<snapdata remixID="11507968"><project name="hyperblocks 3D pattern" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes>Funny result of hyper-modulo applied to all stage pixels. Vertical coordinate is also divided by a particular value that determines the steepness of the "perspective lines"</notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQo0lEQVR4Xu1dd4xVxRfeEVCKQIAVjIobCwFiXDXRhBhNNEb/MMZE/lkLFghWDPaODRULNiyAFBVFBRErKDYUsIsKFrAAdlCs2BV1f+9cf+dl3uyUM+2Wd3cTsu/NnPOd75zzzcx99+17sIaGhtbKP+cfxlhDaysNwsYWCJnsVfOUcRM2FoS3kz3GMXEO/Pm6wLzpR2aPY6o4Yu11fE2cZH2U8TbxxDjoC/aq2lXGWaIeMNpkk02qRXN5zgdELB5H9xh9kSiS5oXIJ4L4oj1vg3OirdhM/vm///5bLRY/LvNBW50/zOnsZPPi4tOJisfGx+hPmRNtVc9hXMR3HcMY///9nwDxR1wFHTp0aLNwVTueOI7PRQyVHb9CeR/eHh/LsMU50Uacx3gYS+ZvOwcYMh/qOM8ZHvOcEEM2hrmgD3Aw+aIN+sjwdTZiLIwHC57nI2Lwz1nlSSsoGwdlj2EMyYmP4XnHjh2T1cH7Ap44hvM4LvqpYutwRSwxLs9BxlXkJPOnjkE+//zzT7UOKmwdnm4OsHFe/I2xeBs+Pm+v4gjCkXGWxZWNif6ijcyHderUqRUnbH///fffifj435CoLQ7aA47MXzZmikmZB1wVNmUc+fK2qhzEcZ2vja1YOxtc4I324m/EpdiA8FQ8eD6yGIkAN27cmDSCD6YbA9HhPP6mjpliwDwFG+34uDJfPp5qHuPxxeLzF/n4xjHxkMXmfUz+pnkQjC4nXSzwVc3z43/99VdVU7p82KabbtrKG5seQ8NNNkAkts2ff/6ZJAh88LEurm4O/AEHbChYtrF5TJGHTTydLxWXj+fCi+IPIuX7r/NJXgXj7ge///jjj2oz4DE/xwPZ2CEGNJnH5DEwNtqa5lB8Mj8dZ9WcCUeXr5iTWE9d/ipbsfa650WzhZx///33RFvJEYxFwEFeBHyBxHn+uW6OD4g7DdVexS22/2+//VZdiMABnutqwedI5WzCFHP0tZdxNGHazlNi8JhtdkBZsX/99ddq8UFA/HMstkhUfA52LjiUWGCDwhbjqPhRcGVYFD+ZjThmqo8qj1DxKRyp+VOwVDbJbRh+ZcPjX375pWa188+x0aKNzE81JiPjg0fxBd4///xz9boRc6b4qvJAPJjHuvBjIWJQ+fnEpfrK6gDXez4cWc+ePVtlBGRjQIBq+9NPP7VpNvjjOC/6ULHEhUTlasvLJgdfW5m/qg+qPFQYvtxCxGObbbZZzQ64YcOGmuMWm8qP840Wx3EnkNnrMPgj1DamyV7VAGpOJvyi4Pz44481J1vovGzxIT7bfPPNqwJUAdiOA7Ctj8reBUvn88MPP0ib4BLHBauoPhTeeI8Qha3rKeIlRzA4fP/998rG6IKn6Rcjlg4zT/Fceabt99133yl1JOPCevToUd0Bdc6yOf7Y/Pbbb2teifLHtC1uCF/ggziy452fF68ddXzB1jUfXUwfXPD1ycfGV9zldLWg5Mu6devW5lXwN998I30BAYninNg0fG4KqsP2xTdxg3mZGJE7xV+Vt0kElNx84xfRv+ZGtFjc9evXK7dTsDXNU2wQQyWMkDFU4gkR4+uvv06tVrpFEIsHv/PZ1EvcMZE7YrC+ffsmO+BXX32l3R3QRpY8igcwdMWBOVOBqDYhYoXA0NWFrwUlbwqfUDZ54SM9gqlFXbdunVFwJhsUr8kOOKVpU+R4VO5r16717h8uMl1vcBeU2bCtt966lUIEAoW0o2J9+eWXbYokO65ldrLdmBJXxFJdHoSMCVypeFQ7l1xVJxg1pq1dzX1AMTgV7IsvvjCuJJsCU/GodlnHpvIMbQd5h8b8/PPPSb2mxk52QDC2AY5ha4P52WefKV+li4sIbU3XpjbxbWyp8X16oLrQx5ypfGNx1eG2eStOdtx8+umnZNXbJGGDC8WMhW3Dw4YDcLbBzoNtTM4ybNbY2NjmPuAnn3xC3mEAFO1NuwzO29jb2OaNy8cff0xeuLG5x+Zii4/2bLvttksE6ApAFd2aNWu0zRB3XpO9GNeWvy2+rb1LTW1jxLaHHGLHYJ07d26zA0JgURCrV6+2Ws2AYetja+8Sw8Unr7xcclm1alX0PiIv07Up2EmPYNxdXMi6+Hz00UfWRXGJ4+Ljwg3ql1YsF34ybhSxxMiJNTU11eyALgl9+OGH1gKCJqGf7v1Z8aj1jUW9ZOD52fgUxc+1jh988IFXr8VaSj8TQim4KxFXv/fff1/71y0qzrwfJS/exoerzaLCmK5cXf188rOtpSpH5VtxsgArV660Uj/fBFtfjO/qB/6ujQFf17iufj4xfXyz4rtixYpES2yLLbaQvgjhBYjGLqovm+97771ntUizrDNe9/n0yCffRIDiNSAW5N1337W6F8gXEn1dBAs+PkkVObYPdx9fqHlW/mzw4MHVHfCdd95xXr2QhKs/HtVvv/22Mj7lmkr0p/jwi0QXn7KYXPNH7Kz9s8ifVbZh4xGsK/7y5ctrRGPbdMAWMSjNDimceuHgW8cQdbDFYF27drUSIAps2bJlXrslEG3H+O8byfBfXurx1ltvpdZb1qdPHysBhiAXAuPNN990KpK4Q7vi8MIJkQ/gheASAgO4UHKi3Lw24bBtttnGKMA33njDqdniUWqDozvKbXB0x3k7Tu0O7NMvXZ2XLl2q1A/bcccdlQLUOdpcp4XCgZihsELhvP7660EWZ8jcisSJ7bzzzjUCfO2117wKyu9cvli8yENihWxQSF5lxGJ77LFHK4jmlVde8X41i4J59dVXvUQs7q4h8UJiiTWzORVktiG5hcQCriFz5bGkX8/mWsiXX37ZS3jidZ8vnphHKDzkGQoPeZYRz/o2jEycL730kpfw0sAMzTE0HtQgNGZoPOD44osvBu0169Wrl/FVsG5HDE0oNB5wf+GFF4IWLUYjYvGMkXtITLbllls6CTAkCRT4kiVLggulKJhQgyJxXbx4cZBeKf8YAQoiuxe3aNGiIIF5/JCY/G4dqkjiCRALN1YdYuG61oG/gc0GDhxI2gGff/75YMLjG6rCdXlPmYLr+gIrDey0a5yHWrDm5matAJ977rkowoPkY2HHwgXOCxcuLFw98sw7uQ8oWwnPPvus898DmlYWYpvsXOZjCgT4xOReVGyfurC99tqrRoDPPPNMtBUORF3xKUfy008/HYy7LF5IfNnicq0NdaHGxHetDdtvv/0SAboCUJOPjf/UU08FE58qp6LnELtGLvjOn4qjCg/snnzyyajiiI2fRg71EmPBggVWvU7+t0xRTJTjjiLAJ554wooMBRNtkGPMGDwf28La5IK2aeSStxja7wd0KWKaxYRYjz/+eDSRYy5pxEgrl7TizJ8/n9QX1rt3b9J9QBsxUoPbYMps04ozb948UjF5ji6niEsclxqmFYfSH+e34mSJP/bYY9aNcikg+KRVxDRzqsdYppxY//79kx3QZcXy4nn00UdTE1+asR555JG6zAtqSPlMh+sGQdUG22GHHbyO4DQbBEk9/PDDwQRhWnQhY1EamWa8NGPp+lbzwXRKkXibhx56KJgYKLHb4+k/RESpYZb9e/DBB9vohe2yyy7WO+DcuXOVwjPtKrZFQntdTFdMnZ+sWDHi8Jhp55h2PMhVjKl8L1hV7AceeCDVXQ94tMcMu/Pxvc2itnPmzKlqiO25556kHZB3ir0T8PhZxM0iJuR8//33p764s4jJ58r22WcfowBnz57tXBifI9knrs8iaY8bb8fl+wJ1ZgcccIBWgLNmzXIWn48Isop73333ZZIv1KqMObODDjpIKsB77703s0ZkKYIs8y5jbHbIIYe0EeA999wTVXy6Y3nmzJlBY9tcAoSObXsCxK67jg81duib16ylpaUqwKwbcPfddwcVn60Ayp5/FvVnRx55ZCLAu+66K9Pmlz1+WXvAGhoajK+CbXcSW/sZM2ZkKn7gmwcOd955Z+Z1SJsD69SpU6YCvOOOOzIveh44wCLIA4+0ObAuXbpkJsDbb789c/FB46dPn67lYfNCxnb35+1NPHywbXzT5MG6d++eiQDTTNJU/GnTpuViIZSRR/XLidJa5SCGKVOmeP/9oUlU1HngQrWNbTd16tTccEmrLqxv376p7oC33XZblCK7LqBYfFzEWkYubKuttkpNgJMnT44iPpdmg087H/17vqHqo7t5zbbddlulAF13FZkgJk6cmCvxAcdJkyblilPeapQGH+8/yafuPrfeemuump03PlDHMnIifz0bVWgyu1tuuSVX4gOOeeR08803565OsTmxnXbaiXwN6HIk33TTTbkrah45waIoIy+26667kgVouwtOmDAhd+KDHG688cbovFwWaxq8bHsYu15s9913jyLAG264ITf3+viiAy+XJqThU0ZubMiQIc4CVK3y6667LkqTXXYVUTixuIUQ6PXXXx+lbiG4xaob23vvvZ0FKEvs2muvLV0RQzQYMPJcu1jc2L777htMgOPHj8+t+KDB7fz8PmwUo35s//33DyLAa665Jtfiyzs/WCBXX311rmsYgx878MADvQV41VVX5bpw0Nx2jn67H15mhK4jO/jgg70EeOWVV+ZefOPGjatyDPFCJtQ1n4jD84wVwxc3NEc2dOhQZwGGJuNbHJX/FVdckftFAtzLyLPmU3E2ArjsssuSpuZ5RwF+yNMmt6xsL7/88kIslJA1ZUcccYT1Djh27NiohQop6thcQ4q1jFzZ0UcfbSXASy+9NKr4Qja0SFwh7yLxveSSS4LogI0cOZIswIsvvjhI0JAi02GFKlJafItW3xB82QknnEAS4EUXXVQo8RWNL4i8aJxD8GUnn3yyUYAXXnhhocQHzSwi5zFjxhSuzr6c2WmnnaYV4AUXXFC4ohSRMyyaIvL25czOOusspQDPP//8wokPGnnee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select="1"><scene name="hyperblocks 3D pattern"><notes>Funny result of hyper-modulo applied to all stage pixels. Vertical coordinate is also divided by a particular value that determines the steepness of the "perspective lines"</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="¬ %&apos;a&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>bit_not(a)</l><list><block