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<h1>Participer au financement de cette classe</h1><p>Cette classe est entièrement financée par les dons que nous recevons. Nous vous encourageons à tester la participation consciente : évaluez ce que vous apporte ce cours et ce que vous pouvez vous permettre et effectuez un don en <a href="https://www.jedonneenligne.org/colibris/DONS//">cliquant ici.</a> S'engager financièrement renforce votre engagement à aller au bout de ce cours, et vous permet de tirer plus de bénéfices pour vous. Bien sûr, vous pouvez aussi le faire pour soutenir le mouvement Colibris !</p><p> </p><h1>L'intention de cette classe</h1><p>Je laisse maintenant Antonella Verdiani, fondatrice du Printemps de l'Éducation, présenter l'intention de cette classe.</p><p><img 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rox+hD/ii1fwKR1+L1aTr7YdL/t/S87vJaPdjHpPfNq6eyVkznLt4AAAAAAABjdw57GbXwWR3FmZvAxeLryWrcvaqRxNVyo1O9y9jU714GTHjtktFa8ZHLvq51Y3D1c3RNnMxI6LGwufHh8U12sVSsq8Gp3K9yIiyP7XL6Go1E6Ps9nTbU8NePXPaxzLQD3KAH7illglZPA90U8TkfHIxVa9r2rqjmqnFFRexSkxqOhnlZ65WepmDn2vuebxd54ONr1su05rtLVGNmX/ALRiqjJPTq13aq6QTm2wjBbx0923qlfErDGiXNV6j78xXTXZuT3hl0WSChH+QrNVGvnsSLyRRNXjornKmq6cE1XuPTttvbPkiletSXLnfm/NydRtx2tzbntus3bDl8KJFVIa8KL7MULNdGsan2e1dVVVOj7fb0wUilI6FjWj0qAFy/JDsXcFG5nt95CrJUwtypHj8a+Zis95c6Rsr5I9dNWMRjU5uxVdw7FIlz3cUmK44nWYnWfIvq3HzldNtx702vgtw7cqy5CbbUtr3yhXYsk7q15IeaVjGoqu8NYG8yN46O17EU8nJd1TFe1bTp4tOnu/xJhSXZ+xd1b7zkO3tsY2a5kJZEjk0Y5IoEVdFfM/TSNrdOKu/wAJMM24phr4rzpC11mxFFcXiaGMV/iLSrw1lk005vBYjNdPXocxvbxWme1ke0sHP3zTdeL289wW9hbatOh2diJXQXXRO09/uQuVr1cqdsTHJysb2OVOfj7Ok45Ty+MVIyWj60+qPpWTKthIVoAAtZ5TevGQw+ap9Lt02nT7fyLkgwFiZ3M6pbd8iBFX/qpV9lrftX6acFUjPN+Xxas5aR0xx8sdq6JXpIYvRp5hPqV3r9HP/GabDl35mnepLlqdJYwD61q1i5YiqU4X2LU72xwQRNV8j3vXRrWtaiqqqvBEQpMxEayOonl/2fmdidJNu7b3A1YsvAyeezWVUd4C27ElhIuGqatSROb77U5vzHNXNntavD6I0ZISJevVMZRs5LITNr0KcT7FqxIujI4Ymq973L6GtRVU8NazaYiOMquZHXXrVmer+55JvEkrbRoSOZhMXqqNRiKqJPK3XRZnovFftU9lPSvRNhsa7an7U8Z+buY5nVFJs1AAiqi6pwVOxQL3eUjrnf3fWk6cbttLZzuNg8bDX5V1ls04tGuikcvypItUVHdrmdvyVVYXzjYRjn8WkdE8Y7JXxK05GlzXN+bzxPT3aOV3hmlVaOLhWTwmro+aVyoyKJn30j1axPRrqvA9G3wWzZIpXjI5Z7935uLqPua5uncthZr1pypFCir4NeBFVWQwtVV5WMReHevaurlVTpG329MFIpXgxtZPSoAeinkL+OdK/H2pqr54n15nQSOiV8EycskblaqascnBzV4L3ltqxbjGo85cAAC1nlB61XsTnoOlu4rTpcFlFcmBkmdr7rc4u8Fqr2RzcdG90mmnylIzznYxav4tY6Y4+WP0exdEr0kMXvHlcpQwmLu5nKTNr43HwSWrc7/kshhar3uX4EQvpSb2iscZHL7rP1gz3V7dM2UuyPgwFV748JidfydeDXg5yJwWV6Jq93xJ7KIh0bY7Ku2ppHHrljmUbmwUAP61zmOR7FVr2qitci6Kip2KilBf3yo9dbe/sbLsXdlhZ914eHxqd6Vyuku0WqjVWRzlVXSxKqcy9rmqi9qOUhHN9hGG34lPdn1T9C+JWXI8uc3vMz1lyXUbel3AY+09mysDO+rSqscqRWbECqyS1IiLo5VdqkevyWdmiudrP+V7KuDHFpj61vV5Fkygs3S0AATt5TNm5zcHVzE56lXkTC7fWW1kr2ipExXQvjji5uxXvc9PZ7eXVe40vOM9abeazxtwXQ6PkAXgAAAAAAAAAAAAAAHiyuLq5mhLj7iKsMqfKTg5rk4o5q+lFNZzPl2Hf7e2DLH1bemJ6pjyx/j0PTttxfBki9eMIozGwM7jFdJWZ7/VTVUfB/CInrj7dfwdTgPNfgjmG0mbY4/Gp2197z14/u+JO9rznBl6LT4J8vD0/To1ZzXMcrHorXtXRzVTRUVO5UIFas1mYmNJhu4mJjWH5KKgEjbAuuxeEv3JUV0ck7WV4+zmkazV3H0aKmp1D4c55XkvKs25yR4vFkiuOv2r+Hp82mms+TTjKI85xfjZ6VjjEdPdq902fysz1d46xp3MjRGon+P7KkE3nx1zjcX8X434cfZpEViPbM+eZeemyw1jhr3vXT3Tch0baalhn3XyH/ucF+wSPlP9zN9t9K7qsZ69vu39MR4Z0+7rP2mDLy6lvd+q2Cnmsfd0bHLySr/1cnsu1X0dy/Edk5R8Zcs5lpXHk8F5/Uv9W3dHVb/LMtRl2mTHxjo8j2yxRTxPhmYkkMiK17HJq1zV4KiopL8uKmWk0vEWraNJieEw8tbTWYmJ0mEY53ptdjnfNglbPWeuqVnuRsjNe5HO0RU+Fdf8Jw3nP9v89Mk32Wl6T+pM6Wr5ImeiY75ie/imuz57Sa6Zuie3qli4tiZSvFNezz4sXiacb57lmWRj+SGJqve5EYrk4IirxVDW8v8AgHmGbJEZ4jFTrnxRafNFZn1zD225xitMUw65L2nSsRGnTPRHFXDfXmR3dkrC4jYdmTbm0qmsVNsCNS7O1F/hZpVRXNc5dXcsaoia8ebtO+7HY4tngrhxRpWkaR8u2Z6Z8rqXK/gvaYo/E3dYzZrdNtfdjyVrw0jtnXzcGM2f5kOqO18jFZu5aTPY3mT3nHZJ3ipIzXjyyqiyMdp8lUVU9LXdh7tHr5l8F8t3eOa1xxit1Wp0aebhMfKJhd7YG/8Ab3Ufb0O4dvTc0btGW6j1RJ606Jq6KVqdip3L2OTihY+eOccn3HLNxOHNHdPVaO2Pl0NpDSubvm7+vPN/m1D9EjOgcm/LV759rHPFBhuVG59IfrY2H/zFiP06E8m8/gX+7b2Kw6xHMWR48tlsdg8dYy2WsMqY6oxZJ55F0a1qfuqqrwRE4qvBCsRMzpD0bfb5M+SMeOPFa3CFT99eYTdmcyEsO1rDsLg2OVsHhtb71K1Ox8j1R3Lr9yzTT0qbLHt6xHT0y7Tyr4Q2u3pE54/Fydevux5Ijr759TC4DrhvrFyLBl7n6/ws7Viu47Io2RJYXpyvakmnOiq1VTtVPSil84K8Y6Je3ffCux3FJitPw7dVq/Rwn5dL8Zjy+5bP1IN19K3sy+2cmiy18fPMyvdqu5lR8L1mc1j/AA3Irebn14d/au0xcyrH1cvRMehx3eYb7TNbDl6LV9E9kx3vttHyt7+yuQjTdbYsBiWORbD/ABobVl7E7UibA6Ruq+l7k07dF7CubmmKsfU+tLxWz1jh0rfbc25htp4argcDVbUxtRvLHG3tVftnvd2uc5eLnL2kYyZLZLTa06zLxWtMzrLW9+dYenPTeJ39K87BWuo3mZjIV94uv17NII+ZyIvc52jfWejb7LNn9yvR29XpWaqs9QPO9m73jUenGHZi666tZlspyz2tO5zIGqsTF/CdIhJdvyKsdOWdfJHD0/4LfEiSj5m+uNG+l9N2z2Ha6vgsQ15YHJ3p4axaIi/e6L6DaW5XtpjTwe1TWVksX1v/ALbekGdikrMobswz6suYoV1c6KaqszdLEKO1cjOb5bVVeTTiuioeDY7KNpv6dOtba6T5dOHy4oh8YVvfleTw9U1me7xR7OPmRcdAfPAB/Wtc5yNaiq5V0RE4qqqUIjVIG1+jW9tyck0lT9VY9yprZv6xOVverYtOdeHZqiIvpNDu+e7XB0RPjt2V6fXwTDlvwjv95pM1/Cp236PRXj3cIntWS2NsjF7FwyYvHuWaeR3i3bj0RHzS6aa6JrytTsa3Xh611Vedcw5hfeZPHbojqjsj5cZdt5LybFyzB+FT60z02t9qfmjsjq8s6zOzGtb0AAAAAAAArF53NzWcX07xO3Kr3Rpnshrb07H16LPEVi//AHHRO/eki5Fii2abT+rHtW2UHJusX+8snQLa2D2bi987mx0GU3TnIGXqy22Nmip1J054UiY9FakjmK17n6cya8qaJrrB+acwvfJOOs6Vr0d8r4hNu6+m+xt7YqbEbjwdS3WlarWyeExk8SqnyopWoj2OT0tU0+Hc5cVvFW0wucyurfT6x0v3/l9nSyusV6j2yULTk0dLUnakkTl0RE5kReV+nDmRdDomz3MZ8UX7ePexyznly3JPtnrPtKzE9WxX7rMVYYmuj2ZH/u6NcidqI97HfCiGHmeKMm3vHZGvo6SHUM5wyKdee3cE7K2z9rRP0rTPt5K1Hr2viSOGFfiR8pK+QY41vfuj5epbZS8lyx0r6I+X3aPTjbmPt5XF18hvexEybJZG1G2Z0Ez05ligR6KkbWa8vM3i7TVe5E57vuY5M95iJ0p1R9LJEJeTE4pF1SjXRU7F8Jn+Q1fjt2qvYWCv/mq6x7g6V7bxFDarm189uKSw2PIuY2T3evTSNZFY16K3ncszEarkVETXhroqbzlOypuLzN+FervWzKpezvMz1c2vnq+Uu7