<snapdata remixID="10259081"><project name="X Y T world" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>implementation of the website tixy.land into Snap. this is a 16x16 grid, you can input a function into the "draw grid" block with the inputs X, Y, and T. X and Y are the coordinates, while T is the current frame.</notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" 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" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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AgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIELmhgaBBRNtU9AAAAAElFTkSuQmCC" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="125" y="125" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="255,117.16357551370962,155.2121718562794,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="costume1" center-x="240" center-y="180" image="data:image/png;base64,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id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="11.023622047244094" y="11.023622047244094"><block s="receiveGo"></block><block s="doSetVar"><l>time speed</l><l>1</l></block><block s="doSetVar"><l>total time</l><l>0</l></block><block s="doSetVar"><l>t</l><l>0</l></block><block s="doForever"><script><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>false</bool></l></block><custom-block s="draw grid %repRing"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>sin</option></l><block s="reportProduct"><block s="reportQuotient"><block s="reportSum"><block s="reportQuotient"><custom-block s="direction between %n %n and %n %n"><block var="x"/><block var="y"/><l>0</l><l>0</l></custom-block><l>360</l></block><block s="reportQuotient"><custom-block s="distance between %n %n and %n %n"><block var="x"/><block var="y"/><l>0</l><l>0</l></custom-block><l>8</l></block></block><l>2</l></block><block s="reportProduct"><block var="t"/><l>4</l></block></block></block></autolambda><list><l>x</l><l>y</l></list></block></custom-block><custom-block s="CONTROLS"></custom-block></script></block></script></scripts></sprite><watcher scope="Stage" s="getTimer" style="normal" x="13.229166666666515" y="13.229166666666671" color="4,148,220" hidden="true"/><watcher var="total time" style="normal" x="13.229166666666515" y="47.55885681249998" color="243,118,29" hidden="true"/><watcher var="time speed" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="t" style="normal" x="10" y="35.950002" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw grid %&apos;function&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input></inputs><script><block s="doWarp"><script><block s="clear"></block><block s="doDeclareVariables"><list><l>output</l><l>size</l><l>circle size</l></list></block><block s="doSetVar"><l>circle size</l><l>10</l></block><block s="doSetVar"><l>size</l><l>25</l></block><block s="doFor"><l>x</l><l>0</l><block var="size"/><script><block s="doFor"><l>y</l><l>0</l><block var="size"/><script><block s="doSetVar"><l>output</l><block s="reportMax"><block s="reportMin"><block s="evaluate"><block var="function"/><list><block s="reportDifference"><block var="x"/><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block s="reportDifference"><block var="y"/><block s="reportQuotient"><block var="size"/><l>2</l></block></block></list></block><l>1</l></block><l>-1</l></block></block><block s="setColor"><color>255,63,116,1</color></block><block s="setPenHSVA"><l><option>saturation</option></l><block s="reportProduct"><block s="reportMonadic"><l><option>e^</option></l><block var="output"/></block><l>100</l></block></block><block s="setSize"><block s="reportMonadic"><l><option>abs</option></l><block s="reportProduct"><block var="output"/><block var="circle size"/></block></block></block><block s="gotoXY"><block s="reportProduct"><block s="reportDifference"><block var="x"/><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block var="circle size"/></block><block s="reportProduct"><block s="reportDifference"><block var="y"/><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block var="circle size"/></block></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block></script></block></script></block></script></block-definition><block-definition s="pick random %&apos;num1&apos; to %&apos;num2&apos; with decimal places" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>decnum</l></list></block><block s="doSetVar"><l>decnum</l><l>3</l></block><block s="doReport"><block s="reportQuotient"><block s="reportRandom"><block s="reportProduct"><block var="num1"/><block s="reportPower"><block var="decnum"/><l>10</l></block></block><block s="reportProduct"><block var="num2"/><block s="reportPower"><block var="decnum"/><l>10</l></block></block></block><block s="reportPower"><block var="decnum"/><l>10</l></block></block></block></script></block-definition><block-definition s="distance between %&apos;x1&apos; %&apos;y1&apos; and %&apos;x2&apos; %&apos;y2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportSum"><block s="reportPower"><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="x1"/><block var="x2"/></block></block><l>2</l></block><block s="reportPower"><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block var="y1"/><block var="y2"/></block></block><l>2</l></block></block></block></block></script></block-definition><block-definition s="direction between %&apos;x1&apos; %&apos;y1&apos; and %&apos;x2&apos; %&apos;y2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportAtan2"><block s="reportDifference"><block var="x2"/><block var="x1"/></block><block s="reportDifference"><block var="y2"/><block var="y1"/></block></block></block></script></block-definition><block-definition s="safely try %&apos;action&apos; then if %&apos;error&apos; %&apos;handler&apos;" type="command" category="control"><comment x="0" y="0" w="276" collapsed="false">Catch errors.