmmzek/2lL7rORdv1l2swh/WBLPr2R9s0CXk+/oCc3G9P2LdN9rKevxH4sk7lrJUCgVmBPFvCQ/odJHjimnXp1/iF98nL0a8e0X6jdlunSh/SPJTnr0LKdlHKSj49pt55updqjVmU/ahWlEyCwbAJ7sID7viG5rCW/sZH27Ktv2Hr6r/bkt8bkpKRNSmyBf/rxQ3J5rvot/r6H/EPir5LcZ0xOSNoVC3wTkzegr8h+LLayqyNAYPEE9lwBD+kHkpw5pt3icNsxpH8qyYVj2v7F267/v6Ktx46uM6adeIT7mLwp66uL/ljSquzHIs+KayNAYDEF9lQBr6ev9WTsyf7NtL893Jaspd+zJQdaMmykbS7itq2nP74nz2nJ4zbSnn+4a1xPf2xPnteSJ2ykPXdB72Ml9mMRbV0TAQKLL7CnCngt/YIkn9lMW7umrVlLnxTvTTe33ti0aNs4pF/ek0s3077tKPfxvy05eUw7YdHuYXI9q7Ifi2jrmggQWHyBPVPAQ/qTkjz9SC/ZHrpVQ/rkJdynjGnPXKRtXE//m57ce0ybau+G9N6St2yk/cgi3ceq7McimboWAgSWS2Cq/4kv1y0d/mqH9C/35FWbaY+a5n7W0l/UksmnSl1vmuN365itdzh/bEz73mkyh/R/SXLrRXssaVX2Y5o9cAwBAgQOJ7AnCnhIf2Wu+q3x9O2MwZD+hSRvGdMeup3z5nXskP7pJN+53TLdKu3/GNNuNq9r2866q7If27lnxxIgQOBQgZUv4Puln/6V5KIkvzimvWg7IzCkT35b/oPrJme8KW1SxmU/6+m36snHk7x6THvIdi5kSJ98TvSDW3LWRtontnPurI9dlf2YtYv1CBDYewIrX8BD+vty1RuRpnrJ9tAR2HoJ99Ix7U6V4zGkX5LkhDHtWju5jiH960kuH9NO2cn5szpnVfZjVh7WIUBg7wqsdAEP6T+R5A0tOXsj7cM72eb19Nv15ENJ7j+m/flO1jjWc4b0yRvBntiS8zfS/mwn662n/2RPXpfkWWPa5A1pu/6zKvux63ACCRBYSYFVL+ALk3zo0E+K2u5ODumTT5Y6e0w7c7vnzuL4If2KlnxxI+2MY1lvPf2inlx/TDv+WNbZ6blD+krsx07v33kECBC4usDKFvCQ/owkTxjTrj2LLR/Sv5bkOWPak2ex3rRrDOnvSnLXaR87Otq6k8eSkrx7TLvb0Y6d5X9flf2YpYm1CBDY2wIrW8Br6V9tyQvHtF+ZxRYP6b/bk0dvpl1nFutNu8bWc7z/sJF2x2nPuabj1tPf35MfnFWhT3tNq7If096v4wgQIHA0gZUs4LX0v2jJnca0Gx0NYDv/fUj/XE/et5n249s5b6fHrqV/tiVnjGnH7XSNw503pF/Zk4s20248y3WPtNaq7MduWMkgQGDvCKxcAZ+Tfssrr3pc56Fj2qtnuZVD+oOTvPK45Ky3pX1ylmsfutZ6+jk9eWuSF4xpvzTLrCH995M8piXnbqS9bZZrH7rWquzHPI2sTYDA3hRYuQIe0ifvWL5yTLvDPLZ0SP9AkuPGtLPnsf631tz6m/PBMe2688gZ0r+SZN+s/kZ+pGtclf2Yxx5YkwCBvS2wUgU8pP9Mkj8+PrnpW9P+cx5be276Ta5IPpPk58a0l88jYz39j3ryiIPJXQ6kvXceGfvT77wveU9LXrKR9vPzyFiV/ZiHjTUJECCwagU8+cSrd4xp589za4f0yfO09xiP8bGga/it8coknx3TbjLn+5j8I+XGs/4b89V+i1+J/ZjnHlibAIG9K7AyBbye/ryePHxMO3k3tnNIv7QlL91Ie9ws84b0D249c7wre7P1WNLkWenbz/I+VmU/ZmliLQIECFxdYFf+J78b5EP6ZUl+e0z7zV3Ke2qSXx/TTppl3tZjRwc2jvKdxbPKXE/f7Mn+WT+WtCr7MStn6xAgQOBQgZUo4CH9LUm+Z0y76W5u8ZA++Vvwv45p955F7ta3L522259UNfmkrSQXb/fboq7hJfSV2I9Z7Kk1CBAgcCSBpS/gIf2HkryvJ/fdTHvzbm71Wvp9WjL5mMrJM8d/fyzZW29YetnB5GkHdum3+G9d7/70p+5LnpbkZ4/1jWWrsh/HspfOJUCAwDQCq1DAk2d+vzCm3XWaG571MUP6u5OcPqaddSxrb71ke9mYdr