This is a BIG PIXEL library -- an example of a project that allows the user to draw things at the "PIXEL" level but zoom in and out to change the pixel size. Try...
(h)elp
(c)lear
(space) for a grid
(a/q) for smaller/bigger pixels
(left/right/forward) for movement
(down) fill
(o/p) for a picturedata:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQAElEQVR4AezdB5QkRRkA4JpCEAOKmBATiOFUFARBRZEFcxYVETNJUDk9hYcCKncgnAnFw4gBVAz4Tj3z0yMcKmYEBdOp+AAFRMUjZ3C/ghp6h5mdnp05dnam3tt/uuqv0NX/VlfVHzuuWLHixhBCEzbeeOMb58+ff+O+++47q/Cc5zynOabq+Er6lv9VTVpMVhvevzgxMRF+9KMfhdvf/vbhb3/7W/jhD38YFixYEF7/+tdPgb322mtKvrW8Nb/BOcvD/uG40CscsuX1wb2WLFmSxqPf4SVfGVm/FIhnnnlmuPOd7xx++9vfhmuvvfZWcM0110zBtebbtYHbY8OLwlox9AzXnbp0yv3e/OY3h0033bTf5yzth5QCcZNNNgmLFi2a8k83gebNmxfAUUcdla5nnXVWePvb3x6e9KQnhfvd734JN2+yzg477JDS2lSh0/M21ntAp6Im/rrrrpsynmOPPbZZVhKjRYF4wQUXBBOrOnmkPeZvfvOb8KEPfUgy3Oc+9wnLli0LJsfKlSsT7t3vfnd473vfm9LaVCEh2/ysvfOSNtipqGo/OT21RsmNCgXi+uuvH0477bQ0sUyuDB7w97//ffjrX/8qmcolLrnkkmb6+c9/fnjgAx8InXC5rWtCtvm59pSj22CnorRvhak1Sm5UKBCvv/768IlPfGLKlmfV8YAPetCDwr/+9S/JcMghh6TJ+NSnPjX8+9//TrhHP/rRzfPZVlttFYC2IFWY4Y/2Vfjf//43w56maVaKhoIC8Y53vGP42c9+dqsJOCmeaeKk99lnn/CPf/wjHHjggeFOd7pTgGsHeeJ0errrTv9mp6ImPveRr8961rOaZSUxWhSItlkTamJSHFOXw80To3pt3TLP3/2EENZYs2dYudOy5sTXv3HdcMMNo0X18jRNCsRtttkm4HBhnv70pwfnurvf/e7haU97WhNsgdV8u7StuQoPfehDwzqLz+oZtthii+Z93ce4CowuBeKnP/3p8Mc//jF897vfTbB06dJw/vnnp3TGWSE/9rGPjS4VypPNGgXifvvtFybVXl3hO9/5TlPkMmujLTceOQrE3XffPSxfvrzWg73tbW9LQutalUulYaXAUI0rfu1rX0tnrrqjOuigg8LChQvrVi/1CgWmpUAky9t6661TpTe84Q3p2uknl1944YVJLtipXsEXCtSlQCTbe9WrXhW23HLLcI973CPpeTs1JjNkKXOve90rrLfeeuHwww/vVLXgCwVqUSBefvnlyczqV7/6VTj44IOTsPnFL35x28Yf+MAHwhFHHJG24De+8Y2BcBoX3bZyQRYK1KBAvP/9758mVLUuuV81P10aE/PNb3bXbkzXRykbXwrEE044IXzmM58JJmImw0UXXZTyVZwyeSCdQX7vvfcOv/71rzOqXAsFalMgvuQlLwnnnntuApoMLa2A5513XsJtvPHGUAm23377hLNVJ8Tkz9FHH51wzoX/+c9/JjGd/0pJoUArBSJ7v3Zm76xk7nCHO6T6a6+9drp++ctfTub6LGM++tGPhjXWWCPhY4zpiolxpkyZ8lMoUIMC8dBDDw0f//jHU9Xjjz8+Xc8+++x0vfLKK5NfxlVXXRW+973vBcYKmBBGApgQk9SqyVjgAQ+4ydKZ2u6f//xnal9+CgW6USAyrxq0YPm+971v+NOf/tTt3qW8UCDET37yk8kp6V3vetfAyEFQfbvb3S4w6R9Yp6WjkaRA3HPPPcO+++6bZICDmoQYkgc/+MFh8803Dz/96U9HknDloQZDgfj1r389fOELX0i94W5ByvTxQ4yDs9YFNd/JJ58sOcZQHr0TBeKLXvSiQBWXK1gF3/Oe9+TsjK7UdOSDufG2224bTjrppJwt10KBJgXij3/842YmJ+52t7uFD3/4wznb85XnXGsjIh0+JK34kh9vCiST/NZzmgkoIgFvuZmQ5y53uUuwDVfbMmSYmJgIP/nJT6rokh5zCkTm+M5pVTrYQuXFaJmJsQH5Ye5DP8AK6CqyAsMH6QKFAvHhD3940ykpk6M6eRgbULflsjpXk61VI2IFzG2ZfvHGy/lyHV8KRPpbwYk4IrENPOecc4ItWKQs3nJnT2pFaDt6WQlpSqjprrjiinDppZeGiy++OJiUHNo5utMz26b1Pb6kH48n7/aUkf6W3E7sF0GHqNQ22mijwAhBZAShN3C0xDV1z4RrrrlmoD+26q2zzjrhrne9azJgvec97xnufe97hw022CBZ2+h71apV3cZYykeYApFDOZ1unWd0JmS80K2uPumHu9VTvu6664arr75assAYUiDaCm2XdZ/9LW95S3jnO985bXWrXLaQmbbizYWCY2KGbs6WyxhRIOJIrUKeuRtjkMtf9rKXBRNRm3Yg4qrtW1luI90OcrkV8wc/+EG7KgU3whSIz3jGM8Ivf/nLIByHrdO5rdPzsp5esGBBOO644wJdb/aSa62/yy67hN/97nfhUY96VHC+VLe1Ts5jUKzAmB+T+vOf/3wuKtcxoEA88sgjgzgu//3vf1OoNZwr2792z/6mN70pHHHEEclwgT2gcB3tjFn333//ZGFzxhlnBIyHGIOdzLOo6ZxBRcD6wx/+EF796lf3pYVpN+6CG14KRLpfW2Z1iEzyq/np0oxZ58+fP6XKV77ylUC8U0USTlfzOU1kk9P5Sgtz2GGH5ezMrqXVnKBAfOUrX5niA+ZQu0ZtAsoD+QzyIOdd5YlvhPmVB5tvvnlydFImD0xAeSCfQR7kvKu8bXnQhrL6LjBcFIi2WzFfgC3V8GzHtlE48kA4cNlllwW46sQQTg3OedDEUc+5Dg6Ivg9na//2t7+d2s+bNw8qAY2JeiAhJn8EzJTXpnqvyaLyN2IUiBiErGoj49ttt92CFRBX6lmf+cxnBjhpzkjveMc7khccpyQ4EyyXmzQmMW0HpkK5LVq5FZAhwhOe8ITwxCc+MQhwrpyzu3Jb9iMe8Qio8JCHPKR5TxOwbMeJLCP5E1mt4Fo93V/+8pe0dWI05IGJxm/YSilv4shjQuRFR5CnQZG3ElbztCfyz3ve8xSn7V7eRIawyskDTAjc+9///jSO973vfbLhgAMOKIxJosTo/SRdsPiAw/5oAmcWEc2w/5d6H1+03T3mMY8JT3nKU3pvfRu2sE1vuOGGoQiruxJ9TlWIIp/aVgmZH//4xw/t4EVyffKTnxwIzovabmj/TT0PLBL8svnT8uc//3lgHyg9bOAsmeWVxlgMGIbtPzSz8URcaNXWz+piW55Zd6uv1U477RSsgPkODBhWrVqVs+U6RykQ23nAMUgdtkkoYj8bwyqdG41GKEatVYrMvXSkwXAGrA7dBCSSodGo4mczbQX0LWOW1XkcjUYjMGrNFjUZX65zhwKR/C3L5PKws0+I0BoTExMZPatXK6AtmEB7rbXWSmPJNoePfOQjA7OyhCw/c4oCkXjjU5/61JRB5wkIyZeXpYp0N1id5VbAzISI0tVoNEKj0WjekqMTTUsTURJzggLxW9/6VjKdwogsWbIkLF68ODklsc2jD6Z+88msF7zgBbP6QFZAUbc4T3F0YrvYaDQCRyfnQFoUjIkXZlYHWm7eEwWib8PtvPPOgSiGvZ9J50xIL2wyMr9/61vfmj4g2Cl4eU93nGFlKyDDCM5THJ1YyzCeZW/oHEiPbBV0ZChhQGZI5FloFkVFOPHEE2vd2kdthPStVXnAlayAeQvu1vV2220XSkCkblQajvIoKoLYz3WHQyc7GyuhFRATUnecLK29XHXrl3qzQ4FI3JJv3S3S/ZlnnpmqslaxdafMbfRjBeRj4nbdtCCc6tWzVePkpQsMJwWSMUK23eNAPt0wly1bFhYsWJAYFTpZ3xeerv4gy6yATMN4261atSpkEUy7ezgbwov4QJbZyR9FncFA6WWmFIiMT7MtX9Z+dAoyTl7IVpDYhj0gwTDj0pnevJd2VkBbsHAh/I4ZzHJmatcHRgV+o402cgkssDs9U6pQfmaNApHWo3VLg6s7olNOOSX44GHd+jOtZwVsZUIajVvkgN36JcJh/t+tXim/bSmQvhVHptb6z5EH1eHIg1YcH468elbLBpnmacf/pN39O+GIavIYch2m/xlXrrNPgbj++usH3/YAfDkMybYsD8je4MAXv/jFVJdsUB6YfOqxJ1ydk/B1r3tdurd75XHeeOONyUEejjzQeABXTzj1sgGDECRwjhvdmC19FLhtKBBta5kJccA/7bTTpkQ35WQEZzgmAc83caUxBHCf/exnQy7HUa+u7Vgkf2N1zx133DHd0wSkGeFY7zzKv0X5wx72sFROY+IjOwwYTDoOVMof+9jHhvKBRZSYfYgvfOELg1XBUGxTzPOzuAMOtwuXnZJ4vsljQpR/6UtfCvK5DyE5VgdjctRRRzXtAU1E9/QtEmNYuXJlGkPWYVv5lGcmhAGD/Kabbho4QWlDtUj9KF1g5hTot2XkeZb/Uf12lttT6Q1aREPFxuMu32MQV3LCww8/fBBdlT5mSIFkkMoka5CTkMjEeXGQwmoC5W5RuXqlASOGX/ziF4HBRa9tS/3BUCDusMMOYfvttw9///vfm1txv11zdscUsLQZlNoOA0EOyEiiygT1M1bnw69+9asp3iEH+H76Km1nRoG4YsWK4DOsmmNGcMXS/QABsXjT+hiUAQORirOfPq1YJqJ0P+A8+NKXvjR1sXDhwrBo0aKULj+3HQUiAS0Gw9eSANs/Iot+hkBbwaxLfwAX2u9KSJ1GA6M/YEvmKdfPOGlH2BDqDwgjh8vvp8/StjcKRByib8VVQaSE6XSt3W4hqn61P2kTEOfZrW2n8sc97nHpm3b6yiCyVz+crBcj95Wv1HhET53GUfCDpUC07TJArXZLnkbXWsX1kiYj/POf/zyliYlO9jZT835hOfIWnDqe/DFGhrQ5uNIkqqe/008/PeQtuNoQt+1sWMWV9OqhQNxss80CI4Nq9zQh1XyvaaINwuBqO+ct+e9///uBSEW6F9h7772bcsDcjiBaepdddgkzWQl9fqLTRDMx231Hz/0KDI4C0T/AVqbLHKzcBMzpfFVeF0TCyqtVbm8FzGkrDzOpuv2pR7ZI2yGd+zEBc5qmpNczIfXhK17xCl2G3I9MTnsOohq4AquHAnHPPfdMH5WhXqMp2GSTTYJAlFYsgcuJU8SM6eVMSBuCkfEPpsEQI5Anm5XqNa95TfC9OK6VveiOjznmmPS1Jc5HtncGFCbgqaeemoKs08gQ1fTylU8+JDh2Wh0TXNtGoxH0JXC7vj2He60e8pdeI67P9uVLSPwoWD3Tr5owIqXS74oZI1Clf0YdklHL2dpF3LKVCWRumyc6+dznPhcERNKnvutOQuZY22yzTeB8xB6QGo7ZGGOJrbbaKjz72c9O3z0WX7pdtId24+ZLzMrGmfXggw8O2uKG9aVPfbuHe/G+a9dHwfVHgRQbxuSosg9kcwAACutJREFU043vANeRE5rAYszU6dMkFGyoW13albytd6sr2oMJ1a2eVd8L0q2ecjsBMY10gcFRIDo7tXLB03V/wQUXdNWYEGXUmVT5PiarbT7n212tgDQh7cra4UT/B+3KMs4K6Ayc892uNDzZoqZb3dVYPlJdR2er/ESExznd7moLheeUNJ3uuLpddYtWkJkAXLMtW//twAroTKps1apVLh2BHlohY4PpJiE1pHOgurmNdDvI97QdOz60q1NwvVMgvva1rw1ZjtaLU5KVs9MktF2RLxoOZsO1EzhjUbMxIrV1E4K3q2sF/MY3vpG4VS4EjUZnc/yqU5KteOGkmq1dn1ZAz8A1laZFjJl29eAyE+ZLoFbruscBbQt0pkC0suBOVXF2cu2kEz355JMDpyRiFJwjAwZRCbSpAjEORgTOYd71+OOPd7kVfOQjHwk4UZwnDtd4rEytFeFtwVYiTAgOGKfeWk8+t8f8yJuAhx56qOQUYAtpC+Y/TL8syhaB95RKN2cyA8b4FcpYVqxYIVmgDwpEKw7hcLWPvNVVcZ3S5GS+/1stt6oxCq3i8qpUxXVKW+laIzBYAVtXnbwqdeqnij/wwAPDBz/4wSoqELPUZUKmNLw5MzExEcokvJkYM7xE8i7ys+XLlze7MIGY2tOPNpGTCcTmAzKZbP5R6JP7ZWtkBeSItlVl8oDeVVt9yGdwD/fKeVdjIZerTkIrIJGN1VUd0Gg0go/iXHjhhbJNMLF46zURkwniFmOs6nmtgOSgrXUdH1r7tNpW7z3ZZfogoxer9cVQVqAeBaIt0nbCCiYT0gTcddddk1yNLCx3xTHdh2aqqwYO1lfXbcssS9TlEA7H0iabZZmA2k5MrhrqZMj3OuaYYzIqkMsZEx+VvJ1aAXHX6ufVtdFopK+x+yJns/Fkwr24BXi5JrPpjzGr866zK6saSGdAjI+6VRtD99RnVeRktXXvqlcd/5dMv8KYoGjvEJlO8anQ1D+d8w5CywNnp+x05Pw3f/78gAs2SZTzEbHiSWMOXBl6ZpzvyJ133nlJi6EMEHbnPp/73OeGFStWBFwwIbNy/9Q8JtuxY4IVML8gHM0ZIjQatzAihOZ5YuqHfBEXrD/A8jmvdHvssUew6ppo+WUyxvyyWEGJkZxx86rHu47PDC5Yf+Dcc88N6CeNMSkiGpToDaJVJh+sNeUxZqWSBlYODj1sBuWPPPLIFBYXEyLvn2XFy0wHnH8WnDRwRqwyK9R9+lQGJiZXRffEhMgfcMABwZj4q8ibfFZUL4i8SWFFwpHKA+dWzIk0sF2bRNKAOZeVzlYqb4W3gmFC5LkleFl8NUDeym4lrb6MjipZT6wOYwb0kwZUmUVYjRL1IXJdrF+91OxGARO2KgftVn/cy6Ntihhk3AkxqOcnSyUHLQYM9SiaghPhWFWvnm/kC/ROgbzFoyURVe89jFeLSBOQRQ7e2m6ai/EiT+9PS1CeWzn3FqPWTI321+jjf7g9XCJAsOrhvn2zccPWf14TEB0zeKEzo1O/l/GpGQUoxyFWgWak0bhFxDE+5Oj/SXHo7Bar9PQ5tKoAvP+7jE4PceGkop4utPpInJLoWqu4kq5HAZoZxryNxtQXmKMT4996vYxPrcgMnTVI9ZG9xdV8SdengC1Y7XYvMKH9ouL8jjxNiMzPs4NQVkeZgDmdr80WJTEtBUzATLN81SCnMXp2HbgCIUQ6TF9FIsUn5advtQVTwXGFZCa1zz77FFrVpIAJSGVJU0RrtGDBgtSSmpK/iQwtDvMv6XGHFCMaYegxTTRGoVRgdK1s9XzygJ+vlXLciVXn+e0etEt05XkyMopAU5Y/Jh4rbSsiutbpczbrrO57x0ajEXBpq/tG49I/JqTus3rheSTWrT+K9SIf22OPPTZsttlmXZ9PHdC14hhXsOqhEehGBnXsMkKWdKs7quWRGRFbPiCA0HQPyoFHPX4W09Ub5zITkJkWOq277rrTkoITmHosiZjBTVt5RAsjH4jsO+H8x8K307My5MSwcPx2xulUb5zxJiDbRPp15lzT0ZMRSC5nBlc1dh0XGkYTSugMD0wgTZlOhynfDrhmqoPLU47QrgWmUsDk8kKjFQPbqaU35TB/yrNtJJtHRq83lY7HbyRuYaZefVw2bdX8dGmELrrjWyjUbdu9pWZI3oCMd6s4Rq9VX5pq2SimoxWN9bKVMD8g5x3CaTrNjHPlWUacIJ2B0v2MM84IA5+E+QZz7GoCirmNftWhk6miXxXHEISrq60640URIyfkp5xxo3xNWzDJvImYhaZWQCFwWca0OiXtt99+gQlXJgqZFx8N8sKyHYdgAp544okB/aQzndDSbsPVIOOcFxktOPrkldBkpAxAU33kuqN6jUQw+QxIgm8lNAHzA3MWwq3Jc9wmOqg6Jb385S9PEfaV245dxxlYROfn5+vCiUueoN9k4++SpQiOPnYP5Ry5vMCumRmxipqcykcVouCUmQv2kFbCqnCUM9LixYuDq3JiA/66mQlhzGpFJEpQPu5QfXm5sVLH0YSgi+MK11CaEHniGl+lykyIF9hKiBlRDrbeeutgm5YeRUgGqYN+MFvLoPucK/3ZdompBjlek/Kkk04aZJdD01f0LTiRCAY5Iv8EK+Mg+5wrfXl2MXaYuQ1qzCbgdtttF/hPD6rPYekn8usVFWGQA+KULrLAIPucK32ZgMYq2mqvMau1CyHc6mICQk5MTIRu4e7Um0sQt9hiixTjZJCDJtbpRSk/yHvPdl9VJmSvvfaaUfT+1mfIIU/gxdcWUkR6FCB9J8SEEQpDZAKBhvp9MLZv3BJNQmqpHDKj337nQntMCPEJxsPuQn+e4y/OdPxEM4TT3DyJu4SKI5GYaX/D1C7iXoWXIJ8SU0W4Cl5y/QzSG0uibzXIITMYufbT51xpawsmPqF+s7sw9CXmqkoWen0WW7BAT1Sk5LJEY4JpmpC99jVs9SNdZKv+0Vvcz0CJE5ieV/vwFlfzo5o2Ads9my86zfRM6IVu16cJOdclDtFKBaoPaEuu5ntN84W1BVfbVYnYaDSqRSOVztYt7R7KmZCctV3ZdDj0zOWNxlTamfCOPLl8rl2jqPd5dcpnNWblOZ2vvTyYUGf0ydrk9lbanHbPUdUdO/fm58zXKh1ojpjjw9UF2pHcF9rlCZlxVkHRvOr2N0z1onOfkGKCFJkkVirnNcEZHaRJ4nu12MWpOTTbIpxf6DYp2YVLE4PPOYYldibkMBGk37F4eZ3XMHTOavTC+iRrZX7lQz1ePipP+DpgAgppx7zLWV3sQ4uG77ZQ35G5brvttoFxQ53+hqlOFAASwRgVUKlZzhGOX6uDNK7LZ1Z7cUoSaw+BHJIxIggnYpSJLQYfOSHGhwN361Y9TMSZyVisRs6/XmxpljFeZCpPTkmMOajibMWc1evcwwQU8s2LbIX1YnuhxUB03qbOMwkpFRgY1+lzWOrE3XbbLVluDHJArD4Qv06f/ll16s2VOnWf2/MI11HVw8O1AxOwHb4dToDNQWph2t1jkLjIW5/cqo6YQB3QbQA77rhjWLp0aS0hrP5Atz7nSrkVyvOAbmNWh6gmW8x0qm8Cqgs61cl4dTCVhx12WEYN9TX6miURAej2tSDMhXoHHXTQtA/FwUY90O1wTASk3qAV+NMOcDUWWgFF+PdMONTpbuXcrd6uu+4a6I871TUBBXFXl/yvUz14Z0z1HJ1yTG34YYX/AwAA//8n/+mXAAAABklEQVQDAPFE/3A8CrP+AAAAAElFTkSuQmCCThis is a BIG PIXEL library -- an example of a project that allows the user to draw things at the "PIXEL" level but zoom in and out to change the pixel size. Try...
(h)elp
(c)lear
(space) for a grid
(a/q) for smaller/bigger pixels
(left/right/forward) for movement
(down) fill
(o/p) for a pictureProject notes
Project name
User
Presentation mode
Language
Zoom blocks
Stage size
Stage scale
Retina display support
Long form input dialog
Plain prototype labels
Input sliders
Execute on slider change
Clicking sound
Turbo mode
Flat design
Keyboard editing
Visible stepping
Thread safe scripts
Prefer smooth animations
Flat line ends
Codification support
Inheritance support
Visible palettePresentation mode
Retina display support
Long form input dialog
Plain prototype labels
Input sliders
Execute on slider change
Clicking sound
Turbo mode
Flat design
Keyboard editing
Visible stepping
Thread safe scripts
Prefer smooth animations
Flat line ends
Codification support
Inheritance supportProject notes
Project name
Language
Zoom blocks
Stage size
Stage scale
Visible palettede:für _ = _ bis _ _
ca:per _ = _ fins _ _
es:para _ = _ hasta _ _
fr:pour _ allant de _ à _ _
1101i255000.30.70.6LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.de:drucke _ in Größe _
ca:etiqueta _ de mida _
es:etiqueta _ de tamaño _
fr:étiquette _ d'une taille de _
Hello!12de:behalte Elemente, die _ aus _
ca:manté els elements on _ de _
es:mantener los elementos donde _ de _
fr:garder les items tels que _ de _
1de:kombiniere mit _ die Elemente von _
ca:combina amb _ els elements de _
