<snapdata remixID="11495855"><project name="Reiter Snowflake Simulation" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>Inspired by https://youtu.be/n4AQ3yj3L4w and https://patarnott.com/pdf/SnowCrystalGrowth&#xD;Highly recommended to check out to understand how it works&#xD;&#xD;space - open menu&#xD;p - pause&#xD;t - toggle text&#xD;r - restart&#xD;1,2,3 - style&#xD;&#xD;This is a model of the growth of a snowflake. It uses only 3 parameters determining its growth and can deliver convincingly real results. By pressing space you open a menu where you can among other things select templates and after restarting watch the snowfake grow in a different formation. Of course each parameter can be changed to create your own induvidual snowflake :]&#xD;&#xD;A very quick descirption of the parameters:&#xD;Alpha - Diffusion weight, how fast the ice spreads&#xD;Beta - The cells initial background value&#xD;Gamma - Add constant, by how much each ice cell and their boundaries grow&#xD;&#xD;This simulation is currently on a 100x100 cells large grid, which is, for what I did so far, more than enough. It can be changed in the editor. (Larger grids make it slower though)&#xD;&#xD;If you would like to save an image of the snowflake, open the project in the editor (havent found a better way) and select "export" in the menu which pauses the project and shows a variable with an svg-image. Rightclick it to export it.&#xD;&#xD;I tried to make the project run as fast as possible but the larger the crystal grows the slower it gets, mainly due to the drawing time. When you first start the project it takes a few secods to load because the neighbors of all cells have to be precalculated (although I could have done a better job here). Also note that as all projects, this does not run in the background when you switch to another tab.&#xD;&#xD;After all this was really fun to make and I hope you like it! :]</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Reiter Snowflake Simulation"><notes>Inspired by https://youtu.be/n4AQ3yj3L4w and https://patarnott.com/pdf/SnowCrystalGrowth&#xD;Highly recommended to check out to understand how it works&#xD;&#xD;space - open menu&#xD;p - pause&#xD;t - toggle text&#xD;r - restart&#xD;1,2,3 - style&#xD;&#xD;This is a model of the growth of a snowflake. It uses only 3 parameters determining its growth and can deliver convincingly real results. By pressing space you open a menu where you can among other things select templates and after restarting watch the snowfake grow in a different formation. Of course each parameter can be changed to create your own induvidual snowflake :]&#xD;&#xD;A very quick descirption of the parameters:&#xD;Alpha - Diffusion weight, how fast the ice spreads&#xD;Beta - The cells initial background value&#xD;Gamma - Add constant, by how much each ice cell and their boundaries grow&#xD;&#xD;This simulation is currently on a 100x100 cells large grid, which is, for what I did so far, more than enough. It can be changed in the editor. (Larger grids make it slower though)&#xD;&#xD;If you would like to save an image of the snowflake, open the project in the editor (havent found a better way) and select "export" in the menu which pauses the project and shows a variable with an svg-image. Rightclick it to export it.&#xD;&#xD;I tried to make the project run as fast as possible but the larger the crystal grows the slower it gets, mainly due to the drawing time. When you first start the project it takes a few secods to load because the neighbors of all cells have to be precalculated (although I could have done a better job here). Also note that as all projects, this does not run in the background when you switch to another tab.&#xD;&#xD;After all this was really fun to make and I hope you like it! :]</notes><palette><category name="Project" color="0,116,143,1"/></palette><hidden></hidden><headers></headers><code></code><blocks><block-definition s="duration of %&apos;script&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>time</l></list></block><block s="doSetVar"><l>time</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="doRun"><block var="script"/><list></list></block><block s="doReport"><block s="reportQuotient"><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="time"/></block><l>1000</l></block></block></script></block-definition><block-definition s="position of hex %&apos;hex&apos;" type="reporter" category="Project"><comment x="0" y="0" w="195" collapsed="false">to convert hex coordinates to pixel coordinates. All the cells positions are actually odd-r hex coordinates</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportListItem"><l>1</l><block var="hex"/></block><block s="reportVariadicProduct"><list><block s="reportModulus"><block s="reportListItem"><l>2</l><block var="hex"/></block><l>2</l></block><l>0.5</l></list></block></list></block><custom-block s="sqrt 3"></custom-block></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="hex"/></block><l>1.5</l></list></block></list></block></block></script></block-definition><block-definition s="sqrt 3" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>1.7320508075688772</l></block></script></block-definition><block-definition s="get neighbor indexes of pos %&apos;pos&apos;" type="reporter" category="Project"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><custom-block s="let %upvar be %s"><l>cell index</l><custom-block s="cell index of position %l"><block var="pos"/></custom-block></custom-block><block s="doReport"><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportOr"><block s="reportLessThan"><l></l><l>1</l></block><block s="reportGreaterThan"><l></l><block s="reportListAttribute"><l><option>length</option></l><block var="cells"/></block></block></block><block var="cell index"/><l></l></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="cell index of position %l"><l/></custom-block></autolambda><list></list></block><custom-block s="get neighbors of %l"><block var="pos"/></custom-block></block></block></block></script><scripts><script x="773" y="74.66666666666669"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportOr"><block s="reportLessThan"><l></l><l>1</l></block><block s="reportGreaterThan"><l></l><block s="reportListAttribute"><l><option>length</option></l><block var="cells"/></block></block></block><block var="cell index"/><l></l></block></autolambda><list></list></block><block s="reportVariadicSum"><list><block var="cell index"/><block s="reportVariadicSum"><block s="reportListAttribute"><l><option>columns</option></l><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportModulus"><block var="cell index"/><block s="reportListItem"><l>1</l><block var="grid dimensions"/></block></block><l>2</l></block><l>1</l></list></block><custom-block s="hex neighbor directions"></custom-block></block><block s="reportNewList"><list><block s="reportListItem"><l>2</l><block var="grid dimensions"/></block><l>1</l></list></block></list></block></block></block></list></block></block></script></scripts></block-definition><block-definition s="hex neighbor directions" type="reporter" category="Project" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>1</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>-1</l></list></block><block s="reportNewList"><list><l>-1</l><l>-1</l></list></block><block s="reportNewList"><list><l>-1</l><l>0</l></list></block><block s="reportNewList"><list><l>-1</l><l>1</l></list></block><block s="reportNewList"><list><l>0</l><l>1</l></list></block></list></block><block s="reportNewList"><list><block s="reportNewList"><list><l>1</l><l>0</l></list></block><block s="reportNewList"><list><l>1</l><l>-1</l></list></block><block s="reportNewList"><list><l>0</l><l>-1</l></list></block><block s="reportNewList"><list><l>-1</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>1</l></list></block><block s="reportNewList"><list><l>1</l><l>1</l></list></block></list></block></list></block></block></script></block-definition><block-definition s="cell index of position %&apos;pos&apos;" type="reporter" category="Project"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><block s="reportListItem"><l>2</l><block var="pos"/></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="pos"/></block><l>1</l></block><block s="reportListItem"><l>1</l><block var="grid dimensions"/></block></list></block></list></block></block></script></block-definition><block-definition s="get neighbors of %&apos;cell pos&apos;" type="reporter" category="Project"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><block var="cell