<snapdata remixID="9324061"><project name="Final project real" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes>.</notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAAALw0lEQVR4Ae2cSWwWyRXHn/GCjcFgY5vFYBbbGAxDzGLAZlgHsQQCyYhrDomEEEIc4DAcE245IHJDSEhRmAgpAnEghC2EbTLsArwxXkAsnvEevIEXwOC8f4my2h+f7QHc1OfwL+lzV2/1uv/986uuV1Ud1qVJmKiAIwWGOLJLs1TAKEAACYJTBQigU/lpnACSAacKEECn8tM4ASQDThUggE7lp3ECSAacKkAAncpP4wSQDDhVgAA6lZ/GCSAZcKoAAXQqP40TQDLgVAEC6FR+GieAZMCpAgTQqfw0TgDJgFMFCKBT+WmcAJIBpwoQQKfy0zgBJANOFSCATuWncQJIBpwqQACdyk/jBJAMOFWAADqVn8YJIBlwqgABdCo/jRNAMuBUAQLoVH4aJ4BkwKkCBNCp/DROAMmAUwUIoFP5aZwAkgGnChBAp/LTOAEkA04VIIBO5adxAkgGnCpAAJ3KT+MEkAw4VYAAOpWfxgkgGXCqAAF0Kj+NE0Ay4FQBAuhUfhongGTAqQIE0Kn8NE4AyYBTBQigU/lpnACSAacKEECn8tM4ASQDThUggE7lp3ECSAacKkAAncpP4wSQDDhVgAA6lZ/GCSAZcKoAAXQqP40TQDLgVAEC6FR+GieAZMCpAgTQqfw0TgDJgFMFCKBT+WmcAJIBpwoQQKfy0zgBJANOFSCATuWncQJIBpwqQACdyk/jBJAMOFWAADqVn8YJIBlwqgABdCo/jRNAMuBUAQLoVH4a/+QAdnV1CX42Beax3tnZKe3t7fLy5UtzbOAx9lzv0h5jl9jnzXuPZT50FIjw61IA0evXr03xYWFh8ubNG8EyMO+F5MWLF/LkyRM5ceyYVD5+IgkTUmTN2rUSHx8vSUlJEhsbK+Hh4TJkyJBuuFCeLSOwbNiMjIw05/h1nyz34xTwBUAAAQAtGPYSvevefFtbm5SVlUlNTY3xfPXF9yS2uUUSv5glY8eOlZaWFiksLDT7Jk6cKFOmTJGoqChb7DtLb9n4JwC0TKGpgC8AWk8HELweyisBtgMOeLx79+5Jenq6rFmzRl5ptdvx8LG0FRVLV2urjBkzxuyDN2vV9dLSUrl48aLMnTvXeEWU2ZsNu89rNzD/054/B27yfT1u2SKJW57ru53BYMAXAHHjgAIpEEILC+ArKCiQuro6Wb16tcTFxZlzOocOlamzv5DSH0okouOF3Ndlds58U+2OGDFC5s+fL5MmTZIrV65IVlaWpKamdntaW7a1bat9cyFB/gC+n/746QFc1FUR5Go+z02+NULsww+EwlaPxcXF0tDQIOvWrZORI0d2A4vqEu9+yVr9ysMnUpF/V5oaGrufDspLTk6WVatWSUlJiVRXV3fvs7BjA/J4V8R1MIWuAr56QO/Dt+BBCkCD31ptYAxVj+dNACx9+nR51tgobbV10lR0T26Pipc5K5ZLooJnE7zh0qVL5fLlyzJq1CiJiYkxu7x2sMF6Q3teb8u45Z+uWmy5dI1V8NsH4SuA9mFbL4h1NE5Q9ebm5kp0dLQ9pMdy2LBhkqXveI/0PTC+ulZqLv9HyhWwDvWKKZMnd0OF1nFaWpppwGRnZ5vtFkBr8+cDmCsT/rCzx3VwxX8FfKmCAYGtgnELFgrkq6qqjLdC46K3BGgA16bf/04iM9LN+2H534/IwyvXpPTOHQMxzsVxGRkZpvWMEE6gTez3euHe7HG7OwV8ARAPHj8veLhFrKPVm5mZ2e3Fert1nD9cq9m8zV9LdGaGJM+dI48UwifffS93zp+X/2rIBt4UVXhCQoJUVla+YxP2UA5T6CrgWxUc7JbR8n3+/LkkJibKq1evuoPKwY7FNjQiRur7Xc7GX0lFQaF0RUVK9aXvpLniR6nKL5ThKeNlqHrKYg3j1Lc0y65vvjGBZ295BNCrRujlfQEQnifQ++HWnz17JtVaBV84eVIiFa7klBRJ1fhfovZyALZgCQAljB4t4eoBk9PT5IeEeKkrKJJm9aRVJaXS3N4mdfX10qkwAnD0fHgTq2CvGqGX9wVAQAOgAAQS1gFkjbZ8v//HCUmPGSZJ6tmeT50qVYVFMnZOtmTNnCmxw4f3WmXCEyJWmLB5sxRNmiwNtTXyoqlZhmrV214ZJ60x0UEh7g3s0HsUn+cV+QJgoAe03tDA0NauoITLa200PC0rlyjt86158EA66+olWbvYUqdlSFRAaMY+mjCFGi3nnCVfSqtW5Y0aqnmqgexxCra+7b3j/XCetW3L4DK0FPAFQNxisAc/Wt/9JucukhVffSXaPJX2ulppraqRN01NUvLt3+TVpo1SpX3CufrOF6FVaV/vb/CW+KVMmCBDNKjd0dHRQ1nYt563xw6uhJQCvgCIBx/s4aO1mrd0iUzP/oXp4+3UhkjT0wYp09BKh3q+R2fPyYSsGXL1xD9lgQapY2KH9SsWQMMghmnTpvUA1sJrl/0WxAOcKOALgPZOrBey66iC0Y9bXl5uAIzUES1J48ZK/