1jWWen5w7pX05y0rG+pD6kr8R+7NTReQQIEJhWYKkLeC39sS157vWT016Xdum0Nz3L485PP/mLycU9efxm2vN3svZa+utbcv+DyY0OpP33TtY41nP2p99wXzL5pK83bKY9YCfrrcp+7OTenUOAAIHtCix1AQ/p/9OSN26kTZ7/LftZT395T84b0759JxcxpB9McsGYdoudnD+rc4b0TyW5+Zi2bydrrsp+7OTenUOAAIHtCixtAa+nv7QnDxjTTtvuTc/j+CH94pa8fiPt4dtZf+sl21vutPS2kzXNsVv/GPjkdl9SX5X9mMbIMQQIEJiFwFIW8I+mn3RZMnkO94kbac+dBcSxrrGe/viePOuk5OS/Tps8EnXUn/PST7k0mfzt9Y1j2o8d9YRdOGBI/8sk552cXO+NaZdME7kq+zHNvTqGAAECsxJYygJeS3/nvuSMjbRbzQpiFuusp3/i4FXfMnT3adYb0r+U5Npj2onTHL9bxwzp30jytTHt1GkyV2U/prlXxxAgQGBWAktXwEP6uUkmz5lOvqT+72YFMYt1hvQfnnzZfZJ7j2mTbzI64s+Q/qQkv3MwedSBtBfPIn9Wa+xPf+S+5EVJfm1Me+ZR7mMl9mNWdtYhQIDAtALLWMD/nuTfxrR7TXuTu3nckP72JN89pn3XUYrr8p5csrnDN27N+57WrnqD2ylj2glHuY+V2I95e1qfAAEChwosVQEP6U9O8pRFe8n2UNStl3CfPqY943Ajt57+tp7ca9Yf/zjr8d76WMy3b6Sdc7i1V2U/Zu1mPQIECEwjsGwFfElPXrGZ9phpbq7qmLX0F7TkYWPaKUcorsljRx8Z025XdY3T5A7pH05y2yO9Q3tIX4n9mMbCMQQIEJi1wNIU8Fr6a1qyPqbdYNYI81hvSP98TzY20x509fUnnx/dkjM30o6bR+6s11xPv7InFx76Odursh+z9rIeAQIEphVYigK+e/qNTkguTPLIMe0l095c5XFD+iOSvPjy5Mx3pn1uci1r6We35IMt+ZONtIdVXt+02evpr+jJT/fk9ptpH5qctyr7Ma2B4wgQIDAPgaUo4LX097fkWmPa980DYV5rDun/3JOvb6bdcZIxpH8lyXFj2rXmlTmPdYf0rye5cky77tY/JFZiP+ZhZU0CBAhMK7DwBTykn5/ktS257UbaR6e9sUU4bj39Nj35SJIHJrlLkl+efMjFmPamRbi+aa9hSL/f5MNCkvxekveswn6Maa+b9v4dR4AAgXkILEMB/1eSfxzTzpsHwLzXHNInxfUDSc7Y+tamG847cx7rD+mTL4k4PclFq7AfY9p3zMPJmgQIEJhWYKELeC39XS25S0/eMe0NLeJxLdk/ua6eXLyI1zftNbXkm5+73ZMD056ziMe15B49ec9m2t0W8fpcEwECe0NgoQt4SP/ml8T35IJl3o6W3HnyXbs9mXz05DL/nNqSy3ry3mW+iZbcPMnLxrTJfPkhQIBAicBCF3CJiFACBAgQILALAgp4F5BFECBAgACBQwUUsJkgQIAAAQIFAgq4AF0kAQIECBBQwGaAAAECBAgUCCjgAnSRBAgQIEBAAZsBAgQIECBQIKCAC9BFEiBAgAABBWwGCBAgQIBAgYACLkAXSYAAAQIEFLAZIECAAAECBQIKuABdJAECBAgQUMBmgAABAgQIFAgo4AJ0kQQIECBAQAGbAQIECBAgUCCggAvQRRIgQIAAAQVsBggQIECAQIGAAi5AF0mAAAECBBSwGSBAgAABAgUCCrgAXSQBAgQIEFDAZoAAAQIECBQIKOACdJEECBAgQEABmwECBAgQIFAgoIAL0EUSIECAAAEFbAYIECBAgECBgAIuQBdJgAABAgQUsBkgQIAAAQIFAgq4AF0kAQIECBBQwGaAAAECBAgUCCjgAnSRBAgQIEBAAZsBAgQIECBQIKCAC9BFEiBAgAABBWwGCBAgQIBAgYACLkAXSYAAAQIEFLAZIECAAAECBQIKuABdJAECBAgQUMBmgAABAgQIFAgo4AJ0kQQIECBAQAGbAQIECBAgUCCggAvQRRIgQIAAAQVsBggQIECAQIGAAi5AF0mAAAECBBSwGSBAgAABAgUCCrgAXSQBAgQIEFDAZoAAAQIECBQIKOACdJEECBAgQEABmwECBAgQIFAgoIAL0EUSIECAAAEFbAYIECBAgECBgAIuQBdJgAABAgQUsBkgQIAAAQIFAgq4AF0kAQIECBBQwGaAAAECBAgUCCjgAnSRBAgQIEBAAZsBAgQIECBQIKCAC9BFEiBAgAABBWwGCBAgQIBAgYACLkAXSYAAAQIEFLAZIECAAAECBQIKuABdJAECBAgQUMBmgAABAgQIFAgo4AJ0kQQIECBAQAGbAQIECBAgUCCggAvQRRIgQIAAAQVsBggQIECAQIGAAi5AF0mAAAECBBSwGSBAgAABAgUCCrgAXSQBAgQIEFDAZoAAAQIECBQIKOACdJEECBAgQEABmwECBAgQIFAgoIAL0EUSIECAAAEFbAYIECBAgECBgAIuQBdJgAABAgQUsBkgQIAAAQIFAgq4AF0kAQIECBBQwGaAAAECBAgUCCjgAnSRBAgQIEBAAZsBAgQIECBQIKCAC9BFEiBAgAABBWwGCBAgQIBAgYACLkAXSYAAAQIEFLAZIECAAAECBQIKuABdJAECBAgQUMBmgAABAgQIFAgo4AJ0kQQIECBAQAGbAQIECBAgUCCggAvQRRIgQIAAAQVsBggQIECAQIGAAi5AF0mAAAECBBSwGSBAgAABAgUCCrgAXSQBAgQIEFDAZoAAAQIECBQIKOACdJEECBAgQEABmwECBAgQIFAgoIAL0EUSIECAAAEFbAYIECBAgECBgAIuQBdJgAABAgQUsBkgQIAAAQIFAgq4AF0kAQIECBBQwGaAAAECBAgUCCjgAnSRBAgQIEBAAZsBAgQIECBQIKCAC9BFEiBAgAABBWwGCBAgQIBAgYACLkAXSYAAAQIEFLAZIECAAAECBQIKuABdJAECBAgQUMBmgAABAgQIFAgo4AJ0kQQIECBAQAGbAQIECBAgUCCggAvQRRIgQIAAAQVsBggQIECAQIGAAi5AF0mAAAECBBSwGSBAgAABAgUCCrgAXSQBAgQIEFDAZoAAAQIECBQIKOACdJEECBAgQEABmwECBAgQIFAgoIAL0EUSIECAAAEFbAYIECBAgECBgAIuQBdJgAABAgQUsBkgQIAAAQIFAgq4AF0kAQIECBBQwGaAAAECBAgUCCjgAnSRBAgQIEBAAZsBAgQIECBQIKCAC9BFEiBAgAABBWwGCBAgQIBAgYACLkAXSYAAAQIEFLAZIECAAAECBQIKuABdJAECBAgQUMBmgAABAgQIFAgo4AJ0kQQIECBAQAGbAQIECBAgUCCggAvQRRIgQIAAAQVsBggQIECAQIGAAi5AF0mAAAECBBSwGSBAgAABAgUCCrgAXSQBAgQIEFDAZoAAAQIECBQIKOACdJEECBAgQEABmwECBAgQIFAgoIAL0EUSIECAAAEFbAYIECBAgECBgAIuQBdJgAABAgQUsBkgQIAAAQIFAgq4AF0kAQIECBBQwGaAAAECBAgUCCjgAnSRBAgQIEBAAZsBAgQIECBQIKCAC9BFEiBAgAABBWwGCBAgQIBAgYACLkAXSYAAAQIEFLAZIECAAAECBQIKuABdJAECBAgQUMBmgAABAgQIFAgo4AJ0kQQIECBAQAGbAQIECBAgUCCggAvQRRIgQIAAAQVsBggQIECAQIGAAi5AF0mAAAECBBSwGSBAgAABAgUCCrgAXSQBAgQIEFDAZoAAAQIECBQIKOACdJEECBAgQEABmwECBAgQIFAgoIAL0EUSIECAAAEFbAYIECBAgECBgAIuQBdJgAABAgQUsBkgQIAAAQIFAgq4AF0kAQIECBBQwGaAAAECBAgUCCjgAnSRBAgQIEBAAZsBAgQIECBQIKCAC9BFEiBAgAABBWwGCBAgQIBAgYACLkAXSYAAAQIEFLAZIECAAAECBQL/B1yp6JZsj2FLAAAAAElFTkSuQmCCChallenge question 1 is worth 3 ptsChallenge question 2 is worth 3 ptsthe entire quiz is worth 16 ptsTo work on the challenge problem click on the green dot sprite.LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.Hello!121datamapmany1data lists11110i121contcatchtagcontcatchtagSpriteSprite03035i02