pos"/><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block s="reportListItem"><l>2</l><block var="cell pos"/></block><l>2</l></block><l>1</l></list></block><custom-block s="hex neighbor directions"></custom-block></block></list></block></block></script></block-definition><block-definition s="let %&apos;var&apos; be %&apos;value&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>var</l><block var="value"/></block></script></block-definition><block-definition s="initialize cells collumns: %&apos;col&apos; rows: %&apos;rows&apos;" type="command" category="Project"><header></header><code></code><translations></translations><inputs><input type="%n">100</input><input type="%n">100</input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportNot"><block s="reportIsA"><block var="starting cells"/><l><option>list</option></l></block></block><block s="reportNotEquals"><block var="grid dimensions"/><block s="reportNewList"><list><block var="col"/><block var="rows"/></list></block></block></block><script><block s="gotoXY"><l>-230</l><l>155</l></block><block s="setColor"><color>243,179,0,1</color></block><custom-block s="write line %txt size %n"><l>generating cells... this can take a few seconds</l><l>14</l></custom-block><block s="doSetVar"><l>grid dimensions</l><block s="reportNewList"><list><block var="col"/><block var="rows"/></list></block></block><custom-block s="generate cells"></custom-block><block s="doSetVar"><l>starting cells</l><block s="reportMonadic"><l><option>id</option></l><block var="cells"/></block></block><custom-block s="clear groups"></custom-block><custom-block s="set seed cell"></custom-block></script><script><block s="doSetVar"><l>cells</l><block s="reportMonadic"><l><option>id</option></l><block var="starting cells"/></block></block><custom-block s="reset cell values"></custom-block><custom-block s="clear groups"></custom-block><custom-block s="set seed cell"></custom-block></script></block></script></block-definition><block-definition s="update boundary group" type="command" category="Project"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="let %upvar be %s"><l>new boundary cells</l><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportListItem"><l>6</l><block s="reportListItem"><l></l><block var="cells"/></block></block></block></autolambda><list></list></block><block s="reportConcatenatedLists"><block s="reportListItem"><l>2</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportListItem"><block var="ice cells"/><block var="cells"/></block></block></block></block></block></custom-block><block s="doForEach"><l>cell index</l><block var="new boundary cells"/><script><block s="doAddToList"><block var="cell index"/><block var="boundary cells"/></block><block s="doReplaceInList"><l>6</l><block s="reportListItem"><block var="cell index"/><block var="cells"/></block><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block-definition><block-definition s="set seed cell" type="command" category="Project"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="let %upvar be %s"><l>cell index</l><block s="reportListIndex"><block s="reportRound"><block s="reportQuotient"><block var="grid dimensions"/><l>2</l></block></block><block s="reportListItem"><l>3</l><block s="reportListAttribute"><l><option>columns</option></l><block var="cells"/></block></block></block></custom-block><block s="doReplaceInList"><l>4</l><block s="reportListItem"><block var="cell index"/><block var="cells"/></block><l>1</l></block><block s="doReplaceInList"><l>5</l><block s="reportListItem"><block var="cell index"/><block var="cells"/></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doAddToList"><block var="cell index"/><block var="ice cells"/></block><custom-block s="update boundary group"></custom-block></script></block-definition><block-definition s="clear groups" type="command" category="Project"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>ice cells</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>boundary cells</l><block s="reportNewList"><list></list></block></block></script></block-definition><block-definition s="generate cells" type="command" category="Project"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>cells</l><block s="reportCrossproduct"><list><block s="reportNumbers"><l>1</l><block s="reportListItem"><l>1</l><block var="grid dimensions"/></block></block><block s="reportNumbers"><l>1</l><block s="reportListItem"><l>2</l><block var="grid dimensions"/></block></block></list></block></block><block s="doSetVar"><l>cells</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block var="cell index"/><custom-block s="get neighbor indexes of pos %l"><block var="pos"/></custom-block><block var="pos"/><block var="beta"/><block s="reportBoolean"><l><bool>false</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></autolambda><list><l>pos</l><l>cell index</l></list></block><block var="cells"/></block></block></script></block-definition><block-definition s="write line %&apos;text&apos; size %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%n"></input></inputs><script><custom-block s="let %upvar be %s"><l>pos</l><block s="getPosition"></block></custom-block><block s="write"><block var="text"/><block var="size"/></block><block s="doGotoObject"><block var="pos"/></block></script></block-definition><block-definition s="reset cell values" type="command" category="Project"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>cells</l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="cell"/></block><block s="reportListItem"><l>2</l><block var="cell"/></block><block s="reportListItem"><l>3</l><block var="cell"/></block><block var="beta"/><block s="reportListItem"><l>5</l><block var="cell"/></block><block s="reportListItem"><l>6</l><block var="cell"/></block></list></block></autolambda><list><l>cell</l></list></block><block var="cells"/></block></block></script></block-definition><block-definition s="simulation step" type="command" category="Project"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="let %upvar be %s"><l>start time</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></custom-block><custom-block s="let %upvar be %s"><l>nonreceptive</l><block s="reportMonadic"><l><option>id</option></l><block var="cells"/></block></custom-block><block s="doSetVar"><l>nonreceptive</l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="cell"/></block><block s="reportListItem"><l>2</l><block var="cell"/></block><block s="reportListItem"><l>3</l><block var="cell"/></block><block s="reportIfElse"><block s="reportOr"><block s="reportListItem"><l>5</l><block var="cell"/></block><block s="reportListItem"><l>6</l><block var="cell"/></block></block><l>0</l><block s="reportListItem"><l>4</l><block var="cell"/></block></block><block s="reportListItem"><l>5</l><block var="cell"/></block><block s="reportListItem"><l>6</l><block var="cell"/></block></list></block></autolambda><list><l>cell</l></list></block><block var="nonreceptive"/></block><comment w="194" collapsed="false">set all ice or boundary (receptive) cell values to zero</comment></block><custom-block s="let %upvar be %s"><l>weight</l><block s="reportQuotient"><block var="alpha"/><l>12</l></block></custom-block><block s="doSetVar"><l>nonreceptive</l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="cell"/></block><block s="reportListItem"><l>2</l><block var="cell"/></block><block s="reportListItem"><l>3</l><block var="cell"/></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><block s="reportListItem"><l>4</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportListItem"><block s="reportListItem"><l>2</l><block var="cell"/></block><block var="nonreceptive"/></block></block></block></block><block var="weight"/></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>4</l><block var="cell"/></block><block s="reportDifference"><l>1</l><block s="reportVariadicProduct"><list><block var="weight"/><l>6</l></list></block></block></list></block></list></block><block s="reportListItem"><l>5</l><block var="cell"/></block><block s="reportListItem"><l>6</l><block var="cell"/></block></list></block></autolambda><list><l>cell</l></list></block><block var="nonreceptive"/></block><comment w="216" collapsed="false">blur the cells using weighted average. Alpha determines the strength</comment></block><block s="doReplaceInList"><l>1</l><block var="performance"/><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="start time"/></block></block><custom-block s="let %upvar be %s"><l>start time</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></custom-block><custom-block s="let %upvar be %s"><l>receptive</l><block