C'est quand même dingue cette capacité du corps à pouvoir faire des trucs assez facilement d'un/e côté/main/pied, mais pas de l'autre
Genre moi, y a un pas de danse, que je maîtrise à présent... mais que en partant vers la gauche
Quand j'essaye de faire vers la droite, mon cerveau et mes pieds sont en mode :Ce contenu est réservé aux membres inscrit.es. Inscris-toi par ici.
Alors que c'est exactement la même chose, mais en symétrie, quoi![]()
*ramène sa science*
Ca, ma chère, c'est parce qu'on est tous latéralisé d'un côté ou de l'autre
(comme tu le dis, ça marche pour la main et le pied, mais aussi pour l'oeil et l'oreille !) Merci la maturation neurologique qui nous rend asymétrique !Ce qui est intéressant aussi c'est de voir qu'on peut avoir une latéralité homogène ou hétérogène (on dit le dernier cas si par exemple on est droitier mais que notre dominance podale -du pied- est à gauche.)
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0KGGOuOKOVpuSohabguTyBQUjLOmx0njVHjcdwLqalqRkncODFsW3MwynXQgyo6KjxrmHsGCValUaxGgEDStDiTHXNqt3/AKNeyFjWIMgHmmRQxplaEhDghSRB4jxB4g70rJJNX7j8Kd0yreMAoIqphtrllW5+FELhJI0NRMMwCDsaTy0aOO7IFL+cMLQo5oJykjUcqxlwxHhW5atw2CEiATQ27wtOU5eJJ/oKZjycdFM2PlsyVWbbcHerisMPI+lTs4YU68zA7ydNqepozeFIt3LR+auLA00BPfIivWOhyYsbYf8AxI+FZCztUJbW2QFJJyqB49nKr3z6Vq8FxFhttpgrKSlKUjMCkGBHtbe+mYcsb2ynUdLlq0r+DE9MzOLp7mkfBdFfk1spXdPfacyA9w1PvI9KDdLFf64V3Nt/yT+deg9E8O6i3SkiFEqWr8Sjm/QeVPyO2ZcapBJ9oQQOUVHk3HAyD51OaYdzSmNR4biDa7a4cbIByKI5SmZSfNMU526UUpGUcePM1pflKsMr7boGjiSkn7yIjzKVe6su5w8Pzo0u5VtrRF1yvsD1FKnUqJUH22DuOAGUpHNRIHuBqK6wN1uc0aECBm47ESBI4VtlYApIGVUjj2gWx3E7gzyrlxbEgtpeS9IKQlRQlRngkrKc+tZ/Ht6G+HJexlMpLUAaiJqiplSdSkgHY1qbSwuEryqhEHXrdPLXfyopcWCyBnCcus7JTwgiYgx47Cgp8HQzLJ5addkYfDvbR+NPxFbhCwLiDtA2BPA6xTLDoWjRzrHAZCoSnOAe4hJBHnTb20W5dLbSXM0DdISswnlECeFDLmTSSHdLi22/sXG8STqBBV4ae+Yq26iBMRQRjDOqOYlSQNwpQCvDKQTPpRdLJdGZtzQ8CkmDyJTPwquKVPzMmaFryo6U1w1A