<snapdata remixID="14040620"><project name="Sine Sandbox 1.1.0" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes>Welcme to Sine Sandbox!&#xD;Have fun experimenting with funny settings and curious backgrounds here!&#xD;&#xD;Sensitivity: Multiplier of the size of the sine. Should default at 1.&#xD;Frequency: The speed of the sine. Can create color strips when set to extreme values. Should default at 3.&#xD;Length: The duration of the sine. Every time the end of the stage is reached, the starting X is restored and the track gets 20% darker.&#xD;Color offset: The change in color. Should default at 0.&#xD;&#xD;Stay tuned for further customization!&#xD;1.0 - Release (7/9/2024)&#xD;1.1 - Revamped settings and added color offset (11/29/2024)</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Sine Sandbox 1.1.0"><notes>Welcme to Sine Sandbox!&#xD;Have fun experimenting with funny settings and curious backgrounds here!&#xD;&#xD;Sensitivity: Multiplier of the size of the sine. Should default at 1.&#xD;Frequency: The speed of the sine. Can create color strips when set to extreme values. Should default at 3.&#xD;Length: The duration of the sine. Every time the end of the stage is reached, the starting X is restored and the track gets 20% darker.&#xD;Color offset: The change in color. Should default at 0.&#xD;&#xD;Stay tuned for further customization!&#xD;1.0 - Release (7/9/2024)&#xD;1.1 - Revamped settings and added color offset (11/29/2024)</notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="flat" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="251" y="51.920712915136846" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,0,0,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="96" y="250.83333333333314"><block s="doDeleteFromList"><l><option>all</option></l><block var="log"/></block></script><script x="107" y="160.4999999999999"><block s="doSetVar"><l>log</l><block s="reportNewList"><list></list></block></block></script><comment x="733.2687500000003" y="23.83333333333337" w="243.9999999999999" collapsed="false">Precisions:&#xD;0.5 - Rough. Quickest results, but lowest precision.&#xD;0.6-0.9 - Speedy. Quicker results, but low precision.&#xD;1 - Moderate. Balances speed and precision.&#xD;1.1-1.3 - Polished. Higher precision, but takes longer.&#xD;1.4/1.5 - Super. Highest precision, but longest wait.&#xD;TIP: Use turbo for much faster results!</comment><script x="249" y="10"><block s="receiveGo"></block><block s="doHideVar"><l>log</l></block><block s="doSetVar"><l>log</l><block s="reportNewList"><list></list></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="doDeclareVariables"><list><l>change</l><l>freq</l><l>rollovers</l><l>length</l></list></block><block s="doSetVar"><l>rollovers</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="up"></block><block s="doAsk"><block s="reportNewList"><list><l>Sensitivity?</l><block s="reportCONS"><l>1</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><l></l><l>3</l></list></block><block s="reportVariadicLessThan"><list><l></l><l>4</l></list></block></list></block><block s="reportVariadicEquals"><list><l></l><l>1</l></list></block></list></block></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>10</l></block></autolambda><list></list></block><block s="reportNumbers"><l>-30</l><l>40</l></block></block></block></block></list></block></block><block s="doSetVar"><l>change</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Frequency? (0.2+)</l></block><block s="doSetVar"><l>freq</l><block s="getLastAnswer"></block></block><block s="doAsk"><block s="reportNewList"><list><l>Length?</l><block s="reportCONS"><l>500</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicEquals"><list><l></l><l>500</l></list></block></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>50</l></list></block></autolambda><list></list></block><block s="reportNumbers"><l>4</l><l>100</l></block></block></block></block></list></block><comment w="243.9999999999999" collapsed="false">200-300: Quick&#xD;350-550: Balanced&#xD;600-850: Long&#xD;900+: Time-taking</comment></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Color offset?</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="gotoXY"><l>-240</l><block s="reportVariadicProduct"><list><l>-60</l><block var="change"/></list></block></block><block s="down"></block><block s="setColor"><color>255,12,6,1</color></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>100</l></block><block s="doForEach"><l>item</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportPipe"><l></l><list><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicProduct"><list><l></l><block var="freq"/></list></block></block></autolambda><list></list></block></list></block></autolambda><list></list></block><block s="reportNumbers"><l>1</l><block var="length"/></block></block><script><block s="forward"><l>1</l></block><block s="changeYPosition"><block s="reportVariadicProduct"><list><block var="item"/><block var="freq"/><block var="change"/></list></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportVariadicSum"><list><block s="reportQuotient"><block s="yPosition"></block><l>3</l></block><l>25</l><block s="getLastAnswer"></block></list></block></block><block s="doAddToList"><block s="reportJoinWords"><list><block s="reportRound"><block s="xPosition"></block></block><l>:</l><block s="reportRound"><block s="yPosition"></block></block><l>,</l><block s="reportRound"><block s="getPenAttribute"><l><option>hue</option></l></block></block><l>&gt;&gt;</l><block s="getPenAttribute"><l><option>brightness</option></l></block></list></block><block var="log"/></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>260</l></list></block><script><block s="up"></block><block s="gotoXY"><l>-240</l><block s="yPosition"></block></block><block s="changePenColorDimension"><l><option>brightness</option></l><l>-20</l></block><block s="doChangeVar"><l>rollovers</l><l>1</l></block><block s="doAddToList"><block s="reportJoinWords"><list><block var="rollovers"/><l>:RESET:Back</l></list></block><block var="log"/></block><block s="down"></block></script><list></list></block></script></block><block s="doShowVar"><l>log</l></block></script><script x="63.5859375" y="365.99999999999966"><block s="reportQuotient"><l>500</l><block s="getLastAnswer"></block></block></script><script x="891" y="157.33333333333326"><block s="reportNewList"><list><l>Frequency?</l><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>5</l></block></autolambda><list></list></block><block s="reportNumbers"><l>1</l><l>50</l></block></block><block s="reportNumbers"><l>11</l><l>25</l></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>2</l></list></block></autolambda><list></list></block><block s="reportNumbers"><l>13</l><l>100</l></block></block><block s="reportMap"><block s="reifyReporter"><autolambda><block 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