<snapdata remixID="9513760"><project name="Angles-Bond" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAS3ElEQVR4Xu1dd1xUxxP/aozRxIKK7ZeIBQuKYowaY8Aejb333qKxIPbeNbYoApbYK9iSqIi9a1QCxp/+MCJorGBUUMHe9feZNe9l73jAHbnjHrl5//i4nd2dnfm683Z2djbd27dv34IfloCNJJCOAWgjyXO3QgIMQAaCTSXAALSp+LlzBiBjwKYSYADaVPzcOQOQMWBTCTAAbSp+7pwByBiwqQQYgDYVP3fOAGQM2FQCDECbip87ZwAyBmwqAQagTcXPnTMAGQM2lQAD0Kbi584ZgIwBm0qAAWhT8XPnDEDGgE0lwAC0qfi5cwYgY8CmEmAA2lT83DkDkDFgUwkwAG0qfu6cAcgYsKkEGIA2FT93zgD8F2Bg4uTJmDh+fJocCQMwjagtaw4HPIyL1+S2xle1cGj/AVE219cXg7y8VLp5C+bDs19/3Y6SAahb1Rgy5urmhnNhYckC8NPy5XHm1ClNuo+yZ8Pj+w90NWIGoI7UER8fDwcHB5WjpGY9mW15Bnw/cya8fPpMFF+6dAnOzs4q6azZszF86FAdjZhzw+hKGcTM5q1b0LxpM8HXpClTMGHcOE0e/dcFoGP7DqJMBqA8y+Uv8AluRkVr1n/vg4x4/fyFzcfPM6CNVfDs2TNkypRJ5aJk6dI4//vvmlwNHDwYPt7eoqxK9er45fDhBACsVac2DuzdJ37/uKATbly7Lt5z5c2Du7djNNv18fPDwAEDbCIJBqBNxG7YaYZMH+DVs+eanOT9+D+4feNPUZbu/Qx4+/KVeM+cNQuePnyUAIDyDBoVFYUCBQoIGhm8WRyy41H8fbU/33l+8PJkAOoACvpgQTaP3/bti0ULFwrG2nXsgPX+AeI944eZ8eLJ0wQANHcEBZ2L4Nqly2o1Y3Ca25659DwDmisxC9HPmTsXQwYNUlvL85/8iPnzpsmtf165MkKDgxMFoLePDwYPHCjKnYoUxvXLV8S7bKKNOzt2/Bg83D1M5sEShAxAS0jRxDZq1v4KB/ftV6mNFwIbNm1E29ZtRLk8ExUpXgyXL1w06GXRksX4tlfvRAEor4blmXPy1KkYP3asqJc+4/t48+Kl2u7JkydRsWJF9e/suXLi/t17Jo4uZWQMwJTJLcW1ps+ciVEjRqj123Zojw0B68Tfo8eOxbSpUxO03bxVS2z+8Sfxu3vVqjh+9KgBjbIKDgsLg5ubW6Kg3PjjJrRp1VqT92w5c+DBvTi1TP7eTPFgTajIADRBSJYmuXnzJvLnz6/ZrOxwNp4xqcIHH32I54+faAKwfaeOWLfW36CsdNmy+P1//xO/ye+yCf+sYkX89+RJtV5qfgcyAC2NLo32kvO51a77Nfbt3pOg5tRp0zB29Gjxe7kKFXD6t9+weOkS9P6mlyYAc+fPh9ibtwzKtNru068ffliwQHPkWjspbdq3w8Z1660iKQagVcSasFF51UqlQduD0KhhI5VQntlk87duw3q0b9sO1WrWxJGDBw0avnPnDhwdHVVHtFKvWcsW2PLTzwa0sqvnwMEDqFWzligfNGQI5s6ZI949vbwwz9fXoJ7s8LaGqBiAZki1WIkSuBgZaVINrW+owsWK4srFP9T63Xr2wMply9W/tb7Rynz6Kc6eOWPQZ3h4OEqVKoX+AwZgvp+fCsBCRZ1x9Y9L6uLCo1o1HDtyxKCug2MuxN+5K36Tefzl2C+o4lFFpTV2kCsFP2/ZjBbNmpskA1OIGICmSOkvmoqVKiHiQiT+vB6FrFmzJltTa0Zp3a4tNq3foNZ1cXVFxLlz4u9bt24hX7584l1rR0T5JlSc0wUKF0LUlasqAJXZbNSYMZj+3Xco//nnOBUaig+zZcWTBw8N+B08dCi8Z8/WHMOCHxaiX5++BmV16tXF3l27kx2zuQQMQDMkFhQUhMbN3+3T7t6xE1/XqWNS7QqVKuG3kBCVdm2APzp16Kj+nSnLR3j26LH4W/YHTpg0CZMmTIBiPt3KlUPY6dNQgKfMYMoq+NGjR8iSJUuiPMn9yETnzp2Dq6ur+KlB40bYsS3IoA3jzweTBm0iEQPQREERWddu3bDaf61aw7NvX/j5