<snapdata remixID="10413747"><project name="3d" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAZA0lEQVR4Xu1dCXgU1ZY+2UggigngBsawGlBWlYiAsiiLAiK4BA2YsOrM6PtQEAK4IDo6DI6gyBNF9qAikicoGNkUhsf22EEIoOyJ7IgmQMj2zl/dVamqru6qdFeS6u463xcl3beq7j33z7l1z/LfECIq4R9bbA1UigZCbABWit7thzo1YAPQhkKlakATgE2aNKHExETTOrZ+/Xr67bffTLuffaPA0YALAGfMmEGdO3d2O8I6N8ZSwTstjGmg3VA60zRZaLt48WIaNWqUsevsVkGjAQUAExISaOnSpdLgO3XqRNOnTyd8Lkqdb/pTdNpGKjq2jYqy1tC1n/9O1008TnnvJlL0mM2UmxYv/J47+nbhkpzBq6Rr77nnHsrNzQ0a5doD1deAAoBJSUn0xhtvCFdNnjyZ3nrrLfrjjz/orrvuouLiYtq/fz/Ff5tKVFhAUc98RFfmDyPKz6NqL35H1zbMpqhe4ylvak+K7PkGXZ03RLjP8ZRMqRfJycm0c+dO/V7ZLYJGAwoAPvnkk/T6669Lg2/RogUVFhZSenq6YLkeeOABavD9EIoeu0VoI1o50eJJ/3/vCOWOqSe0OZz8vXS/AQMG0O7du4NGufZA9TWgAGCfPn3otdde83hVQubzVHLptP6dnS0OJn0rtU1NTaU9e/YYvtZuGPgaUACwd+/eNHbsWI+jDgsLI7zLGZEzZ87Q0aNHpaaDBg2iX375xcildpsg0YACgD179qQxY8ZIQ2/atKlHNVy9epWioqLo2rVrVKVKFZe2WL6zsrKkz4cOHUr79u0LEtXawzSiAQUAmzdvTlOnThWua9mype71GzZsoHPnztF1111HMTExdPfdd7tcI990wMJiU2OLrQFRAy5+wNWrVwvfxcbGUoMGDTxqasuWLbRo0SKhzdtvvy1YQ7Vs3bpV+CgvL48ee+wxW/O2BhQa0IyEPPfccwSXiVkyb948WrBggVm3s+8TQBqwY8EBNJn+OBRNAMIVM3jwYNPGg/Deu+++a9r97BsFjgZcAHjo0CGPo7t59xwK2TzPsAZODV0jvQMa2dgYvrHdMCA0oADgfffdR3PmzBEGtm7dOoLbZODAgfTSSy/RwoULCX68uIznOOa7iSgklENy+ZQ7rhFFPDCUio7voOJjjg1HSK16VHLuiPDvkwNXSIpCJAW7ZltsDYgaUADw6aeflkJx2N0CcO+99x6tXLlSSKfau3cv1Vs6iKoOnEuXp3QjiowWYsHhzXpQWJOHKP/rVyikRhyV5F0QPoccHbBc0nb//v1p165dtvZtDUgaUADwiSeeUITiqlevTjVq1CDkB65atYoKCgqo0fJhHIo7pVBhSHRNBt15yfKJv6PRr8+UZtdgd22H4mz0yTWgAODjjz9O48aNc9EQ/HuIekAaHv6Gwrd9YViLWU9lSG2xnMOK2mJrQHMJ7tWrl24s2BfVDRkyxI4F+6LAALxWYQF79OhBaWlpwjBvuOEGio+P9zhkRELq1KkjtKlZs6ZmJESefjVs2DAhp9AWWwOaFhCAE3fBWnFdtdoQC46MjBRyBsPDwzWzZLZv3y5dBoBfvnzZ1r6tAUkDLn5ApGMhFR+iV5iE98L777+f4uLiFKn84t0BTBGAqAlBer8ttgbkGtCMhCANq02bNqZpau3ataTn4DbtYfaN/EoDmgCsVauW9G7n62iuXLkiJKUiZ9AWWwNqDbgAEDFgLVeMeCHStJD7Z0R+//13wX0D8KHUMycnx8hldpsg0oACgNHR0bRjxw5p+BkZGdS3b1+FOm79/CGKaJ1EBf9aKERAirL3UFidZlS4Z5n0eVjdRCo66ihc+n2II78QINTLsA4ivdtDdWpAAcBu3boJ5ZiQTz/9VMhgqVq1Kr3wwgtCpjTCcXFzulF4y96MqCsUfldXurpopFQHHD1qHYVUv4VKruVR3oRWwn1OpP4oKfvOO+8MXsUXXU/0r0Ki1uFEYX8Frx5UI1cA8KmnnpJiwWfPnqVt27YJ74IA45QpUwRXS730HlTt5RVUdGInW7x+Qmlmla4jhd+rJk2m4txzFMrJCLlpdYVHHem/THpkq1atqKioKLiUD+BN4Pfft/KJ5P8OLi24Ha0CgFhu9coyG33F1q8McqjfEql169atgweAANsIDl9OKSjV1uyqRAOvOIBoW0FBLy5lmZ42ILigSdQlovRBhiAY+vJa+uVEafoVfIYBbQGxNzvP4BrEwJsrAx60NTmS6GW2ghARiIa0GNiNFABELFhellm3bl3CxsRbUdcAIx8woAGYyRauO1s4tbzJJatvMADlVs+2gq4WsH379lLqPCriUG6pJwjHffDBBzRy5EjBPdO4cWPFJfL8vwcffFDvdv79vRpUsxiQKc5NRwYDcF4x0bdOy2hbQVcAIu1q+XJHAukdd9xB11/Py4mOAIDY3cJ9c+utt7oAEBsZCNww3bt317ud/37fkYH2M+9y32SgxXO2uAg8jCi7GlEdjoGrAXqB9VsjuHfELo7oRx99lIYPHy4AAYmoSEr1VjZv3iyBLyUlhc6fP+/trax/HQD4egQR/q/eYIjAQ9l0GydQMaI1DMzOwZ2cYZdlmgHtw/yqEsOqFK1ZCgNxCS+14oZkMP/+oBNoait4lq+9MXg5EzUBaBZF76lTp+jHH0sd0WbMtaXugSX0Eh8yUI8BhKUXvj5xJ/wQb0awJO9gK9eKwScut7fw8hzN1/RnUGJjonbVWGqA5d8ZFwB+8skn1LVrV7dPvnlRCpVcvqjbs/y/raVLly4JuYIdOnQggDFgBGDayQ51+fL5T15f2zCoGnAx1lHebDzO/8aGQ7R44nIr3xHbO2GlH7BRo0b0/felhJJqwFSrVo1ipral6LezqGBTOkXcP4DyXksQfs+b9CBFv7qO8l537oJT0ykn7BbhFtnZ2R55p/0KmJ5Ag6VX9P+J7VqGOcAq3xE35L/7A7z02s5oJQBRlvnmm28KeJgwYQLl5+fTiBEjhJ0xSirhlqkxrT1V/c8MgSM6IvFZys+cRJHdRlDe+OYU/d+HKG9cQweeGIDHS2pJ2Lr33nsJqVl+L6cZOPG85DpqtJQiByeW4v3sQ93H1vBu3njE8m73CF+L5RpO6b+xb9AGoBKAcoreEydO0IsvviikUMGFAn8e3DI3Tu9A0e8coMsfdKFqI9awxYMFPEAF/5xJEe0GSwAsSZlPRwpjpQlCFCRg0vHdWUGArqVzl7ud3/1a8PtemGqDgQ0LlmjEhzfxO6IWkP3+r9T4AMpE0QsAIh3LiBQkTacj5FiCIXByB4QFxGCKGERVGFhaeRX47ji3acXfN2X1nuQfAA4iX4aF+9gxYZdYsB5Fb/OE+hRZhd91PEhxcQlt33eISkpKj6Hr2LFj4ADwIgMH7lH5EipuTPryjjeGLd9vvPzie4AMu2FxGZbrDe+M6dioGPmTDsw2CgCqKXpxPENICJq4iphir0XNC+AdPHhQYFIQ5eGHHw4cAGKpHc3vcGN4GQXAljDA+sreb/EZ5Bj/AUaw9WvGoHRHDBvkVlABQBzL8NFHHwm6w7/dgQ/1wHCr4HvkC7or4ZTT88ICyi2i3/89Y6nFK7TWRqIuW8C1HAeOd/DjeFxq03hD8j/OLBm/V0rZB+DiBxQpesEJU79+fc07YjPxzjvvCN8hfxDuGbX89ddfdODAAeHjWbNmBR5DKvx6u3jtFFOsPOke4bmdbCW1rCDAKi7XZZ8/v7/CBYDIekbcFi6Z0NBQt1ZQb+RIuwILwooVK6QEB71r/O577Ghv415jQ6In6qVWBN5mBmbbAHBP6Y3fzfd2LNhLxQmXwa/3M1tBZDmL8ikvqc9rLKmikxrWcDUvzzgnXO2i8aUvfnqtJgDNoujFO+CSJUskug8/1