&#xD;&#xD;Runs the first script.  If it succeeds, nothing else happens.&#xD;But if it has an error (something that would otherwise result&#xD;in a red halo around the block), then the second script is run,&#xD;with the text of the error message that would have been shown in the variable ERROR.</comment><header></header><code></code><translations>pt:tenta executar _ e, em caso de erro _ , executa _&#xD;</translations><inputs><input type="%cs"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><custom-block s="let %upvar be %s"><l>reset</l><block s="evaluate"><block s="reportJSFunction"><list><l>proc</l></list><l>var oldHandleError = proc.handleError,&#xD;    oldCatchingErrors = proc.isCatchingErrors;&#xD;&#xD;return function(){&#xD; proc.handleError = oldHandleError;&#xD; proc.isCatchingErrors = oldCatchingErrors;&#xD;}</l></block><list></list></block></custom-block><block s="doCallCC"><block s="reifyScript"><script><block s="doRun"><block s="reportJSFunction"><list><l>reset</l><l>action</l><l>handler</l><l>proc</l></list><l>proc.isCatchingErrors = true;&#xD;proc.handleError = function(error, element){&#xD; reset();&#xD; proc.context = handler;&#xD; proc.context.variables.setVar("error", error);&#xD;}&#xD;&#xD;try{&#xD; proc.evaluate(action, new List(), true);&#xD;}&#xD;catch(e){&#xD; proc.handleError(e, null);&#xD;} </l></block><list><block var="reset"/><block var="action"/><block s="reifyScript"><script><block s="doRun"><block s="reifyScript"><script><block s="doRun"><block var="handler"/><list></list></block><block s="doRun"><block var="return"/><list></list></block></script><list></list></block><list></list></block></script><list></list></block></list></block></script><list><l>return</l></list></block></block><block s="doRun"><block var="reset"/><list></list></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><comment x="0" y="0" w="268.6666666666667" collapsed="false">Throw an error.&#xD;&#xD;Makes a red halo appear around the script that runs it,&#xD;with the input text shown in a speech balloon next to&#xD;the script, just like any Snap! error.&#xD;&#xD;This is useful to put in the second script of SAFELY TRY&#xD;after some other instructions to undo the partial work of&#xD;the first script.</comment><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg);</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="let %&apos;var&apos; be %&apos;val&apos;" type="command" category="other"><comment x="0" y="0" w="183.33333333333334" collapsed="false">LET (FOO) BE (5)&#xD;is equivalent to&#xD;SCRIPT VARIABLES (FOO)&#xD;SET (FOO) TO (5)</comment><header></header><code></code><translations>pt:cria a variável de guião _ com valor _&#xD;</translations><inputs><input type="%upvar"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>var</l><block var="val"/></block></script></block-definition><block-definition s="safely try reporting %&apos;this&apos; then if %&apos;error&apos; report %&apos;that&apos;" type="reporter" category="control"><comment x="0" y="0" w="316.6666666666667" collapsed="false">Catch errors in a reporter.&#xD;&#xD;Evaluates its first input.  If that expression successfully reports a value, this block reports that value.  If the expression causes a Snap! error,&#xD;then the final input slot is evaluated with the text of what would have&#xD;been the error message in variable ERROR.  SAFELY TRY then reports the value of that final expression.&#xD;&#xD;Sometimes you&apos;ll want to throw an error in the final expression.  You&#xD;can put an ERROR block inside a CALL block to do that.</comment><header></header><code></code><translations></translations><inputs><input type="%anyUE"></input><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doDeclareVariables"><list><l>value</l></list></block><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doSetVar"><l>value</l><block s="evaluate"><block var="this"/><list></list></block></block></script><l>err</l><script><block s="doSetVar"><l>error</l><block var="err"/></block><block s="doSetVar"><l>value</l><block s="evaluate"><block var="that"/><list></list></block></block></script></custom-block><block s="doReport"><block var="value"/></block></script></block-definition><block-definition s="line %&apos;x1&apos; %&apos;y1&apos; to %&apos;x2&apos; %&apos;y2&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="gotoXY"><block var="x1"/><block var="y1"/></block><block s="down"></block><block s="forward"><l>0</l></block><block s="gotoXY"><block var="x2"/><block var="y2"/></block><block