s="reportMonadic"><l><option>id</option></l><block var="cells"/></block></custom-block><block s="doSetVar"><l>receptive</l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="cell"/></block><block s="reportListItem"><l>2</l><block var="cell"/></block><block s="reportListItem"><l>3</l><block var="cell"/></block><block s="reportIfElse"><block s="reportOr"><block s="reportListItem"><l>5</l><block var="cell"/></block><block s="reportListItem"><l>6</l><block var="cell"/></block></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>4</l><block var="cell"/></block><block var="gamma"/></list></block><l>0</l></block><block s="reportListItem"><l>5</l><block var="cell"/></block><block s="reportListItem"><l>6</l><block var="cell"/></block></list></block></autolambda><list><l>cell</l><l>cell index</l></list></block><block var="receptive"/></block><comment w="225" collapsed="false">raise all ice and boundary cell values by gamma and set the others to zero</comment></block><block s="doSetVar"><l>cells</l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="cell"/></block><block s="reportListItem"><l>2</l><block var="cell"/></block><block s="reportListItem"><l>3</l><block var="cell"/></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>4</l><block var="cell"/></block><block s="reportListItem"><l>4</l><block s="reportListItem"><block var="cell index"/><block var="receptive"/></block></block></list></block><block s="reportListItem"><l>5</l><block var="cell"/></block><block s="reportListItem"><l>6</l><block var="cell"/></block></list></block></autolambda><list><l>cell</l><l>cell index</l></list></block><block var="nonreceptive"/></block><comment w="188" collapsed="false">add the receptive and nonreceptive cells together</comment></block><block s="doReplaceInList"><l>2</l><block var="performance"/><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="start time"/></block></block><custom-block s="let %upvar be %s"><l>start time</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></custom-block><custom-block s="update ice group"><comment w="183" collapsed="false">update the ice and boundary groups</comment></custom-block><custom-block s="update boundary group"></custom-block><block s="doReplaceInList"><l>3</l><block var="performance"/><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="start time"/></block></block></script></block-definition><block-definition s="update ice group" type="command" category="Project"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="let %upvar be %s"><l>new ice cells</l><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportAnd"><block s="reportNot"><block s="reportListItem"><l>5</l><l/></block></block><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>4</l><l/></block><l>1</l></block></block></autolambda><list></list></block><block var="cells"/></block></custom-block><block s="doForEach"><l>cell</l><block var="new ice cells"/><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="cell"/></block><block var="ice cells"/></block><block s="doReplaceInList"><l>5</l><block var="cell"/><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script><scripts><script x="14" y="260.8"><block s="doFor"><l>cell index</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="cells"/></block><script><block s="doIf"><block s="reportAnd"><block s="reportNot"><block s="reportListItem"><l>4</l><block s="reportListItem"><block var="cell index"/><block var="cells"/></block></block></block><block s="reportGreaterThanOrEquals"><block s="reportListItem"><l>3</l><block s="reportListItem"><block var="cell index"/><block var="cells"/></block></block><l>1</l></block></block><script><block s="doAddToList"><block var="cell index"/><block var="ice cells"/></block><block s="doReplaceInList"><l>4</l><block s="reportListItem"><block var="cell index"/><block var="cells"/></block><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block></script></scripts></block-definition><block-definition s="use template %&apos;template&apos;" type="command" category="Project"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doSetVar"><l>alpha</l><block s="reportListItem"><l>1</l><block s="reportListItem"><block var="template"/><block var="templates"/></block></block></block><block s="doSetVar"><l>beta</l><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="template"/><block var="templates"/></block></block></block><block s="doSetVar"><l>gamma</l><block s="reportListItem"><l>3</l><block s="reportListItem"><block var="template"/><block var="templates"/></block></block></block></script></block-definition><block-definition s="restart" type="command" category="Project"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doStopThis"><l><option>all but this script</option></l></block><block s="doBroadcast"><l>start</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script></block-definition><block-definition s="open menu" type="command" category="Project"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-230</l><l>40</l></block><block s="doAsk"><block s="reportNewList"><list><l>Paused</l><block s="reportNewList"><list><block s="reportNewList"><list><l>export (editor)</l><l>export</l></list></block><l>toggle text</l><l>set scale</l><block s="reportNewList"><list><l>style</l><block s="reportNewList"><list><l>all</l><l>ice</l><l>ice and boundary</l></list></block></list></block><block s="reportNewList"><list><l>set parameter</l><block s="reportNewList"><list><l>alpha</l><l>beta</l><l>gamma</l></list></block></list></block><block s="reportNewList"><list><l>use template</l><block s="reportNumbers"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="templates"/></block></block></list></block><block s="reportNewList"><list></list></block><l>restart</l><l>pause</l><l>continue</l></list></block></list></block></block><custom-block s="⸻⸻⸻⸻⸻⸻"></custom-block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>export</l></block><script><block s="doSetGlobalFlag"><l><option>log pen vectors</option></l><l><bool>true</bool></l></block><block s="clear"></block><custom-block s="draw snowflake style: %s hue: %n scale: %n text: %b"><block var="drawing style"/><l>55</l><block var="scale"/><l><bool>false</bool></l></custom-block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>export</l><block s="reportPentrailsAsSVG"></block></block><block s="doShowVar"><l>export</l></block><block s="doPauseAll"></block><block s="doHideVar"><l>export</l></block><block s="doSetGlobalFlag"><l><option>log pen vectors</option></l><l><bool>false</bool></l></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="⸻⸻⸻⸻⸻⸻"></custom-block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>toggle text</l></block><script><block s="doSetVar"><l>draw text?</l><block s="reportNot"><block var="draw text?"/></block></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="⸻⸻⸻⸻⸻⸻"></custom-block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>set scale</l></block><script><block s="doAsk"><l>set scale (default: 2.4)</l></block><block s="doIf"><block s="reportAnd"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>0</l></block></block><script><block s="doSetVar"><l>scale</l><block s="getLastAnswer"></block></block></script></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="⸻⸻⸻⸻⸻⸻"></custom-block><block s="doIf"><block s="reportListContainsItem"><block s="reportNewList"><list><l>all</l><l>ice</l><l>ice and boundary</l></list></block><block s="getLastAnswer"></block></block><script><block s="doSetVar"><l>drawing style</l><block s="getLastAnswer"></block></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="⸻⸻⸻⸻⸻⸻"></custom-block><block s="doIf"><block s="reportListContainsItem"><block s="reportNewList"><list><l>alpha</l><l>beta</l><l>gamma</l></list></block><block s="getLastAnswer"></block></block><script><custom-block s="let %upvar be %s"><l>parameter</l><block s="getLastAnswer"></block></custom-block><block s="doAsk"><block s="reportJoinWords"><list><l>set value of </l><block var="parameter"/></list></block></block><block s="doIf"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><script><block s="doRun"><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><block var="parameter"/><block s="getLastAnswer"></block></list></block></script></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="⸻⸻⸻⸻⸻⸻"></custom-block><block s="doIf"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><script><custom-block s="use template %n"><block s="getLastAnswer"></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="⸻⸻⸻⸻⸻⸻"></custom-block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>restart</l></block><script><custom-block s="restart"></custom-block></script></block></script></block-definition><block-definition s="draw snowflake style: %&apos;style&apos; hue: %&apos;hue&apos; scale: %&apos;scale&apos; text: %&apos;text?