ZHnbsPfV5ejHdN4QzIWZ6UwsHbyxuMeVZbLc7zjnc3huv9lcHZnECI+bIvSEQ19eGIwwI4XkRAjEvpiJuXkOw6v+eyzz2jSpElGLvO/NlfZCkbw33EVuFy4+0g+uAMJB85lWQQeYsR416vJ7eyjUqR5VlhAOUUv3CwIv+FdDjtinKKJ9PzYj9tRVNIUurpwOLOh3k6hXBNc8udpCovjg21KijgiMttx89QF7IO9UXoQklYDahe8kJfRJ525f1hSGzPoxrIVFGPBCMMBiMiKwfdikoL//YmVa48VAJRT9ILNFOEzZEZjx/vTTz8Jobiaf3+AwIBadfA8KsrZR8UXs6lg/QzHsa3DM5m615H1XJKSTseKa0idB7gDIhS3isHUiZdc+fsbHNOH2fwh8WAubyqQDc3OeApl9doWzyOAFQBUU/SCyWDTpk3Utm1b4ZhVZEff9GlHiRs69JbGVHwqi0Ju4GJ0FW1vMceCD1+7QXo47uHXoTgsrbByVd3seHPY4t3M6hzE73iz+F0P/sGZDNbBwbvDNWI6FQB0R9Er3gj+vtvnGqvrKP6PZXTwXOluEAVJfglA7HSrOy2ZlkaxvCLMVh3xXiQfyGo8gjzKUWYAlidFL8iJ/AqAZ3lZ/YuX0fpuLB58gPjzRXqVXNR1Hu85Q3ZGZiMI2ygsoFGKXjBeiQVG7qh5ccL64cOHJZV26dJFIjq3tJ5zGVj7GXitnWE0dWeRdHCM3/fcuVHUlW62FTT+DmiUohexYBxcjV0t4sHuDrAW2VHBM4MNjqWlgIGXyctoLzf+Oa00fHcD+pLfAZ+RJfq9zD7AySqmBEsro+I65+KINkrRKx69unRp6Tkg8m5j0yIe7dCvXz/rlmTCQs3hnau7zQK+n8ffy6MdevNzzZkvKLazraBbjWlGQsyi6AVB5bJlpexYevNWod8DFBN5kwTfnZb4ymQl54JB+iR8hl8ykG1RaEATgGZS9CJt6/Tp09ZQO7vp6JoGaxV6hxw/bCBacKO1qoo3b3qPdC25r9C2gppadAGgHkUv6De0TkZX3x3lmKgrgXz11VflegCOLj4Q+89l4CWzT+4rmRWCCwXJAbtVmwqzwCLWCqODcIney+BeHcTpzxoTpQCgmqJX3b527dpUMqEJhdVvI1DzQkJj4wRnNOh6i08fpNC4FlS47Rvhuz9e2iC5Xl555RWPJZ+6IPKmAQIxcKd0YeCtYeCJNRnHeZfbiTcbYq2G+t6wlCgcV1OslbUPaiCbBeyy9sPC7RUAlFP0IvQ2e/ZsggMZ7Ff79u0j1A0XfjOCop56n3LHMnvWRK6+KeaJDWUrwpI3qQOF10uksHr30VU+OfPCf62nvDyHO2Pu3Lk0ceLEilHF7ewQPsKRiXTuW3/u25/8WAAO9blGxSywyGuF47hfSKTe7yxSMtqXAG6nAKCcohfHtDZr1kxYOrHTBVcgqNdCj2ykkJjaFHqTs/4XymEQFp/cTUVHtlBIzXgq2LyAig6uo7MvrCX4AyHz588v/4yYDjzBa5x8hiI1hreTByIhLM+ZPm4cbCvocQYUAFRT9EZERCgKi7A7zn+tgeEpxWnpSM2HpKenC5a03GUvA7CpGydyWR9uhhUEkLs7aTrwfCQsnOJXgFO2FYQ6XMoyPVH0IhYcP+8RQ9MYcv1NtK/bJ1LbBQsW0IcffmjoWp8a/YmSSZM490AkdCv3ZoePYLGtoNspVQDQTIreixcvKg6m+eKLL+jjjz/2CVuGL/6Bd7ePmJSFYoYVfIKX8vtZ1SOd0RBkRP8/L+0mGWrDerFgQwUAvaHolY8JbKmpqalCCj7Sr7KysgR+GXEJRmZ0hYg6EuHLQxuwivL4x5slU8yGRk7gDicvjNgXM4Dty7gscq0CgN5Q9KoBiF3zunXrBACCpFwMxyGjev369RU37LngZ64kK6hFSo6Ry0EHcC4IblYEl3dAfGAWRS8SEMRsmK+//po+//zzigOferJ9fXIbfhdEoZEekZA74Mmfj2yb65wpXLYVdC1K8nWuLHX9JN6CvqqHGoM99gQWNemQp1vCR9mXd8I4wGYUl3CiSi6IRTMWbBZF74ULF4RaEtEXWOF6NtPCgPH0O9WSKWZDg/uvLILr4Kc021KXpQ8WaesCwBkzZnhkM71pxRiOMmzU7X7EmG2UfcExMYiAVNgGRN2zVzkjeZJJZxWLgPYWePK+ifd6n630SJOstO6sWK+BAoAJCQlC1EP4w+RyTLhlxHNDxK7XnvmwYhQIx+HAQi3JGbxK+hj3rhQx0wrO4iWzE1tCdRq+twMr5PfBcPAMBi9PoAKASUlJQv0vBIwG2EiAsjcuLk6ojoNoFSWF3/OklIAgn4vjKZnSr6B6qxRBLl4//s98EzKSzQYKsnTeZVDX4mkYEJxWUAFAOUUvwIKC9N69ewsF6aNHjxbwU39BT8MW8HByKeE57lVpYhZwNnCYr63J3mMc2TWU3wcvq7KoK01ZFftgBQD79Omje1zrHQsfN9zDg0nfSm3d1Y0YvpkvDZGf0J6jDz/6kFggz2rxpS9a1+IPZCX3TeugQ7OfZbH7ucSC9Sh6GzZsSOAO1BMQE4ksqmgLZoRKFV+toK/X6w0e94dxNSuOrfc8i3yvAKCaohfZL1qC6AaiJiAyQo6glpw5c4bwI0q7du0qd8hILABpv7e5eOpKN7NHg5nA0V5BdnihAoDNmzenqVOnCqpt2ZLJhtwIYr7nzp0j1I4g5OZO5BS9OC2p0sVbKyZPrS/PQQznzdIodhvVNvk9szz77OO9XfyAIkVvbGws4cxgLUFd8KJFiwgHUIvlmVrttm7dKnyckZFB06ZN87GrJlzehK0gomAnyphe5S1wvemyupjJm3v40TWakRAwYyUnJ/s8DJRlrlq1SkhGtYx4A6aKoNeYwO6YcWz9sARfsoy2yr0jmgAs96dW5gO6cBx2C9eGGJ3k8j7Z/DOOhOA41ygGngmuyspUrTfP1gSgWRS9J0+epJUrVwrnzllKymIFy9K2LIP8lmuQe4FnsIxx5LI8ww/augDQE0UvxnPLjM7GhtWgPZ3q7ADe4sWLKS0tzdh1FdEqmX2CX7PfzYjFeYGt03QjDQ12fCM7JRNVNG4GLw3EZgoAyil6QSzUvXt3gaZ32LBhQkUc5LbZyrOEwxL4ABomp0RtsFpODlwhfYQMG0uJEcu2nKMUj5qU1Pqr80iHKANHOlhKUeXbGQUA5RS9yGp+9tlnhadjR7xnj6MQve78R116FNa4MxVlrXH5/OiA5dJnKPG0lIxgy/Z/OpbNCEj1BoXCeJRNlzVlS+++AfK9AoBqil5Yvb179wq1HaJTuuGXjymGHlKrHpWcO6Kpjl+fKWXOatWqlfVUpgcwFA95WxeM2O5ZLr8Uj+uy3ugt0SMFAPUoetHjxov6Gup4Sb22dODekVLb1q1bG7quQhtN5B3oaDdZKPsZQE28WC6RYrWH/Yz2OSCGptKlLFMvFmzorhqNwLhvSXFnBfWso3owQZxQ4Mu8KgBolKIXkRCckgnaNXcnZaJTIKkUBVETS8oc3mikqjYaeGdryC6SLB0uGZHuDRw0ZlXgWVJJ5dcpBQCNUvQiFhwZGSnU/HqKBYsUveh+p06dym8Uvt5ZXUesx66A9C60wSZmVHAmkvqqcvF6Fz+gEYpeZMNgSZ05c6ZbC5idnU34gUyePNnaJ2YuY6dwDxk3dD6/x0VqvP/hHJAc/m40V7K9b1KdiVkz6af30YyEmEXRCyZ9REIqrSquLJMiWj0nuZaCNiOBHcf7+IsUtnbpJjqly9K/AG2rCUAzKXqht0uXLtHRo0etrUKRVUtu/ZBFjZPPu7N1XFkGbkFrj9RSvXMBoB5F72233UagbTMiqKw7fpxJLFlAy4EsG0vLGV5ei9h39xIvsTiMsCXn5cGlYku5aUABQDVFLzYR8l0uvq/+YRuhMxFtU6lgwxyBmrdwzzIHbe9hrpyLjKaQ8CgqyTsvtAvhM