es:combinar con _ los elementos de _
fr:combine avec _ les items de _
1de:für _ = _ bis _ _
ca:per _ = _ fins _ _
es:para _ = _ hasta _ _
fr:pour _ allant de _ à _ _
110ide:füge Wörter zusammen _
ca:uneix les paraules _
es:unir las palabras _
fr:fusionne les mots _
121de:Liste $arrowRight Satz _
ca:llista $arrowRight frase _
es:lista $arrowRight frase _
fr:liste $arrowRight phrase _
de:Satz $arrowRight Liste _
ca:frase $arrowRight llista _
es:frase $arrowRight lista _
fr:phrase $arrowRight liste _
de:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
cont3de:wirf _
ca:llança _
es:lanzar _
fr:lance _
catchtagde:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
contde:wirf _ _
ca:llança _ _
es:lanzar _ _
fr:lance _ _
catchtagde:für jedes _ von _ _
ca:per cada _ de _ _
es:para cada _ de _ _
fr:pour chaque _ de _ _
de:falls _ dann _ und pause $pause-1-255-220-0
ca:si _ fes _ i atura-ho tot $pause-1-255-220-0
es:si _ haz _ y páralo todo $pause-1-255-220-0
fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0
de:Wort $arrowRight Liste _
ca:paraula $arrowRight llista _
es:palabra $arrowRight lista _
fr:mot $arrowRight liste _
de:ignoriere _
ca:ignora _
es:ignorar _
fr:ignore _
de:Liste $arrowRight Wort _
ca:llista $arrowRight paraula _
es:lista $arrowRight palabra _
fr:liste $arrowRight mot _
de:Zahlen von _ bis _
ca:nombres des de _ a _
es:números de _ a _
fr:nombres de _ à _
1101de:wende _ an auf _
ca:mapeja _ sobre _
es:mapear _ sobre _
fr:appliquer _ à _
1Take any number of input lists, and create a new list containing the items of the input lists. So
APPEND [A B] [C D]
where the [,,,] are lists reports the list
[A B C D]
not [[A B] [C D]].11111Reports a new list containing the items of the input list, but in the opposite order.1inputresultReports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.1Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot. For a list of numbers, using < as the comparison function will sort from low to high; using > will sort from high to low.1even itemsmerge11#1#2The second input is an "association list," a list of two-item lists. Each of those smaller lists has a "key" as its first item and a "value" as its second. ASSOC reports the first key-value pair in the association list