Files
cours/Excalidraw/bissectrices d'un triangle 2022-12-30 17.05.45.excalidraw.md
2026-01-13 17:27:14 +01:00

7.2 KiB

excalidraw-plugin, tags
excalidraw-plugin tags
parsed
excalidraw

==⚠ Switch to EXCALIDRAW VIEW in the MORE OPTIONS menu of this document. ⚠==

Excalidraw Data

Text Elements

%%

Drawing

N4KAkARALgngDgUwgLgAQQQDwMYEMA2AlgCYBOuA7hADTgQBuCpAzoQPYB2KqATLZMzYBXUtiRoIACyhQ4zZAHoFAc0JRJQgEYA6bGwC2CgF7N6hbEcK4OCtptbErHALRY8RMpWdx8Q1TdIEfARcZgRmBShcZQUebQBGAE5tAAYaOiCEfQQOKGZuAG1wMFAwMuh4cXQiDiR+csYWdi40AFZE+PrIRtZOADlOMW4AFh5W4YmAdgAOLohCZgARTKgE

Ym4AMwIwuZJuCA3EgFFSAEUjYYArAHEAGQA1AH1iAC0hACFifSgAJWd0sqQDaEfD4ADKsGC+0kuGwGkCAPKzCgpDYAGsEAB1Ejqbh8YoCFHohAQmBQiSCDyIyCovySWrMfJoToEiBsOCwtQwbjxFIpObWZTk1CtbTDRKtADMfMSo0SPEm8oAbHNMHjWilUtNhtNpkrEkrWvEeLK5ty0JNtJLhkr4pLJXqZqMUq18YCIMjURiAMJsfBsUj7ADErQ2

kuI2GG1IgmlhaOUtI4xF9/sDEhR1mYHMCuWjFBxkh50y1PGtrWm8Va41LLPdkgQhGU0jxwytk0ViUlrp42vtw0mczCa24+pSiUmStts1ZCeEcAAksQmagCgBdOaaYRJo7BbK5ZdruZCODEXCrdbMifTSU8StK28GuY1NHcDhCUFPtjYDEX1BbfA7KyyK4KQUDvIQSYQcor7vvgcw5MQ4GQRw0FoG+H6svgoRQL6+j6Go54AApsBBUAwRh7rAaBAC

CpCohQ9a4L+6FwayCG0fRjHMbBcxwCR+6FASYBFICZT8kJYApEJ65CSJonOLy2gKpWE73hWNq8gOElKmKwwpEk4zSkqkqTta0ldMJEkKZaHTTDwenDJKE4pDwPCGhZYDxK2ozTCkioVpMrmTCktrmbJVnxMWKR2WWFZVqMkq1qJ9lth2Xaub21qTNJBIye6EHEFg+y4GkcwbOQ2SLuRrHuomxAMsupTurAiB4gSAC+cwwswAAqWBQLcEEvmg/6Ae

6fH4DAyicJs2wIMUnXFE1kB7BIpAbM4wwABr6AAsj1QjEJMm0AFKtMozBCPOjnRi1VQQDUdSsmqaBjMkSSGtM4xeb5gUqqy5qoM4rlWq0kyJYk46yq0Soha0cz5sQuLMjp0opJKiTo+jiWuuMXUNk2ZGvaK0X2i5FbTODiSUwKKHCuJlFEj6foBsGobhpG0axt+s5CEmKas+m5AcFmIE5GRZUguCkL3TCcIiE9jNeliBZ4oOTMkjL+yUnscy0k2D

U8nM7KcrAPJ8nMvMLkuhR5UiCDDq9LkaikoxeXMPTNCMwxJd0TC9BwAwcEMaBKsFdp8hquxLCsjt/nNG5bsQO5ZOLB525Ax6nuePJXjed4Pv97rPtVn7fnHo0ILx/F5IJolyYCDOiVJokZ5ZolgM4NnU4F44dtT6MeaKkzlta95JP20qdmF9cRa29n9q53ZduDSrDB58Q6RMJnGv2rrtq7M+Ag3ZQKajfIY1j9qVmM68SWMWpkz2kVU5TOWAhnD3

