<snapdata remixID="12228162"><project name="U1L3-AngleExperiments2" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGthJREFUeF7tnQl4nWWVx383SZM2SbM2TdOCuzMK7jrjho64oFMFtxFFUJRFFGQRWURBUJFFEFkURBAEKQjuoIyiuKLoKO4Lg9JhpG2apc3WJE2zfPP8zr1fewNlGSwm997vfZ4+SW6Te7/7vf97zvn/z3nPySVJkpCt7A7M0R3IZQCcozufvWzcgQyAGRDm9A5kAJzT25+9eAbADANzegcyAM7p7c9ePANghoE5vQMZAOf09mcvngEww8Cc3oEMgHN6+7MXzwCYYWBO70AGwDm9/dmLZwDMMDCndyAD4Jze/uzFMwBmGJjTO5ABcE5vf/biGQAzDMzpHcgAOKe3P3vxDIAZBub0DmQAnNPbn714BsAMA3N6BzIAzuntz148A2CGgTm9AxkA5/T2Zy+eATDDwJzegQyAc3r7sxfPAPggMDBFQg25+M3LkkHenmuJn77FpnjsFTRie4nLk0EOyLXEY8V/8yBeomJ/JQPgdra+jyk6qIn/+Tqb+AtbOIa2+Hkla1hFF61UcxmD8dgBtDDANPvSzY3sFI+dzUYeTy2vpjF+Ln7OikXbdt54BsDt3JST6edlNLAbi/g9E5zFRq6kK37z7XTzPtr5Z2pnAfC/2cIZbODywu+9lW6OpY0nU8ctjPMdRvkQSzLs3eMOZAAs3JB3sp6P0UET1XyFEf6HSd5LG5MkvJI1XMdyWqjmffTxShp4AfWzAPhjxvgmo5xBB4NMszfr+CY7sYAcH2cjj2YBr2Mxw0xzHH18mmUZGCu5N4zA+hMTPJWFAYQP088u1PEfLGYD07yD9XyB5QGgw+nhTTTxfBaFaxVMr2fxLAB+uQBaXfVPGOcLDHMBnQHgN7GOz7CMdqr5EiPxuh8sWMPfsjle19epxFWxFnCYGQ6gm/PoZAU1/JaJcKGfpysIx3vpDTA+l0V8ikEayPE2mrmUIarDFTfPAuDlDDENHEQzn2OIURIOo4VbGQ/QfZylQUzeUnDhT6WOtUxxJD1cRhdNVFUi/iqrO9Y0Cd9mlJUFYqCVup0tnFKwRkfQw2tYzIup51qG6Waao2jlm2ziZ2zmIywJMK1hkqNomwXAc9kYDlfQnkQ/z2Ehr6SRcxmgi2reSBPfY4yvMcL5dAbYTqGfJ1Ab1tV1I5t4OQ1UV5A1rCgLqAU6mPW8gcUBws0kHMR6jqSVf2EhNzPKNxjlEyxlPVMcRg/Xsjws1Xvo5Sus4GbG+D6jnErHLACeSB+708BLqOd1rI3n0LK+kXV8ik6WURPP8ar4nQZ+wWbOY4BLWcZCcgG+LzLCJfGbleOOKwKAAmgp1RFn/ZktvJ8+zmFpxHI/YoyrkmEuzHXGtuddZBtPYSHvpifc7jOpYy/WchGdDDITwBEoxTKMwBbILVTxLnq4nhXcxkS440/Sye/YzBlsDBevZnho0sN+uSZeSH0QnqPp5TQ6eCK1ETf2Mh0ALvdVEQD8EP00UhWs1vVFhvkOY1xIZ1gbWeluLGQvFocVuoMtfIB2rmI4GO27aQ3Q/hv1PIOFYUW/xopZAHwNawOUv2IzP2QswPRJBoI570cTH2UD/0RtWN/rGeEWNgfr1iofSg8vo543FFyxrHkTM5xcAbJNRQBwhJkA2bNYyIE0hwU6gb6wMIfTyp1hFfv5TAGQani6zQkSjqU32PDnGGYLCe+gmZexhhtZwSqGA9D70sRK1vIdduIzDFEbhKUp2O9ZLKWOXLhztUQB9w56OI0lPJZaLmAgXPzpdIQF/ixD/LIAzsUVQEzKFoBu6qUMcjRtuJEbmY4YbC8aQ0JJpRbF4uewKMhCVZJwRK6NTzNIQsK7aA055jBawxJ+lRHOpTPiurPo4LuMBgBfSgPH0hfx4lH08FoWh+X7FAMhv1zEADlyvJMWzk82MpPLBbn5GeMhcqcSjVLO9WyK+LGN6rCCyj4H0MwjWFCW3rhsAWgcdT4D/JVJPsqS2ND/ZZJj6OMIWkJI/q+wNBvCFRsfHsL6EJLrqQqLdQVdwXo3M8PeNLFPQVw2XnsrzRHXuYwXr2Qo4kpF62