JrVUqbvghHaDffjtRsySqG8pfvy1q2ViIi+LxEjZZqbm00oxtrhcvAoELzpOQDXD/gCGwDwRhO0ykQ3HMCxCZBlaUNk8uI8iZ+RKY2VVdJ85aqU3L5twjb2uMAlbBQVFZnRMsFADeaFA8vgulsFfAMQ8AEQb8I6+mzRe3H16tXuHg0cA1gm6fYZWvUOy5kr9TpQofQv30qlhlsQcA5MKKuiosKAPFVb00iB1S2OCfwnCCyH624V8A3AQPhwmxYQ2xNy8+bN7lCN3T8lc5rM1hEyMjlV6jS4XHzytFRrqMWbUDbe+27cuGGGZ9nYXzCbwbZ5y2LerQKfFEALA4Zc5eXlmXc3jGbxtmDhsaZqgyQtJ0deatVcczdfHmvL2AaUsXygYZtLly6ZAQ2IDdqE8i3k2Ia8tWmP4TK0FPANQG/VFwwKeK0lS5aYuN7x48cNVBhQAGDwPrdQ97UmjZZG7Tm5869/y3PtRamtrZVz586ZcYArV66U0dpD4k2waUG18Hmvw3ss86GhQN9NzI+4Rq/n6S0PT4hhVBjVjDkf169fl3Hjxpl5IAg4x2uD5fap0/KmsEDGnDolaDXP1B6TFO3CA6QWMruEHQs7QLTbP+I2eKrPCvgKILyPF75g94JjMDhh+fLlpirGEH2MlMawrdfhWh1//RuZMj1TvlSPiCFagNaC5gXM5q1NC2Iwm9wWOgr4BiBmrb0vBGghY3SzPW/FihVGKUBlt2GDBTB0ZOSVfKgCvgEIaD4keUELFttDmd5jPsRGsHPaWtsE81TqdWTNxyaM6EbPDDw2U98K+AZg32ZDa2+XjqSpXDlf0nVy1KxZOhnqI1MT+rZ1wtR0ndtCCPsW88PcVN9lDrq9nb/dKJM09INJ7wOR8BqBKaNoWPX3DjwQ9gZzGQRQn17nr1cNGHwWBkw1RUsc37hh6l0BAghtooeasYRbt241c44R5P6QtHPnTtmzZ0+PU+kBe8jxzgoB9Ehy9uxZ2b59u+ke3LBhgyxcuFCOHj1q5i+vX7/ewIWY5TH9eBJa6GfOnJEtW7aYEtCjk5+fb2KYniKZ7UcBAugRaNeuXWaY2O7du+XChQty8OBBOXLkiOnyW7BggZnTsmPHDrMNcUsEy3EMEiZbYdvhw4c9JTLbnwIE0KMQwjvndcrn3r17Zf/+/bJv3z45cOCAGfiA4WPwivgaw7Zt2+TRo0fmzEOHDpklPCQGSCxevNhTIrP9KRCm7yg9x0z1d8b/0X77caKOv/5Jsjf90gTBB/L28BWvvr4AMZC2BmtZ9ID65CJOXe72aAP1INGliHBMb58fGSg7g70cBqIB4JHT0rIoW+5qHtDgawvjx483z9ZWte/zoDHpHqO+582b9z6nfZbH0gO+fexpLR0GusePH5st6M24detWj6kDP5cQDDVbtmyZDNdZe0x9K0AP6NEHng+DKPAl1vv378vs2bPZlebRx48sAfSoiuoWX+bHN6vR2vVj0IPHHLOqAAF8i0FTY5Og2sUAWQ4g+HT/G/8DmZ4d19r6fjsAAAAASUVORK5CYII=</thumbnail><stage 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" id="174"/></item></list></costumes><sounds><list struct="atomic" id="175"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="gotoXY"><l>150</l><l>15</l></block><block s="setScale"><l>70</l></block></script><script x="20" y="115"><block s="receiveMessage"><l>relocate_apple</l></block><block s="gotoXY"><block s="reportRandom"><l>-230</l><l>230</l></block><block s="reportRandom"><l>-140</l><l>140</l></block></block></script><script x="20" y="192"><block s="receiveKey"><l><option>1</option></l></block><block s="doSetVar"><l>two_players</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="lost"><bool>true</bool></variable><variable name="lost2"><bool>false</bool></variable><variable name="two_players"><bool>false</bool></variable><variable name="directions to head"><list struct="atomic" id="205">270,270,270,180,180,180,180</list></variable><variable name="directions to head2"><list struct="atomic" id="206">90</list></variable></variables></project><media name="Final project real" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>