Tutoriel - Étape 07 - Patron pyramide régulière à base carrée

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[/img]La pyramide régulière est de hauteur h et sa base est un carré inscrit dans un cercle de rayon 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[/img][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbcAAAAYCAYAAAB5qrNkAAAgAElEQVR4Xu19BXgW17r1irsrMaJYCCEEkgCBYKVQChR3ikux4gUKFJfiUopb0eKugWABYsQgEOIe4u75156PIIXec/577/kv5/7Z56EP5/vmm9nzzsxe71rvege5ag7Uji8mAlmFZVBVVoS6kvwXM6faidRGoDYCtRH4d4uAXC24fRmXrKCsEnOvRSEtvwyQA0a4muDb+kZfxuRqZ1EbgdoI1Ebg3ywC/yVwexSfC1dzbagocDWuHf+lCJx5noaT4XlQVJCHo6Eivnc2hZmOyn9pn7U/ro1AbQRqI/D/awTkKkndbkRmwi8hD6qSFPb3QCW+4fao4p/KKuBxdA4GNzdF/yamUKzFt//0PZSUW4pZV1+jrFIOvRsbYIizyX96X7U/rI1AbQRqI1AbASJZbkl59chTEdDWVEd5RRXKBWp9ZsgRvBT4HxUlBWiqKiExIx9y1ZUY0NQYPRsaf8TekvNKcSQ4FSXlVZCXl6Ge2LerhSYcDDRgpavKmpLC38Y/hdLcwcAUVFRWo76xOtrU1YWplvK/xfWKzy7GH8FpTAAARxN1tObcjTU+nXtMVjGOh6YxSajGizdFyOAfFXUleNrpoZSx0uPfh7nUgY7K38fpSw1IBuuGGUXlUpqkxfrhXxloJr8T28jzfqrJiUThV/yxM1DnffalnlntvGojUBuBf5cIyOUUlVdPuvwapjqaSMnJh4byp4upWGsEsKXmlcBQRwO2Rlp4nV6AFqZKGO9m8cm5bvFNwO3IPNQ11oIARTn+RyxkuUWlyM4vhpW+Kha2qwsDLuCfG6t84hCUWoqiwlI4W2hguIsp6hupf/ExFWnBktsxeJlZjvz8ErjZaGEo5UU7A7VP5r78TiwCkotgaaApMWbxR+QVRay9iYQgMikbo91N0bOBrO4WmVGEiqpK2Ijtv9DVX5z/wYBk3InJJUCL6y5mXo3JHmbwJMiLkZBTigW3onmeVVBSlJfuCwFqYtNi/qiFlRbmta37xV/r2gnWRqA2Al92BCRwm3olCqWVQNu66gQry7czfm+iFMB2+WU6Tr3Ig4aKIlKyCqCuqgIvbj+mufknZ7jhQTxe5VahYwMTBCdmIY4Ls4qiAuxNNGGmq46QxBxUlBRjQzd7aXH7cBx+loIbUfkw1FJFPV0FTHT7dP9fakjD0vMJbvEw1dNEM2NljGxW52+nuuR2NLIqFNHazgiB8RlI5qIv/9YgKeKd8iYf3zQ2JDBY4ERYGo4FpktJQhMzDSzpaPNFhuBhfA7W3IlHO0dzELeoAlRDmdfdP+YNRroYop2NPgKScrHibiK6Olsgv7gcVA4IbHLcXh7JuUXILSjCkf6Nvsjzq51UbQRqI/DvEwG5bILbNIJbRbU8wUoN41p8ysRETWjV/QSUVClAXa4chczKy6rk0MZKndt/Cj4bHxLccihDWuriWlgiBjQxlCJyMjQDNkY6cLHUx6XQRAxpoo9v6r13BF56+QZbb8VBjqYKezNNrO5iB83PMMnQtHyp9ifPRbGCsp6QsnQIujUjo7CcDKEIdoaa0P5A1nv+ppBSaSXsKY3WfP6cDLSEMqCjiRaKyZqis4skxqHORbm+kca7fYpjCsnWgcxJ6zNS4WsC+M+3YpBNudGxrg7WfmPPOuTf62tLvbltuQLsjDThE5GEwZR3a4BepBUC4HTVlFCP57aYTEdNTR1WnPfDl0mY394a9Q013rHslPxSiD+KZHwiLhpKiqhn+DHTTaXUm5JXTHDUkWS/4FTGkLETsqHDX7atOWlx3dPInhW4X1FnbUQm/nfmoULG7ueb0dDV1oKRpjKuPktAJePazsmc8ZRHWOIbbP7GAQmcw0qfJLS2N8aDyFToqSlCmROqEqyV10aNDHZGa0vY6r9nuyVZMVi5bAlCY7JQQsYnhhwUYGrpipFTR8EGr/Hr7luY+ctSSt7/O1ooKsoKcMvHF2Z2Tmhia/oPV5Trx7fhzmttLPl5OP47bEiBN4/hMJ/F+cvmwkj5y9SJX716hpcJpfimozvvBqCkOBe37j6BQxNX1Dc3+Icx+5/coCI3DksWrUHrIXPQxc36n55KdXUONixZCr0WQzCqm+s//bt/1w0PrvsJD7PqYv2SidD6vND3t6cmgduPV6O4KBLcrNXhaqZFCawY/Z1kpoY4LtarHyTC0lAbkWm5+L6pAU6EZiG/rJpMT+Nvwe01mZuLhS7uvkzGH/1kmbgAiIXXY9DfzQZ3IzPQyEARP7aSMcVDQcm4FZVHiUomYYqhrSKPBV6WrLe9f1z3+CfjemQOe8Fk8mkZ63ommopYxAXfUEOJtZxy/HQjGm+4MNuyXrf6aztpQT7B+tZRsh9FOl/q6qliA8HnJBnRkYB0KHNfBuoKlNKqJQYrRgWBbFRzY9QnuGx/msJFvgIVXKzV+Puejgbv5EKx7R7/JNyLzUM5AV+FlEUAgSH3t8DLivv9fK1wCcEtv1IBdfU18CzuDfb2bvDJRcrjZKZcekXQZaJgbQhDTRX4vEpDIeW7epQ6V31ty3pdIVbfS6AZBVBiUlAt/sfj16f0O40gIUA8kbGYx5gUllTCREcZuqqKSMwvlwClorISo5uboLP9x4uBkJYDKZsyJBLQFpBhWeoq85h2jMGnAPKcTHPxrXj0cLbE7YhUGKjKo6GxGq9VLgbx4f0zIB4T3IxhSUa+0DseDevoIjkrlxKkFVILSjknJYKsLJkoE4zvA+m1IO4RGjt5wmPECnzV9P1C/9z/LPaeeYnhvT1w+pwfrgSFwdnkfwe4FSU+RH33fth2MQw9m+n/w7Vp45SvsdnHDOEh+/E+JfuHP/vbDS5snYKhq3wRGuWHumpfJrjNGeqGIPXhuLlrsnQeqeEX0bjzjzj38CU8rd8nu//5KPzrflmWHggn2xYYt98PM/s1+6cPVF2divaNGsJy2D4cnt/rn/7dv+OGOXH30LHDGEzcfAKjvnUhmfm/GxK4TSe4qSoTGPIKKY0pSGaI3o31McjJFKPPRKCJlSHSyQyUqsowr50VJpx/LYGh598wtw1kbrF5VWhupYcLwfGY1NKMBhJF5JeW42hIFro2Nsf15ymw1VHE/HbWOB2ejtPPs+FubYDYzEJkki2428j+nlNYjGUdrSWA201g847OQ48mFghhTSo5twSdGhgjKacE0ek5WNXZRpLCpl2OgoedMfxi0rDruwYS+xNgkl0mjyYWOrgZnoRjAxwh6l5ZZXJkkro4/igGxmRlDsaUTnVUyYqUcDksSQIzZWVliY3YEOgyCZ6PojIoxxqhk50B/JPysMI7Dl85mhEcK+EXl819aFG+VUBSZj5+JsCJ3/51iPkUVinSMKOJC0HxsDfWIKjLtiojonRroA87PTVMOx+JTk5msNBVI2gBBWXlCE3KR2pOATZR1v3xciSceX30yPLuvErncZUodRrgWngq56eFsZSNRVKx/E4i2ZIRrgUloA7nJ8DEisBqoq2Kszz+zDZmcDPXJbhXY/OjBF6/SjiQVb6SmG2llKg8jc2EnoocfqEs+td66VaCobjmFnrqCE/KxJ5eDSQWOe3Sa9gY6yLqTQHaM3lqaqqFJXfj4Wqlj/uvUgm26hCsTyQE9fVVMItgp0bW/OEoiH+EFl69sPhICAa2eu8kZSqCKd+4Yfv157Cs54Hr933Q0FD2CORnJOFx0AsCuBws7JvAkfLvhyMq/AleJ+bD3qkF7MhmPxyVRTm4/9APpbw+Lh5tYMz7VIzi3DRExGXAqUk9vAj0pTxfCUeP1jDn9U2LDsezyGSySQc4N7J+t7vKgmzce+SPsmolNGvZFkbasvnlcX6RlHGdmjkg/OkjpOeRGbu6wVJPA1UlObh1dheGT16J8Ut3Y3B3L9S3Mv7kHnoVGoiY5EzYOrrj0f5JWHdNB08ebkMNZ38ZHIjY1EwYmdmjmdPHUnbNdxrGrIe6OH6y76u7f8LkjU9wJ8AbVm/BLSOZdeKwSG6rAJtGrqjHZ0mM7LR4xKQUMS7WCHr8CDlFCnByc0cd3ls1oyQ7HQ+eBkNOwxyeHjaICHmFOrY2yIqPgqK+BewtZNenvCgLwWGxsHBoQHlfdibhAX40sOUwtvUYW1k9NjoiCNNH90GyTldsXPIDnBuY4+axtRg1fx9+XrcLvb9uA9s6etK2RZkpeOgfBiiqwaONJ9WK96crvnvE7yoVFOHMa2n6mWdVbB3q91RKxnQsrOHh6CDtoLq6BOFMqDTq2MKmjiwBKcl/g9AXiYyPEwzUihEengxjUx2EPwuDuoU9mvPeEHd32ZsQtGreESM338ak75q8m1By3CuERsRRmlBGg6Zu9C18XK+vrk5Dd49WqDfiN8zsYIyw2AxY2Tuhod3H7D4p9iXCXsZL+2no4g4ro/fX4tljX6TlFkC/rh1aNLD96NrnpCbgaXAEFJS10MrLA2p/gyjZKa/hFxIDvToOaMHr/uGoKs2H79NAFBSVQcvQFq1c7d5d25dRmTCm0S4k6DmM6jWEvlwZKuTVUZYTj/iMSjR1d4ORhuz5v35yNx7HFGL49yNhwxh+ODLFvRgaCSU1XXi2bYHPkbp34Kauooz4tBw4mOlxETQkKCWhgaEKskuZgdfRwsOodMxvI1uop9KAIkTBlpas0X1GlqwBNy8HQ2mRLePiWFPBE4AXTzaYlJ2POV510ZiL+/jzL+Forofw5FwoyVfByUSDtZl8NDLTh5DTLDTkMKypCcadfYXhrWx4wll4Q/NLGxsyw9h8qTcsngtFl2am+J7mk2lXXhMoDeHPhWh793oSuK3yiUUmz6WJuRZuvUjFob4NseZeHNKLgY4NTXCR51tSXg5lXkwF3uieDsZIo4FGAJmptjKKyFwqeM7D3K1xLCAB7clae9AlOvVSJNrXN0FURiFeJGdjJFsjrr3KgQWBspgglcWEYXM32cPw4RDGkwLKvAKI4vjbfC7wNY7U9IIyZOUXEqxtOe94yoklaEmwFovF+ZAkyUEp5DzhqswoqUYzgrNv9Bsu7GqShBiXX4F2DkY4w3nO71AXJjTuzL0Zi95NLXAjIo0MtAKOZLVPE/MI7AYS40vm9ZhPI0dYeh72BGSgSyPGhMfqQ5aaSpb3MC4XrSgl3otk/czV+JMG85mMuY62OhmrMgIZdwFuYsy7HgUlVVUmJ6oIT8zEJJpLVvgkoreLOV6k5qGgtIoLuhqM+f3j6Ew++BVYwHno8PxqRkG8L9y8emL2rkcY+ZX9R3HcMaM7fth4CfoOrfDI9z4ZbSWu7V2PBVv+hALnIldZgPTUCoyYuxoLJ/WEPBekHb9Mw+ZTd6GjoYXcXOCX3QcwqG1jab+JYd4YM24GEouVmZCVobJcj/vajd5t7BHnfwZd+s2Ec1sv5GTGIjkiBnJ13TC2hwdun7uMpMICxEamYNbGg5gzogMSQq5j5NjZSC1T475KKdMaYPH2PejR0gZBV3bi22FL4datI/LTeG/GxiJbwQZ7ThxHO8siDB/QF6fuhsPGwQmzV/yOMT1bvDvv6op87Fg2D5uO+kCXAKCkWIeGpAQUqHSCz401UKksxPbFs7Hl7EPoaqiiurQQzt9MxbZV4yhZlmDPqkX87Q1oqqsgvzAfFg2/xe5dS6hovF9Ia8DtbqA3LFSLcXL9Mqw4dAuqqlx4yvOQniWPaSu2YfqQdvD9cx16Td6C1l0YlxSqJlGxKNJpjH1/HETbRqaIDryNod9PRb6yJuV+NSoQGvDzi8aem3/g6OQBMOi/DttnfyedX1bkLTg1HYaNNwPQz10Ta+dMxb5rz3itVKTzaNl3DtYtHI5zvy3A9IWbkK9kgu4DJ2L19O6YMuw7XH4ci3oNnbB44x/o36E+wnxOYvTUJShW4bGrSlCpYov1e3aiLZ/diMc3MXbKHOTJqUC5soyJtCJ+2bQbQ7o4v4t1VWkeNiyeg32Xn0CL91Nefh4atB6CnZsWwEg9Ee1tmsFj/nGsHtdR+k3Ss3No0nIa/vALpRqSCC/Hvii31EFZQTnaD/4Jv87o+1lwqyrNwZ4V88jUA3ktWV4ozab5TgOLNu3CiB7N31/76jcY3NELz2EI0+IKZFN5KSDo9pq2Esum9Ab4u9+XzMXv14KhysS8siSb56WFZdv3Y9BX1lg6YxJO3gmFhirPpSAXTTuNwY5fZ0pJ65MrezF+1npAk+WHymLI6zpj+/7f0Iwmrw+Hz5mtmLJwMxQ1DFCYkY2es1dg5cR+EE/sqwfnMGX6UmQoaEGxuhhvUjLQtOtY7N42D6rpD9HOfSyUG+iiMKccI+eugXr4Waz/wwcGFmq8No1x8NguWCskYt7kH0iAcmCiq4K8N2/w3dS1+HlMV2ka987+hknzt0NRSxPKFcVQMvHAzn2b4Fjn41KMBG4zyNxAxtaOC3YaF9YyOSWKg9V4TXv6cLe6lO7i8bWtFvo2NqGEVIb5N2JQzTqKh8XfgBsNJbH5VejhVIcAUQxhj9dkTUwwmiN+cVBGJetp9kRoZQgDyaPEYngRUE/4xZLJaFCSkscrLvj1TXXRrK4eTgfGY3kHaynj9+QCqyBXjScx2dIcEzIL0Ib2+Xb8I9WpCGSL7sShpa0RtxHg5vAO3ARzc7bQxvXwlHfgllkqBw8bwTCTsagdaz1kZ8vIqvIqFNCCxz7pH4uNZEiWZE6z2YtmpKtJRllEFqKBDrb6mHTxNc/TFKeDksgSquDMpvYcGiUEIPRpZsnaYjKWdbCC1QcLh7hAAtyKqxUIjMaUGt9INUJRMxOSbFFZBUrJ0LZ0rw8LNnIvYs2tQl4J9pTtfFinOthHJvPuDUhBIJOA6JR8KFNqFMfOLangNSrHGE87HHkaj+8a6qAFmckcypJfc6G5GJKMLvX0MNrVjCw4E9t9UzDBywGHnsRhmLM+nibko1pRhcclkD5LlPYpZM7naYyzgwmBX44ZVh7WUp78cMwliGmqq8GEDPspDSQ14Db32mtoss3EmIvT86Qs9CJYbrqfCANtAcSAKq9lMdminbE2WvGaiXm0tlSjGcfsI3Br4fUdFhzwx1DK1DUjKvg2+vYYgGJNU7B5Aucf+KC+ehomDxsP+16zMGNQW2nTXXN7YuaxEiTEXUfCtR1w77UCR+4/RK8WdbFp6tdYfKUaLyOuw7giFQM6ekLVay4Orxwn/fbyzp8wdYcfbt2/Be2k63Bs9A3azdyF3WvHQCUzEq2cHfFKpRXueZ9CUyZUO+cNxpIzxQh5uhOTuzHz7bgQ+5eMlPZ18TfOaW8ovB9cQ6nfH2joNRxDFhzCtuXDoJafhoGdWiDRchwenvoZRdHeaNpuODacf4YeNON8OO6dWI0uo/fi9F1vdG1uiZe+59ClQ2/otZqLwNur4H14EUYsuYULD26QKWuiNDMUndp8i25LzmJq6yKY1G2DjddfY0wHOxTEBWDg6MUYT6DqzsStZtSA270Qb5gURmLE4BnoNGUlRnSRsYxfhrTEgef18DroIMIubodLjymYsuY0fp3TC/LZcfjWyw3VrZbiyrbe6NG8BSrdpuD8rplQLknHvDF9sfZIFK4GXsGRSYOg33c1Ns/oIe0367U3mruNwbY7flAKWocJv1JufnAV9fWUUJDsh/bt+mDw6rOY3tsVcwY2Q5jhOB5jgvTbxIA/0ar3fBy9EwZPWxUUvnmOLl7t4TltP1aN/0Z2LywYhB1PVeFzeT+WD2iM66XfIPjKWum7TXPHIVzRHb+tGP2OCcT5HoWD52ic4rPQw8kAb5j8DJm2BT9vP4A2DYrRuV4LuM85hOVjOkj7SA45D/e2s7D7YSC+sk9Fc0tHGPVaifM7Z0GFNWX5ty1Qf2VuOQlPMWL0Moxavh093Ky4spVhbHtnBCj3wtPrK9/NpxoZGOzmjNu59XD10p9wJYF4dH4LOg5YhTNPQ9HWMAaDvl+KCWt24JtmFtxPKUZ6NUG05WTsnGKAJp6TcP1VIjrYaCD+6WUy3YNYs+8g7BTD0MGzKwatvoDZ/VtJx18zsScupDvi6vF10HlLjfKSA8j026Djz0exccp3CLq4Ec168Do/e0mTmDF2L52KxwX1sXftJCkeYde3wrnLMtx4GYs2Bi/RyNwVrjN34zBjLAj07nn9MPH353gQ+oB4Iph2FTYz0dkfoI8bNw/AmLlUQtAFdOwzA+tO+aKd0Su09uyFCduuYlJ3V86zCAuHdcUjOS9c3L8Ub0mfdGwJ3GbytU90caCjjSaMWb86FpqNQa4WNGtUSQv5DUqIB/o5SvUbAX7zb8Zwe3m4mQl35aeGkvUEt+TCakqGhjj8JB76rL9kFFVw8VbgAmmAaJovHA2VafGvQ2YSh8wSoFtjU/gSjIQxQyzwSlzobYSFnn8PiMvCkQGNEM25iKxfSGRCOhXuQlFPC6YDz0hdETNZYxLmkFlcaNtSgntI1vUbwU20NwjmllsuT5ajIwFODXMTnzmxzniFgHewTwPp2EKuLCKrasLPrz1PxT7xOYMl5lpUJS8BSBuyVgFuUyi79SULeU6DRjJrW6Ws1Ql1UTAYe7Ij75cZlAe1MYpg8uH4heBWRcBqQJZ6jgzpBzIaAc7SRXnb/2Wtowbzt+Amr8T9EdxEPWuvNB/ZtoJ9PksuhAGZj2glSKaTVQDQMA9rXOFbT3rW10FTE23Mo9nF3VofQQlZ2PuWVYkEYjHdnSNbWeNEQCIGOumzmT+fyQ1dnLYGjF8m4piYCDaoIkw+bMfIZx3wZWouDrGO+mFHwgwyNxNdDeiTJYqk4h24cRHV1lCTkgMhRQtmG8z5qrJu18ZGB02EkYfMXjA/R3N91izlyEIz3s1RnGNBkj+8PNsiX70RDN6+tYW3HzPbAjh3HIgRrTUxdc4BnPH1oxIg01HiIkIREB6CmPjXOHX4CFLKGiM49Az+mNkZeyJcyJzWSNsVZSfDPzQWLq1bIS/0HFp2GosJK3ehEVUyIb0rlMRh8JAfsY1x6m8dhvqtJ+DgnRDe2wR9sswf2jVFhvts/Lnme2l/fmc3YOiiS9i+cRomDp+Asct+Rz39Kmlf8kXRGDRsNg74JqJl1Q04frUUNyPCqYDIasp7F/bD2qu6CPXfjaKXN+DaaSR+PeWH3u4f3jtVmNPPHX5ag3Fn3/R3t9Ty4Z44Ed0CoQ82YlZ3ZzyU92Km21lSIxSVVPHn5hkIquoFv1Mj0cHVFUU2nfHj6BFo2cYDDSlr/3W8kyX9KUuqy+61V8H+CI58jtfRr3B87x+oMv4aAfd3IvTserQdsR+Po0Lg9FYW3jitK46/boUT613RpvMMnHoYDndLmdyUFnoeTh6TsefORZyaPkQCt01kXmIIcHNrNQGbLl/CzWX9EKrxDWYObsXz4PqhrIoDK39AnO5wBF5Zwji4IMRoNK79Jqu5xTw+hrb9F+LQjQC0b6CDgAub0XXCNizfsJGmGNaYeV+XJj/GkMm/M6GMQeyJ8Ri/+gGm/TQXnbzaMAF4z9hq4pH2ygftWn0N3VaDMHnoQMqaLWFXR1v6uqoyngqHJ8HtAJaNrgG3C/BoR3C7H4BOtilwa9AaI7d4Y3JPp49C/HeyZMiTh5S+I/Hi1Qsc23cYxi5jcev0EgkIxBCyZE9KvpYDf8P2mTLAFoAwol1DlHr8jGOrh0mfBPs+oNnmNZ6/fC7tx7bjfOyc44IObh1h/tUoTBjQm7Jja9R922J168ACDFlyGes3rII61Q2Q4GS+vIpx8y7jYTQlVBvZOfud+xVdp/2JR8GP6WYXNf4SPL3/FCb1XGDNZ1mMAkru3g98kZoRh5u8jhevxeNyYCjB7Tlcmn6D+Uf9MIStYGJs4XU/GG6Fxze2SwBeWcQST/PmMO26gGqKLevvlVCm92L51GFoOPIQRjg8w9CFV7BuHWNSIZtncvBpTF3hi4D4ILjUea8+yGUR3GYR3OQIPK25YIuMWUhtLqyJJOYUI6ugRDIcNCbrEqOY4DH5YqS0fXPuaMLfgFtaUTUzcX2cJOs62t9RkhcPsGaWShmtH+WxnY+iMaqZEV6kFyGG9Z1OfI/ioadxsCENFaYMYe4IistBOYHEnHWa6Z4W0GTWc4hsJZZN4mIRzaVBwpZ1obasp2y7F0XnpS56NzLGxIuvJFnOhxKaADExBAgIIHO11Ka0JwO31fysoEKeYCn7bEePehIQCnArIatqys8v8PPfe9aXXmQsPq+iZCnqbq3JWjva6bO+9xrdG9fBJcqv1jRciLmLEUHW+4ZmDxU1ZfRvZozBznU+KogKcIOCDNxuUCbd11s2z88NwdwUWfcT4HaL4FazrTB9RLCnzonO0ljWtKS6lZEabrzKxlBmf5fC09DjLbjN5/FaEbCEfFnD/GKyimi+icV4Txsc8U+k9GuARzTGKPBYDdi2cYps1J6uRQFueTSxhMbm8oGuQj0mCDNaW8DmA0fjJtbp0ourGUsmD2HJ2NjVQapBzr4ejQFMlLxfZaCZqSrSGbuApEIpcVrCWmrDt47U2WR4OgRBsc9blE53Mx41b70pSHiMlm27otO4jejYRFZzEwmAsW0j1gysEHJlO76dsBtXAgPhaFCKXSspU+15BHMrS9Rz8YR2cTAu+sojMPgMNg33gLdyH/jsnf1JqMPvHESHr6fCtqUblOVoCRbHYQKipWGEH1dsQFMVfzh3moo9V56iC7N4kTWObdMcxZ5zcGTVCGn7+2RVE9bexooF3+PHIVNg5tYcSh/tyxRzft0A49QL6Dx4M85zzk1NZYv+nkVDsPGGDutWv6GQTLI5F6G1fz5FH4/3CaRYTEYRUIs85+PE8uHvzmHfL4Ox6bYZQu6vw7hWjXErSwVWpgKAZUNVTQvOLQmei4YhL/kJFtBZeuNaGGKyStG2U0+s3rgMzW3e1/VqwM0nyBtm8jn4dd5o7Dz7HBaWlpTd2qM45jaeJNoi6MFuBJ3+Ff1nnMH1ZzTB6Mnu/w0/9sS5RHesHRRb2mcAABYhSURBVG+I/hN24drjp0wYZN8Vxj+Aq8dYrD51BGdmD4NBvzXY+OO30nc5UXfQovUPWHfuMM7PGoH7Oeow531fcx5q6lpwaz8cS2f3xWyCW6jhKFzbMUX6bTRZlteARTh43R8dGurC+9By9Ji4Fc3cnSDHHlEx5KlKaKpZ45ft61j3Vcfx3QuxaecVBD2LQ936DpgwfxkmDen8keM0lYA775dV8Ln9AiksY3Tq1h+/rluM+nUK8XV9D7T86SCWjGwv7T817BLcvWZg1z0ZuHk0bI3vN93G5A/qamK7v4JbaX4iFk8bgT/vp8DC3BIt2ndCrO9JpKh+jTvnln0Ebn3btEWLyQfx00CPd9d/wZC2eFTdG9f3DcXC8f1w2vcNzM0s4N6hE14/OI5MnR7w+XMREsOvYu6SX/HAOwIZ1Yro0n0ItmxaiKDDv6DfwmNwd62H6rcv8lBgUqSp3Qirty9FI1OZTen63rkYsyUQvlQFLLQ+NRrdO7cJ42dshZpxHVjYOLM+qYaNWy/i2N1AtDV4AVeXbvjpDyYY7WU14C3Te+DIC0vcvbYdApbKs4Lh1bgD8s0bQV/jbWmCmayGhib6jpkDzdjTGLXsDJo3teU8ZXeFopIadPSbYs32xTSlvTcfSuA2m0xHgWClplCNrxx0cT8mD8+iWMA1USM70WPWrSLZtMUdJjL3CxFZ0KJm62L6eXBbR+ZGwyXZkz6O+sdjS7d6BCNFynUVUn1tLOtmvrFZ1GQrCUaGWE2ZSkiYl8JS+P/1oE6AeRJfgKCUQr6pQ5mLQzWmtzbHUsqNwiAgJ18tyWKi4XniiXB8x4U8iqxOLJ7dCJLjzkZgbGtbnKHUaKWtQNeeBg76p7BuZYh6rPGJRVsCN4mJKZDNaePMs6SPwK2cWZ4LJbkzrMV9CG5yisKRWYaW5moENwMJ6EfzfIQs6WisIr2VJJ+g+2dYJrVzBSSTifbjS5AFS/2wNruYYKOopER2qI19D2Ngyre21BhKRHuDsOgLS7yQJYXFXou1k3oE8qOUdb93NZUMHTuepGKkR10c9kuAIwvGMz2tcDyExfOEYgx1tcSeJ7F0depKzE3IkqO47QNKkUaqwjGqAvEmmaDUEowly9v2IBqtrDRpzimVATtrk6eCEjGRjFIQSu/XuYjmdyoKCmyFkMdsMTfeFzVDZlpJwKwO9aS4vykoJNNXlNpGJra2o5PvNbrW0yawFbBxXUtyQz7lPfBdIwNkkdWfD8/AAEpswiQUkpiNn9tbv2sHEDU3IUsuPByEwZ4fM2Bx/KfnN6Pf1P2spQZBP+4yHJz7Yt2lIIzqLEsY/lw7AlP30AzCTPTYnC7YEUwWd2Od9F3W63sYMmk9Vhw8A7OUs7B3m4xLlG3a2XzqtounO7PVdzOxm+DWle0tNeBW2Ho2M2aZ9CjAbdzq29i0fCzrZjNxJiKWidCnL0YIvLwDPUfvILgFoZmZ7PvdCwdh0009Gbi9uAbXzmOw8WwAejK5fD+qMX+AO26XdceTswvfffzLoJY4ndCSzG0DxnrWQ6LzbFzdPvaD38n+mpP6Gk9fvEHn9i3JWjMQFOSHhZOHo6TRj7h/aoFUDxKjBtx8w++g4MEBOHaahRMPKZE2l7UKbZ7amZI23Zl+ByRw6zf9FK4H+aKBgewuXz+tO87Et8LBZY3QquMsnPeLQEsr2d6Tn52GE+tSB3wuUpYcCKOhG7B1Wjfpu7Tw82jaYiL23L+NPwmQpV7LcGz5gE/OQ3zwY29nRJpPwOWtE6Xvox4egdfgX3D0VhDaOmiyFrgKHUYfQfibUNiypvThELKb7917MGrUhuUSFbwMDcaNkxsxjUzO54Uf2tjLzCjp8c8REldEVtectZ9UBAb4YtbYoTDr/RvOb+6BjkywWv58HCtGeUnbxz45AhfK2ieCXqKjdZIEbsM33sKUXh+zwvfg5k1DiRMenFiBjmMOwPvZE9bhZeaUub2bwbu0Cx5eXvkxc3P3gPXQ37GFkroY4lwGt6Y5o+82jLR/gTZDd8En5DHc3r44YUaPpvBX64eja7/Dq+RKdGjZhCagJAT4P8S04cPQ7uczGFjHDz1m3kZk4n0Y/gfm2IAL69F50jE8CnkqJTJ0FWDqgGFwHLoa47ubokO9BrAYtAWHlwyR5pbkdwz1283AWf8oeJG5CXCbe9gXQzvIjCwC3P54boG713+TjFAVeZGMWQt8s/I6ln7v/sl1P712LCbuTEB01DVofvaueP+hBG4zmTWLnrRXZFEi+xc1LyE5iey4nBm2cCDWDCEHWnIhFqYHBz1lTHT/VJYU4JZfLofOBJodD6OxleCmR3ATTryVd2NZmFVBa0pk2x/E4CBBZjlrXPIEjdZkemdDUqU5iJ4yL4KjOPR1SoNiQd/vnyaxjMCEHNYDC1jAFMKQPAY2M8dJ1u5MKJ/M9KyLKWRuX7FgLGz4F2j3F9ZywRSENNbSWhdHA5IkCXLlXbqSFBXhwdraAdZ6fidzE8C6lAxNicDjRvOLYJO/f1dfsr+LzzXVVFhHLIMTm7QH8J2aiwg8Yu4trHRwixKkiJToHxMMUbC4q2RPfZwM0dvR5BNwU6WJp1tDUwJzviSn1gw1guLJoBR8S2AazGMsIDDlllcTsCzgQ6kwnBJoFTNRBeqyA3juCezNC0lmrUxcq2o5tkYooy+bpHf5xhBQ3sqSlJKH0fyTTtt9OJOGbDqZtOmY7M39P47PRjydqWMoGYpXY633SaBxRpYwCFla3AeC0fbituL6VFSy3YKmD3GcmiH+VYP5nKc2r20vMtmLZLL5rB32blKH883FHcbmh5Z0bqYWICanAn3IZENTcvGMjsWK6ip4su4pnJZ7fVmvqa+HgTzWu33TLdmcNaPZu55g9NefmnOeMlvsPXk/3aLPYBB3BfZN+2P1RX+MI7i9eHoNffr2QryCCyKjHyHvzj64dv0JO6/fw+B2dny4emPp5SqEhlyCqXwaetN5laTRFaePb6bDTA13aJaYt/kWdvx5BlZZt7jIT8V+MoMacBvd2hUC3E6sHSVN997xFRi28Cru+Z6mPOiKBJ2eOHVkAw1GKrh9bA0W/HYfe86chmLwIXQcuIXKwDO238gW/V0LBmDjLT08e/I7SqO80dC1B1adCsbwTh/XN/0v7kCbfkux48xljPimGZ7dPopuXYbCuM0cBHivhs+RX/DVsB04eu0G+nd2RlbSC8yYMB4W3Rbix67qqG/jibG/X6UJogvv13zWMV2RXJfy16HZ78Dtyq45+GHDEwKhjwRujb6ag6MPAtGb4OZ/6yR69R4IxXrfIYwmmxen17Dgfwq3Qp68A7d1U7rh2EsX+F+fgQEt3ZHnOBrHf/8JqgVxmD12ALadjsfN0Ee4s7wvziS64hbPyUg+BStmjsDSvUG4/TwKVf5r8TXB6fyta/i2bQOkxz3DlHGT4DhgCRaN6oRZfZzxSKE/7p+UgXK8/59o3GESa26h+JYJZXH6C3h5uMLIaz4ObF1AI0s5Tm+dj82XM3D8xHbsHNcG+8Lt8OTBIZhzbbh/Yhk6T/wDt/2fUuWQufNinp5kS8YAssxHmNGnJapK36Crhwu0vlrFpGkQ61kNEKzaC9dOrYVWWQIWTRqM9SfiWI6IQFvLJLjRxfv9ljuY+gm4BcPDpT1Gbb2Lyb2ayMBt/H7cCHgMLybh3mdpOOo9AQ26TMb9q1vftXeImttA1ty8c5m8nz0OTypVZ3f9jKEzT+B2WBiU/DfDc+xh3A58JK2xN8/8hh59JsF96ApsmVAPrp79sf0Kn42uzVCRT2OcWzM4Uu5bP8qKKogzmo/cis3LJ0BXsQD7V83E0SBVHDq4CWaasqSlIDUEXs1bwnXSHmydNwihFzbBvc9aXAoIRpcm1QQ3O9QZ8hsOLR6GnPgXGDd6EM7eCsPFoAx0No+Ci9PX+OnIUwzrKAO3zdO+xWGC272bv791+VZj05ye+PmPFNy8yTIBXwgRE3IT435YgGGLDtPEl41mjVvj6+l7sWbBCGhW5dBcNQ0Xo01xaM9qGL+V0MW+pZrbyFNEVNrw9dTYBiDQ6x8MsWjfepUJN74rcgbZwl/dokLuC0ktRkNKW4HxWfidNZ6ahXDt/Tja5wvRmouZD1/Y3JcLv6hdLSST0SYbFIYOwVwEqIZywRbtbK3ramGEixnNJ6lSj1tzymJvaJp4w5YBa311/jMxbGCWq8JQOipd6Ow88zwdhwPS0IrMSoBVYnYJIriQlnEBbmSphxiaUP5gK8A6zvNlZqlk8Q9PolupT0PJhShYVXR2uSSRhafkYG/fRtBlvVF8