<snapdata remixID="11440871"><project name="Loading... v2" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>Now with more sliders!&#xD;&#xD;Improvement on the original with sliders that allow you to customise your loading circle! To be fair, it&apos;s not that many options, but still!</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Loading... v2"><notes>Now with more sliders!&#xD;&#xD;Improvement on the original with sliders that allow you to customise your loading circle! To be fair, it&apos;s not that many options, but still!</notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="116.07784520769928" y="-3.8864221429579118" heading="162.00000000027558" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="15,16,13,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="227" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>gradiant</l><l>8</l></block><block s="doSetVar"><l>length</l><l>50</l></block><block s="doSetVar"><l>size</l><l>10</l></block><block s="doSetVar"><l>thickness</l><l>2</l></block><block s="setColor"><color>15,16,13,1</color></block><block s="gotoXY"><l>0</l><block var="size"/></block><block s="setHeading"><l>90</l></block><block s="hide"></block><block s="doForever"><script><block s="setSize"><block var="thickness"/></block><block s="doWarp"><script><block s="clear"></block><block s="down"></block><block s="setPenColorDimension"><l><option>transparency</option></l><l>100</l></block><block s="doRepeat"><block s="reportDifference"><l>100</l><block var="length"/></block><script><block s="forward"><block s="reportQuotient"><block var="size"/><l>10</l></block></block><block s="turn"><l>3.6</l></block></script></block><block s="doRepeat"><block var="length"/><script><block s="changePenColorDimension"><l><option>transparency</option></l><block s="reportVariadicSum"><list><l>-10</l><block var="gradiant"/></list></block></block><block s="forward"><block s="reportQuotient"><block var="size"/><l>10</l></block></block><block s="turn"><l>3.6</l></block></script></block><block s="up"></block></script></block><block s="forward"><block s="reportQuotient"><block var="size"/><l>10</l></block></block><block s="turn"><l>3.6</l></block><block s="doSetVar"><l>psize</l><block var="size"/></block></script></block></script><script x="10" y="64.33333333333334"><block s="receiveCondition"><block s="reportNot"><block s="reportEquals"><block var="psize"/><block var="size"/></block></block></block><block s="gotoXY"><l>0</l><block var="size"/></block><block s="setHeading"><l>90</l></block></script></scripts></sprite><watcher var="gradiant" style="slider" min="0" max="9" x="19" y="11" color="243,118,29"/><watcher var="length" style="slider" min="0" max="100" x="132" y="11" color="243,118,29"/><watcher var="size" style="slider" min="1" max="75" x="230" y="12" color="243,118,29"/><watcher var="psize" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="thickness" style="slider" min="1" max="40" x="319" y="12.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="gradiant"><l>8</l></variable><variable name="length"><l>50</l></variable><variable name="size"><l>75</l></variable><variable name="psize"><l>75</l></variable><variable name="thickness"><l>16</l></variable></variables></scene></scenes></project><media name="Loading... v2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>