tYznUMs5CqYMX7FyzqGDMhZF/MsojzdL3H0c6/shCF7PMZ5Gw6eCQL4gPzAfp5HAs4gtay1QnLDoBKLbrYlEnq0iQaH2ZJbGxeBO7nRNp5Ggu5mEFMowkeJRLlFkF4Ohsi3WYqzdTc1SxnX9ZxUkGKeQZ1wZRd8tZfMRFg+wj9rGI5b2ZdpN5M5fn8J9Ae4FOeUeoRxD7/IbTwGzZzKhviGhWl/8ZkSDkvZBEHsq24QRddbhJN2QEwlTO0LDJKl67tC4zwIdpjgyUKp7GBj9LBo1gQblM2KoC0SvvTFC70TDbyOZZxAOsjr6t79DnXMRXFCFpGl5bOYoTl1ATL1s3rWi9jGW9jPcfTFi78CobD2mpV/VDozu9ikg/Qx/tpD4LjB+QUNrA3i+N6XH9mgo+xMX5WWyynVXYATAXdSxjizbGJTRHc6+KUT9KNVs8zRjRDoTs8nF7OYAkSFjMfMlqBsSeNwYpdMun1TNNBFWZS1O9c6olmMvqYYVkhdvNxWe8NbAqgy5zNjBiPvo9+LmBpuFUzLgfREvrhr9kcbFk5xxBBSy5YJTsH01x24PMelQ0ABdF4AQi+MbU13aixn9bLPGzq6iQXbrjZjpsY4+N08HM2RxwnIdDyPYnacK1aPdNuPiZxuJBBXkMjv2MiwOYSlE+hjq+xiUNpCUKj1TM9pzXUVf+BLfGYpMb48dks5L30sQf1hSzJaDx3GhoYA2pF+yIWbA/N0jXETKQFy0WsLhsAmtT/CBvCTRljaZ2UPC5ikB8wxvGFYN94zBSYIDI9dgmDkQdWk/sEAxFB7k9zxGhKMYLkBNriuQWQbFcr+nVGAnQuwfhqFodblx0L1pNo53Q2BrglNMaYVzAUbPg9tIYsZD74YFrigyB4T6adJ1AXWZIz2RDFDzJwZR2trDGqFtHnTosoSt0dlw0A3QilFwEl81WvM65zKXcoZ1jjZ2ZDCSbN1woA46sBpoKRHklv6HoyZq2NLFTQ6mIFtcxZ2cW4UvHYpaittKMsI6MVLLpoSYbX0kxVECBd6XksDebdSg3H0RZhwK2FPPMSqgOkxrHKR7phl/Gi+qLX4vWWU4akrACYWgMtyCXJIC25ag6hOQTfXqYiFTYeUkh7gOJE+kNfMzbTKkoiBKks2QIFLdoxSStn5QYCuGZQtDzKNBYy7FMgCdcwEgUFyixaYjMapuCOTVo5O5ePO31+Wa6FqZIYn99YU6ArEwlYr8/km7+v+1cgv5ghBpNpDs61RL663FZZANBiUsGjG9StuXS/WpJVjERJlcxW5noNwwgYQfcCFoVsophybAEkbrKZC63Ov9PADxhnF2qj1Erw6BYFsVbrRQULpYt/LgtZRFXUAgpio8M/sYUXsYj/ZDSssZkVPxyC72w2UEWOD9Ief6NmqRUV6DJqGbOlXPsWCifSmM841rhUEJdDUWtZANAqY8mEbrGD6jiHITjUzKzSuyIZ4pbcOG+mKZikZzxkm0oykgat1V9CpG7lVDZGxcpPGQ+JRvf7PBbF2RDBPUYSfy8RENAuAWP9n2dA6slFTOk1+By6YaUWn8NKm5No42wGeCwLIsNhjGoMaXy5K3VR+nU1w+yWLGL/XDPNVKO2+X3G4hr6mQ6gSl6s3i71VRYATDdBq/cjxkP66GEqUmIraaCBKlazJeIo4z+LRp9EHZ9gI3cwGbGYlunHjIcwbG2fBMV47BVhBccCSMZ2AkDr8whqwuW6dMl/YyqssHGcsaLA9UPwLUaD1Eg0ZNEK37tRH4K0ZMXYUFKi1GOxq2zd+PUx1EYq7htsCuDpkpWEFKfLhQGXvAzjSbNPMhiWyUoVNy9dpsluYDREZ12irNdNvKUQ0Gvd1NZ0k4JC9ixwrIYx7XYNQ1GY+m3GeAwLqE1y3J2bjFhNQGsJc6HUEd9pEQWMZGXnZAFbcgmrmeTl1Echqtb3WkaiGsaiBgmJ+p8ZFTVLraTAE5ySKVm25MYCij1piHRfugwafsh4WM5307L1BF8pWsOSt4CeOPs541tdpixUMAo2lxqcRQTf3bqZjeEq3WDBJjgtRriQgRCaBcDVDEXB6o2MRjXzADOMMhMisl8FYXx6CzuejpwXfIJTMduvrVRFVbWHmDywpDCuW97ATMSgVr0YVwpK41etpvFd/kNTHxY8fR/dTEVcql4pcdGlqyV6vaW8Sh6A6c1XiHZD3SCzHp7sEFgSDd2c1ukmRvkqm+ikOgRiy+EN9m9jczDau5mKiue81RrnadRFdmISthZGaflMwUlK0nJRv/dEhxZUd+wSokrHptd8DqUb3bEkRusr+J/JQt5KE38M4I0EMF9LI3vQEB8GxXQ/YJIRWbyyjKDz78rlEFNJA9DYSPcokIo3xFjwN0yE/qfVMK+rxXDz/X03NR8nTvM6Gtk5qWFVbiSYs7GhQDHGM9ZL028zJEwkSRCb6VwSANT5av0Ul3X+1UkuCENdLhcMV+u5iYTlVHMnk2FtJTDGcPski/lbLm+d/bAY33kO2f//KZuDGWtt/QD5QfLDUFyIoBvXYhrbaj1LdZUsAAWLKS/jIN2sJMEswqOoCRAJIIEhcH7PFm5lLAiKQHWjBaQuVJf3ayZ4KfUBNn+WTJgC09UqnWjp/F645Z8zD73ZJzcEnY/nXbPu2Gu0UEHLKDv3OXXHMuZ8fGepf2P8nlU4kiCfV8lG6ch0oK/nY3cxxR+ZiFjRg1SSFt2z2RjJTakSk5IFYPEn3koT3ZjWQ0vjRumSLaV6HLUhefi9eeE/MBEuzc32d7Qwj6Y24irZrtZUS3dHThtDWCHZrxucfySFXgrAPBXJgzGBJEdtTh2SgI/gE/TGnbpkWffuLGJnFsRrSiaUbryO51Ef1TYyba/zr4X3Y0mX2qQyje/FjIjfa9lLfZUFALe3CR6dFJTGUbczEWVSSiRunIl9LaYWy4Bfl2zaTcbpV/9WwGn1NibTzOQgSSCXM7YTZH4v5PLQS5Ikfhaaut6UG+uSW3JVYVl9zGPuHlr6BePBXA0JjBFTd6p1E2xql0+kLq7Ra/Wayyn9VrxfJQtAu1R9KZcnFB4tElxaBDdYgTh9vJ2qAIVuzrystXWpO9MCaVHcbGM32a5s04BfiyObnUxgKpcUHHBq6fLgS9nvNlecB2FaOFqVwIJcLtizVlTX7uk8r9XlB8RrEGRavkdRG1kX41Q/AF6TuqWxqtdkhYwfEE/maSXVOv0/hWnPupTiKlkAuvm6Xo8vujl+1WJpPfKbMx0xlyBywwXkUmpCGjEPLFiVStxggdcb1mdLPIcg9nHjP1eecKQrtW/5nwN8BR8c0CtYQx/WwhrDCeYlhec0DDBG9Xq8hvTsh+9FcOWvRWBNxTUsjuvO/1tCTVyb8aUWNH3c5ynVk8QlC8AH+2mfYKZgQfJA1Xq42X7Nb3QexFISQWG8pnan1JKnBCnbTcFVCPXucQF5lyz+8r46jQn9zhyxzy8rnoB4XS2iANJ6+1UQ5T8YVfGY/yQugrecV8kC0OaQyiQ7YslqBaRsWnBoBQWIFlCioguXcT6SGnamJmI6yYbY6F63jju6mlmdUy2896opsGDJiLXZKeAME3YUtHTtNsksxZUBsCAa3xOAT//WL+ntaOLOO+9k9erVsHwpDU9+Aose/2iqG+uZHtnEs3/+F6Ze+hx+nWwOgpJqgtu8suw5L8NkANz+x6NkAfhgP+0P1QXvPl3HXb/9Pbc947H3eqld+0ZZfPtd3LrbLvkgUK/rN7kk2HLeBW+DY+aC73u3ShaADycJMRaTccpeX/Snbq7dZWncwYm169m9e5SxZ+3Cb5KJANy91zbHmichUEdVRkLuA4MlC8B/hAxjvd3At39I38ufyxNX99IyvoVbd12x9VZuE6Bni9GyYbMnRnl+zWSYMrSAD+SCd4QQvfS227m5PmFlXSvdj+mK9Fea/U3F52IxWnMXQnQgM4nccCZE3/9OlawFLH5bD1cq7rC7J/huzQQ/6WoIS7Yln2lLw75t6bdZhVm5OA6fpeIeyETk/79kAfhwFyPkU3HTkTVJixFMw0U1TF7xK5QmbHPE5jfMXmgFLaWfjMPrWTHC/UGxZAHom/pHlGMZv5me06JNWo6Vy6f18iWp20iIoKtOCnWAuXzsZ5lVVo5VAS7Yt/hwFKQ+PQpS85U1gk4LZ3ZEgVoAplJyavU8j2fGI1+smq+CyT9HVpB6XzAsaQvom3q4SvI9PecJNbMMpusEnWVTZkhGCpYv7Wuft4ay3bzgbNW0KTRTe2Zr8s+VleRvD4QlDcCH61DSG1nM1YxEkaqV01arKCbLrC0YUCe0qLT4TIiHktL/s1