+NyImoL/wZD1vjx48ttMD7f+DQDEBVq9Rh4x23g+axPAzdQAFBO0fvdd9/RgQMHhM3G0KFDBYpenJYZM9WRAY2jWsNq30VRydOYjtdB21vyRzYzpNYVvkds+PLkrhT6/D/oWD6/5DsFITlYRltsDQg44h9ecxwip+gFvx+SSZEdM3DgQAI7Pk7LxHGtkGojVlPh9n9QWOOOfPTBVVfaXj5FKTctXgDgb3mOg6shiYmJ/nFkl42PCtGAAoBqil51D2JiYujG6WWr7QgZlkEH/4TH1iHwG4qUbRUyQvshltaAS1mmJ4pejOTOH4ZJ73dGRnbm+Z8Vx3QhIiKSVhq53m4T2BpwiQWPGcPkQ04BMz42Ht4K6oLVCa6IiNgA9FajgXedAoBGKXoRinvkkUfohx9+8BiKE9W1a9cuSXMdO3ak4mJ7hxl4UPJuRAoAGqXoBQCRLZ2ZmWkIgNu2bRN6B6bU6dOne9dT+6qA1ICLI9osil5oC0utWJy+ceNGgWnLFlsDcg0EX1mmPf+W0oANQEtNR/B1xgZg8M25pUZsA9BS0xF8nbEBGHxzbqkR2wC01HQEX2dsAAbfnFtqxDYALTUdwdcZG4DBN+eWGrENQEtNR/B1xgZg8M25pUZsA9BS0xF8nbEBGHxzbqkR/xu6hTKIqXl3KQAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="3d"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="$flag-1.5-0-255-0" type="reporter" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="Axyz: %&apos;ax&apos; %&apos;ay&apos; %&apos;az&apos; $nl Cxyz: %&apos;cx&apos; %&apos;cy&apos; %&apos;cz&apos; $nl θxyz: %&apos;θx&apos; %&apos;θy&apos; %&apos;θz&apos; $nl exyz: %&apos;ex&apos; %&apos;ey&apos; %&apos;ez&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><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>x</l><l>y</l><l>z</l><l>cosx</l><l>sinx</l><l>cosy</l><l>siny</l><l>cosz</l><l>sinz</l><l>szy+czx</l><l>czy-szx</l><l>cyz+sy(...)</l><l>dx</l><l>dy</l><l>dz</l><l>bx</l><l>by</l></list></block><block s="doSetVar"><l>x</l><block s="reportDifference"><block var="ax"/><block var="cx"/></block></block><block s="doSetVar"><l>y</l><block s="reportDifference"><block var="ay"/><block var="cy"/></block></block><block s="doSetVar"><l>z</l><block s="reportDifference"><block var="az"/><block var="cz"/></block></block><block s="doSetVar"><l>sinx</l><block s="reportMonadic"><l><option>sin</option></l><block var="θx"/></block></block><block s="doSetVar"><l>siny</l><block s="reportMonadic"><l><option>sin</option></l><block var="θy"/></block></block><block s="doSetVar"><l>sinz</l><block