/bPJ3TP4TJ/hUAr3VUDx51qjT7GN2u4RzCuFdDw6a71tWorZc+urwT+dPpifbV4J+FPqjGoa8YSTGwNZvB79SnghS84WCSCkCCBOnKtBen6Nf4T8Kx3Rz/1Kfwq+FFFXo12IXRaZKwAYUnTxOvhUjGIh5IWDOkHmO5XfVLpCf8Mr8Sf5qzNjeqaMp47g7H+vfVJ4VNa7l4ZnCW+xsnKjqOyug6gKiJnTwqwpoiJG9c6cHF00dGM1JWhqkzXEN86ck1JloJFiMMprqmwFAxontbTsJrpqVrOUykJIUQNyDA1O3hV090Uk62Mbd0SmdTqfE8fUmpkPFxSurSFRupZ7CBG08T3U5RQonM2oEcyCDpsCNdZNOevWzCgkpRrDX3hHtd45+FM4qjRhzylKicoQkgFTK1jiUjTuTGoHnWow3FFKICkHtCQobSN0mfUVkP8ASB2QlKPwgA/xRUtperCkiTEzJJOsaEedSORxemNz9BLJC6Vm7zSJpv6UBw+8eiDlLg1WkpUkLH2myBE0ZYcCkgj+o7jWtTUjiTxOHcCdNcP622VAlSO2n93ceaSa8td4eAr264bzJI5gj3V4pdt5VFJ4aehIpiEyIaVKlRKHoqbk5YKj5mf5gaYllrihB8UNfkkf2KqMrAMFQ/hc/U1KHh9ofwuVyaa7HTCDtySInw1GngIpJuNNCvvIU5+Qqql4c/RLnh8alC0ngr0cHxjnQ2X9qOrVxJMfeCt/3lCgAg3iiCPZ4RHsjkTR1SE/dH7qQfVRNA0mb1wpj2QNlK2SkfVg0ErGY3V/BbusMDqgTIkZVQASREDciDyNcssLQwILpVOkLyJH8p186ttDXWJ8MvuJJqVF2QcsmPE/nvRU3VCqInrgoQYgADhPiDJJ9RFZUud9avE7lrq5cnLoDCQogToY5TptxFB/m1o57DwQe8qRryPWwCPCtmCXFbRlzRtgsuVzPU2JYetlWVUEESlSTKVDmCKpGtadq0ZWqCeI4u0y6UuEglKCISSIjuqNPSK2P+09UqH5VlOlj0vD8CfzoIV0FEs5noz+MMLSpIeRJBGpj40A6NsZHSpS0AJBEZh2pG47qzTZkiuuLmD4/E1airdnoXSFwG1JBB7SdvGsX1lFkK/1f+8n+Y0DmjFUCTs2OBr+gQe9f81S4lcFKCRO2nCDO/uqngZ/w6P3/wCY0RKQolCtDlEKOsSRp8aTkSZp6fTsp4VjwUQh0ZVHYjY+PKjyjpWQfw8qWpKIUSNIIEwdQJrRYSh0NAPe0NtZJHAqI41zc0o4+50FZJcugAAnLm48hRNrDkQgNuNqypJ3gydB7gfWgrhUXE6AzzGmlXbgjty2B2ssg8oTUwbjyfuSUZqqRy7t3RAkSVbFWw3OvCKe1cNvAokZxqI4j9RxoZeaZSJAIVpMyZA199ULcgDNsU5iCNNeFaZ0tF+nhJpzeqDSQdZMAe0eXd40SbcCUhTmZAPsoSYWofaWvWB4ULaukhQLoKtAQnZJP2lVOXusUXF6iduZ4JHdS2uJujleVXLsgph9ytejaEpgdhZ7RSd4zuTM+FFrTECUdYchcScriUKgq78p0n0oK64lKQp7ybGw5SB7R9wq3h+IqUsFFuktrEOApCUjTeYg+FXxyae3o53VY03cIo2VhcodQFI22IIgg8QRwNeTdNbXq7x0RoSFDwUP1Cq3OHX/AFbgAQkJJAVlKSI4EDcETtERNBPlRtYW079oKQfLtD/NWrHKzm5cbj3RhKVKlTBBu0NwdTp+BfxSakAM/wBXYnXh6+6qSXI+15Zh/KqrTRMalfkXv1rlHSLKEcjPm4fd4e+nhhR2A/gUfepWlMbn7/mHP+7+9Kky94Pign+ZXiKoXE6gpHtFPm2j8iaz9qqbt4nlzngniYmjylGOzt3dn+QT76zbbmW5eObxO8jTaZJ9aKYzGtP4DQ0A7UCNeA/L41G0RHKTJ0P/ANfGqyusdMJbIHNRj3DhV63wdR1cUT4aD0FAWErLDkutqmCSdj7JGxBH58KzuK9GupOZTiUNkwCrMpX4eyCFH0nuraYPbhAgCBRB+0S4koWApKhBB/vQ99Px5HHsJyQT7nk90tMBDc5UzqdCSdzHDaqpTRPpbh67NY+jztK9hcka/YVpor41nTjB/wB2P4j+ldCFNaMUrT2COk/7b91NCKLdJT9KPwpoTVyh0GK4ozSpUSGnT/7ePxJ+KqAE0fUf9Xp/En4qqJvDmgyVGSotlQkwAcs0CBTAlAMNzt2v51Vdt3M2ckmcswInfeg+FZi0ka5Qgkgd7ihI8Pyq/h8hZiM2WNPH+tZ8vc29MrRFibZhCmxGk6bgjQHzAnzo7YXfWsBfHj491CbqetUR7O0cu6iGCpSGezwUpPodz5EVzOuScU6NeNgd91Wc5s07CCRAG3/3TW8SeByTmGp19rXv470SvyMxncCKFWuUu6zt9XeZpuGXKK0a5wUMfIIvXOZtIywQo6+I2qilUJV6epq07khQHWHtbR90VUS0rIYYUrtDeadTbFLqIxxOgorVxInfT1FWU3iUOEKmEHsDhPM8zFDbgFC0S2pOo2Jjao7lR6xcwRO41G1ScaZOnyxm6DmHAPrUtzVKfq8+MeA40ZuL/Mgtk9gIOQDiBoR3xWft3Au3QhHYcTMxpmSTObx4VfYXASYkJEQNynaR38fKhJUkykf1Mjv2KTDCTBPxir1y0p1gsFZMKCm8xnKeKQo7Az5Ux+2ghSO0Fa6az3j8xT0N5dVqSgd5k+gqkXKLtHUn9PmxcZV/JlF26wSCkyNDoaVbMXif98PRX6Uq0/UP7HH/AOtj/X/hnEtO8G0q788e4oPxpFt3gwPVB/TurStNDlU6WuQrBzIoGbt23R/+Or1a/Xwqwm3fOzaUDvWn4BB+NaRLdPS3QcmyaRnv9FrUe2seAH5qn3AUIwCxSbu4SdQmY4/WA41tyxrWX6Jpm7uz3n+c/pUVjIyVP4DiLIDYRVppkVaSiuhNDiJcyNtuOdWEgUkinZabFCpSsr31i282pp1IUhQgg/EHge+vG+lfRpdm7BlTav2a43+4rkse/fnXt9VcTw9t9tTTqcyFDUce4g8COdPx5HFiZLkfOPSAfSfupoXWv6e9HnbV/t9ptQhDnBUcDyUOXmKya0VvjJNWjNJUxlKlSqwDSrP+BR+JPxVVJzEuxkAM5cpJOm0aAVbc/wDRI8R/moHQIaTCnFJaSQNMkE/vLMek1atAUqBGoMwfQx8akwW4Si1QkiMwJzcoJ08NTUC4SEnQwoZfA71lyeo6ODWMu9YFmfZXG/OeY40Qw5EJiBupRjbl+VCX0fH4VdwFzMlZ5QK53WO8ZrWPir+5Fiduc4hKlSOcDzpmHLW0qezJgaCdjV/GGiUJKTGpnwNNZczmWwhBCUhU6yRxAH51bpJXjRMj8u9jLzE1wqN832fuiqCLx3IojNuNhRS9aXlV20bj6pHA1StGSUrHWcJ0TWlNlFJcHSFd3ixz3B1E1AttsqltRQpXA7Ty8Kmu0wpP0h7SeIEad1D7xABGpnjoY8qvO0L6dxb2WVLm4QCYywkKHwPdR1Ky3II14Dn3D8qy6D2p761NlcpdbKl6Op0SOY+1VY1LTH5rwLkvcdavqCsiPr6ufc7wOBHEcaKvtM2/aQgOzqVq1H4h3UHtkqZlS5C178wn9avW6w2PpfYUewNwknhHI+6pNcPKZsU163sd/pxzkn+ClVj5rccGyBwEilS/ObvrcP8AQjVs7VKBVVpkx7avLKPyqX5sDqSr+JXwmsxkZaCaW1QJtUcp8ZNODCAdEJ9BVih03KButHqKyXQ15Ifu1E7r4An66+QrZprIdATJuVc3P8yj+dFF4+mQT6RdL7WxbS5cKWAowkJQSSd9AY99ZofLLhs7XH/60x/PUuNp+cY9YW+4ZQp5Q+B+FOZ6WYs7iqrZFmk2YdKStbLiR1Q0K86iAeMacq2YsEZQTZiyZGpUjU9H+kTN611tqc6djJCSDvChqQfGigKzulI/eJ/yivHrzD3Bi98jDrpqxYASbhwlISlQBJCEHczO0RrUt9i+JYewi9av2sTtVqKDKYhewiNd+/htUfTv2ZFlXuetqbUeI99QKsJMla/ALWB6TXmbjOJKU187xtmyffAUi3CRAB9kE6AcuPiaP9AOk77j1xZXim3HreCHW4KXEHjppPpVZYZRVhWS9Gkv+jzDrSmXEZkK31MzzCjqD3g15V086Am1HXW+ZbH1gTmW2eZPFHfwogxd4pfi7u2cRRaW7LqkJSpKQjKndRWRpHnT7vD8TbZQ8McZVaOjtvrSlIRwGQGSokyIEbU2GOcdplZTi9M8vLdMKaOdKeiFzZXDFul5t/5ykFtf7MCTxkwBxmaLJ+TJa+sQxilu9ctIzqYSD6Z57944jatViKM9fY00i3QySSrRRgaAa7mqTLgWApOoNbT5L1FjD8Wvl+0G+qT45Tt5qFZXosxqzP2goz45vyoEoOXVyLW3bD+ZBiIiSZJMRzqphV61dlSEkhSVBSdI5JmOVGcNzXmL2TSu0ELLqpmIT2uPhRrpH0NdvMSu3mMRYRcpEhgdtaW0pSAFq+rJjSDEilceSs0qfhyr2At2qDE8CZ56nWp8DeS3bOOLMJzFRPcABQjBcNu8QZW+68zZWrRyreWJzODQhInwmCPOoOlmC3dow0hFy3d2t0Qlt5AiFSOzE6T58dqyZuklkSX5NUuti0lXYLWvS60uD1KSrMqcuZMAncCZpW7hUFRKACJAAH98asdKsHvXsQw/DC+ylTTUoU00tIbGU9pYUtWY9jcRvtXbfoBdqcfZTirBuG8yiykSpQGxcg9gmdtYmrw6RY35Hr8io9UmqmgXjGKtMIOdxWZQEJBkmJ9POhmEdIGHF5CpaSoEDNpJI01BNR9FOlaLJVw+7bl69V2GFkJU02oSCcu8zG3Ktv0rvH3MEUvGQ386cWDaJCAl0bakJ20k+BE605YVW3sD6tp+VKgBdNjqUK+yoj40126UAkDaNDNK3Sr5qpK/aTlJ/Oq6lSgdxpM+xrxpKXYtKOs+dFsKZ65xKwcqmRI4BXdQ9DedtJHtAR4id/Grds7lZgaFSjPlH60uLp2a80FmhxQacxEXBkiFt7ju51Lhq0xnd4+yDsgcz41nUPKBKvrGByzJnY99EL9fWR1e31k8u6OVOXnX5OXkj4cuPsFzeng4uOG21coKCeavX+lKlcZDvCR6ixtUm1MYmNRUyUQIArKBsckV0inpFcXVqF3sbwrJfJ0n6N5XNwfCfzrVunsKPJJPurMfJsn/AAyzzc/yJooYn5Jf2AvRi8ScUxW+WoZbdrq0TGkCTHPVJ9ao9H2scv7VL5xMNIcCiEpbGaNdlACPWtHivyZWD7q3VpcSpwyoIcKUk84rV4dYtsNIaaSEoQAlIHACtbz1FKJj8PbbPHvk76PoVh9w+3bsXeIJeKSi5IyoAIlRCiOajqdedFPlNUDYYdardt2eudl1xhI6htQG6Qj6oUrfumtPjnyaWNy6XiHGlL9vql5Av8Qg791VLf5JcNSQShxYEwlTiin0pv1EaKeGyXDLS8URb4mzZ3lilHZvCpCTlCeKSSc3eAOc1lOgq2bZrF7i3TNugrDTkaqSEnshR3TrpWj/APKHD59q4yf7vrTk+E