Ybh+EyGsxGkVLkBKIoEkKOBQkA90CEwFQUgUiEBUAOJsAYiEbiFFyjsTosgricCVpJiKhIXA8RozlVwJVNBNVyh1UNmgZakA7ptUBItOsoQ+qYAGkNWaAEq6sgmlNGaI05oLXqMtCorUJCPWjJ7ARqBrR33dNIwOgwqjSi8lKP60dljBBzoI7huxfwQDRI8F4vxHjxGIDAMc0wACqkpHiYFuDAR4ixrEkKlqSYUUhYTwkVvA5W2IkaFleurZWHj7

o63WHrYQBtwjLl9myDk2AuTmybpAQU9MrSRUrHDZ2X1OzTndC9IGYx4hWkpmMEKOp2yVgKeUQGtotQwzsmOSYPt7S1MJMrAWaZ0BBh4JoaYuBJS+MgNzeMdVun7AzCLbM4s8yq2ZJqOUGNC4GniK0yU+NGzNmZHEKs8ReSVg0hOHgIVBwO1/DDeyfJxSpIgFbRc6dE582TruNOtsjwnjPHHdZSpry3iuR9J8nC0I8Uwl+H8XCxrwJAmBAqsDQXoM

gNA+FEDEWUMgFhZEP8CL/xrrgj0CCkEoKYgSzBnFUEEr4qRA84UO6pLEkfMoJ8wBbx7AaKUwwwZORMlpDucR0ouXWUFYKZZWhMvbqJZIsouX2TvD7PyioPKWlcuTaUNoKwujXuK1uFkWWKWWfKD6ayNkbz2UaQ54xbQnJCu/Mon8CoEPQLgHgJCKoICquiqJLyaGoDoWIqoPAOpdVYf1QaHBhrxz0bwv0/CWhRrCMIparJVroGwNcDgGxMTzmojY

owAAJSUmBND0B6ltZwEpvS3UqPsSRqpuDA3vKkeUY4pSGh1GabgRolJjHtG5W0XKZhnNZIjZGqBkjGXWTDdZSRIaTGNFswm5sEgmk3mDVyPZjISlpkKKodzPTEkmRIPpAyhkjJjHGXm/MWY9OgMLUWOYJasmBKCMJ0JvEK2jAejEASx1uj8cSN9FI/S61ZPreksSjashNkks2iy7kPJtmgQ8QELl4hCqpKx/6/ZNBkesvlDR/bNCDiHVAxoTLRWm

NTTRsdfyV2eduN5AlkOfyzt838vz/kFyBZhEFqAWJl0hbo6FkBqXMZXHS5uHkW4fz1RJVsMNqZ2SNDePkxoR4b20HZVVsoDSJU3n5aYEqWXJFvHZCYepXZ2jXh0soJNsleVLNTTGrtJTGYkhOxKI9rWzvHAuiSiljQdENIFDKW6dUf1yk+b+Bhf5EXxchoSnmp0+chn57DnlNRBbXaFzdGMItgE/lROFyFUL8bBVApMMC0XlaRYS2FxKcFerYkmR

rlLmv5XwUUiAQy3VkI9RQ71SZfX+oYa9YNrJupsI4RGqFPDxqxumvGyuSayiiLG9UCC57FHcFlJs1kiiSNVEtd9W88jygLC0QgHRCb5sXYMc4GAwwABiYJMBbVaQATTRDAWMLxJCBB6gAaT6G419WsJByx8V+jWv6gm8BCYBiH6AInRnA76+JMHknwZ3cKUUhpIZhdacpDtz0G27yUoqddOp+zRT8p2tACkKxil87yKjXLJyI+ZqmNm2BZQpEiay

MZV7kw3qmfe2ZuYEYLN4KUuydkobs63e2RdOzx1WnHK5AedpTl6QIwINDaAOgWpcveS2tJrZPKF0nFOe5a4sc+dnH5ecAXj0fLx2bHXyj+nLnRhOwDYXVbKwJlriFUXB4q97mLeFcXEAAbmL3hIGtYJJYN0PbXSWJ4gGJ+3EnZ70uk+5juOlgqww+n8vksMTIeUlFpk5RoJSlnnU5YyRfRLGm0BKV0ztCduXlBlsA+P+x/MNC5cGDokht8BJFMUE