Hp/LJnYu2p3sdKQePyG3rmfrQzIdii2sdKVKmJDxYukIDSczaU9mOocu078OAQQJeeUSa/zrv6gn4uvNhvbuDfUxgjKxaD4XkihVPjSuo0MwqOb+afCoS3MMnZmezPSEkuBLF6kwpeSwTtaUBp1I2vgHNTWCu7kO4xuLb1hIOuwbDws2tzegzCDeChJEx2RVZQW+pslkAI0x4vKLN43sD0hlS4QGnaJK0mfCrh/C2qZ4ldgIFxM2wn/6OjTB3pbwOKKtRFwjsX9RixSmognuddh7pC8lCULC9I2j64yymaGmrFKdTfb2Mi0PY91M0Y7bfThEK0DzNt0Jbo//Ftz6TNmPq0FBcNQrxu+Lp2HtvkvQNqpDu7M9WrBN48ihazjs/YQGHg0cXj8Xy/ed5Vy0eK8ZYv2B/ejiKqsBJEf4YOLo6QhPK6MUIs5dBcOm0FQy9jtkBZ6B67cz6N57D25jCG4FngS3NTJwu398JYbMO8MGdT+ovL6LUSNn4uWbMppqlHiNVPH99AWYOvJbvLi6A92+Z/b/7ANw+5ngdlMf/k92QLUoGRMG9caFwCyMX7QJS8fW1FfEUapwdPsKLGH/jypbQHSM65ElxyK1qC3lpl8pqZVh19IZWH/wNtQ0VVHB5MTK/iv8umk+GotWmJNbMeeXLahS0kR1OWBE+WjT9o1wspaxFTGu7JqLSRse437wXZghE6t/nICd5x9Dz9gEhg6OcLZUxMlzobgV/BTFtzeg++TjuBn8AbhN7YYjYY0QxPmUpb1Enz5D8ZoOOTVlHTSg0eGJdwi2nfOBk3wg+g8ch+QybVjaW8DFzgyXTvlQlryLXu762PTTRPx20hfqrClX8Omya/wt1m2cRQVGm9b/XzFi4ipYt+mH40d/h0kFzRTf9cDT+EpMX7MbM/p74sWjMxj/wy8sh8hDnQtfVaUOpixeirG92yIvMRgTxoxHMF8Xp6jKVhze5+PnrcHYQR3fgbxIn89y0Vyy7gAL/FqoZn9v3aZtsWnjatiZct3g/r8fPQPZ1bowt7NGUybK5077Ye8dX5o2WHOr3xLfb/b+DLiFwKMZwY3AJ8CtND8eC8eMwvEHUdCvYwzzRk1hq5aJK49ycfP+VdjqypSE6up0DO3UHulGjaCYmMh1p5AuXGDWmj0Y8a0bSnNjMW/UCJym10HP1AgWji6oq5KOm/4VePToHG7vW4zlm49BXlV2Lg4tO2Pzr0uZfKnC78Yh/DBjLfIoV6qR6cpVGWHO6pXo36X5u3iIOTy5uh8T5y/nizy0UU6SM3LJFvw0VOYWvXNqCybNXE2npQm09fXg1qYNbh/YhWHrrmD6V3Jo6vgVfjr85D24UY4+HG5JcNvxroWloiARP0+dSLdwFDRoUCtnvdqj0xCsXDyFr4lUwsOLuzDlp80oYr1NlS8YkJe3wIJfV6BX+yYfYZEca2jV27jYZFEyrJHFPlmJ//JBzbsArdkoPLQpbch/edfhTbIL79c5kjlDmYtZj4YGEuiIUfOdAADxvTmbikU7gWAMFyPesAYnMzCIGpdYcOv/5S0j/sl5uPA8U9qXIo8r3iriXEcD35Alfvg2ksCUPJyl1FXKJu+WBAHxFo4LLzLZAF0pmRkGNTFGHC32tyKzpXc5qpKt9uLrrkRrwmXWhx7whhfzE9v25ueObz+/Lx4Efl6f/SeijiZOXTSOR9CccT0ySwIC8cJnD9pnxTEtaQr53MuPL0Zk4BHt9eJc/240osQpmJsY4hiJBAl/ynqiyV6b7sghPIds9g6e4ptfBNsVLyh2NdeENyVl8dJqMZqyHteYsuxaSr9dGhriKoF/VPM6BMUsCVRFEjHCtQ7rIR+3/grJ8hzlqzhKkWKGBlzoO9npUuLV+g/fbSkMR2fYtxjL34nRloVoKzov7Xkd1T64T0IIhA9Yw6vZv5Ct+zkaf1THq4lLZSnPOSYBBnVsYMR9/XXkZ6chgcBobevAZEb2bUzoM6SwXly3oTOzclU8D3sOA3MbmLztnUqIDUUCe7Ns6jujDu/jD0d1dSme+QdL9WVzu6bsNZJ9X8qetaiENJhZ2dFiL0C5CvFRr1Glpg9rM5kpI499U0lMRura2fMe5mJUWYIgZrUlvCcs7F3IBmVSbmFOOuKYcNW1E4Yn2dHTU+KQVagABy7ygomUF2QiOCIa6gYWaGTz6avcktgjFpf0BnUdmkFHIROJmexNfPtbsb/E6Ei292RCWceY/VV/6WdKjsHzuDQoKOqgeYuGHy1e4rc5GclIodPL1sEWVKE5qvEqKBAZfH7smzSngasM4aHRMLdvCJVSXm8mMdZvz1lsnZoYg9wyZfaNleCGTxhatWuHtFjW6tXNYS4XBNcuU3DwRiA60PhRlJ+CsOdxUDE0h7OdJV5FvISBGd89+7ZPLi4yAknsc1PVq4NmDT5+72hUeDBrvfJs8m9MuZxO45xUhEfGQ5f3isPb3rnKolz2RL2gR1sRNg1cuUC+f+bo1UUYbfvMTWFpUw+WdGh/bryJf8X3vWZBSUUPLZrV/2iT/JxEGjcSoWHK1qa6Jnj5IpKOVAe2s5Qh8mUMdEyseN99/HxVVxQh8nUcdE3qwvjtPSnkxed+wQQXtl81d4VOdS7CXrC0Ylef+5JRCKb9iI1ifxl7FyvfvMZL9vta2zeAGd/8VDNEXTZcnBP306iFK7QqcxD+IgV1GzQEc1WkxkQgOpXxVDdEM+ePW2tKczLwLIL3tIIKHAiwhmzD+tzIz45HWEQydI1ZN/9Lj11GfCRjlQkdcys0sjLjMxKBCjUj2HA9i4yMg76ZDQy1Zc9BWhKNfqWKsLOV3fMfjlfhoVLvtZaJNRveP+7jK8xKR+iraDq7VdHA0Zmk5NN5/pf+PbfPnnXth19cBASj2vQoBb2cjHE+LBW72dheO2oj8P8iAjkJvnwdXSu4Td+HP9ePhHwF+wD7d8fljMZ4eGM/DFn/rR21EfhXRKAW3P4VUf3C9ile6Lzgagzf66lJE0kR9tOJ+Ll//eELm3btdP5XRKAaj84ewOyla/kuVSWqHpUwtXZjs/Rqlg1q/93C/xWX+As9iVpw+0IvzH/ntIRUeDgoVZLZhNzbg/2Hf/ey5P/O49buqzYCNRGoyEtHREIGSwAqaNTwY4NMbZRqI/CviEAtuP0rolq7z9oI1EagNgK1EfgfjUAtuP2Phr/24LURqI1AbQRqI/CviEAtuP0rolq7z9oI1EagNgK1EfgfjcD/AZr8hwOyT3AuAAAAAElFTkSuQmCC[/img][br][img]data:image/png;base64,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[/img][br][br][img]data:image/png;base64,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[/img] [b]Préparation à l'exportation en SVG et exportation[br][br][/b][table][tr][td]Penser se mettre systématiquement [b]en mode souris[/b] [img]data:image/png;base64,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[/img] entre deux actions [br][b]Bouger les points ![/b][br][br]1. Bouger les points H et A de manière à mettre la plus grande longueur de la figure le plus possible à l’horizontale[br]2. Créer un curseur Nom SVG=1, Intervalle min 1 max 20 Incrément 0.1[br]3. Tracer un segment de longueur donnée SVG, ses extrémités sont I et J[br]4. Afficher sa longueur en cliquant sur [img width=33,height=32]data:image/png;base64,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[/img] puis sur [IJ] [br]5. Déplacer [IJ] et ajuster le curseur SVG afin que [IJ] dépasse la plus longue longueur de l'objet (ici le patron de la pyramide)[br]6. Désafficher les curseurs et leurs segments r, h et SVG (clic droit "Afficher l'objet" ou clic sur le bouton [img]data:image/png;base64,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[/img] colonne de gauche)[br]7. Exporter en Image SVG (.svg)[br][i][u]Info :[/u][/i] [br]Après l’importation du fichier dans un logiciel propriétaire d’une découpeuse laser ou à lame, le segment [IJ] servira à remettre le Design aux mesures d’origine.[br]Dans GeoGebra 5, les dimensions étant conservées (échelle 1:1) à l’exportation, ce segment n’est pas nécessaire.[br]Si l'impression du Design (codage et lettres) n'est pas souhaitée, l'étape 4 est inutile et les points à la fin de l'étape 6 peuvent être désaffichés.[/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table]
Préparation à l'exportation en SVG et exportation

Informação: Tutoriel - Étape 07 - Patron pyramide régulière à base carrée