u+Z4ctBbPS2fMongfJDiVtRzVNInteHmvHHMtsjkprQXglw3G00gJWy7YsJLDaxv59grL4WKZgs8uC5ENXbGGsVc0WuXruQ/B5/NLuq9mxzG14K2kLmL6NHXUw/VhaownRq2iM8yQWDlgk6kGg6xmN459aNo9bym4tsXL1R/HCTNTxaSk9mL4XDXFAygNIllZ5rsMzvk5IsutVdjC9xGWYYpu9o1pz2E3fE2fGep7Z8FC7MaZl+kowDrnRIhrjebzSthsu23d4xsS/0+I5bEZW7NkNz594vNNjlv6dJ/Dsfp+15igjAN4zgHgozYkEnyVXdkI4nr5or2vXrKOTVj4WzYmaQvbZldpIrdlfprg5kd9b/GqVs2057Kp/XNLKObmB6Lxgm98z6YgTd5Z9CcKsOVEJC9Hbi1r/nvZsFh84oMb2bE611G1KKoz1PBwk6LRrHpcUpPahkaS4JBmWxafnfj3IJBg9EGVsKGnRnTuF0/ZsdsGyEjprz1ZGAHyoDSrtz6fWZ2NJW/iq89mywwaVTjjyqx1K7dts99Jj6I2G4x7ffHKhB7Wl/B6vtCPr2SyNhuOn0B4NkGxM6cQlv9qCQ53QFrw2ulQjtD1H1qCyDEjw39uiV7d9GUPRRNxOqZ7J9QyGLd5ksecwEBOTbIApSfHYpDqfS53Qcx6SDBtIOiHpaFqDRdviw14utuiVBdsE3a5YtoHLWvSWkQUs/gwJmgdqUv49RuN30jGqttF1GqaCc9qk/Hh6oz+LHQiEmsxX7dEmSKbY8p0ICXmmkVwcIvKwUNq6w2OVdj44k6Vbm5QrUNud1fa/6VhYLe6LacialJeBIdw6dfL+xjSk3ehPZUm0QTuK3mita2vedEyDtYDKJY5pcNSCXUuN4TyjqyBtDFc8psEYUgHaQ/HGkHZXTf/WJulKRemYBjtj2er3XJZGaw07termn56NaSh9CP5/B9XoUj0M7gzf4kE1xnGe0fWf31/F8pj9ZptdRWUnaBYPqnEypuK17X2dLbcf6yJmtP2b//y+eFCNs4nt1qDLzgbVlD7u7vUOtjeqywyGo7oOL4zqMu47jX4uYlnkbtNRXZbQH14YLngd+aZFWrW3sI4b2ClmztlKV+Ljsm+0XVad8bYna/g8y8Na6mIdOOPwwwti+OG2UV26+neFZV0S8aAdvS4ojOoyo5KN6ipxUN7XsEJzszajdIOd2ZEOhSkeVmivQPO8zhM5kPXR/Mf4TuYrm92btZxDJzexKe7SHjRyND1cx4pgzTJi40Sf87OFYYUxI5jWWcMK0+E5zibRpTuCwdxzNqywxMF3z8u3N6Cyh92onL0mGJz/64Hw99A2a1yrJVYOrXY4tZKMY12voSvGqFpmZXvfPbibG9mZVQzFS+1LMyu5m5vYOdrsSlhslbEP3TGGVenFIdYOqzZEKB7XaptgD8Y7Xzg/rnWQXxZkoTh/XOarLHLBD7RHjkhQSN42sHok0mpKLnawKh5Y7fgFCwkkBZ9nOMiDw2IE4u7UR58+AbS9gdXOG7YvoQ3FBZ7jWiUzbykMrDb/6ziH4oHVnjKR+Ji+s1Oqy4HVCtl20y/3VREANPazOtkCUZsTnUB/uDmzHDawvCoZ5sJcZ1ig/eiOyUj2ZBYYWjL7OO/J2hizqut2yLRu8zIGAx8H0BLu3OHXulJjyRtYERM0tZwC3Z7VTk66iq6wwIcmPeyXa4pegGZLjCtPZ0k0SjJ+tQq7XGcEF3+oKgKA6RuWTDg0MJ06aXHpQYU4UCLgpCMLRwWnAJCIOITaDvhmQL7MCm5mNCzcqXTMAuCJBQv5Ehp4PWsjI2KTTIdbS0D8AAgyG1TarlcCZOblUpZFEavFr8aADkks1WaTD8VaVxQAjb/M16YjT3W3Vqykrk7AKTzbHd/0mEMIJSlmONTtlGCclrSW6SAmxRZQwrGC6piSpBSjrmjGRJA51NCxD3bLV5gWkC5DAyttdMsuQWieecd1jXkokPjH/k1FAbD41lpocCDdnEdnNH9Ui3Nuh0RBCySbVUKxjs/UmjGk8z7MHfv/yjDFAFSG0cKa23W+iDGcqTvrCpVyZM/+vwTHoTQOy5apH0kPn6UrChYqcVUsAAWDWYt06uSH6Y/JSbpnc7eH0BOCsnGjxQSWWz2f+hh6aOGpumAxANX9LFQ9hjZ+wliUa1nMYDyngH0xnZFb1s3mp7bnCYZaotmVSnK7FRsD3p+FsajVka2yVkutrISWNctSX8UarmN59PAzm6ELt6dzMQDtOa0LPYOO6D+4N+v4BjsFy5bVWhltyZasWtZdDnPedoTFrlgLeH83z+JRK5g9u2GazpzwlXTFn7yd7pi2aaFBMQAtWDiDDVxe+D2zH+aATbc5nckKa4tcszX7DmQA3A4irHixqsXlRKX8IMO2+Hkla1hFV/ShLgagAwv3pZsb2Sl+T1f9eBZsneFR/JwZCLfdgQyADwINxotpjKauZz2fmqFdWl12J1Xbs54wbRZe/DcP4iUq9lcyAFbs1s+PN54BcH7sQ8VeRQbAit36+fHGMwDOj32o2KvIAFixWz8/3ngGwPmxDxV7FRkAK3br58cbzwA4P/ahYq8iA2DFbv38eOMZAOfHPlTsVWQArNitnx9vPAPg/NiHir2KDIAVu/Xz441nAJwf+1CxV5EBsGK3fn688QyA82MfKvYqMgBW7NbPjzeeAXB+7EPFXkUGwIrd+vnxxjMAzo99qNiryABYsVs/P954BsD5sQ8VexUZACt26+fHG88AOD/2oWKvIgNgxW79/HjjGQDnxz5U7FX8H2AsxWtsNL/HAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="2.8421709430404007e-13" heading="72" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="60,255,225,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="10"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="16.666666666666657" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="74.66666666666666"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="108.66666666666666"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="16.666666666666657" y="279"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,254,250,1</color><comment w="280.8333333333335" collapsed="false">Why is this change in pen color and size useful here?&#xD;This change is useful in order to cover up the first line that was drawn and make it look like the clock was ticking instead of just drawing 60 lines.</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="611" y="110"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="663" y="383"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block><block s="doWait"><l>.5</l></block></script></block></script><script x="58.66666666666663" y="575.8333333333334"><block s="setColor"><color>60,255,225,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?&#xD;I copied and ran Script B with this color in order to make sure that my idea of why the change in pen color and size was important was correct.</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 8.2, https://snap.berkeley.edu" version="2"></media></snapdata>