4bQmXaNTHsblNNfT0i6DGH10Y9in2UW8Wnl+K9lMr/Xp9a+tIlI5E0X09TlhHnawruwuvFSjGVd1nrasYogNQyDtChIBsYTKGYXKCmzDT43oxjUmiWzm1WxKBTQMVaQ2GUCgB6goGmEkH0FMD6B+GUGe30FwDBGokLDmA2wei22jCKQUgmEp03laQjgn3iUBmsmSEcjBk0mC1aUCml0CXQzFDXgdFJm1VvFclVyJlkSUlhhChXi5T0khn23dHST3

S5wQCPV6VaD5z0kF3dGFwmTFyFkzElyfXdBfWljJFlg/QRGULhzVmAVCWRw9BAy0KoWiQg0ZCg3dCxzgzIwthnAt0eQ+VQzjj0l1Avl5A9iIxkXtCLkI1wyUWDiqHLD8jp2oxTRjm0Qrn920JtyY1zxQ3dDYxu043zkBXd2Lj4xD2LghQyOjQWxpTrmPgkgZUkl3zAHnkqQM1ci8xdA03vjr2UnGHRgOT1ESBaI73vEhkqVxhUwrA8jiDkN1AmEi

hMimHtBaNOT4Mcl8mvCEONAH2cE1H7XWWN2tUNFnQf0/ixRwli1j3jzEJPhSknDBh1C8gHm6NswUk7wJwOSnXaDXlhiDVkwD1AXDzJSqxBKz2KwzzT0q2IChIJUdW61wFaD63IQJR/zcL/1EgAPGyYRDV6jAM91u2rigJkRWyAJEXgP2G9GcCOFaGIAUluHoHnHiFIAAHliA+hPtbR5xlBXUSCa0JFyD61GcddtAJwrl4YAYG1Tk4hfINUej3RR1

4c15WxopqZHIFSQCCY1cewlk/lNS0k6YlDbDD09Dek+QLTSohdL1dCed9CZkxYpdn13F7CodP0rCZdsNCU7CzDtZHC0cXCMdjZElsdvCEM/CkMVwitDdUAJhOx9JHI7kdtmRq8DsIi4jSMxh21jR3ZUirsbsICsiXlbd3kHdWQCjnc/lii3dojMVyjI9MUqi/cajygc9aV88pNGiWiqDa9KYqMQoxhZjfI+DKYCtH9JNAQXYlJeROwDS98FRtBJx

FR9Sxy24WUmiZN7UotMJo84s8VAFEtm42x+z7xJSjzjQTyxhtzGZA9wTP94IwTSsCVISU8mt7z09Xz2t3zOtCpESlQUSBs0Sk5fUKiQDQ12Fw1I1CzWzFtSShFyTk18oDFlB4h01817h7hbhhgKAjAl96BPtJB4g2AjBuR+TxFNtagKDycYY69nQFc9J7IpQGdik7IEgOhZCnI94jRuCx07RixHI14ZgTRMYJ55CtTtkxCJhNR0ZHj7JlzHJEhcd

jSlZTS7TelIo15cBNAuYbSk5VC70DDHSjDygTCgN0A3TLCTSf1PTlCzKHCqRvUYkMSyNgzTZAZeRwy5x/CyzKIYzbxhUZg/jwjYjuAqN9cGB0yjseQDkXJ+0V88zaM5sGNXlU5xM8jygKyOMXduNSjvd6y6sfchMiSY06jDyGiC8uzdUJyyg+KxRlihKJjRKPIpLUgTJDQ5KDQFLzjotsVri/448Es89p8uUEgxwnIzzAQuUJ0y8JTryYVgSnys8

UVFrvz5rEFPzM9VrkVWsNroSLtn9CFJgAKP9QKaRgLf8tqvF8SILwDMiYKSTlt4KwBgDRFU0IAjAgdJB3h9B5xvRHgEBgRqYjBqJEgKBJR8Brh8gyL7o60ydGcbw4h2xArjJbx7wVcpTmRFJwYalqZd4Fd4klSRh1iawYYVlfl8tRC8QqNO9TlR9aD5RuLWRFDuB90NZ9KgwNLhgtKdKeZbTBZ0BpkH05lJZwdfTIcLDz1v0VYeDgkrLNYxaUd/T