&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">ice<options>all&#xD;ice&#xD;ice and boundary</options></input><input type="%n">55</input><input type="%n">1</input><input type="%b">true</input></inputs><script><block s="doWarp"><script><block s="clear"></block><custom-block s="let %upvar be %s"><l>start time</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></custom-block><block s="setSize"><block s="reportVariadicProduct"><list><block var="scale"/><custom-block s="sqrt 3"></custom-block></list></block></block><block s="setColor"><color>15,177,255,1</color></block><block s="setPenColorDimension"><l><option>hue</option></l><block var="hue"/></block><block s="setPenColorDimension"><l><option>transparency</option></l><l>0</l></block><block s="doIfElse"><block s="reportEquals"><block var="drawing style"/><l>all</l></block><script><block s="doForEach"><l>cell</l><block var="cells"/><script><block s="doGotoObject"><block s="reportVariadicProduct"><list><custom-block s="position of hex %l"><block s="reportDifference"><block s="reportListItem"><l>3</l><block var="cell"/></block><block s="reportQuotient"><block var="grid dimensions"/><l>2</l></block></block></custom-block><block var="scale"/></list></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportVariadicSum"><list><block s="reportIfElse"><block s="reportListItem"><l>5</l><block var="cell"/></block><l>100</l><block s="reportIfElse"><block s="reportListItem"><l>6</l><block var="cell"/></block><l>30</l><l>10</l></block></block><block s="reportVariadicProduct"><list><block s="reportListItem"><l>4</l><block var="cell"/></block><l>20</l></list></block></list></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportIfElse"><block s="reportListItem"><l>5</l><block var="cell"/></block><l>50</l><l>100</l></block></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block></script><script><block s="doIf"><block s="reportEquals"><block var="drawing style"/><l>ice and boundary</l></block><script><block s="doForEach"><l>cell</l><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportListItem"><l>5</l><l/></block></block></autolambda><list></list></block><block s="reportListItem"><block var="boundary cells"/><block var="cells"/></block></block><script><block s="doGotoObject"><block s="reportVariadicProduct"><list><custom-block s="position of hex %l"><block s="reportDifference"><block s="reportListItem"><l>3</l><block var="cell"/></block><block s="reportQuotient"><block var="grid dimensions"/><l>2</l></block></block></custom-block><block var="scale"/></list></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportDifference"><l>100</l><block s="reportVariadicProduct"><list><block s="reportListItem"><l>4</l><block var="cell"/></block><l>20</l></list></block></block></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block></script></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block var="drawing style"/><l>ice</l></block><block s="reportEquals"><block var="drawing style"/><l>ice and boundary</l></block></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><l>0</l></block><block s="doForEach"><l>cell</l><block s="reportListItem"><block var="ice cells"/><block var="cells"/></block><script><block s="doGotoObject"><block s="reportVariadicProduct"><list><custom-block s="position of hex %l"><block s="reportDifference"><block s="reportListItem"><l>3</l><block var="cell"/></block><block s="reportQuotient"><block var="grid dimensions"/><l>2</l></block></block></custom-block><block var="scale"/></list></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportDifference"><l>300</l><block s="reportVariadicProduct"><list><block s="reportListItem"><l>4</l><block var="cell"/></block><l>200</l></list></block></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportVariadicSum"><list><l>-70</l><block s="reportVariadicProduct"><list><block s="reportListItem"><l>4</l><block var="cell"/></block><l>100</l></list></block></list></block></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block></script></block></script></block><block s="doReplaceInList"><l>4</l><block var="performance"/><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="start time"/></block></block><block s="doIf"><block var="text?"/><script><custom-block s="draw text"></custom-block></script></block></script></block></script></block-definition><block-definition s="draw text" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-230</l><l>165</l></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>80</l></block><block s="setPenColorDimension"><l><option>saturation</option></l><l>50</l></block><block s="setPenColorDimension"><l><option>transparency</option></l><l>0</l></block><block s="setPenColorDimension"><l><option>hue</option></l><l>35</l></block><custom-block s="write line %txt size %n"><block s="reportJoinWords"><list><l>iteration: </l><block var="iteration"/></list></block><l>8</l></custom-block><block s="changeYPosition"><l>-20</l></block><block s="setPenColorDimension"><l><option>hue</option></l><l>10</l></block><custom-block s="write line %txt size %n"><block s="reportJoinWords"><list><l>performance: </l><block s="reportVariadicSum"><block var="performance"/></block><l> ms</l></list></block><l>8</l></custom-block><block s="doIf"><l><bool>false</bool></l><script><block s="changeYPosition"><l>-14</l></block><custom-block s="write line %txt size %n"><block s="reportJoinWords"><list><l>nonreceptive: </l><block s="reportListItem"><l>1</l><block var="performance"/></block></list></block><l>8</l></custom-block><block s="changeYPosition"><l>-10</l></block><custom-block s="write line %txt size %n"><block s="reportJoinWords"><list><l>receptive: </l><block s="reportListItem"><l>2</l><block var="performance"/></block></list></block><l>8</l></custom-block><block s="changeYPosition"><l>-10</l></block><custom-block s="write line %txt size %n"><block s="reportJoinWords"><list><l>groups: </l><block s="reportListItem"><l>3</l><block var="performance"/></block></list></block><l>8</l></custom-block><block s="changeYPosition"><l>-10</l></block><custom-block s="write line %txt size %n"><block s="reportJoinWords"><list><l>drawing: </l><block s="reportListItem"><l>4</l><block var="performance"/></block></list></block><l>8</l></custom-block></script></block><block s="changeYPosition"><l>-20</l></block><block s="setPenColorDimension"><l><option>hue</option></l><l>60</l></block><custom-block s="write line %txt size %n"><block s="reportJoinWords"><list><l>alpha: </l><block var="alpha"/></list></block><l>8</l></custom-block><block s="changeYPosition"><l>-10</l></block><custom-block s="write line %txt size %n"><block s="reportJoinWords"><list><l>beta: </l><block var="beta"/></list></block><l>8</l></custom-block><block s="changeYPosition"><l>-10</l></block><custom-block s="write line %txt size %n"><block s="reportJoinWords"><list><l>gamma: </l><block var="gamma"/></list></block><l>8</l></custom-block></script></block-definition><block-definition s="⸻⸻⸻⸻⸻⸻" type="command" category="other"><comment x="0" y="0" w="90" collapsed="false">divider</comment><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="ignore %&apos;a&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="0,5,15,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="1654"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="1655"></list></costumes><sounds><list struct="atomic" id="1656"></list></sounds><variables></variables><blocks></blocks><scripts><script x="25" y="29.166666666666686"><block s="receiveGo"></block><block s="setBackgroundColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>0</l><l>5</l><l>15</l></list></block></block></script></scripts><sprites select="1"><sprite name="Simulation" idx="1" x="166.2768775266123" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="13.91165982555053,70.77350984472889,95.1428741386625,1" pen="tip" id="1671"><costumes><list id="1672"><item><ref mediaID="Simulation_cst_empty"></ref></item></list></costumes><sounds><list struct="atomic" id="1673"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="20"><block s="reportNewList"><list><l>index</l><l>neighbor indexes</l><l>position</l><l>value</l><l>ice?</l><l>boundary?