<snapdata remixID="13701472"><project name="script variables" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADb5JREFUeF7tne2PVNUZwH9nZpYllQgqICCw1UU2AbW+u2spohBWUAsGI1WifuiXfugf0H6yMWnSz21S06RfjGh9oVWptSpIbMBQjWIrVhFFQSohxUrEF9ydnXuas8PU2dl7zzn33rlzz5095+s85+U+5zfPc57zKqSUEp+8BnLSgPAA5qR5X+24BjyAHoRcNeABzFX9vnIPoGcgVw14AHNVv6/cA+gZyFUDHsBc1e8r9wB6BnLVgAcwV/X7yj2AJgaOHoUDB+DYMZPkxN/nz4eBAejri5dvikl7AJs7/Phx2LkTarVsMBAC1qyBBQuyKb+ApXoA9+6Fgwfz6br+flixIp+6Hal1agJ46BDs2eNIF5xpxuBg3WVPsTS1AHzuOThxwu0unjULNmxwu41tbN3UAPCJJ+D06TaqrQNFVSqwZUsHKsq3iu4GcMeO+NFrvv0xufY5c2D9etda1bb2dCeAKpp94YW2KEmyHMnVqcoSvIXgzVRlsHo1LFyYrgwHc3cfgA89lErNUi5DimtSlWHKLHgbwRsmsfDf77svWT5Hc3UPgCdPwvbtidQs6UeSz3SIkPsQYn+8dg8Pw7x58fI4Kt0dACaMbgNuB852o2tkjZLYat+WmTNh40Z7eUcliw9gApcbcK86jeBol0CJGMOIgrvkYgMYE75ArgMx11nwJjZshBKP2bW1wBAWF8BY8M0m4Ba7zrSQOiXgY+B4CT4HTp8xpr3KoUuYK2GRhNltOPAqeAXBB+ZWFRTCYgIYA76AdFHjfwXsLMOoGQGjxA01WJwQSiu3XEAIiwdgB+A7LGB32chTKoFLA7g8iFeEYBuCr/SZCgZhsQC0hE8ygGQwXu8C28rfutPYmVNkuGfMPrPgIIK9XQNhcQC0hU/cjJTn2/co8HAllnhmwvYgjlHika6AsBgAWsIXoBbv7Wn6Sxk+c3A2xhZE47iwAO7YfQAtJ5njBBtfAE/bc5qZxdMVfG0AAxZjRC2EM2bApk25tN+2UrcBtFxei2P5FHgKwFRpaQ2+F8A0i5D23RLsS067jTXUQrh2LajzKY4mtwG0cL2SYSR266KJx3rzJdxUbU8X7i/DW/FCbCOEpmU8h12xuwBawbcUyZAVGIng2zwaZ0hp1Y4JQo/3wJjdIHRdTT+xLcQhhNQcM3AUQjcBtNzPZzPuU+fbHo3rAbe0Y9o5Bo9PTrOa6b6+Bv0ar1/iKeBUeMWrVjl5RNRNAC2sXybw3VKFWRbjuhhsxRJ9ZJpRfCiAJZrgRDsedNAKugegxTZ6G/hUT8Zyu522elGovVaG9/VjxOFafb05KkVCeO65cNttRsg7KeAegEbrdw4BPzTqyBq+a2twcUYH0Y2t1AgYrKEuMBG8huDd8MIds4JuAWhxes3G+lnDd9eo2nyXIH1JLzsQfGOdt8p11LjIWn5cMAWERXHFbgFosH6StUj0c1rPVuCkTTcncLnT+YNNyUaZUdYRMMsolxmEDllBdwC0WPEwWT9lj560iXhjwtcu8FqJG2UNAXPMIGos4WVBfU48LEVawbPOgjvuMNfbAQl3ADRav7uQ6KNEK9d7ZxV67CLdXl5A8Fnm3fANd5nr0ECoGw9GQuiIFXQDQIu7WkzWb0cZjpvmdK+owTK7gCMrqxdFWpVV1AzDC92YMArCSACvugouucQMfsYSbgBosH4BtwLnaVVhZf0sXK/gNL08nbHaw4uvcQFVVkbXrZbw1FJeSNpSg1KEYXfZChYEQP22+kcqYNw4YgXfp+PRbZLUV4OLqnBeUA+svxSSoxXBv3os2tZUoeRsRnTnVxK4Yg+grkeN9/MtIuCmdNbvxjFYoEdUMEIvf4rF3p1fxzvcuacXPrHYhxBwPqO6b46A8O4xCCte8B6Cv0/+NnXVh7ryI8eUvwU0ul+99bPaVGph/eKM+TZ/na7HXusVfFTWB0LaecMXK3AifAIz9lgw52Ck8AAax35thG/FCFxgF8NYEfr4d/Ri2ug4wgp6AK1Uf0bIuOtlCQHfjyzxhIDnTS7NAGAPuynzb2Or01q9qAoSQ7ijB/4zOexfKOHG0D/JYUr8bXIzVq6ECy80fn9WAvlawK1btReCm6ZejNZvXRXO1bs6G9ebFXyNTtVBWOVqalwc3v9dYAXzBTDl+M8IoMH6uQCfDYSRrtgDmNIwpwCwKuAxnfudLmGTfhu9CcArRmFpjDO7KbVBlCUc4yrGWDq5eOWClStuScsDuDIk6K8f5Qz5oBwDEWctoGQJUjP+e64M6tqMyHR3VT3HHfnzNHZQ4lMtM1m73tbKD1Xg9YjVxnZYQcERBC9P/uYpCaB6gWjXrkgAAn4EqOt+wlPW7rfT8JlccTsAVHWETkoPDcHSEAub1qRb5M/PAhp2PqcOQFKO//IC8HAFXg2xggHzGOXGyV36UqV+TVdLijUdk+PTEPkBmGL8p3SttYDqXIc63xGReniVMh9G/t7u+T4LQzBBJGosGGoFvxTwzORx4OYxQvcOubYs150ArhyDRdFLb6bgIy/r1043fEUAl4QGIhG3r+Y0DiwkgJ8I2KWLgAvqfhsA7u+BdyYbNeKMA9XeofUhAa+3gA0tp3DBb5TgHd1ZjgwB/P3vPuTjk5IHfvFT+Oavcb2rtXyYGx7hdiTTJ5cRYz7QA9gGAF8qwbGMAFxQgx+M6Dip8PDP/8E9V