HLXC4lXLYN3KfD3REMrdfK44qNp110vTkyRR0aFFIrlEeQTQNQFRfJaz5g0jrtqiRMYxsjUrcjWMvlCjsqSi7aS4s9Cqna7tRMa52zyrOz6UWjnQlIcYt1bwJwKarJ2Uaacl6aSluqdzeqY9+rbjnyEEg9QSw8VrTr6saJdqC64Ss8ETipphjq9qzqfULri7QCbrCToLg6HqYCEK1tKSJAOBhgAb6BTg4AUhvQUgOB4hlAOAnFrF7g4BCJ/hoba0

hS4bYynIe0dREo959RtRmKTIxS/ll8XQxhFQDkeL4dOCtNjJyxYY15+1ztIB6wJKeRpRUh59B1+wlMnIlKWblD2bObuaNxdKXl9LBbDCwdTDPELLJbYcbK5a7LUdlagzoMQyvCPLzcvLIz0qDc45jJEpsYo40yQq0AOdgqA4orMavpm9FR777b8zA7kqSy0qPancsqqzXdC5gVCTi6A7mzna2z6jmVGjC8qqOzAQu5+xL6uxLNb7Jx77T4I5X7jJ

37/JrxspW45rMVdybjBri7it86lrHzwEI86sXyKVNri7yVsEvzi6q7CFEha6gKG7nKm7wKZsoK7r2641O7nqKSkL9gXgABHCgJUTENEW4fQLYH4I4axNES4FIZQIHfNVkraatcijAUEQgOQc9SgpIWvQyfSLzA0dq5is+LePULyW0S/QyCayAQm16NyK0beBUV2NebJO2x+pdep1GJp4KG0H2DUO25mtAVmrpM0iAIMBAMOYKK07QoB69NSgyh0x

9cBuyqBmHfxWBlSjEeBpWsDQMi6zHFBjWzy48byqM85OOO/aUX6Gh42pyJM82+I0K0m4yMODpWhxK4TIOl24snInWjKz2ysrjH2zhyNbhpspKlNA651aiBxrPdE5cFx66tx7xl6nu9ATAF7dklIW4I4aYE6AJgJ5wW4Z7S4X6l4H4Ui1kUgoIIgLJqixnSmbQcYXvI0DVG8Epmi2UYKOgvkOVW0M+rtUGBKK+wKa8feSmtoYV0sUVnsdKcKoZ1AE

Z1S/m8ZyZg+GZ8oHQvSsZiZqZvkFZ+whBuW6w2WrZ+WzxY12qfZ5yw5tylJdB05zB6Mn5I0csGc60Uhr2J2O2w7C20OJYqvPUGjdI3h75zcX5t2/5zOQF1h4Fms0FglHhyFn8p1Hrd4OFy6hFglZulFr5hacAPKHrOAOACEb5bgJqaAesbIfYU8UgF8eoBgQgBACgd4OZ0XBZoMDYbtntxECAbAEQR9ecVYfQCEUZzt/pQZYZPtgduicWYdrINt3

mnVid09adxt2dodkd57F0hW+y0DcoTd+dkdsd4kU1hHYoftwd49rIU97Zo13Zw9693IBd/QH4G11Wy9o9l9kd1ko5h1r959qAV957TgKAZ7MhEEdyjdoDkDsDsEQgIwQNJuK9udn9rIabaiIgSe2tAG4y1Drd29olMur3Ajm9/QI4HasxgxECeiGd2Dkd4lHqAU9AOqejtD4D7d91d94UUCj0bAVEUEFJtAa0RG9sCUKjSmPuc7fjwT/AT7bgMsf

e+8PlkfUTxtowNgAwCtg7AgIQY7TvReA5WAsj9Dt9865y7/JOPthMEgBDpDuBe5UgOz1YOALtRt2z4gXaNgQqSjrS4IMNjz5zjt/m0Rd4P0AxUgZQWMAACjjuoFlwHES4S81FaAAEpowfgEBlB3wQJ9govYvSx+ReBpQEuiuUvmWMuTO9BUxCICBrtVgK3gDTOoA72EA/2oBmhEXI8DhuOEImAEU/UWt/O44UR9O5hsA6XuAxvvmOB+tpvSBxvoM

hAoBJE0AZu5h8D62mA+h5v1vFvvmtuMRSA/PNAAuFv9OTO7BLgEBsA8gwQ5u4BvPfO5uzv6HL3YROvGAeotP8AdPmoWOPRMg7uvYJuhBkQDBmPyLwXfcU2TLURR3gfOu4KWzNHkRqIQfvvfvqoTPHBmARvfRch+pdocghBO7mEDgQRwgmuQB2ogA

%%