</l></list><comment w="90" collapsed="false">structure of a cell</comment></block></script><script x="30" y="77"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>empty</l></block><block s="hide"></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doSetGlobalFlag"><l><option>log pen vectors</option></l><l><bool>false</bool></l></block><block s="doHideVar"><l>export</l></block><block s="doSetVar"><l>templates</l><block s="reportNewList"><list><block s="reportNewList"><list><l>2</l><l>0.7</l><l>0.01</l></list></block><block s="reportNewList"><list><l>0.8</l><l>0.9</l><l>0.05</l></list></block><block s="reportNewList"><list><l>1.5</l><l>0.8</l><l>0.005</l></list></block><block s="reportNewList"><list><l>4</l><l>0.6</l><l>0.005</l></list></block><block s="reportNewList"><list><l>10</l><l>0.2</l><l>0.1</l></list></block><block s="reportNewList"><list><l>0.8</l><l>0.8</l><l>0.0022</l></list></block></list></block></block><block s="doSetVar"><l>drawing style</l><l>ice and boundary</l></block><block s="doSetVar"><l>scale</l><l>2.4</l></block><block s="doSetVar"><l>draw text?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="use template %n"><l>1</l></custom-block><block s="doBroadcast"><l>start</l><list></list></block></script><script x="30" y="410.83333333333337"><block s="receiveMessage"><l>start</l><list></list></block><block s="clear"></block><custom-block s="initialize cells collumns: %n rows: %n"><l>100</l><l>100</l></custom-block><block s="doSetVar"><l>menu?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>paused?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>iteration</l><l>1</l></block><block s="doSetVar"><l>performance</l><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l></list></block></block><block s="doResetTimer"></block><block s="doForever"><script><block s="doIf"><block s="reportNot"><block var="paused?"/></block><script><custom-block s="simulation step"></custom-block><custom-block s="draw snowflake style: %s hue: %n scale: %n text: %b"><block var="drawing style"/><l>55</l><block var="scale"/><block var="draw text?"/></custom-block><block s="doChangeVar"><l>iteration</l><l>1</l></block></script></block></script></block></script><script x="30" y="796.6666666666669"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doSetVar"><l>menu?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>paused?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doAsk"><l></l></block><block s="doUntil"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>continue</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>pause</l></block></block><script><custom-block s="draw snowflake style: %s hue: %n scale: %n text: %b"><block var="drawing style"/><l>55</l><block var="scale"/><block var="draw text?"/></custom-block><custom-block s="open menu"></custom-block></script></block><block s="doSetVar"><l>menu?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>paused?</l><block s="reportEquals"><block s="getLastAnswer"></block><l>pause</l></block></block></script><script x="30" y="1106.8333333333335"><block s="receiveKey"><l><option>p</option></l><list></list></block><block s="doIf"><block s="reportNot"><block var="menu?"/></block><script><block s="doSetVar"><l>paused?</l><block s="reportNot"><block var="paused?"/></block></block></script></block></script><script x="30" y="1219.5000000000002"><block s="receiveKey"><l><option>any key</option></l><list><l>key</l></list></block><block s="doIf"><block s="reportAnd"><block s="reportIsA"><block var="key"/><l><option>number</option></l></block><block s="reportAnd"><block s="reportGreaterThanOrEquals"><block var="key"/><l>1</l></block><block s="reportLessThanOrEquals"><block var="key"/><l>3</l></block></block></block><script><block s="doSetVar"><l>drawing style</l><block s="reportListItem"><block var="key"/><block s="reportNewList"><list><l>all</l><l>ice</l><l>ice and boundary</l></list></block></block></block><block s="doStopThis"><l><option>this script</option></l></block></script></block></script><script x="30" y="1369.166666666667"><block s="receiveKey"><l><option>r</option></l><list></list></block><custom-block s="restart"></custom-block></script><script x="30" y="1439.0000000000002"><block s="receiveKey"><l><option>t</option></l><list></list></block><block s="doSetVar"><l>draw text?</l><block s="reportNot"><block var="draw text?"/></block></block><custom-block s="draw snowflake style: %s hue: %n scale: %n text: %b"><block var="drawing style"/><l>55</l><block var="scale"/><block var="draw text?"/></custom-block><block s="doStopThis"><l><option>this script</option></l></block></script></scripts></sprite><watcher var="cells" style="normal" x="10.000000000002046" y="9.99999999999997" color="243,118,29" hidden="true"/><watcher var="ice cells" style="normal" x="6.2176165803104615" y="32.33160870466329" color="243,118,29" hidden="true"/><watcher var="boundary cells" style="normal" x="6.2176165803104615" y="45.388604766839315" color="243,118,29" hidden="true"/><watcher var="starting cells" style="normal" x="10.000000000002046" y="9.99999999999997" color="243,118,29" hidden="true"/><watcher var="iteration" style="normal" x="5.7623049219685445" y="5.76230492196887" color="243,118,29" hidden="true"/><watcher var="scale" style="normal" x="7.488299531981267" y="38.939160561622614" color="243,118,29" hidden="true"/><watcher var="export" style="normal" x="5.241809672387812" y="4.492981216848744" color="243,118,29" hidden="true"/><watcher var="paused?" style="normal" x="5.662603224540508" y="5.6626032245378894" color="243,118,29" hidden="true"/><watcher var="templates" style="normal" x="8.352668213458557" y="8.352668213457026" color="243,118,29" hidden="true"/><watcher var="menu?" style="normal" x="9.999999999999902" y="10.000000000000018" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="cells" transient="true"/><variable name="ice cells"><list struct="atomic" id="1947">4950,4849,4850,4851,4949,4951,5050,4750,4848,4852,5048,5052,5150,4650,4747,4753,5047,5053,5250,4550,4746,4754,5146,5154,5350,4450,4549,4551,4645,4647,4653,4655,4846,4854,5046,5054,5145,5147,5153,5155,5249,5251,5450,4350,4449,4451,4644,4646,4654,4656,4745,4755,5045,5055,5244,5246,5254,5256,5349,5351,5550,4649,4651,4748,4752,4847,4853,4947,4953,5148,5149,5151,5152,4250,4349,4351,4543,4545,4555,4557,4744,4756,5144,5156,5243,5245,5255,5257,5449,5451,5650,4249,4251,4544,4556,4643,4657,5143,5157,5344,5356,5549,5551,4150,4542,4558,5342,5358,5750,4749,4751,4948,4952,5049,5051,4050,4149,4151,4441,4443,4457,4459,4642,4658,5242,5258,5341,5343,5357,5359,5649,5651,5850,4248,4252,4444,4456,4742,4758,5142,5158,5444,5456,5648,5652,3950,4049,4051,4440,4442,4458,4460,4541,4559,5241,5259,5440,5442,5458,5460,5749,5751,5950,4448,4452,4546,4554,4844,4856,5044,5056,5346,5354,5448,5452,3850,3949,3951,4339,4341,4359,4361,4540,4560,5340,5360,5439,5441,5459,5461,5849,5851,6050,3849,3851,4147,4153,4340,4344,4356,4360,4439,4461,4741,4759,5041,5059,5339,5361,5540,5544,5556,5560,5647,5653,5949,5951,3750,4338,4362,5538,5562,6150,3650,3749,3751,4237,4239,4261,4263,4438,4462,5438,5462,5537,5539,5561,5563,6049,6051,6250,3848,3852,4240,4260,4348,4352,4445,4455,4538,4562,4743,4757,5043,5057,5338,5345,5355,5362,5548,5552,5640,5660,6048,6052,3550,3649,3651,4048,4052,4146,4154,4236,4238,4244,4256,4262,4264,4337,4342,4358,4363,4640,4660,4840,4860,5040,5060,5240,5260,5437,5463,5542,5558,5636,5638,5644,5656,5662,5664,5746,5754,5848,5852,6149,6151,6350,3549,3551,4137,4163,4336,4364,5536,5564,5637,5663,6249,6251,3450,4135,4165,5635,5665,6450,3747,3753,3948,3952,4140,4160,4241,4259,4537,4539,4561,4563,5237,5239,5261,5263,5541,5559,5740,5760,5948,5952,6047,6053,3350,3449,3451,4134,4136,4164,4166,4235,4265,5535,5565,5734,5736,5764,5766,6349,6351,6550,3548,3552,4037,4063,4335,4365,5435,5465,5737,5763,6348,6352,3250,3349,3351,3746,3754,4033,4035,4040,4060,4065,4067,4234,4266,4636,4664,5236,5264,5634,5666,5733,5735,5765,5767,5840,5860,6146,6154,6449,6451,6650,3249,3251,4034,4066,4133,4167,5633,5667,5834,5866,6549,6551,3150,4032,4045,4055,4068,4144,4156,4839,4861,4939,4961,5744,5745,5755,5756,5832,5868,6750,3447,3453,3645,3655,3937,3940,3960,3963,4434,4466,4635,4665,5135,5165,5434,5466,5837,5863,5940,5960,6145,6155,6347,6353,3050,3149,3151,3931,3933,3967,3969,4132,4168,5732,5768,5831,5833,5867,5869,6649,6651,6850,3248,3252,3934,3966,4232,4268,5632,5668,5934,5966,6648,6652,2950,3049,3051,3644,3656,3840,3860,3930,3932,3968,3970,4031,4069,4734,4766,5134,5166,5731,5769,5930,5932,5968,5970,6040,6060,6244,6256,6749,6751,6950,2949,2951,3446,3454,3745,3755,3831,3837,3863,3869,3941,3959,4030,4070,4433,4467,4547,4548,4552,4553,4736,4764,4845,4855,4945,4955,5136,5164,5247,5253,5333,5348,5352,5367,5830,5841,5859,5870,5931,5937,5963,5969,6045,6055,6446,6454,6849,6851,2850,3829,3871,5929,5971,7050,3147,3153,3543,3557,3740,3760,3834,3866,4148,4152,4231,