var="a"/></list></block></block></script></block-definition><block-definition s="%&apos;a&apos; ∧ %&apos;b&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="reportApplyExtension"><l>bit_and(a, b)</l><list><block var="a"/><block var="b"/></list></block></block></script></block-definition><block-definition s="%&apos;a&apos; ∨ %&apos;b&apos;" type="reporter" 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s="reportApplyExtension"><l>bit_left_shift(a, b)</l><list><block var="a"/><block var="b"/></list></block></block></script></block-definition><block-definition s="%&apos;a&apos; &gt;&gt; %&apos;b&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="reportApplyExtension"><l>bit_right_shift(a, b)</l><list><block var="a"/><block var="b"/></list></block></block></script></block-definition><block-definition s="%&apos;a&apos; &gt;&gt;&gt; %&apos;b&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="reportApplyExtension"><l>bit_unsigned_right_shift(a, b)</l><list><block var="a"/><block var="b"/></list></block></block></script></block-definition><block-definition s="hyper x" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportModulus"><block s="reportNumbers"><l>1</l><block s="reportVariadicProduct"><list><l>360</l><l>480</l></list></block></block><l>480</l></block></block></script></block-definition><block-definition s="hyper y" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>floor</option></l><block s="reportNumbers"><l>1</l><block s="reportVariadicProduct"><list><l>360</l><l>480</l></list></block></block></block></block></script></block-definition></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="104"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="105"></list></costumes><sounds><list struct="atomic" id="106"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,107.97967400132022,25.999999999999986,1" pen="tip" id="111"><wear><ref mediaID="1"></ref></wear><costumes><list struct="atomic" id="112"></list></costumes><sounds><list struct="atomic" id="113"></list></sounds><blocks></blocks><variables></variables><scripts><script x="211" y="134.33333333333337"><block s="receiveGo"></block><block s="doForever"><script><block s="doSwitchToCostume"><block s="reportNewCostume"><block s="reportModulus"><block s="reportDifference"><custom-block s="hyper x"></custom-block><block s="reportVariadicSum"><list><block s="reportMouseX"></block><l>240</l></list></block></block><block s="reportQuotient"><custom-block s="hyper y"></custom-block><l>1000</l></block></block><l>480</l><l>360</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="hyperblocks 3D pattern" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><costume name="costume" center-x="240" center-y="180" 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" 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