ht5zHJI1b2LyMnjxTQ82rmtV6KsblT5LmaaL6U4Enzcr2+SukVis9sLdXSyhdhyNGtkK2vu9uKOxFzJo7klaj26p3Lopz61fDMxPUyNY6qbgn2r023VuCq7kuUMXakqPTX2bCxK2JeHoerT0bTHGTNWs8JmFJcmVVVXVeKr2qdPY1nPKX0OwfUGfIb23fXbewGJnSlSxr/AOCnuo1sr3Sp9syNj2ex2OV3HgmixznG/thiMdOiZ6dfIuiF4XbT2s6h+qnYPHuxfL4fuS1IVr8n3Ph8nLp6tCHfjX118U6969QnzV9E8b0zz1Lce1ovA2tn3SM9xbxZTuRIjnMZrx8ORq8zE7lRydnKTblO+tnrNb+9X1wsmFfK881WeK1WkdFYhe2SGVi6Oa9i6tci9yoqG9mImNJWuuWx887dGy9u7kfp4mXxtO9KiacJLMDJHJ7PBFRXKiocuz4/w8lq9kzDK1PzCfUrvX6Of+M09PLvzNO9SXLU6Sxr9eTjA4PJdI5rGRxlS3YTL22eLYgjlfypFBonM9qrpxIRzrJau40iZj6sfOvhYmpt7AUJ22aOKp1rLdeWaGvFG9NeC6Oa1FNDOS8xpMyuZIxiC/NzuSfb3RbJQVpFimzlqtiUeioi8kqumkb++jhc1fUqm55Pii+5jX9WJn5elSXN46AxrqeUnoTtu/tuLqdu6jDlbd+WVuDp2mJLBBDXkdC6Z0bvZc9z2u5eZF5URFTivCIc4394v+FSdNOK+IWizux9nbmxsuIz2CpX8dK1WuhlgYumqaasciI5jk7nNVFTuUjmPPkxz4q2mJXObPX3pczpN1Et7fpK5+CtxMyGGfIvM9KsznN8Ny96xvY9mvaqIir2nQOXbv8AmMMWnjHRPexzDXelu5rGzuou2dyVnqxaOQgWZU19qvK7wp28OPtRve34z0bvFGXDas9cf4EOs5zBkVU88+elp7M2ztyN6sblchLamai6c7KESN0X0pzWGr8KISXkOPXJa3ZHt/wW2UVJosdIPLt0P2vsbZWLzeRx0F3eOYrRXbt6zGyV8DbDEe2vDzIvI1jVRH8vFztVXhyonP8AmW/vlyTWJ0rWdP0skQzfWjoftPqVtXIMhxdatu6Cu+TD5SCJsU6Txt5mRSOYiK+N6pyKjtdNdU4mLY7/ACYLx0z4euCYcxDorGmDy2dL8d1T6jx4vOI5+38XWfk8lC1ysWdsb2Rsh5k4ojnvbzaceVF0VF4mq5nup2+HWvvTOkKxDo3X2ftKrjEwtfBY+LENZ4SUW1YUg8PTTlVnLyqnxEBnNkm3im0697IoL5rukOI6abuoZXbMCVdubjjllipM/g61uurfGYzt0Y5JGPa3u4onBEJtyjeWz45i/TavrhZMIIxmRt4jJU8tQkWK/QnitVZU7WTQPR7HJ8DkRTdWrFomJ4Stdf8AFX2ZXF0cnG1WR3a8VlrF4qiTMR6Jw9Gpyu9fDaY7GVAvnL3NawXSJMZTcrH7gyEGPsObwX3djJLL019axNaqd6Kpu+SYovuNZ/VjX5lsueBPFi9nlZ6BbXrbPodQt242HK5/MtWzjYLjEmgqVFVUjc2N+rVkkRPE51TVqKiJpx1hfNuYXnJOOk6RXjp1yviFhdy9P9lbwxcuH3Hgqd6jKipyvhY2RiuTTmjkaiPY775jkU0WLcZMdvFW0xK5zQ62dNl6VdQ8ltSKZ1jGIjLeKnf/AAjqdjVWI/RERXMVHMcqdqt14a6HQtjuv5jFF+vr72OYfLonuKfa3VnaGXgfyImTr1bC6omte473aZOPD+Dkd2ld9jjJgvXyezpIdSM7NZrYTJWKaa3Iqs8ldP8AtGxuVvYqd6HN8cRNoieGrI49Kqquq8VXtU6sxLIeT3ZGwN57szabyq18nkcdWgnw+JuIkkErXPe2eV0TuEnh6RpyuRW+3rp2Ef51ny4sdfBOkTPTMepdC9UezdoQsbFFt/GxxtTRrG04GtRPUiMIZObJP60+le/X9Edqf+xY/wDkkH+gU/Gv9qfSMlUp1KEDa1GvHWrM15YYWNjYmvFdGtREMc2mZ1kfcoAAAAAAAAAAAAAAAAABjcpgMRmWqmQqslf2JKicsqfA9uiml5jyTZb+NM+OLT9rhb96On5ns2+9zYJ+paY8nV6GjZXpfK1Vkw1tHt/1Fng5Pge1NF+NqHLeZf25vE+LaZNY+zfj+9EdPojvSbbfEET0Za+ePoeKj0zzM0yJfmirV0X23Ncsj1T1IiIn2VNXs/7eb294/GtWlOvSfFPmjh6ZenNz/DWv1Im0+hs2cxsGKp46jTarasLZGt14qrlVqqqr6V7Tx/3H5fTZYdnhxRpjpGSI7/qazPlnj7Go2We2a9724zowZxdtAABkaObv0VajZFkhTtik4pp6l7U+ImvJfjLmPLJiK3nJjj9S/TGnZWeNfN0eSXjzbTHk4xpPa3anbivVmWYfkPTsXtRU4Ki/AfVHKOa4eZbWm5xe7eOHXEx0TE90+njHQjGXFOO01lpfWmOzJ0n3g2ojll/VlhzkZ2+G1vNJ8XIjtfUbiEg+F5rHNNv4uHjj09Xr0c1y99ZgG4dOOo+4emW4Y87gpOaN2keQx8iqkFqBF1Vj0TsVPtH9rV+NFpMNHznk235pt5xZY+7brrPbHzx1uhWwN/7e6j7eh3Dt6bmjdoy3UeqJPWnRNXRStTsVO5exycULHy7zjk+45ZuJw5o7p6rR2x8uhQbzd/Xnm/zah+iRnQOTflq98+1oZ4oMNyo3PpD9bGw/+YsR+nQnk3n8C/3bexWHVbLZbHYPHWMtlrDKmOqMWSeeRdGtan7qqq8EROKrwQ5lETM6Q9m32+TPkjHjjxWtwhTTqv1XyPUTI+71+eptio9VpUlXR0jk4eNNpwV6p2J2NTgneq7XDhikeV3rkHIMfLses/Wy2963Z+zXye30REbnoSoAt35Z47TOnc7rCOSKTJ2H1ebsWJIoWry+rnR/xmr3Pv8AmcP+N5rO/jTjFK69+tvm0S1ksjSxGOt5bJTNr4+jDJZt2H8GxwwtV73L6kRFU89azaYiOMoG559VfNf1B3tet0tq3Jds7UVysrw1FSO9LGnBHTWG6va53eyJzWp2Lzaak72nKMWKIm8eK3q9CyZQFLLJNI+aZ7pJpHK+SR6q5znOXVVVV4qqqbuI0WvyVACwnk2rT3erNqn4azYyxhbsWVhVEWN9Z7om8siL2tV6sNHzm/gwxaJ0mLRp3rb465KzS0a1tGkx2xKw+6PLzlmXpZ9qW4JsdI5XR1LT3RzRIv2qO5XI9E9Kqi/D2mTafE2OaxGaJi3bHCfocf5l8B5oyTba2rNJ/VtMxMeTXp17+jz8X92/5c8nNIku58nFVrouq16KLLK5PQr3o1rV/euG5+KKRGmKszPbboj0dfqV2PwBltOu5yRWOynTPpnSI9Fkxba6e7R2kiPw2NjZbTtuzazWFXTRdHv1VuvoZonqIhu+Z7jc+/adOyOiPR9LpPLuQ7LY9OHHEW+1PTb0zw7o0hs5rW9AAAAAAAAAACoXnw/ZGyfznIfNwEp5B71+6PnW2UnJgsdcOnX1fbT+hsd+ixnLtz/Fv96fayQ2U86rnr51UROsUCoiIq4aoq+tfFnT/ETrkf5f/NPzLLIn6Q/WxsP/AJixH6dCbTefwL/dt7FIdYjmLIo557P617S+j7Hz6Ey5B7l+9ZZVrDftfH/nMPziEkv7s9y12IOUsoAApp59f/j/APnn/wAgSz4f/wC5/l/5ltlNSWrHXzaP9VMF9H1PmGHK83v275ZWm+YT6ld6/Rz/AMZp6+Xfmad6kuWp0ljdCvJU1E6PTqiIiuzNtVVO9fBrpx+wQXnn5j/LHzr6rFmgXKt+ef6vNu/TSfos5JOQ/wAa33fnhbZQ4mqx1W6HfU9sf6FpfMtOab/8xf70skPH5hPqV3r9HP8Axml3LvzNO8ly1OksboV5K/qdm+mbnzUBBOefmP8ALHzr6rFmhXAFZ/PF9U+G/wCYq36DdJDyH+PP3Z9sLbKBE4WJa2p5kurWytvUdr7fysFfDY5jo6kL6deVzWve6RdXvYrl9py9qmrzcswZbze0dM+WVdWZ/vd9c/8A3ut/IKn8WYv6Ntvsz6ZNZR31B6mbv6oZKrl94247l6nB7rA+KGOuiRc7n6KkTWovFy8T3bba48FZikaRJq13DftfH/nMPziHov7s9yjsQcpZVNPPr/8AH/8APP8A5Alnw/8A9z/L/wAy2ympLVjr5tH+qmC+j6nzDDleb37d8srMmIcajrLEtj5FET+lm7HaJzJjq6Ivfos66/4CMc//AIdO9dVeQhq9ULz4fsjZP5zkPm4CU8g96/dHzrbKTkwWOuHTr6vtp/Q2O/RYzl25/i3+9PtZIQB55/q8279NJ+izm85D/Gt9354UsocTVY6rdDvqe2P9C0vmWnNN/wDmL/elkhv54VVAvPF9bGG/5drfp10m/If4E/en2QssgHZ/9bcB9I0/n2G8zfw7d0rXXpURyK1yIrVTRUXiiopyxlcourmwrfTbqDmtrWInR1IJ3zYuRyLpLQmcroHovHX2fZd98ip3HTdnuIz4q3jz9/Wxy02tas0rEdqnNJXtRLzRTwuWORjk72uaqKi/AeqYiY0lRt9brB1YqKxYN859EjTlYx2TtvYiaaacjpFbwTs4HlnZYJ/Ur6IV1SDtLzb9Y9tTRpkclDuLHtVOerk4WK9W9/LNCkciL6Fc5yJ6Dw5uT7e8dEeGfIrquf0d667R6xUH/qtVx+5KsaSZDBWHI6aNuqNWSJyaeLFqqJzoiaapzI3VNYlvdhk209PTXqldEpRNaqAAAAAAAAAAAAAAAAAAAAA8mRx8WSrLXkXlX5Ub04q1yd5HPiHkOHnG0nBknwzxrb7Nu3yx1THXHZOkx6MGecVvFDTruDyFLVzo/FiT/rI/aTT1p2ofMvOPgvmfLpmbY/xMf26fWjzx71fPGnlSPFvMeTr0nysaQh7QABuO1EemPkV3yVlXl1/BbqfTP9r63jll5n3Zy20/dprp5NfXEo5zLT8SO5mpYop4nwzMbJDI1WSRvRHNc1yaKiovBUVDrbWVtNZiYnSYUR6+dB7nTq9LuTb0b7OyLcmqaaufQkkXhFIvasaqukci/gu9rRXXxOr6S+EviynMqRhzT4c9Y/fiP1o8v2o88dHCDSrogBuXTTqPnumW5Ic7hpFfXcrWZLHudpFarouqsd26OT7R+mrV9WqLTRoud8lwc0284csdP6tuus9sfPHW2fzdYWW5u7DdTcbE+Xa+78XUmq3NF5Unjj/g38VRrvC8NyJ38fuVJpyPNFsM066z6pfJW8219tmviv71LTWe+J0V0JE8iV/LftDIbv6w7ZZTic6rhrcWZvzoi8sUNB7Zmq5U+6kRjE9bjWczzRj29tf1o0jzqwm/rP1Nv72z9jFVZVj2xjJnxVK7V4TSRqrFnfp8pVXXk+5b61XWHYMUVjXrfQPw1yOmxwRe0a5bxrM9mv6sfP2z5kXnpS8A3vpj0xy3UbLeFFzVcDVcn6xyOnBqdvhx68HSOT7Havci4MuWKR5Uc55zzFy3FrP1slvdr88+T/CF1sNh8fgMVUw2KhSDH0o0hgjTjo1O9V71VeKr3qamZmZ1l8/7nc5NxltlyTra06yjXzM/rD+wzeP6s5vefdoOfk7fd/e4fePi8Ln19RsuV6fzNNe35p09byzwcwjozGAAJF2D0M6ndSFil27g5W4qTT/9vd/7rRRq/bNkemsiJ3pE16+o1+43+HB71unsjpn5d6ui+nQfoZi+jODna6duR3Vk0YuWyTWq2NEZqrYYUXikbVXtXi9eK6cGthXMN/bdW7KxwhfEaJcNWqAAAAAAAAAAAAAAqF58P2Rsn85yHzcBKeQe9fuj51tlJyYLHXDp19X20/obHfosZy7c/wAW/wB6fayQ2U86rnt51frhr/QtT56wTrkf5f8AzT8yyyJukP1sbD/5ixH6dCbTefwL/dt7FIdYjmLIo557P617S+j7Hz6Ey5B7l+9ZZVrDftfH/nMPziEkv7s9y12IOUsoAApp59f/AI//AJ5/8gSz4f8A+5/l/wCZbZTUlqx182j/AFUwX0fU+YYcrze/bvllab5hPqV3r9HP/Gaevl35mnepLlqdJY3QryV/U7N9M3PmoCCc8/Mf5Y+dfVYs0K5Vvzz/AFebd+mk/RZySch/jW+788LbKHE1WOq3Q76ntj/QtL5lpzTf/mL/AHpZIePzCfUrvX6Of+M0u5d+Zp3kuWp0ljdCvJX9Ts30zc+agIJzz8x/lj519VizQrgCs/ni+qfDf8xVv0G6SHkP8efuz7YW2UCJwsbpiukXVDOY6vlsPtLKXsZbYklW3BVkfFIxeHM1yJoqHjvvMFJ0teImPKro9n9hnWL/AIHzP8jl/wAhb/P7f7dfSaH9hnWL/gfM/wAjl/yD+f2/26+k0b10n8svUrce78c7cmDs4DbdKxFYyVvIMWB74ono5YoWKqPc96Jyo5E5W9qr2Ivi3nNMNMc+G0WtPDRWIdGyAr1NPPr/APH/APPP/kCWfD//AHP8v/MtspqS1Y6+bR/qpgvo+p8ww5Xm9+3fLKzJiHGo6yxLZeRP+te7fo+v8+pGOf8AuU711V4yGr1QvPh+yNk/nOQ+bgJTyD3r90fOtspOTBY64dOvq+2n9DY79FjOXbn+Lf70+1khAHnn+rzbv00n6LObzkP8a33fnhSyhxNVjqt0O+p7Y/0LS+Zac03/AOYv96WSG/nhVUC88X1sYb/l2t+nXSb8h/gT96fZCyyAdn/1twH0jT+fYbzN/Dt3StdezljK0Lqh0g2X1axbKG6KrkuV0d+r8rWVI7lZXdvI5UVFaunFj0Vq+jXRT27XeZNvbWk9HXHVKkwqhuPyN72qTPftbcOOydTVeRl5stKdGqvBNGNnYqp3rzISbFz7HPv1mO7p+hb4Wn2fJ71ugiWSLG0rT0/6qG9Cjl4Kv/Wqxvq7T1xznbT1z6DSURbr2bunY+UXDbtxVjE5JG87YbDdEezVU543pq17dUVOZiqhtMOemWvipOsLX92Zu3MbF3Pjd14KVYsljZmzM46NkZ2Pjf6WvaqtcnoUZ8NctJpbhI61YXK1c9h8fnKK81HJ1obtZy9qxWI2yMX7DkOYXpNLTWeMToyvcWAAAAAAAAAAAAAAAAAAAAAAB4LmGx97V0sSNlX/AK2P2XfH3L8ZEOb/AAjyzmWtsuPw3n9en1bd89Vv80S9eLd5MfCejsa/b2rbjVXVHtnZ3NX2H/u8F+ycb5r/AGx3uGZttb1zV7J+pb1z4Z79a9zb4uZUn3o0fOrtjISyIllGwRfbKqo52nqRqqeLlv8AbbmefJEbiIwU658VbW/yxWZj0zC/JzHHWPq/Wlt1avFUgZXhTSONNETv9ar8J9Icu5fh2O3pt8MaUpGkfPM+WZ6Z8qPZMk3tNp4y+psGN8LtKnkqc+PyEEdqjajdDYrzNR8ckb00c1zV1RUVFDLiy3xXi9JmtqzrExxiVE+vPQa503uP3Ft1klrY9qTgvF8lCR68IpV4qsaqukci/gu9rRXXxOr6Q+E/iynM6RhzTFc9Y8147Y8v2q+eOjhB5V0N/Wtc9yNaiuc5dGtTiqqvcgUmdHR3avTzGZHpBgth74xzL1b9W1o8hRsaorJuVHq1HNVHNfG5dEc1UVNOBdiy3xW8VJ0mHyLz/dU3PMM2WnTW1508scNfPxRTa8j/AEwnuPnr5nNVqj3cyVWS1n8re9rXvrqvwc2vxm8jnuaI4V9f0tB4U2dPemOzOl+JdiNn49Kscyo+3akcstqw9uujpZHcV01XRE0anciGn3O6yZ7eK86q6KPZvFWsHmL2HvNVlujPJXlRyaKro3K3X4F7UU2VZ1jV9SbbPXPirkrwtETHneAuelvfTHpjluo2W8KLmq4Gq5P1jkdODU7fDj14Okcn2O1e5FwZcsUjyo5zznmLluLWfrZLe7X558n+ELpYDAYnbOJrYXC1m1cfVbyxxt7VXvc5e1znLxVV7TVWtNp1lwHd7vLuss5cs+K1vl6GSLXkee9Rp5OlZxuQhZZoW4nwWa8iczJIpWq17XJ3oqLopdW01mJjjAot1L8mG88ZlZ7fTV0WbwMzlfBQsTx1rtdFXXw1dMrI5Gp3P50X0t71me153jtXTL9We3qWTVjtm+S3qZmrDXbunqbYx6L+URZGX7apr9oyu9Y+zvdMnwKX5+eYax9TW0+iPX9B4VoOn/lk6T7AWK1Hi/15mY15kyWY5bLmu9LIdEiZovYvJzJ90Rzcc0z5ujXwx2R8tV2iYURGojWoiNRNEROCIiGqVf0AAAAAAAAAAAAAAABULz4fsjZP5zkPm4CU8g96/dHzrbKTkwWOkPll6v4DfexMTtmS2yHeG36kVC3j5XIks0NViRx2IkVdXtVjU59Pku7eCtVef802d8OWbafVtOuvf1MkSmbL5nFbfxtjL5u7Dj8XVasli3Ze2KJjU9LnKifAneamlLXnw1jWVXL/AK69RK3U/qXlt0Y9isxC+HTxnOite6tWbyNe5F4or15n6d2uncdG2G2nBhik8etjmX96AYSfP9Ztl04Gqq18nBkHqnczHL725V9WkQ5jkim3vPk09PQQ6mnNmRRzz2f1r2l9H2Pn0JlyD3L96yyrWG/a+P8AzmH5xCSX92e5a7EHKWUAAU08+v8A8f8A88/+QJZ8P/8Ac/y/8y2ympLVjr5tH+qmC+j6nzDDleb37d8srTfMJ9Su9fo5/wCM09fLvzNO9SXLU6SxuhXkr+p2b6ZufNQEE55+Y/yx86+qxZoVyrfnn+rzbv00n6LOSTkP8a33fnhbZQ4mqx1W6HfU9sf6FpfMtOab/wDMX+9LJD2dW8HPuXphu7CVWrJbt4q2lWNqKqvnZE58beHpe1ELNnkimalp4RMEuTp05jW08nnWfAbXjvdON1W48fXyFpb2HyFhyMg94kjbHJBI9yojOZI2uj14KuqdqprF+dbK+TTLSNdI0mPnXRK8CKjkRzVRWqmqKnFFRSHL39AgTzh4CXNdFrluJivfg79TJq1NdeXV1Vy6J26NsKq+ribvkuTw7mI+1Ex8/wAy2XOUnyxfvyk9Y9vZrZdDpzlbkVPdOF54KUEzmx++1XPV8aw66cz2c3I5icdER3HjpCOcbK9ck5YjWtvVK+JWaI6uAAACmnn1/wDj/wDnn/yBLPh//uf5f+ZbZTUlqx182j/VTBfR9T5hhyvN79u+WVmTEONR1liWy8if9a92/R9f59SMc/8Acp3rqrxkNXqhefD9kbJ/Och83ASnkHvX7o+dbZScmCx1w6dfV9tP6Gx36LGcu3P8W/3p9rJCAPPP9Xm3fppP0Wc3nIf41vu/PCllDiarHQ7ypdXcBuvYeM2PatR1t27eh9zSjI5GPs1Iv4KaFF05uVmjHomqordV4OQgnN9nfHlnJEfVt090r4lPuRyWPw9Gxk8raipY6qxZbNqw9scUbG9rnOcqIiGjrWbTpEayucyfMP1Lo9VOpVvP4jnXB04IsZi5JEVj5IK6vesitXi1HySPc1F48qpqiLqdE5btZ2+GK24z0yxzLXukWEn3F1Q2hiIGeIs+WpulbpzaQQytlmcqJ2o2NjnGfeXimC9p7JIdYTmTIAAAFNPPHuba92vtrbdWxDa3RRsWLFlsLmvkq13saxWSaa8qyORqo1ePsar3Es5DivE2tPuz61tlNSWrHV3o1DYg6SbHita+MmCxyqjtdUa6sxWtXXimjVRNO45lvZic99PtT7WSG8HjVAAAAAAAAAAAAA+c08NeNZp3pHG3tc7gh495vcG0xTlz3ilK8Zn5ceyOMr6UtedIjWWJfujGNcqIkr0+6a1NP3VRTnGX+5nKaW0iMl47YrGn/Fas+psI5dlnsfn+lWN+4m/zW/6Ri/8A6hyr7GX92v8A1q/03L2x8vMf0qxv3E3+a3/SH/8AUOVfYy/u1/6z+m5e2Pl5npqZ7G3HpEyRY5HcGtkTl1X1LxT903nKvjnlXMMkY63nHe3CMkeHXyROs117I11nqYcuyy441mNY8jJk8eEAAAAADWN3dQdpbHiY/cWQbXmlTWGoxFlsPTXTVI2Iqon3y6J6zJTHa3BuOXcn3W/mfwaaxHGeER52if3lunP+ryP8nZ/Gmb+Wukf/AKTv+2n70/8ASf3lunP+ryP8nZ/Gj+Wuf+k7/tp+9P8A0vhd8xHS3JVJ8fkKt6zRtMdDZrzVY3xyRvTRzXNWRUVFReKD+Wuy4vg7mWK8XpalbVnWJi06xP7qJm+Xfpx1ItT5Hpfu5aECLz2cLcrunkro77lXPik5EXgmqP8AwzFetq8YTefjLmHLaxTf4PHPVettIt6pjX0fdSX0y8r+1Ni5ODP5q47cWaqqklTx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AAAAYPd+1MXvTAWtvZZq+7WURWSs08SKVi6skYq97V+z2F9LzWdYbLl3MMmxz1zY+MdXVMdcSqtmvLr1Hx1x8OLqw5inqvhWoJ4YNW93Myw+NUX0onMnrNjXc0nj0Oy7b4y5fkpE3tOOeyazPrrE/M2PanlizVtzbG78jHjq/BVp09J7Cp3or1/Js+FOcsvuo/Vhqt/8cYadG3pN57bdFfRxn/hTntPpjsnZiMfhcXGl5iftCx+XtKveqPf8nX0M5UPHfLa3GXOuYc93m91jLefD9mOivo6/Pq28xNEAAAEM703LYzWQlqRuVuMqyKyKNOx7m8Fe70693oT4z5q+LviHJzDc2xVnTDjtMVjtmOjxT2+Tsjy6ui8q2FcGOLT79o6fJ5GrEFbsAz22NsW9x2+VusVCJU95s6dn3rfS5f3CV/Dvw7m5tm0j6uKvvW+aO20+rjPl1fMOYU2tO208I+XUmqlTr4+pFSqM8OvA1GRtT0J6fWvap9M7TaYtrhrhxR4aUjSI+Xr8rnGXLbLeb2nWZfc9bEAANc3nsrC74xaY3Lsc18Sq+pbi0SWGRU0VWquqKi/bNXgvwoipsdjv8u0v4qdfGOqWk5vyfBzLF+Hljh01tHGs/LjE9HniJiFpvLfnG2eWvm6j6evCWSORkmn4Ccyf9MmNfinF4emlte+Pb+hzG/8Ab7cRfSuWs17dJifR0+1KfT7phhthRyTwyOvZmdvJPfkajdGcFVkbEVeVqqmq8VVfT2EY5lzbLvJ0n6tI4R9Pan/IvhvByuJtE+PJbjaezsiOqPTPlblct1sfUsX7kiRVKsb57ErvksjjarnOX1IiamliNUuxY7ZLxSsazadI75VA35163fuW/NFgLkuDwLHK2tHVd4Vl7U4I+SVvtI5fuWKiJ6+02ePb1rHT0y7nyr4T2m1pE5axlydfi6a90Rw889PsYnbHWvqFtu4yZ+Wmy1TmRZqeSkdZa9uvFEe9VexfQrXfEpffBS3Vo92++GdhuaafhxjnqmkeH1R0T51wNq7kxe9tt1M7QTmpX41SSCTRysemrJInp2KrVRUX09vYpq7RNLeWHCeZcvvtM98GTp09ExPX54+hXXqv0on2fO/N4RjptsTO9pvFz6b3LwY9e1Y1Xgx6/gu46K7pnJucxuo/DydGSP8Ai/T2x548nzj8T/DFuXW/Gw6zgmfPSeyf2fs2/wAtunSbRYSdBADY9l7yy2yczHlca9XRKqNuU3LpHPDrxa7t0X7l2nBfjRddv9jj3ePwX809ktzyjm+blueMuPh+tXqtHZ9E9XqXOoXa+So1cjUdz1bkUdiBy8NY5Wo9q/YU49kxzjvNbcazpPmfTeDNXNjrkp7t4iY7pjWEI+Ybdt2olHaNKR0MVqL3zIK3VFkjV6sjZqn2urHq5O/gTT4Z2VbeLPaNZidK/PPrj1uWfHnNcmPwbWk6RaPFfyxrpWO7onXzK+E+ceZzbG7c9tC/7/grToHu5UnhX2oZmtXXlkYvBU9fancqHi3eyxbqnhyRr7Y7m05bzTcbDJ+Jgt4Z646reSY+Ux1TCyuwusWA3h4WPuq3F593spVkd+Smdrp+RkXTVV+4d7Xo17TnHMeR5trrav16dvXHfHz8O53DkfxZtuYaY7/7eX7M8J+7PzT09mvFJBHU2AAAAAAAAAADnr1D8rXW+7vbPZHG4ludo37ti3Bk23qcSyMnlc9vOyzPG9HIipzJppr2KpOttzbbRjrEz4ZiOGk/NCyYlC+9dibq6d5huA3hRbjsu6FlpKyT17KpFIrmtVXV5JGoq8q+yq66cdNFQ2+DcUzV8VJ1jz/OtZ7ZfQ/qp1Cxi5raO25r2J5nRsuSTV6kUjmLyu8N1qWJH6KmiqzXReHaYM+/wYbeG9tJ88+xXRsUvlW69wxvlftFytYiuVGX8a92iehrbKqq+pEMEc22s/r+q30GkvD0k6u7v6KbtbDK6y3Bts+DuHbs/M1FRruSVUjf/Bzs04LwXVNHcOBfvNnj3WPq106J+XUROjpzTt1shUr36UiTU7UbJ68zfkvilajmuT1Ki6nOrRMTpPFkVJ8+H7I2T+c5D5uAlHIPev3R862yk5MFjsqcmZUWeZCtNa6IbzigYr3tpslVE+4hnikevxNaqmy5ZMRuad6k8HL06OxrxdAOiXQnqT0vxG4Mjt5LufZ4tTNP/WF+NyW4ZFT2mRWGNbzMVj0RGpwchDeY77dYM81i2kdXRHD0L4iEnf3UugX/AAj/AP2OT/8AVGu/q+6+36q/QrpB/dS6Bf8ACP8A/Y5P/wBUP6vuvt+qv0GkN92T062T06oy4/ZeGhxNaw5H2FjV8ssqt15fElmc+R2mq6czl07jxZ9zkzzredVdEFeeOpLL0ywltiax185E2XTtRJatjRfg1bp8ZueQz/vWj9n54W2UHJusdedmZmluHaODzmNkSWlfo154XNXXg+Nqqi+tq8FT0nLM9JpktWeMSysvZs16Vaa5blbBVrsdLPNIqNYyONFc5zlXgiIiaqpiiJmdIHIHcVyDI7gy2Qqqrq1u5YnhcqcqrHLK57VVF7OCnVMVZrSInqhiWv8AIdFIuQ3zOjV8JsONY5/dzOdZVE+w1SMfEE9FPP8AMuqsb1+glsdGN7RwtV70xc0ion3EWj3L8TWqpoeXzpuKd66XLE6SxukXlFy9DIdDsHRqzI+1iZ71W9GipzRyyXJbLUVNdeMczFOf84pNdzaZ69PZoyRwTmaZVzP81GXoZjrhuSXHSpPDV92pSyNVFb49avHHK1FRV+Q9FYvrRTofKaTXbV18s+tjni9PlJpvs9dtuzN15acOQnfomvsuozQ8V7uMiFvOLabW3l09sEcV9+rEUk/SzfEELVfNLt/KsjYnarnUpURE+FSEbOdM9PvV9q+XJo6exug/kszOPvdJp8RBKi5DFZKwlyDVOZrbKNkjfp9y72kRfS1fQQXnlJjP4uqYX1WONAuAND62RSTdId8Miarn/qS+7RO3RkD3L9