4269,4343,4357,4641,4659,4733,4767,5033,5067,5141,5159,5443,5457,5531,5569,5748,5752,6034,6066,6140,6160,6243,6257,6647,6653,2750,2849,2851,3828,3830,3870,3872,3929,3971,5829,5871,6028,6030,6070,6072,6949,6951,7150,2948,2952,3345,3355,3731,3737,3763,3769,4029,4071,4532,4568,5332,5368,5729,5771,6031,6037,6063,6069,6445,6455,6948,6952,2650,2749,2751,3542,3558,3640,3660,3727,3729,3744,3756,3771,3773,3841,3846,3847,3853,3854,3859,3928,3972,4041,4059,4141,4159,4637,4638,4662,4663,4735,4765,4832,4868,5032,5035,5065,5068,5137,5163,5238,5262,5641,5659,5741,5759,5928,5941,5947,5953,5959,5972,6027,6029,6046,6054,6071,6073,6144,6156,6240,6260,6342,6358,7049,7051,7250,2649,2651,3146,3154,3728,3734,3766,3772,3827,3873,4330,4370,5530,5570,5927,5973,6128,6134,6166,6172,6746,6754,7149,7151,2550,3648,3652,3726,3774,4138,4162,4436,4464,5436,5464,5738,5762,6126,6174,6248,6252,7350,2847,2853,3631,3669,4128,4172,5728,5772,6131,6169,6947,6953,2450,2549,2551,3344,3356,3625,3627,3637,3663,3673,3675,3748,3752,3826,3874,4139,4161,4437,4463,4531,4569,5231,5269,5337,5363,5639,5661,6026,6074,6125,6127,6137,6148,6152,6163,6173,6175,6544,6556,7249,7251,7450,2648,2652,3045,3055,3441,3442,3458,3459,3539,3540,3560,3561,3628,3634,3666,3672,3926,3974,4329,4371,4731,4769,4831,4869,4931,4969,5031,5069,5429,5471,5926,5974,6228,6234,6239,6261,6266,6272,6340,6341,6359,6360,6442,6458,6745,6755,7248,7252,2350,2449,2451,3624,3626,3674,3676,3725,3775,6025,6075,6224,6226,6274,6276,7349,7351,7550,2349,2351,2846,2854,3525,3531,3569,3575,3724,3776,4046,4054,4127,4143,4157,4173,4739,4761,5039,5061,5627,5643,5657,5673,5846,5854,6124,6176,6225,6231,6269,6275,7046,7054,7449,7451,2250,3348,3352,3443,3457,3523,3577,3639,3661,3935,3965,4233,4267,4732,4768,5132,5168,5533,5567,5835,5865,6139,6161,6223,6277,6343,6357,6548,6552,7650,2547,2553,3044,3056,3528,3534,3566,3572,3925,3975,4428,4472,5428,5472,5825,5875,6328,6334,6366,6372,6844,6856,7247,7253,2150,2249,2251,3448,3452,3522,3524,3576,3578,3623,3677,4036,4064,4334,4366,5534,5566,5836,5864,6123,6177,6322,6324,6376,6378,6448,6452,7549,7551,7750,2348,2352,2745,2755,3425,3431,3469,3475,3723,3777,4047,4053,4226,4243,4257,4274,4740,4760,5140,5160,5543,5557,5626,5674,5747,5753,6023,6077,6325,6331,6369,6375,7045,7055,7548,7552,2050,2149,2151,3243,3257,3341,3359,3421,3423,3439,3440,3460,3461,3477,3479,3537,3563,3622,3678,4630,4670,4830,4870,4930,4970,5030,5070,5230,5270,6222,6237,6263,6278,6321,6323,6339,6361,6377,6379,6440,6441,6459,6460,6543,6557,7649,7651,7850,2049,2051,2546,2554,2943,2957,3422,3428,3434,3466,3472,3478,3521,3579,4024,4076,4247,4253,4345,4355,4427,4473,4842,4858,5042,5058,5327,5373,5445,5455,5547,5553,5824,5876,6221,6279,6422,6428,6434,6466,6472,6478,6843,6857,7346,7354,7749,7751,1950,3048,3052,3420,3480,3832,3868,4130,4170,5730,5770,6032,6068,6420,6480,6848,6852,7950,2247,2253,2744,2756,3325,3331,3369,3375,3544,3556,3739,3761,3822,3878,4225,4275,4633,4667,5133,5167,5525,5575,6022,6039,6061,6078,6344,6356,6425,6431,6469,6475,7144,7156,7547,7553,1850,1949,1951,3148,3152,3319,3321,3379,3381,3520,3580,3833,3867,4131,4169,5631,5669,5933,5967,6320,6380,6419,6421,6479,6481,6748,6752,7849,7851,8050,2048,2052,2445,2455,2942,2958,3322,3328,3334,3366,3372,3378,3620,3680,4023,4077,4526,4574,5326,5374,5723,5777,6220,6280,6522,6528,6534,6566,6572,6578,6942,6958,7345,7355,7848,7852,1750,1849,1851,3318,3320,3380,3382,3419,3481,6319,6381,6518,6520,6580,6582,7949,7951,8150,1749,1751,2246,2254,2643,2657,3219,3225,3231,3269,3275,3281,3418,3482,3821,3879,4324,4376,5524,5576,5921,5979,6418,6482,6519,6525,6531,6569,6575,6581,7143,7157,7646,7654,8049,8051,1650,2748,2752,3217,3283,3629,3643,3657,3671,3741,3759,3927,3973,4834,4866,5034,5066,5827,5873,6041,6059,6129,6143,6157,6171,6517,6583,7148,7152,8250,1947,1953,2444,2456,2841,2859,3042,3058,3222,3228,3234,3266,3272,3278,3335,3365,3619,3681,4122,4178,4525,4527,4573,4575,5225,5227,5273,5275,5722,5778,6119,6181,6435,6465,6622,6628,6634,6666,6672,6678,6842,6858,6941,6959,7444,7456,7847,7853,1550,1649,1651,2848,2852,3216,3218,3282,3284,3317,3339,3340,3342,3358,3360,3361,3383,3538,3545,3555,3562,3730,3770,3839,3861,4028,4072,4634,4666,4730,4770,4829,4871,4929,4971,5130,5170,5234,5266,5828,5872,5939,5961,6130,6170,6245,6255,6338,6362,6417,6439,6461,6483,6540,6542,6558,6560,6616,6618,6682,6684,7048,7052,8149,8151,8350,1748,1752,2145,2155,2642,2658,3119,3125,3131,3169,3175,3181,3417,3483,3920,3980,4323,4377,5423,5477,5920,5980,6317,6383,6619,6625,6631,6669,6675,6681,7242,7258,7645,7655,8148,8152,1450,1549,1551,2941,2959,3115,3117,3183,3185,3235,3265,3316,3384,4626,4674,5226,5274,6516,6535,6565,6584,6615,6617,6683,6685,6841,6859,8249,8251,8450,1449,1451,1946,1954,2343,2357,2840,2860,3116,3122,3128,3134,3166,3172,3178,3184,3215,3285,3718,3782,4121,4179,4624,4676,5224,5276,5621,5679,6118,6182,6515,6585,6716,6722,6728,6734,6766,6772,6778,6784,7040,7060,7443,7457,7946,7954,8349,8351,1350,2448,2452,3043,3057,3114,3186,3241,3259,3435,3438,3462,3465,3526,3574,3824,3876,4528,4572,4729,4771,5029,5071,5328,5372,6024,6076,6326,6335,6365,6374,6438,6462,6541,6559,6714,6743,6757,6786,7448,7452,8550,1647,1653,2144,2156,2541,2559,3019,3025,3031,3069,3075,3081,3516,3584,3919,3981,4422,4478,5422,5478,5819,5881,6316,6384,6719,6725,6731,6769,6775,6781,7241,7259,7744,7756,8147,8153,1250,1349,1351,2548,2552,2940,2960,3013,3015,3085,3087,3135,3165,3214,3286,3527,3573,3825,3875,4625,4675,5125,5175,5925,5975,6227,6273,6614,6635,6665,6686,6713,6715,6785,6787,6940,6960,7348,7352,8449,8451,8650,1448,1452,1845,1855,2342,2358,2739,2761,3016,3022,3028,3034,3066,3072,3078,3084,3314,3386,3717,3783,4220,4280,4623,4677,5123,5177,5620,5680,6017,6083,6514,6586,6816,6822,6828,6834,6866,6872,6878,6884,7039,7061,7542,7558,7945,7955,8448,8452,1150,1249,1251,3012,3014,3086,3088,3113,3187,3646,3654,3939,3961,4535,4565,5235,5265,5839,5861,6246,6254,6613,6687,6812,6814,6886,6888,8549,8551,8750,1149,1151,1646,1654,2043,2057,2540,2560,2913,2919,2925,2931,2969,2975,2981,2987,3112,3188,3515,3585,4018,4082,4421,4479,5321,5379,5818,5882,6215,6285,6712,6788,6813,6819,6825,6831,6869,6875,6881,6887,7340,7360,7743,7757,8246,8254,8649,8651,1050,2148,2152,2911,2989,3323,3377,3621,3679,6121,6179,6423,6477,6811,6889,7748,7752,8850,1347,1353,1844,1856,2241,2259,2738,2762,2839,2861,2916,2922,2928,2934,2966,2972,2978,2984,3035,3065,3313,3387,3816,3884,4219,4281,4722,4724,4776,4778,5122,5124,5176,5178,5519,5581,6016,6084,6413,6487,6735,6765,6916,6922,6928,6934,6939,6961,6966,6972,6978,6984,7138,7162,7541,7559,8044,8056,8447,8453,950,1049,1051,2248,2252,2910,2912,2988,2990,3011,3089,3424,3476,3722,3778,6122,6178,6424,6476,6711,6789,6910,6912,6988,6990,7648,7652,8749,8751,8950</list></variable><variable name="boundary cells"><list struct="atomic" id="1948">5050,4949,4849,4850,4851,4951,4948,4848,4749,4950,4950,4749,4750,4751,4950,4751,4852,4952,5049,5048,4948,4950,5051,4950,4952,5052,5150,5049,4950,5051,4649,4650,4651,4847,4747,4748,4752,4753,4853,5148,5047,4947,5152,4953,5053,5250,5149,5151,4549,4550,4551,4846,4746,4647,4653,4754,4854,5147,5146,5046,5153,5054,5154,5350,5249,5251,4449,4450,4451,4745,4645,4646,4654,4655,4755,5246,5145,5045,5254,5055,5155,5450,5349,5351,4349,4350,4351,4648,4548,4552,4652,4744,4644,4545,4547,4648,4652,4553,4555,4656,4756,4946,4845,4954,4855,4945,4946,4954,4955,5245,5244,5144,5247,5248,5253,5252,5255,5156,5256,5348,5248,5252,5352,5550,5449,5451,4249,4250,4251,4448,4452,4643,4543,4544,4546,4554,4556,4557,4657,4844,4856,5044,5056,5344,5243,5143,5346,5354,5356,5157,5257,5448,5452,5650,5549,5551,4149,4150,4151,4348,4352,4642,4542,4443,4445,4455,4457,4558,4658,4743,4757,5043,5057,5343,5342,5242,5345,5355,5357,5258,5358,5548,5552,5750,5649,5651,4248,4252,4444,4456,4742,4758,5142,5158,5444,5456,5648,5652,4049,4050,4051,4541,4441,4442,4458,4459,4559,5442,5341,5241,5458,5259,5359,5850,5749,5751,3949,3950,3951,4148,4152,4540,4440,4341,4343,4357,4359,4460,4560,4641,4659,5141,5159,5441,5440,5340,5443,5457,5459,5360,5460,5748,5752,5950,5849,5851,4247,4147,4153,4253,4344,4345,4355,4356,4842,4741,4858,4759,5041,5042,5058,5059,5544,5445,5556,5455,5647,5547,5553,5653,3849,3850,3851,4048,4052,4439,4339,4340,4342,4358,4360,4361,4461,4640,4660,5240,5260,5540,5439,5339,5542,5558,5560,5361,5461,5848,5852,6050,5949,5951,4447,4347,4353,4453,4446,4447,4453,4454,4944,4843,4956,4857,4943,4944,4956,4957,5446,5347,5454,5353,5447,5347,5353,5453,3749,3750,3751,3948,3952,4438,4338,4239,4241,4259,4261,4362,4462,4539,4561,5239,5261,5539,5538,5438,5541,5559,5561,5462,5562,5948,5952,6150,6049,6051,3848,3852,4246,4146,4047,4053,4154,4254,4240,4243,4244,4245,4255,4256,4257,4260,4538,4562,4841,4840,4740,4859,4760,4860