s="reportMonadic"><l><option>sin</option></l><block var="θz"/></block></block><block s="doSetVar"><l>cosx</l><block s="reportMonadic"><l><option>cos</option></l><block var="θx"/></block></block><block s="doSetVar"><l>cosy</l><block s="reportMonadic"><l><option>cos</option></l><block var="θy"/></block></block><block s="doSetVar"><l>cosz</l><block s="reportMonadic"><l><option>cos</option></l><block var="θz"/></block></block><block s="doSetVar"><l>szy+czx</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="sinz"/><block var="y"/></list></block><block s="reportVariadicProduct"><list><block var="cosz"/><block var="x"/></list></block></list></block></block><block s="doSetVar"><l>czy-szx</l><block s="reportDifference"><block s="reportVariadicProduct"><list><block var="cosz"/><block var="y"/></list></block><block s="reportVariadicProduct"><list><block var="sinz"/><block var="x"/></list></block></block></block><block s="doSetVar"><l>cyz+sy(...)</l><block s="reportVariadicSum"><list><block 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var="czy-szx"/></list></block></block></block><block s="doSetVar"><l>bx</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportQuotient"><block var="ez"/><block var="dz"/></block><block var="dx"/></list></block><block var="ex"/></list></block></block><block s="doSetVar"><l>by</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportQuotient"><block var="ez"/><block var="dz"/></block><block var="dy"/></list></block><block var="ey"/></list></block></block><block s="doReport"><block s="reportNewList"><list><block var="bx"/><block var="by"/></list></block></block></script></block></script><scripts><script x="410" y="128.83333333333314"><block s="reportNewList"><list><block s="reportNewList"><list><l>1</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><block s="reportMonadic"><l><option>cos</option></l><block var="θx"/></block><block s="reportMonadic"><l><option>sin</option></l><block 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