hEPbsZ03FPvR7VJcpjpjG6J+TfM0Mh0brYyvKjruIvW4LsOvtNWeRbDF09DmycF9KL6CBc6pNdxMzwmI+hfCwRo1zm75uMrQynWzLNoTNn9wrVKVlzOLW2Io+Z7Ne9W83K70LqncT/AJPSa7aNeuZljlhfLL9emzvzix+iTmbmn5W/y64I4unhzpkccb1SWhds0J00nqyvglTintxuVq9vrQ6vWdYiWJc3yJ5vHfq7du3HTNblvHrX44HKiOfXVjonOanavI5Go70czfSRLn+OdaW6uC+q4JFVwBU7z1/1S2n9Iz/MEn5B/Ev3LbKNkyWOxOJ/ZVH83i/EQ5Tf3pZVBvOzBLF1dpSvbpHPhKro3dyo2xZav7qE25FP/wCPP3p9kLLI26B5unt7rHs/KZCRsVRt9teSV66MZ72x1dHOXuRFkRVXuNhzCk3294jjp7OlSHU45syIw8xOao4Toxu+a9I1iW6ElCu1V0V89z8ixrU711dzfAimx5bSb7imnVOvoUly5OkMbpT5S68sHQnbrpW8qTy35Y0Xt5FuzNRfj5Tn3OJ13VvN7IZI4Kk+bv6883+bUP0SMlHJvy1e+fasni9nk3+uqt9HXfxWlnOvy098Kw6LECXoa81v1Bbu/m7/AHnVNtyj81Tz/wCmVJ4OZ50NjdSvL39Suyvo5n4zjm3MfzN+9khJZr1QAAAAAAAAAAAAAAAAAAAAAABXzK1JqOSt1J2q2WKV7XIvDXjwVPUqcUPkHmW2vt91kxXjS1bTHr4+fjHkdY2+SMmKto4TDxmuehntsbYt7jt8rdYqESp7zZ07PvW+ly/uEr+Hfh3NzbNpH1cVfet80dtp9XGfLq+Ycwptadtp4R8upNFChUxlSOlSjSKvEmjWp3+lVXvVe9T6X2Wyw7PDXDhr4aV+Ws9sz1y5zmzXzXm951mXpPawgAAAAAANO6r1rdvpxuWGjqthaMjtGpqqsj0fIiJ62I5DLin68N98P3pTmGGbcPFHpnoj1qIm5fRwBYnywbtWO1k9l2n+xOn6wx6KvBJGaMmanwt5XIn3qng3VOFnLvjnl+tKbmscPq27uNfXrHnhZKeCC1BJWsxtmrTNdHNDI1HMexyaOa5q8FRU7UPFW01mJidJhyHJjrkrNbRE1mNJieEx2Sq71X6UT7Pnfm8Ix022Jne03i59N7l4MevasarwY9fwXcdFd03k3OY3Ufh5OjJH/F+ntjzx5OB/E/wxbl1vxsOs4Jnz0nsn9n7Nv8tunSbRYSdBH6Yx8r2xxtV8j1RrGNTVyuXgiIidqqUmYiNZVrWbTpHTMroYS3jNobXweK3BkauPtVqNeGRtqxHF+UZGjXI1XuTVEciohxjdWnPnvekTMTaZ4eV9Ucr218G0xYrR9alKxPfERqiLzBYOTIPxm9Ma5LmLSBKNmeBUkjj5ZHPjcrm6po5ZHN17NURO9CX/AAzua1i2C3RbXxR5ejp9jmHx/wAuyTem6iJmsR4Lfs9MzWfP4pj0dqCicuSgACa+lXWPJ1b9Tbe6Z3XMbZe2CrekXmnge9UaxHuX5TFXhq7i306JoQznHI6WpOXDHhtHTMdU/RLqHwz8WZaZK7fcz46WnStp96szw1nrjv6Y7dFjjnjtQAAAAAAAAAAc5POFi71DrZkbtpHe7ZSnSs0XKicvhRwNruRFT0SRPJ9yW8TtoiOqZ+lZK0/QDq/03yHS3buLXNY/D5PCUYMdkMddsQ1JUmrRox0rWyObzNlVPE5m68XaL7WpGuY7PNGe0+GbRadYmOldEpMl6ldOoInzTbuwrIo0Vz3rkauiInFV/hDXxtc0/qW9Emrm5183fgt99WNwbk2y3XEWXwwwT8vIs614I4XTcvaiPcxVbrxVNFXiT/l+G2HBWt+KyXSXpzjruH6e7SxORarMhQw2Oq22O+U2aCrGx6Lr3o5FOf7m0Wy3mOE2n2skK0efD9kbJ/Och83ASHkHvX7o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<p><a href="https://colibris-universite.org/mooc-education/files/I03PourquoiCetteClasse_fichierpdf_01.03-pourquoi-cette-classe.pdf" target="_blank">Retranscription du texte d'Antonella</a> ou télécharger la vidéo en <a href="https://player.vimeo.com/external/183900382.hd.mp4?s=9b16106b547f33ddd03e194c8306c423e69dcb51&profile_id=119&download=1" style="background-color: rgb(255, 255, 255);">HD</a> et en <a href="https://player.vimeo.com/external/183900382.sd.mp4?s=0d132509681864311ccaf26702c324c64cd888f3&profile_id=164&download=1" style="background-color: rgb(255, 255, 255);">SD</a></p><p> </p><p></p><p> </p>
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