++ta1gFsm2NolpKWCkpKBoCDv5md6pkzRapBjBp2eNY29836M2zQV9JdPFa9e1EqV2vRNXflIYHVYPhaCDogqAIiTCdY8VVqz8kWG8UukcAXVQPCl/5R4bxDxOkEuqkeFX+ogDwmDseZtLzpCza3BQpli2CUIUYStzVWUnjoRp3UVwwu2lviC3rextVNtrDTVsEdZlhUKcUFEmdIGmx0FMPyT4dkKcjmYkEOdYc6Y5H+lRI+SPD/rF9SvrEumVeMCh9TAPhSMfe/QdGWWgodZePhREiSCqdY7kp9aFO4I/YXjLD7jaytrOMknKOG430NFen3ycCzDdxaNqfZQsFxtxRISOR1HYOxPCaHYbcOu3ari6CUlSQhKEgZWkAQlCQZAECKbyUo2iqXGSsPfJipIxC9u1qEW1uQkk7k9qPdVP5J7vIziuIuKGfq1ASdSpUrMcd8tB8YwG3UvMkrTmHaAOk7bChr+AsgQFKg8JIFVjNJUNlhm25HoHRC7Vc4G3b2VvbXT7Th623uOMqJ6xIK0AnUak8+NOu1uqvMNw175ilKXQ8tq1QtIZKQpWVSlLUkyZ2ArF4lgbQQhaEqaVAGZByyI7vChtngjalwc3OQogye+o80UrZXwJHqeA3yHcdxK8URktWihJkcBBjn7KvWs38k95kRi2IrIkNqymdcys6z3nXLTGOgtqUgnrASNe2dfGmPdD7JK0hSXAlRiAsgExpNZof8hilLirLvpZ1YD+Sa0W9e9cUNuC3Sp3K6soTm4KkJVJB1iOFSN3yr64Xd3ThUsqUGxqpCEjYJ5D058aKL6O2TilBWZpQkdhRSCkbTpBNWGbNtmEs5VITGhgyDvJ5zTsmRNUMwYJcuTIXynMsdZOdEgRvQixUCghPcda1VyiMqupQOyZIIUAPKss2sBQBEjXukUOK4k5yWQJ4VcQIJ2PDh51bfJOXmSR3eIofaOtpUpJEJUN+IPA0UQkpgq2SiQfE0lx1aNkcvGSs5cgKWlA2T2j4Dapra5KHesAzfVUN5B4xxNQtaJKzuvXwHAVUu7kNoUDOY7kGIPKgtF5QUk5M1Zw5PMDuzAR3UqwAvrjkv30qfZhs9/a2qZNKlXPLscmuqpUqPsU9ytiKvoXf+Wv+U0C+ThMWf76vgKVKrLsM/8AD+V/JpjvTqVKjEUx6aSqVKrFBJrtKlUIcIplKlQYUKuRSpVUIlJBBBAIOhB1BHIivG+lmGtsXi22gQjsqA3y5pJSO7TSlSrRgexeTsRKYBSTJGp2jl4UCvhrG/jFKlV0PTfEtPLJYSCZhIj1qthP7UUqVLzehll7G+a2qhi7QIE8FJI8ZpUq4fT/ALsfk0T7MHXaR1ihAGk6cwKoMHfyrtKu3P1DOjf6bOXD6mkhKDos6g6+nKqGJpHWenwpUq0R7HMl6xKgKBgcKL4YZW60dUgpAHIExHhSpUpD8npTLGI6KCRtmA8hQtCAp0ZhMSY7xSpUn3N+P9plhV+ru9KVKlTuTE8I/Y//2Q==










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En plus de base, j'étais sûre que mardi il n'y avait pas cours obligatoire. Et en fait, si.
J'ai l'impression que j'arriverai pas au bout de cette semaine. Elle me semble limite insurmontable. Et comme là, on a eu 2 semaines de vacances et que j'ai RIEN fichu, j'ai un retard de fou furieux.
(ou compote, etc)