143LvTb3btYvHE9tw73QXWfNWAmwTAAqwxR47spAfyj2iw2uQzvgifqRBcFG+cAU1jAZVXJpWqWW5fKfRx58D36zpm4SXY0CPjli8/y41/dz+J5R6F2xMRZ5O9hAI5xGWMsTwWgkH9GiJBjBh7AIgG4iCMPvj8JQPUF9z+//QyAn0DtIw+gQQOFDEJydcFiOg//7PX/u+Bn9r9J6YZBbrt5EVT/mRi41ozeBbdNlREFFTQI+fVvDvDpVz08cP9PYCTZ9n0b1fogxEZLaWRSAOinYVoUHxIF+2kYE5wpAFRFa1dC/EQ0fiI6TwD9Uhx+Kc4EoN+MEKohvxnBBE67fvfbsUI1GWsjgiohxiqIEvfbsZrVrhkH+g2pE/mMsw6scoZtx/IbUlv/8ykCEb8ln/qpOL8lP4VPTgGgMRJWAimW5Bpf1amtWbqTce2wfpHuV/2Q0zKcqjq/lRBVuz+WOc65P5aZwoilyuoPpmvhU7qNtH7+YHoq9L7NnLMbVg0x7ZBuNLbdW/UT34rQrug3Z/ebvwtWLUgJoL+caKIhiHUYyQMI+OvZJrkSfz1bm7yrdTEpraC/oLKu6aJZPzdcsJUb9lf0jhPmr+i1tmnxBP0l5fhLyuMh035p/0yDXqcJ7oZWBbp2Cq71I/OdiG5ujX+oJhpA/1BN+w1eaIlGK+if6mrVW5EfqXEnCGlo1T9WOJEv/1hhhyxfczX+uda6NlLA559rTcOtf7DaP1idhp+25DVaQfX6kP79ENUOdVn8ozavZzYara50U+dJ8koGq6eaNRTAEs2bO0V5J7ihYnei4OZON+6SqQtnAqEq2OJtkbYy+uQ0GDWXeH0N+jX/jxJPAafCC1q1Cvr6zJV0WMJNAJUSLKygZCmSISuVGa/0DStl8yjEsaBWLWkSerwHxkxPfNbl19VgtgY+IQ4h5J7oFuS46VSnFncBtIZwGMk8q65PBKEqeb6Em/Q37ls1QAmp1y7VklqMpJtqGS9G1iiJrYWDTzXYbQBPnoTt241dFbAFW1P1dAW+MJZoEFhaqz9TPs1ivPhuCfYlN6NG+HSrHeoz1q6F+fPTfnFm+d0GUH22xQqJErMZDza0qABUILqcrg1gwPgGrWapTX3cjBmwaZPLn+m4BWyozmI8WIfQ3hIqeavNrDl0n43VU83SRrxKwNFxX7NK3beAMSGU4makPD8WNonHhrFqMQvbgqdeO6q/eqRJBYDP/TFgq34tLaFkAMmgucdbJLaV4bRdUBq7bF0Ge/DUA9kHEeztCviKB6BqsSWEcceFzT16WMDueIFqbCAvDeByizHeBHfFNgRfdQ18xQSwQxA2elm9R7ezbDVPbITwhhostgicwwoyjvcKMuZr/bbijAETuuN6ttkE3GIExFbglICPqb+Q9Tnfum31st3ZEuZKWCT1E8e2dQleQfCBWbwgY77uATCmJRx3yXIdiLnmznRCYoQSj9m1pKDwFdcFN3dLjDFhI1vAvWoO3q5zc5CycreNdhUYvu4AUH2F5WR1K0sBtyunmQNiIVWaltNas8ycCRs3utH2FK0o7hiw9aMtl+3CdCXpR7IihRqTZxVyH0Lsj1fA8DDMs1v/jldw56W7B8CG7hK45Ga1S7kMKa7JtCcEbyN4I1kdBXe53RWERHWh5X5CGwIky5FcbSMaKSN4C8Gbqcpg9WpYuDBdGQ7m7j4L2Kxki+39DvbJxCbNmQPr1zvfzKQN7G4AG1qxOG2XVIGZ5atUYIvaXNHdaWoA2OjDhNFyRxGYNQs2bOholXlWNrUAbGja4i6ajnfK4CAMDHS82rwrnJoANmvdeD9hhl3U3w8r8pn+yfCrYhXtAWxWl4qed+6EmjrQmUESAtasgQULMii8mEV6AE39pl50OnAAjh0zSU78XZ3DUC7VwaOQ8T4kW2kPYLb69aUbNOAB9IjkqgEPYK7q95V7AD0DuWrAA5ir+n3lHkDPQK4a8ADmqn5fuQfQM5CrBjyAuarfV+4B9AzkqoH/AUazrvN/k6xdAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="script variables"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw a rectangle %&apos;height&apos; %&apos;width&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="width"/><script><block s="forward"><block var="height"/></block></script></block></script></block-definition><block-definition s="draw outer frame" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="fill with random color %&apos;height&apos; %&apos;width&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doUntil"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block var="height"/><l>2</l></list></block><block s="reportVariadicLessThan"><list><block var="width"/><l>2</l></list></block></list></block><script><custom-block s="draw a rectangle %s %s"><block var="height"/><block var="width"/></custom-block><block s="doChangeVar"><l>height</l><l>-1</l></block><block s="doChangeVar"><l>width</l><l>-1</l></block></script></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block-definition><block-definition s="rectangle %&apos;height&apos; %&apos;width&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="setSize"><block var="height"/></block><block s="forward"><block var="width"/></block><block s="up"></block></script></block-definition><block-definition s="encode %&apos;word&apos; %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportUnicodeAsLetter"><block s="reportVariadicSum"><list><block s="reportUnicode"><block var="word"/></block><block var="number"/></list></block></block></block></script></block-definition><block-definition s="t and s count %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>t count</l><l>s count</l></list></block><block s="doFor"><l>letter position</l><l>1</l><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><script><block s="doIf"><block s="reportVariadicEquals"><list><l>s</l><block s="reportLetter"><block var="letter position"/><block var="word"/></block></list></block><script><block s="doChangeVar"><l>s count</l><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l>t</l><block s="reportLetter"><block var="letter position"/><block var="word"/></block></list></block><script><block s="doChangeVar"><l>t count</l><l>1</l></block></script><list></list></block></script><comment w="90" collapsed="false">state&#xD;1    5&#xD;(letter position)</comment></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="t count"/><block var="s count"/></list></block><script><block s="doReport"><l>t</l></block></script><script><block s="doReport"><l>s</l></block></script></block></script></block-definition><block-definition s="%&apos;number&apos; !" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>total</l></list></block><block s="doSetVar"><l>total</l><l>1</l></block><block s="doFor"><l>n</l><l>1</l><block var="number"/><script><block s="doSetVar"><l>total</l><block s="reportVariadicProduct"><list><block var="total"/><block var="n"/></list></block></block></script></block><block s="bubble"><block var="total"/></block></script></block-definition><block-definition s="%&apos;number&apos; ! (2)" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>total</l></list></block><block s="doSetVar"><l>total</l><l>1</l></block><block s="doFor"><l>n</l><l>1</l><block var="number"/><script><block s="doSetVar"><l>total</l><block s="reportVariadicProduct"><list><block var="total"/><block var="n"/></list></block></block></script></block><block s="doReport"><block var="total"/></block></script></block-definition><block-definition s="triangular number n %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>total</l></list></block><block s="doSetVar"><l>total</l><l>0</l></block><block s="doFor"><l>n</l><l>0</l><block var="number"/><script><block s="doSetVar"><l>total</l><block s="reportVariadicSum"><list><block var="total"/><block var="n"/></list></block></block></script></block><block s="doReport"><block var="total"/></block></script></block-definition><block-definition s="number of divisor %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>total number of divisor</l></list></block><block s="doSetVar"><l>total number of divisor</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block var="number"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="number"/><block var="i"/></block><l>0</l></list></block><script><block s="doChangeVar"><l>total number of divisor</l><l>1</l></block></script><list></list></block></script></block><block s="doReport"><block var="total number of divisor"/></block></script><scripts><script x="302" y="77.50000000000006"><block s="doSetVar"><l>total number of divisor</l><l>0</l></block></script><script x="365.8515625" y="221.33333333333343"><block var="number"/></script><script x="270.8515625" y="168.33333333333343"><block var="total number of divisor"/></script></scripts></block-definition><block-definition s="simple tunnel" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>100</l></block><block s="setPenColorDimension"><l><option>hue</option></l><l>0</l></block><block s="setSize"><l>300</l></block><block s="doRepeat"><l>6</l><script><block s="down"></block><block s="forward"><l>.1</l></block><block s="up"></block><block s="forward"><l>10</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>-17</l></block><block s="changeSize"><l>-40</l></block></script></block></script></block-definition><block-definition s="tunnel, steps=3 color=0" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="tunnel, steps = %&apos;step move&apos; color = %&apos;color hue&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>100</l></block><block s="setPenColorDimension"><l><option>hue</option></l><block var="color hue"/></block><block s="setSize"><l>300</l></block><block s="doRepeat"><l>6</l><script><block s="down"></block><block s="forward"><l>.1</l></block><block s="up"></block><block s="forward"><block var="step move"/></block><block s="changePenColorDimension"><l><option>hue</option></l><l>-17</l></block><block s="changeSize"><l>-40</l></block></script></block></script><scripts><script x="151.5859375" y="184.50000000000006"><block var="step move"/></script><script x="218.3867187500001" y="264.1666666666667"><block var="color hue"/></script></scripts></block-definition></blocks><primitives></primitives><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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