,5140,5040,4941,4959,5060,5160,5338,5362,5640,5644,5543,5545,5656,5555,5557,5660,5747,5746,5646,5753,5654,5754,6048,6052,3649,3650,3651,4337,4237,4238,4262,4263,4363,5638,5537,5437,5662,5463,5563,6250,6149,6151,3549,3550,3551,3748,3752,4336,4236,4137,4139,4161,4163,4264,4364,4437,4463,5337,5363,5637,5636,5536,5639,5661,5663,5564,5664,6148,6152,6350,6249,6251,3847,3747,3753,3853,4140,4141,4159,4160,4638,4537,4662,4563,5237,5238,5262,5263,5740,5641,5760,5659,6047,5947,5953,6053,3449,3450,3451,3648,3652,3947,3953,4145,4045,4046,4054,4055,4155,4235,4135,4136,4138,4143,4144,4145,4155,4156,4157,4162,4164,4165,4265,4436,4242,4258,4464,4639,4661,4940,4839,4739,4960,4761,4861,5039,4939,4940,4960,4961,5061,5139,5161,5436,5464,5642,5658,5736,5635,5535,5738,5744,5643,5645,5756,5655,5657,5762,5764,5565,5665,5846,5745,5645,5854,5655,5755,5847,5853,6248,6252,6450,6349,6351,3548,3552,4037,4063,4335,4365,5435,5465,5737,5763,6348,6352,3349,3350,3351,4234,4134,4035,4065,4166,4266,5735,5734,5634,5765,5666,5766,6550,6449,6451,3846,3746,3647,3653,3754,3854,4039,4040,4041,4059,4060,4061,4637,4636,4536,4663,4564,4664,5336,5236,5137,5163,5264,5364,5840,5739,5741,5860,5759,5761,6147,6146,6046,6153,6054,6154,3249,3250,3251,3448,3452,4133,4033,4034,4036,4064,4066,4067,4167,4334,4366,5534,5566,5834,5733,5633,5836,5864,5866,5667,5767,6448,6452,6650,6549,6551,3547,3447,3453,3553,3937,4038,4062,3963,4435,4434,4465,4466,5434,5335,5365,5466,5837,5838,5863,5862,6347,6247,6253,6353,3149,3150,3151,3348,3352,3745,3645,3646,3654,3655,3755,4132,4032,3933,3935,3939,3940,3941,3959,3960,3961,3965,3967,4068,4168,4233,4267,4736,4635,4535,4764,4565,4665,5235,5135,5136,5164,5165,5265,5533,5567,5833,5832,5732,5835,5865,5867,5768,5868,5940,5839,5841,5960,5859,5861,6246,6145,6045,6254,6055,6155,6548,6552,6750,6649,6651,3248,3252,3934,3966,4232,4268,5632,5668,5934,5966,6648,6652,3049,3050,3051,4031,3931,3932,4044,3945,3955,4056,3968,3969,4069,4043,4044,4056,4057,4938,4838,4862,4962,5038,4938,4962,5062,5844,5743,5845,5844,5855,5856,5856,5757,5932,5831,5731,5968,5769,5869,6850,6749,6751,3546,3446,3347,3353,3454,3554,3744,3644,3545,3555,3656,3756,3936,3837,3938,3839,3840,3841,3859,3860,3861,3962,3863,3964,4534,4433,4333,4566,4367,4467,4735,4734,4634,4765,4666,4766,5234,5134,5035,5065,5166,5266,5433,5333,5334,5366,5367,5467,5937,5936,5938,5963,5962,5964,6040,5939,5941,6060,5959,5961,6245,6244,6144,6255,6156,6256,6447,6446,6346,6453,6354,6454,2949,2950,2951,3148,3152,4030,3930,3831,3833,3867,3869,3970,4070,4131,4169,5631,5669,5931,5930,5830,5933,5967,5969,5870,5970,6748,6752,6950,6849,6851,3247,3147,3153,3253,3834,3835,3865,3866,4332,4231,4368,4269,5531,5532,5568,5569,6034,5935,6066,5965,6647,6547,6553,6653,2849,2850,2851,3048,3052,3643,3543,3544,3556,3557,3657,3739,3740,3741,3759,3760,3761,3929,3829,3830,3832,3868,3870,3871,3971,4130,4170,4834,4733,4633,4866,4667,4767,5133,5033,5034,5066,5067,5167,5730,5770,6030,5929,5829,6032,6068,6070,5871,5971,6140,6039,6041,6160,6059,6061,6344,6243,6143,6356,6157,6257,6848,6852,7050,6949,6951,2948,2952,3445,3345,3346,3354,3355,3455,3845,3844,3855,3856,3731,3836,3737,3838,3862,3763,3864,3769,3942,4042,4058,3958,4029,4071,4533,4532,4432,4567,4468,4568,4836,4737,4864,4763,5036,5037,5063,5064,5432,5332,5233,5267,5368,5468,5729,5842,5942,5958,5858,5771,6031,6037,6036,6038,6063,6062,6064,6069,6044,5945,5955,6056,6546,6445,6345,6554,6355,6455,6948,6952,2749,2750,2751,3928,3828,3729,3771,3872,3972,6029,6028,5928,6071,5972,6072,7150,7049,7051,3246,3146,3047,3053,3154,3254,3642,3542,3443,3457,3558,3658,3639,3640,3641,3659,3660,3661,3733,3734,3735,3765,3766,3767,4331,4330,4230,4369,4270,4370,4833,4832,4732,4867,4768,4868,5132,5032,4933,4967,5068,5168,5630,5530,5431,5469,5570,5670,6134,6033,6035,6166,6065,6067,6240,6139,6141,6260,6159,6161,6343,6342,6242,6357,6258,6358,6747,6746,6646,6753,6654,6754,2649,2650,2651,2848,2852,3827,3727,3728,3730,3770,3772,3773,3873,4028,4072,5828,5872,6128,6027,5927,6130,6170,6172,5973,6073,7048,7052,7250,7149,7151,2947,2847,2853,2953,3444,3344,3245,3255,3356,3456,3631,3732,3736,3637,3738,3762,3663,3764,3768,3669,4129,4128,4171,4172,4632,4531,4431,4668,4469,4569,5331,5231,5232,5268,5269,5369,5728,5629,5671,5772,6131,6132,6137,6136,6138,6163,6162,6164,6169,6168,6545,6544,6444,6555,6456,6556,6947,6847,6853,6953,2549,2550,2551,2748,2752,3541,3441,3442,3458,3459,3559,3539,3540,3541,3559,3560,3561,3826,3726,3627,3629,3743,3757,3671,3673,3774,3874,3842,3946,3946,3954,3954,3858,3927,3973,4142,4158,4142,4158,4738,4738,4762,4762,4835,4865,4932,4831,4731,4968,4769,4869,5031,4931,4932,4935,4965,4968,4969,5069,5138,5162,5138,5162,5742,5758,5742,5758,5827,6042,5946,5954,6058,5873,6127,6126,6026,6129,5946,5954,6171,6173,6074,6174,6043,6057,6340,6239,6241,6360,6259,6261,6442,6341,6241,6458,6259,6359,7148,7152,7350,7249,7251,2648,2652,3145,3045,3046,3054,3055,3155,3628,3633,3634,3635,3665,3666,3667,3672,3926,3974,4430,4329,4229,4470,4271,4371,5529,5429,5430,5470,5471,5571,5926,5974,6228,6234,6133,6135,6266,6165,6167,6272,6846,6745,6645,6854,6655,6755,7248,7252,2449,2450,2451,3725,3625,3626,3674,3675,3775,6226,6125,6025,6274,6075,6175,7450,7349,7351,2946,2846,2747,2753,2854,2954,3630,3531,3632,3668,3569,3670,4228,4127,4027,4272,4073,4173,5727,5627,5628,5672,5673,5773,6231,6230,6232,6269,6268,6270,7047,7046,6946,7053,6954,7054,2349,2350,2351,2548,2552,3343,3243,3244,3256,3257,3357,3724,3624,3525,3527,3636,3537,3638,3662,3563,3664,3573,3575,3676,3776,3825,3875,4631,4630,4530,4669,4570,4670,5330,5230,5131,5169,5270,5370,5925,5975,6225,6224,6124,6227,6237,6236,6238,6263,6262,6264,6273,6275,6176,6276,6644,6543,6443,6656,6457,6557,7348,7352,7550,7449,7451,2647,2547,2553,2653,3144,3044,2945,2955,3056,3156,3440,3341,3341,3342,3358,3359,3359,3460,3538,3439,3439,3440,3460,3461,3461,3562,3528,3529,3533,3534,3535,3565,3566,3567,3571,3572,4026,3925,4074,3975,4429,4428,4328,4471,4372,4472,4830,4730,4770,4870,4930,4830,4870,4970,5030,4930,4970,5070,5130,5030,5070,5170,5528,5428,5329,5371,5472,5572,5825,5826,5874,5875,6328,6229,6334,6233,6235,6339,6338,6361,6362,6366,6265,6267,6372,6271,6440,6339,6441,6440,6459,6460,6460,6361,6542,6441,6558,6459,6845,6844,6744,6855,6756,6856,7247,7147,7153,7253,2249,2250,2251,2448,2452,3623,3523,3524,3526,3574,3576,3577,3677,3824,3876,6024,6076,6324,6223,6123,6326,6374,6376,6177,6277,7448,7452,7650,7549,7551,2348,2352,2845,2745,2746,2754,2755,2855,3425,3530,3431,3532,3568,3469,3570,3475,3723,3777,4227,4226,4126,4273,4174,4274,5726,5626,5527,5573,5674,5774,6023,6077,6325,6331,6330,6332,6369,6368,6370,6375,7146,7045,6945,7154,6955,7055,7548,7552,2149,2150,2151,3622,3522,3423,3477,3578,3678,6323,6322,6222,6377,6278,6378,7750,7649,7651,2646,2546,2447,2453,2554,2654,3043,2943,2944,2956,2957,3057,3427,3428,3429,3433,3434,3435,3465,3466,3467,3471,3472,3473,4025,4024,3924,4075,3976,4076,4528,4427,4327,4572,4373,4473,5427,5327,5328,5372,5373,5473,5924,5824,5725,5775,5876,5976,6428,6327,6329,6434,6333,6335,6466,6365,6367,6472,6371,6373,6944,6843,6743,6956,6757,6857,7347,7346,7246,7353,7254,7354,2049,2050,2051,2248,2252,3521,3421,3422,3424,3476,3478,3479,3579,3722,3778,6122,6178,6422,6321,6221,6424,6476,6478,6279,6379,7648,7652,7850,7749,7751,2347,2247,2253,2353,2844,2744,2645,2655,2756,2856,3325,3426,3430,3331,3432,3468,3369,3470,3474,3375,3823,3822,3877,3878,4326,4225,4125,4374,4175,4275,5625,5525,5526,5574,5575,5675,6022,5923,5977,6078,6425,6426,6431,6430,6432,6469,6468,6470,6475,6474,7145,7144,7044,7155,7056,7156,7547,7447,7453,7553,1949,1950,1951,2148,2152,3242,3143,3157,3258,3340,3241,3259,3360,3520,3420,3321,3323,3438,3339,3339,3340,3360,3361,3361,3462,3377,3379,3480,3580,3536,3437,3463,3564,3621,3679,4629,4529,4571,4671,4829,4729,4771,4871,4929,4829,4871,4971,5029,4929,4971,5071,5229,5129,5171,5271,6121,6337,6336,6363,6364,6179,6421,6420,6320,6423,6439,6438,6461,6462,6477,6479,6380,6480,6540,6439,6541,6540,6559,6560,6560,6461,6643,6642,6657,6658,7748,7752,7950,7849,7851,2048,2052,2545,2445,2446,2454,2455,2555,3042,2942,2843,2857,2958,3058,3322,3327,3328,3329,3333,3334,3335,3365,3366,3367,3371,3372,3373,3378,3620,3680,4124,4023,3923,4176,3977,4077,4346,4354,4346,4354,4527,4526,4426,4573,4474,4574,4942,4958,4942,4958,5426,5326,5227,5273,5374,5474,5546,5554,5546,5554,5823,5723,5724,5776,5777,5877,6220,6280,6522,6528,6427,6429,6534,6433,6435,6566,6465,6467,6572,6471,6473,6578,6943,6942,6842,6957,6858,6958,7446,7345,7245,7454,7255,7355,7848,7852,1849,1850,1851,3419,3319,3320,3380,3381,3481,6520,6419,6319,6580,6381,6481,8050,7949,7951,2346,2246,2147,2153,2254,2354,2743,2643,2644,2656,2657,2757,3324,3225,3326,3330,3231,3332,3368,3269,3370,3374,3275,3376,3922,3821,3721,3978,3