s="up"></block></script></block-definition><block-definition s="%&apos;num1&apos; % of %&apos;num2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportProduct"><block s="reportQuotient"><block var="num1"/><block var="num2"/></block><l>100</l></block></block></script></block-definition><block-definition s="minus half stage height" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportDifference"><l>0</l><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block></block><l>2</l></block></block></script></block-definition><block-definition s="half stage width" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><l>2</l></block></block></script></block-definition><block-definition s="CONTROLS" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><block s="reportKeyPressed"><l><option>right arrow</option></l></block></block><script><custom-block s="let %upvar be %s"><l>skip quantity</l><l>50</l></custom-block><block s="doChangeVar"><l>t</l><block s="reportProduct"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><block var="skip quantity"/></block></block><block s="doChangeVar"><l>t</l><block s="reportProduct"><block s="reportDifference"><l></l><block s="reportKeyPressed"><l><option>left arrow</option></l></block></block><block var="skip quantity"/></block></block><block s="doWaitUntil"><block s="reportNot"><block s="reportOr"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><block s="reportKeyPressed"><l><option>right arrow</option></l></block></block></block></block></script><script><block s="doChangeVar"><l>t</l><block var="time speed"/></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="t"/><block var="total time"/></block><script><block s="doSetVar"><l>total time</l><block var="t"/></block></script></block><block s="doIf"><block s="reportLessThan"><block s="reportMouseY"></block><block s="reportSum"><custom-block s="minus half stage height"></custom-block><l>50</l></block></block><script><block s="doIf"><block s="reportMouseDown"></block><script><block s="doSetVar"><l>t</l><custom-block s="%n % of %n"><custom-block s="%n % of %n"><block s="reportSum"><block s="reportMouseX"></block><custom-block s="half stage width"></custom-block></block><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block></custom-block><block var="total time"/></custom-block></block></script></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>2</l></block><block s="setColor"><color>150,150,150,1</color></block><custom-block s="line %n %n to %n %n"><l>-200</l><block s="reportSum"><custom-block s="minus half stage height"></custom-block><l>10</l></block><l>200</l><block s="reportSum"><custom-block s="minus half stage height"></custom-block><l>10</l></block></custom-block><block s="setColor"><color>255,0,70,1</color></block><custom-block s="line %n %n to %n %n"><l>-200</l><block s="reportSum"><custom-block s="minus half stage height"></custom-block><l>10</l></block><block s="reportMax"><l>-200</l><block s="reportProduct"><block s="reportDifference"><block s="reportProduct"><custom-block s="%n % of %n"><block var="t"/><block var="total time"/></custom-block><l>2</l></block><l>100</l></block><l>2</l></block></block><block s="reportSum"><custom-block s="minus half stage height"></custom-block><l>10</l></block></custom-block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>false</bool></l></block><block s="setColor"><color>255,255,255,1</color></block><block s="setSize"><l>7</l></block><custom-block s="line %n %n to %n %n"><block s="reportMax"><l>-200</l><block s="reportProduct"><block s="reportDifference"><block s="reportProduct"><custom-block s="%n % of %n"><block var="t"/><block var="total time"/></custom-block><l>2</l></block><l>100</l></block><l>2</l></block></block><block s="reportSum"><custom-block s="minus half stage height"></custom-block><l>10</l></block><block s="reportMax"><l>-200</l><block s="reportProduct"><block s="reportDifference"><block s="reportProduct"><custom-block s="%n % of %n"><block var="t"/><block var="total time"/></custom-block><l>2</l></block><l>100</l></block><l>2</l></block></block><block s="reportSum"><custom-block s="minus half stage height"></custom-block><l>10</l></block></custom-block></script></block><block s="doIf"><block s="reportOr"><block s="reportAnd"><block s="reportMouseDown"></block><block s="reportGreaterThan"><block s="reportMouseY"></block><block s="reportSum"><custom-block s="minus half stage height"></custom-block><l>50</l></block></block></block><block s="reportKeyPressed"><l><option>space</option></l></block></block><script><block s="doPauseAll"></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="doSetVar"><l>time speed</l><block s="reportProduct"><block var="time speed"/><l>1.1</l></block></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><script><block s="doSetVar"><l>time speed</l><block s="reportProduct"><block var="time speed"/><l>0.9</l></block></block></script></block></script></block-definition></blocks><variables><variable name="total time"><l>186.86979166666666</l></variable><variable name="time speed"><l>1</l></variable><variable name="t"><l>186.86979166666666</l></variable></variables></project><media name="X Y T world" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>