whose key matches the first input.11#11datacountmapmany##1#1data listscount#1datacount1call with True to turn on the entire Scheme numeric tower, including infinite-precision integers, exact rationals, and complex numbers; call with False to restore native JavaScript arithmetic.Provides Scheme arithmetic functions not in JavaScriptnumber?
complex?
real?
rational?
integer?
exact?
inexact?
exact
inexact
finite?
infinite?
nan?
numerator
denominator
real-part
imag-part
magnitude
angletrue18012truey00falsefalseNX left edgepascal rowN2Stage sizepascal row1X left edgetrue900pascal rowNX left edgerowNStagerow1X left 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Enjoy this BIG PIXEL library! You can use this to draw fun things at the "pixel" level.Task 1 -- have fun playing with up/down/left/right arrows and moving
your "Pixel" around coloring them in.Task 2 -- Write a simple expression that turns some pixels on and off. (0,0) is the center.
When "stay fixed with pixel change" is False, (1,0) is always the pixel to the right (changing pixels zooms in)
When "stay fixed with pixel change" is True, (255,0) is always the rightmost border. (changing pixels makes picture clear)
Set it to False for now. Can you figure out how to draw a square? a diamond? a circle? Some other cool shape?Task 3 -- Imagine if we color the topmost pixel white, Every subsequent row is generated by a procedure that looks at the pixel to the North and Northwest and decides whether it should be white (1 or true) as a function of those two pixels. You can center it if you want to. Changing pixel size zooms in.
See what happens when you put in "or" or "and" or "exclusive or" = NW or N but not bothTask 4 -- Let's now play with colors! You're going to pass in a function that takes a value x (-255,255) and y (-255,255) on the screen and returns a color in the form of a list of R, G and B, each of which has to have a value of 0 (black) to 255 (brightest color). Changing pixel size just provides more resolution.
What beautiful patterns can you create?xyEvery pixel is a random shade of grayxyfalsePlay with it yourself!Answers to the right
(don't look until you've tried it...)Pretty picture to the right
(don't look until you've tried it...)1