<snapdata remixID="11955369"><project name="Snells Law" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>has some bugs.&#xD;&gt;&gt;n values must be bigger than 10k for realistic purposes. i tried to set min slider to 10k but it didnt work&#xD;&#xD;you can find example refractive indexes here:&#xD;https://en.wikipedia.org/wiki/List_of_refractive_indices</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Snells Law"><notes>has some bugs.&#xD;&gt;&gt;n values must be bigger than 10k for realistic purposes. i tried to set min slider to 10k but it didnt work&#xD;&#xD;you can find example refractive indexes here:&#xD;https://en.wikipedia.org/wiki/List_of_refractive_indices</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw medium2" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>0,167,248,1</color></block><block s="setSize"><l>2</l></block><block s="gotoXY"><l>-240</l><l>0</l></block><block s="down"></block><block s="gotoXY"><l>240</l><l>0</l></block><block s="gotoXY"><l>240</l><l>-180</l></block><block s="gotoXY"><l>-240</l><l>-180</l></block><block s="gotoXY"><l>-240</l><l>0</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-90</l></block><block s="floodFill"></block></script><scripts><script x="210" 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</pentrails><costumes><list id="81"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="82"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-5" y="56" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="251,6,0,1" pen="tip" id="87"><costumes><list struct="atomic" id="88"></list></costumes><sounds><list struct="atomic" id="89"></list></sounds><blocks></blocks><variables></variables><scripts><script x="97.00000000000011" y="36.99999999999999"><block s="receiveGo"></block><block s="doSetVar"><l>incident angle</l><l>40</l></block><block s="doSetVar"><l>medium1_n/10k</l><l>10001</l></block><block s="doSetVar"><l>medium2_n/10k</l><l>15000</l></block><block s="hide"></block><block s="doDeclareVariables"><list><l>θ1</l><l>θ2</l><l>n1</l><l>n2</l></list></block><block s="doForever"><script><block s="doSetVar"><l>θ1</l><block var="incident 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