+hm0ULxkSVw4fz5Bq1qRLbKZk31yxVxccDEiAsZAVRqNiYlBnjx5oMyEcjCCQtO0RXNs/XkzqtaogaOHDuHKlSsoXLiwKFYWNPQuu37kvWMqi42Nxb4D+8U3qPx0/6YnVixdZobkEidlAJogxo6dOmH9po148+ZNAurPypXDqdC/XRgKgdY34IkTJ5AuXTpUrlxZbWfhoh/Q99s+4m/HfHlx59Ztgz7yffIxbkXfUM2ovCLt0r0bVq9YaRANo4C3qEsJ/BERiZnff48Rw4ZB8SXKzuXKHh4IPnZM9Ge8Upf3oGWGtL4rTRBhoiQMQBOk9+rVK0RERCD8fDiCgraDPsRfv36DFy/fhTPldnREjJH7Q2lWMZtyN8azYcMmjbE9cJsgqV6rJg4fOAhjh7VSX1loELCaNWmC4sWLGwAwR25HxMXeEeSr165Bl06dUa9hA+zavgOnTp1C+fLlRZlMJ++aUJkCXpnn5FxJJohRk4QBmFLJ/VXv2rVrOBcejl27dmHYsGFw+iv6RG522IgRqFz5CzXOj8qUBYJCJ5s/xf+nmGXlG1AOwZLdKmSCmzVtigH9PXH0l6NY6x+ApYsXQ/HpxcXFIUeOHKKsapWqBqtfBdDEhzJbyrwbm2W5TGtxY644GYDmSiwZeopCdq9WVZhN40fLxA4YOBB+Pj6CVJ5llFCqzt26Ys3KVcL8z/b2FhHNtLqOiIxQndcEwPv3H6i7GYrZpjaV2U3Z3ZADVlu2aY2fNm4SfRvvC9MMnDNnjgROb6JNKnzMXHEyAM2VmBn0ie2nGps8mc64TOlOWWisWLUSw0eONPhWpLJjx49jnb8/WrVoKarI7VT68kuEnDgB+XNAMc9E27FLZ/ivXqOOTMsEk49yytTv1G09M8SQJCkD0FKSTKIdCo0/uHcfSpYsqVLR+Q8KRCB3Dj1kpr+fOVO8KzF6u3bvQr269dTvwg6dOyE8/LzYklOe9Rs3YMnSpQgJDRU/DRk0GFMmTRLv8ozbt39/LJw/H/Q9myFDBlFuvHrW+g9D4VvVqlZTI2gsLS4GoAUl2qR5MwEQcqFoPWROSfmyC6NF61b4fsZMFClSRFRRvtvo9583/YievXth2eIlIB9e6IlgNdpl2owZCP41GA8ePET69OlE3bi4eFy+chkvX74Us2GzJk1BwGvVsgVqVK8BOYRL9glq7f8mFZBAICbf4P49e1CzRs1/JEEG4D8SX+KVCTjbd+zQ/BaksKm6DRuIHRXlkQGhuEpWrVmNrp27oFSZMgg/exaBQdvQrkMHMYtlzJgRT58+Ff9+UakS+vbpo5pfanPo8OGYM9dbDeFv3Kwptm3ZClo0nTr9X7EgCty2DUeOHjXYEUlstRsZGQmX0q4iLlHxJ1pCdAxAS0gxmTbGjh8POiCuFdxpbPYU8J05cwZx8XFi5qIFCC0ewsPOGiifdkqmz5wB9y+/FAfTKVJm9Zq1ePz4MerXqye24y5cuICadWoj+uo1A5MsH1Laui0QI0eNVrcEleHs2bsH9Rs1surpOQagBQBICwMKcSr3aTn8evx4ki2SGaQDQsrWm0JMW3BkYgsVKoRDhw9h46YfxVkQZdVK4KLzIbly5QLtoNAsuGTRIvjNm4+sWbOgeLHioBlz5vQZ6gm38RMnYtqM6eLAU4lSpRAZHm5wlqRug/oo/1l5fDdlisrz0uXLRJCDccyh8aCCg4PRoElj4d6JPBeufleaK04GoLkSM5G+U9cu8A8IQP++/RKEOClN7Ni5A42bNTOYYWhh4pDdQYBPWb1+4e4ugE3fmLTazZM7D1avWCHcPbRwIVN6+MgRUYdAWtq1NLJly4bQk6EYN2asWEDQHi/tmlD4FkU/34uJVUFDuWW8feYaREQbD5P8luSIX7FsGdq1aWuiFJInYwAmLyOLUVBE8tVrV7He398gFpA6oBAr17Ju4vAQHaUMCQlBy7ZtRLSL4qMjcO3YtROFChaCs3MRREREIiY2RuzEZM+eHffuxeHS5Utiu4+idciXSCfePAd6iX1h2dfXu08fkOlVjnzKg/ymd28sW7EcPbp3Fwsgaz4MwH8oXVoNkunt3q2rptM2qeb37d+Hlm3aIH++/AbfX2RiaZfh8IEDBjsX5J65fv063nvvPXi4uyMqKhqxd2LxYebMiL1zBwU+KYBr16+haZMmwjQGrFuHwM2b0d/LS+wLU6Bq2NmzuBR5QWWL/HvdevSASwkXg7B8U8RCiyD6vqWzyG5lyiBw8xZTqhnQMADNFplpFShihUxb0I7tiI6ORt68eVH3668xZuQoFCtWLNFGhgwbhrm+PmjZooUaN0hOZTJ99O1IRy3J3B46fBivX78Wsx25dmihQv86OTmB+q5apQpKFC8h/IMUpkVnPoi+hGsp3L17F9u3BsLd3T1RPmi/e8HChfg1JES4dcisd+nc2eIZFBiApuHJalQUcr9o8RKc/O0dQMq6lUW3rl3UCBnqmPaAQ0JDROg87YIUKlgQ0TduCDcMgYMeAmL69OlFmo+CTgWRL19eERsYtH07Ro8chamTJwu6hw8fYtyECdgSuFXMpvRNWKd2bYwaPgKlS5e22jgTa5gBmOoiN7/De/fugVwu5Aek77qcOXPiyZMneP78Od6+fas2SCDMni0bnr94IYDpVsYNXbt05vyA5ouca8gSSAyAL168MIhRZAAybsyWgLkmeMSoUcIER0VHG5hgMr8EwMyZM8OpgFOyJphWwLQrwibYbJWljQpai5B6deuKRUjRokWttwgp4CRcM0ktQmhGDdqylRchaQNKSXNpKzdMFQ8PMQsS0P+JG4by0XTv2ZPdMP8GMCY3Bjrje+XqFaxbuxaNGzU2IE+JIzoy8gJux9yGY65cwhFN0TCWcET37NULy1euYEd0cgrVc7myFUfna+nwuNaT0q243I65sWblSrEVN3vWLGwNDLT6Vhzlj6Eo7OVLl/JWnN6AZ6tgBDr34es3L9FgBPL3UbRMUsEIFcpXUH2EJFdTgxHohF/Dpu92XDgYQW+INOKHgOA3f55Z4VinT59G/P34JMOxKNplxqyZVgvH2r1nNxo0bszhWDrHlyZ7yQWk1mvUUE0gTg1YOiCVQvxne89JMiB1W1CQMN1yig4OSE2LaPuL59QMyadTayeCT3BIfhrGS6qxToeSDu3bDxcXF7VP40NJFEJPCwp6lENJO3ftRP169c06lDR08BBMnjhRtGOpQ0nVq1XHuDFjrCIv3gu2iljfNWqNY5krV68SJ+jkFB7JHctUsqEmdiyTTtsFrPk75w0fy7QiKKzd9MWLF1GlRnWLHUwnd87aVav5YLq1FfdvaN/4gLcyprScmuOTQgXFgSath1NzpAHU6jU5kZwplZMTpQEgmctiaqRn69qjO1YtX2FWejb5OgZOz2auVtMAvUUSVJZ0wcXzlklQqSQ35wSVaQA81mKRU/QmLll2w1gLdYlce6CXJOXy9QzGIuAk5VYERWo1nZJrGuS74hQ+k7qmoZ+nJxbMm8fXNKSWUtNyPym9qIbSr1EmAiXZuCwDvqgmLSMiFXlPLr8yX9WVisrgrgA9XFao5J0hffBlhXaESr6u1VDZvApORfCn9MJq5xLFDfK5EMt8YXUqKu7f2JW3j4/I86I88hVdpoxXvu9X66akub6+GOTlJZpyKlJYZN2ih3I+H9i7T7OLY8ePwcPdw5TuLUbDM6DFRGm5huRFC6Vko7x/9LTr2AHr/QPEu7yq1gKgqdwosYcKfWpeVk19MgBN1ZQV6ZK6d0O+Mkv2LWbOmgVPHz4SXMkApFRplP+ZHuWuEXqnzFo+3t7id2OQ+c7zg5fnACuOMPGmGYA2EfvfnRrfy6t1TatCLYNIvjVJBqBsYuVbjuSc0MZD9vHzs3jaNVPFygA0VVKpRCfPYJOmTMGEceM0e5ZvMpcBKN+EREcBbkZFa9ZPzjeZSsNlE5xagjalHzon4uDgoJJqXfGq1Y4MQDm2j64Nc3Z2VqvMmj1bXPWlp4dnQD1pIwleXN3ccC4sTJNCBqDWpTNKJXl21MuwGYB60UQyfCQ1G8oAlN0v1CTdT+LZr79uR8kA1K1qTGeMclFPHD/e9Ao6omQA6kgZ9sgKA9Aeta6jMTMAdaQMe2SFAWiPWtfRmBmAOlKGPbLCALRHretozAxAHSnDHllhANqj1nU0ZgagjpRhj6wwAO1R6zoaMwNQR8qwR1YYgPaodR2NmQGoI2XYIysMQHvUuo7GzADUkTLskRUGoD1qXUdjZgDqSBn2yAoD0B61rqMxMwB1pAx7ZIUBaI9a19GYGYA6UoY9ssIAtEet62jMDEAdKcMeWWEA2qPWdTRmBqCOlGGPrDAA7VHrOhrz/wFuW3xcmm5n/AAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="8.645454235739862" y="40.67366430758065" heading="114" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="16.66666666666667"><block s="down"><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?</comment></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block></script><script x="16.666666666666657" y="107"><block s="clear"></block><block s="forward"><l>100</l><comment w="226.66666666666666" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.</comment></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block></script><script x="16.666666666666657" y="200.66666666666666"><block s="clear"></block><block s="forward"><l>100</l><comment w="282.99999999999994" collapsed="false">C. After drawing the spike, turn half way around (&quot;do a 180&quot;).&#xD;&#xD;How many times must you run this script to get the sprite to face the way it started (facing &quot;right&quot; or &quot;to the east&quot;)?</comment></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block></script><script x="565" y="484.4999999999999"><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block></script><script x="83.66666666666663" y="356.83333333333337"><block s="receiveGo"></block><block s="down"></block><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><script x="423" y="320.83333333333337"><block s="down"></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block><block s="doWait"><l>.5</l></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="not too small triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="fancy triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy triangle %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="not too small square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="not too small hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="fancy square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy square %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="fancy hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy hexagon %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Angles-Bond" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>