779,3879,4325,4324,4224,4375,4276,4376,5624,5524,5425,5475,5576,5676,6021,5921,5922,5978,5979,6079,6525,6524,6526,6531,6530,6532,6569,6568,6570,6575,6574,6576,7244,7143,7043,7256,7057,7157,7647,7646,7546,7653,7554,7654,1749,1750,1751,1948,1952,3418,3318,3219,3221,3279,3281,3382,3482,3519,3581,6219,6281,6519,6518,6418,6521,6579,6581,6482,6582,7948,7952,8150,8049,8051,2047,1947,1953,2053,2544,2444,2345,2355,2456,2556,2941,2841,2842,2858,2859,2959,3222,3223,3227,3228,3229,3233,3234,3235,3265,3266,3267,3271,3272,3273,3277,3278,3720,3619,3780,3681,4123,4122,4022,4177,4078,4178,4626,4525,4425,4674,4475,4575,5325,5225,5226,5274,5275,5375,5822,5722,5623,5677,5778,5878,6119,6120,6180,6181,6622,6523,6628,6527,6529,6634,6533,6535,6666,6565,6567,6672,6571,6573,6678,6577,7042,6941,6841,7058,6859,6959,7445,7444,7344,7455,7356,7456,7847,7747,7753,7853,1649,1650,1651,1848,1852,3317,3217,3218,3220,3280,3282,3283,3383,3518,3582,6318,6382,6618,6517,6417,6620,6680,6682,6483,6583,8048,8052,8250,8149,8151,1748,1752,2245,2145,2146,2154,2155,2255,2742,2642,2543,2557,2658,2758,3119,3224,3125,3226,3230,3131,3232,3268,3169,3270,3274,3175,3276,3181,3417,3483,3921,3920,3820,3979,3880,3980,4424,4323,4223,4476,4277,4377,5523,5423,5424,5476,5477,5577,6020,5920,5821,5879,5980,6080,6317,6383,6619,6625,6624,6626,6631,6630,6632,6669,6668,6670,6675,6674,6676,6681,7243,7242,7142,7257,7158,7258,7746,7645,7545,7754,7555,7655,8148,8152,1549,1550,1551,3316,3216,3117,3183,3284,3384,3742,3758,3742,3758,4934,4966,4934,4966,6142,6158,6142,6158,6617,6616,6516,6683,6584,6684,8350,8249,8251,2046,1946,1847,1853,1954,2054,2443,2343,2344,2356,2357,2457,2940,2840,2741,2759,2860,2960,3142,3041,3158,3059,3121,3122,3123,3127,3128,3129,3133,3134,3135,3165,3166,3167,3171,3172,3173,3177,3178,3179,3336,3436,3464,3364,3719,3718,3618,3781,3682,3782,4222,4121,4021,4278,4079,4179,4625,4624,4524,4627,4628,4673,4672,4675,4576,4676,5324,5224,5125,5127,5228,5272,5173,5175,5276,5376,5721,5621,5622,5678,5679,5779,6218,6118,6019,6081,6182,6282,6436,6536,6564,6464,6722,6621,6623,6728,6627,6629,6734,6633,6635,6766,6665,6667,6772,6671,6673,6778,6677,6679,6741,6742,6758,6759,7041,7040,6940,7059,6960,7060,7544,7443,7343,7556,7357,7457,7947,7946,7846,7953,7854,7954,1449,1450,1451,1648,1652,3215,3115,3116,3118,3182,3184,3185,3285,3416,3338,3239,3239,3240,3260,3261,3261,3362,3484,4928,4828,4872,4972,5028,4928,4972,5072,6416,6539,6538,6561,6562,6484,6640,6539,6660,6561,6716,6615,6515,6718,6782,6784,6585,6685,8248,8252,8450,8349,8351,1747,1647,1653,1753,2244,2144,2045,2055,2156,2256,2641,2541,2542,2558,2559,2659,3019,3120,3124,3025,3126,3130,3031,3132,3168,3069,3170,3174,3075,3176,3180,3081,3517,3516,3583,3584,4020,3919,3819,4080,3881,3981,4423,4422,4322,4477,4378,4478,5522,5422,5323,5377,5478,5578,5919,5819,5820,5880,5881,5981,6316,6217,6283,6384,6719,6720,6725,6724,6726,6731,6730,6732,6769,6768,6770,6775,6774,6776,6781,6780,7342,7241,7141,7358,7159,7259,7745,7744,7644,7755,7656,7756,8147,8047,8053,8153,1349,1350,1351,1548,1552,3040,3060,3214,3114,3015,3017,3083,3085,3186,3286,3236,3264,3315,3385,4726,4774,5126,5174,6415,6636,6664,6485,6715,6714,6614,6717,6783,6785,6686,6786,6840,6860,8348,8352,8550,8449,8451,1448,1452,1945,1845,1846,1854,1855,1955,2442,2342,2243,2257,2358,2458,2839,2739,2740,2760,2761,2861,3016,3021,3022,3023,3027,3028,3029,3033,3034,3035,3065,3066,3067,3071,3072,3073,3077,3078,3079,3084,3314,3386,3818,3717,3617,3882,3683,3783,4221,4220,4120,4279,4180,4280,4724,4623,4523,4776,4577,4677,5223,5123,5124,5176,5177,5277,5720,5620,5521,5579,5680,5780,6117,6017,6018,6082,6083,6183,6514,6586,6816,6822,6721,6723,6828,6727,6729,6834,6733,6735,6866,6765,6767,6872,6771,6773,6878,6777,6779,6884,7140,7039,6939,7160,6961,7061,7543,7542,7442,7557,7458,7558,8046,7945,7845,8054,7855,7955,8448,8452,1249,1250,1251,3113,3013,3014,3086,3087,3187,3141,3159,3337,3363,4728,4772,5128,5172,6437,6463,6641,6659,6814,6713,6613,6886,6687,6787,8650,8549,8551,1746,1646,1547,1553,1654,1754,2143,2043,2044,2056,2057,2157,2640,2540,2441,2459,2560,2660,3018,2919,3020,3024,2925,3026,3030,2931,3032,3068,2969,3070,3074,2975,3076,3080,2981,3082,3616,3515,3415,3684,3485,3585,4019,4018,3918,4081,3982,4082,4522,4421,4321,4578,4379,4479,5421,5321,5322,5378,5379,5479,5918,5818,5719,5781,5882,5982,6315,6215,6216,6284,6285,6385,6819,6818,6820,6825,6824,6826,6831,6830,6832,6869,6868,6870,6875,6874,6876,6881,6880,6882,7341,7340,7240,7359,7260,7360,7844,7743,7643,7856,7657,7757,8247,8246,8146,8253,8154,8254,1149,1150,1151,1348,1352,2939,2961,3112,3012,2913,2915,2985,2987,3088,3188,3136,3164,3213,3287,4725,4775,5025,5075,6513,6736,6764,6587,6813,6812,6712,6815,6885,6887,6788,6888,6839,6861,8548,8552,8750,8649,8651,1447,1347,1353,1453,1944,1844,1745,1755,1856,1956,2341,2241,2242,2258,2259,2359,2838,2738,2639,2661,2762,2862,2916,2917,2921,2922,2923,2927,2928,2929,2933,2934,2935,2965,2966,2967,2971,2972,2973,2977,2978,2979,2983,2984,3414,3313,3486,3387,3817,3816,3716,3883,3784,3884,4320,4219,4119,4380,4181,4281,4723,4722,4622,4777,4678,4778,5222,5122,5023,5077,5178,5278,5619,5519,5520,5580,5581,5681,6116,6016,5917,5983,6084,6184,6413,6414,6486,6487,6916,6817,6922,6821,6823,6928,6827,6829,6934,6833,6835,6966,6865,6867,6972,6871,6873,6978,6877,6879,6984,6883,7139,7138,7038,7161,7062,7162,7642,7541,7441,7658,7459,7559,8045,8044,7944,8055,7956,8056,8447,8347,8353,8453,1049,1050,1051,1248,1252,3011,2911,2912,2914,2986,2988,2989,3089,3212,3288,6612,6688,6912,6811,6711,6914,6986,6988,6789,6889,8648,8652,8850,8749,8751,1148,1152,1645,1545,1546,1554,1555,1655,2142,2042,1943,1957,2058,2158,2539,2439,2440,2460,2461,2561,2813,2918,2819,2920,2924,2825,2926,2930,2831,2932,2968,2869,2970,2974,2875,2976,2980,2881,2982,2887,3111,3189,3615,3614,3514,3685,3586,3686,4118,4017,3917,4182,3983,4083,4521,4520,4420,4579,4480,4580,5420,5320,5221,5279,5380,5480,5817,5717,5718,5782,5783,5883,6314,6214,6115,6185,6286,6386,6611,6689,6913,6919,6918,6920,6925,6924,6926,6931,6930,6932,6969,6968,6970,6975,6974,6976,6981,6980,6982,6987,7440,7339,7239,7460,7261,7361,7843,7842,7742,7857,7758,7858,8346,8245,8145,8354,8155,8255,8748,8752,949,950,951,3010,2910,2811,2889,2990,3090,6911,6910,6810,6989,6890,6990,8950,8849,8851,1446,1346,1247,1253,1354,1454,1843,1743,1744,1756,1757,1857,2340,2240,2141,2159,2260,2360,2737,2637,2638,2662,2663,2763,2938,2962,2815,2816,2817,2821,2822,2823,2827,2828,2829,2833,2834,2835,2865,2866,2867,2871,2872,2873,2877,2878,2879,2883,2884,2885,3036,3064,3413,3412,3312,3487,3388,3488,3916,3815,3715,3984,3785,3885,4319,4318,4218,4381,4282,4382,4822,4721,4621,4824,4876,4878,4679,4779,5121,5021,5022,5024,5076,5078,5079,5179,5618,5518,5419,5481,5582,5682,6015,5915,5916,5984,5985,6085,6512,6412,6313,6387,6488,6588,6836,6864,7016,6915,6917,7022,6921,6923,7028,6927,6929,7034,6933,6935,6938,6962,7066,6965,6967,7072,6971,6973,7078,6977,6979,7084,6983,6985,7238,7137,7037,7262,7063,7163,7641,7640,7540,7659,7560,7660,8144,8043,7943,8156,7957,8057,8547,8546,8446,8553,8454,8554,849,850,851,1048,1052,2909,2809,2810,2812,2888,2890,2891,2991,3110,3190,6710,6790,7010,6909,6809,7012,7088,7090,6891,6991,8848,8852,9050,8949,8951</list></variable><variable name="starting cells" transient="true"/><variable name="grid dimensions"><list struct="atomic" id="1949">100,100</list></variable><variable name="iteration"><l>80</l></variable><variable name="export" transient="true"/><variable name="scale"><l>2.4</l></variable><variable name="paused?"><bool>true</bool></variable><variable name="templates"><list id="1950"><item><list struct="atomic" id="1951">2,0.7,0.01</list></item><item><list struct="atomic" id="1952">0.8,0.9,0.05</list></item><item><list struct="atomic" id="1953">1.5,0.8,0.005</list></item><item><list struct="atomic" id="1954">4,0.6,0.005</list></item><item><list struct="atomic" id="1955">10,0.2,0.1</list></item><item><list struct="atomic" id="1956">0.8,0.8,0.0022</list></item></list></variable><variable name="performance"><list struct="atomic" id="1957">118,85,294,224</list></variable><variable name="draw text?"><bool>false</bool></variable><variable name="menu?"><bool>false</bool></variable><variable name="drawing style"><l>ice and boundary</l></variable><variable name="alpha"><l>2</l></variable><variable name="beta"><l>0.7</l></variable><variable name="gamma"><l>0.01</l></variable></variables></scene></scenes></project><media name="Reiter Snowflake Simulation" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="empty" center-x="0.5" center-y="0.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAAAXNSR0IArs4c6QAAAAtJREFUGFdjYAACAAAFAAGq1chRAAAAAElFTkSuQmCC" mediaID="Simulation_cst_empty"/></media></snapdata>