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vQteFw/xCsNR1K7+2WP2aHQoLF2W4kZ1kkMqgI7AhVJwoxlsCL4bfsu+FvjfYeIT4Q8danPf+F7U6re2ureHRZmbT0ZRcXEBiuZzI0SneYmVCy9CTkDV1IptN7Xv5WbTfpdPXbRvZMyVGbtZb2t53SaXrZrTfVd0eI0V7zqX7MXw70v4U6J4zl+JPiOPQ9e1e90e3lfwem5HtkR/MdVviwR/MXGAWHORUnjn9iCPwX431iE+KJpfCfhvw1YeJdV1mTShHNCl4iGG3jtxMwkmZpFQAyqpwxJUDJj28Ov5Ptf8ilh5vbW/mu/L+eh4FRXsUP7Mej+KvhO3jfwt4p1DVtC0jVrbS/EEN3oyWeoaSLhtsM6xLcyJNGx3KP3qHcMEAfNVzXf2SNO8NftQ+Mvhrd+Kb0t4Xtb64g1GLR1YXrWtm90ytEbgeUGWNlBDPzjj0p1Yq6fRN/KKTf4ST876CjRm7WW9l06tpfin6W1PEaK9y+Jn7Kvhr4eeEtIvV8YeI76/wBc8IR+LbWBPCo+zxo7lBDNKl07R/MpHmGMpyuSM1V+Cv7Ig+N37N/j3xvp/iB4dY8DKJ20RtPDC/gADyOk/m5BRA7FfLP3Rg8nClWhFSk3pHfy15fz/wA9gjQm5RglrLbz05vyd/8Agni9FfQNh/wT61/XvhJ8L9d03VILnXPifqsmnW+kSW/lLp6KhkWeWbeflMWJCNgwhByc4rM+H/7LPhr40+JNa8NeCvHF/qni7TbSe6srO+0FbK01vyFLSx284uZH3lVZkEkSbgOdh4olWhFyTfw3v5W1f3f1sxxoTkotL4rW873S++x4jRXs+rfs6eC/B3wq+HnijX/G3iSzj8fQXUyw2nheG5Gnm3nMEgZmvkLjcMghckfwg8V1Xgv/AIJx6r4i/aK1zwDf+JtP02Kw0yLUdO1lLcy2mrG58v7DGoZ0KGcyAdypVuGxmnKrGN0+l/vjuvN+S1fS4lRm/wAOq67N9lqrt6LrY+bqK9O+BP7OyfFzWfG+malqt54f1HwboN/rRhGni589rRcyQOTKhjJPG7Dd+OObHwf/AGf9B+IPwP8AGPjXVvEusaSng67sbaazstDjvnuRdu6RsjNdRchkbKkdMYJzgP2ke/RP5SfKvvegvYz3t1a+aV39yZ5TRW18RvDFv4K8fazpFpdXV9baZeS20dxdWL2M0qoxUM8DktE3HKMSVPFYtVGSklJdSZRcW4voFFFFMkKKKKACiiigAooooAK+mtC/at8Iv8Bvhv4PufEvxR0GDwtZalZ69Y6PaQG01xLud5PL3m7TA2OULPExG4kDjn5u0fR7vxDqtvY2Frc317dyCKC3t4mllmcnAVVUEsSegAzXVeIv2cviH4P0q8vtW8B+M9LsdP8A+Pq4u9EuYIrb/fZkAX8SKzqqMo8s9r3/AAa/KRrRlKMuaH9a3/Q9t0H9qL4beH/hdrfgO4uviR4j8D6/eWMtvpeoWlsreF1jk8yeSzk+0vulblANsIIYljnitlP26PClr8HYNLudY+IXiLxv4b03UrXw54pv9Nt4byya7VIxGXF48iRxxiXa292DTcBQgDfPFz+zr8QbLw5/bE3gXxlFpH2U33259FuVtvs4GTN5hTb5YHO7OMd6o6j8GvGGj+DU8R3fhTxJa+HpFjddUm0ydLJlkOEImK7CGPA557VlOlBqSb33+633207vZ3NYVqkeVxW235v5eWy3Vnqey67+1h4c+IehfBvVfE0niq98efDrUEi1XUGgiuV1XTUuxPEPNecO00a7lAZQDu5YYzXM3/x38Op+3anxLtk1qXw3/wAJgniNopbWKO+EX2oTtHsErJuHKj95g4B4zgedSfCzxPDoOk6q/hzXl0vXp/s2mXh0+UW+oy5x5cL7dsjZ42qSc1a8RfBHxp4PsNQu9X8IeKNLtdJuEs76a70qeCOzndQyRSsygI7KykK2CQwIHNawUYVFNbpv75ON/wAbfN+ZnKc503B6ppfdFSt9ybXovI9Yg/aM8GfDLx/8QPGXhGXxTqviXxhHqNpp66npsFhb6PHes/mylo7mZpZVjcoowigsWJOAtbXxk/at8I/E/wAB6XpUPiX4o2lhpvgez8Ov4fFpAmmXl/bRjZO7/aziPzVjckQ7yIwOM8eLav8As8fEDw/o9/qN/wCBvGNjp+lxpLe3NxotzFDaI4BRpHZAEDAggsQDkYqh4f8AhD4s8W6bY3mleF/EWp2eqXh06zntNNmmju7kKXMEbKpDyBQTsXLYGcVkqFPlUE9rL0sml/6U7dbs0eIqJ81t7v1bs2//ACVeVkezfsn/ALWPhr9nfwnoK3MGv3eo23iiS91e0itYms9R0qa0FrLBvMyt5m1pGAKbSdvzDrXYRf8ABRTRvDljpmoaLpmrx6x4Z8eNr+j6fPBH9gGjixjsUsmlEpdH8iMA7Y2XPOTXzTB8IPFt1qWtWcXhfxFJeeG0aTVoF02YyaWq53NOoXMQGDkvjGDV/wARfs8fEDwhoU2qat4G8Y6XplvEk8t3d6LcwQRRuQquzsgUKxZQCTgkj1qpwpyk5t72+aVmvl7v4vuTCdSMfZxW1/xvf5+9r6R7I9O8IfHT4cfAv4yal8QfAsfjCfVljum0TSNTsLeG10qa4jeMs9xHcO0yRCR9o8pC+FyVwc0/EHxa+HfxL+Bfwt8Na9f+NdNv/AsWoRX/ANh0a2uorwXN4Zx5cj3cZUhTglozgnODjnzDxR8GvF/gjw7Bq+teFPEmkaTdOkcN7e6ZPb28zOpdVWR1CklQWAB5Az0qXQPgb428VeGv7a0vwf4p1LR8Mft1rpM81thWCsfMVCvDEA88E4pqnFJa/Da3lZOy/wDJnvdu/oEq1SV7r4rt+d7a/h007bs+iJ/2/wDS/F/hT4h2tzf+NfA1/wCJLrR4tEm8PxJdHTLDT4niSB3NzbuWZWGSOCcnAzisfxp+0D8K/iN8I5fCeqat8T/3vjZ/FFxqUmkWd1c36SWcUM2/N4gSV5FkcffUBgMmvEB8C/Gx13VtLHg7xUdT0GITanaf2Tcefp0ZAIeZNm6NSCCCwA5FSeL/ANn7x78PdLa+1/wR4u0OySVIWuNQ0e4tohI4yqFnQDcw6DqalUqd7p72+duW3/pK9X6jdWrblttf5XvdfJSforHs3jH9of4Z+K9C8DW9lqHxL8M33gXQbjTtNv7Cyt2nsrk35uIpFYXcZdfJeSNjlCGIYZ6Vp/Fz9uHw/wCLNM8UazoNz4x0z4i6tpWlaHHryWkNnNqENsQ91czyRXG6Kad1jBCBwEhUFjuO35+ufgv4xsvG9r4Zm8J+JofEl8iyW2kvpc631wrKWVkhK72BUEggcgE1gx6Pdy6sLBbW5a+ab7OLYRsZjJnbs24zuzxjGc0KjB6J9W/m3d/e201s+vQPrE49LaJfJJJfckmnv26n0P41/au8IeN/2g/hJ8SrmHxMfEHh1dKbxjutIW/tKeydM3ED+dl3kRFBEgTlQc81m+Bv2iPBvhn4p/GrUp38TtpPxH0XUtO0x49OgNzbyXVxHMrTRm4ChV2kHa7E8HA6V5T4x+CfjP4d6ZFe+IPCPifQrOeXyI59Q0ue1ikkxnYGdQC2Ow5pZfgj40h8ZW3hx/CHihPEN7Ctxb6W2lTi9njYZV0h272UgEggYOKfJBqyenvL/wAC3t92nZC9rUTTa1XK/wDwHRf8Hv6nqvxg+Ofw6/aU8UaD4u8WL4w0bxRDY21nr9tpdhb3VrrLW6LGs0cz3EbQPIiqrAxyBSMjd0N7xt+24PH9t4z8RGbWvD3jrVfFem+IdFNhDHLaWUVlbzQRRNK0iuGCyryI2DbOQN3HlVt+zV8Rr3SE1CHwB42lsJUeRLlNDumhdUzvYOEwQuDk54wc1mzfBrxfbeCf+Elk8KeJI/DmxZf7VbTJxZbGbYredt2YLfKDnk8daOWHR7P7ryUvzivusrIOeppddLeqUXH8n+Tetj0z9s79p7Qf2nbvwZf6XoMugXum6bIut26RqlrLfS3DzTywYYnY7OXwwUgsRg4yevi/a68GeEvh1L4Q0698eeJfDZ8Tabq+k22u2Vur+FLa3mMkqWri5lLyOuI8fukIBJ5YivC/CfwJ8cePNBGq6H4N8V61pbSmAXlhpNxc25kHVN6IV3e2c0+w/Z+8e6p4k1DRrXwT4uudX0mMS31jFo9w9zZoejSRhNyA+rACnGEIJQjpZ81vmpfcna3ZabMU6lSpeUtbq1/ly/e+vdn0nq37a/gLxL8cda8Uax4o+MGr6Re65Pq2m6PNYW32fR/MguoxtVr5gzKZowAvljaG74FWfBf/AAUe8LWOp/DaTVtM8QmTQNNudO8U39tbQvca4I7O5stPYI0wDbIrhi+9h8zHG7ANfKGvfDPxJ4W8UW+h6n4f1vTtau/LMGn3VjLDdTeZxHtjZQzbu2Bz2rQ0n4F+Mda+J6+CovDWsR+LWLD+yLm2a2u1KxmUho5NpX92C3OMj61l9Wo+z5Ps2t8kmvwT/K+xs8XWdT2n2vTu7/jb/I908BftueHPhNoPwij0yx1rWZPA1prGka7ZXttFa2+q2OoTSMwjkWaRlcIw4ZMBh1IHPH+DvjN4F/Z+n8Yal4DuPF+q6t4i0q50TTxrOnW9nHpNvcgLLIzxXEpnlEeUX5Y1ydx/u15x4M+CHjT4j2L3Xh3wh4o162jlMDTadpU91GsgGShZFIDY5x1xSeFvgp4z8cyaimieEfE+sPpD+XfrY6XPcGybJG2XYp2HIIw2ORWkqcG5Xe97+km216Xk/vdjKNWorNLZpr1Wia89F9yvsdj4k+Mfh7Xf2OfC/gVf7aj8R+H9fvdVcm0iNjNFcJEgUSebvDL5WceXg7sZ4zXs8v7YfgL4leOta8OXi6/beDviH4T0jwxqN5dWsEE2jXtikawXigTsskKupZgWQ7WPcYPz+n7KPxSkPy/DXx+2ZPJ48PXZ+fAOz/V/ewQcdcEVg618JfFfhvWdM07UfDPiGw1DWo0m0+1udOmimv0c4VokZQ0isQQCoIJFDhTm2m73f6W/LVeeoQqVKdnFWsrf+Tc35/5H1LofwD1jwf8AszeJtI+D15D8ZB4svLK61y90MAPplvaSNJDB9hZvtZeSQ7mYxBQECjJJIwfjz8cPBOlftDeN/HJtvGlr481nT7uxn8O3VlZ/YNMvLqzNrOWvI7l3kWNZJCE8hG3AKxUg143p/wCzH8WdNvoJLT4e/ESC5ld4IWi0K8R3fYSyKQmSdm7IHbPauX8afDHxL8NpbVPEXh7XNAe9QyW66jYS2puFBwWQSKNwB4JHeo9mpSd5XvdeeqSa7Waiul9L3vdvT2soxTjG1rPy0bafe933t0tayXv/AI+/aw8J+Ofhd4W0IeJfihptnofgdPDt9oVtaQLp2qXqLIySM/2viLzWjJJhL7Y+gJ4zP2T/ANrHw1+zv4T0FbmDX7vUbbxRJe6vaRWsTWeo6VNaC1lg3mZW8za0jAFNpO35h1rxXxd8KvFHw/vbC217w3r+iXGqxrNZRX+nzWz3iMcB4w6gupPAK5Bp7/CTxXH4/HhNvDHiFfFJcRjRjp0w1DcU3hfI2+ZnZ82NvTnpWns4Pmvqpb+fvcz/ABdn5aGXtprl/urTyvHlT+5aPvqfS8X/AAUU0bw5Y6ZqGi6Zq8eseGfHja/o+nzwR/YBo4sY7FLJpRKXR/IjAO2Nlzzk1w3hD46fDj4F/GTUviD4Fj8YT6ssd02iaRqdhbw2ulTXEbxlnuI7h2mSISPtHlIXwuSuDnyDwh8J/FPxB1S9sdB8NeINbvdNQyXdvp+nTXMtqoOC0iopKAHgkgc1Hrnwy8SeGPFsWgal4e1zT9dnKCLTbmwliu5C/wBwLEyhzuyMYHPapVGG19Wrb6tWS/FLfe92mrst4ipu1onfbRNNv8HJ6bWsmtj1fxB8Wvh38S/gX8LfDWvX/jXTb/wLFqEV/wDYdGtrqK8FzeGceXI93GVIU4JaM4Jzg456z4tft+Lr3hhL/wAGXXinwh4sn1i1lmS2YR20OmWVuILG0Fwk3mS7fnkcNGqs8p4+UZ8H8X/BLxp8Pra1m17wj4n0SG9m+z276hpU9stxJ/cQuoDN7Dmn3HwJ8b2vjiHwxL4N8VR+JbiITxaS+k3AvpIyCQ6wlN5UgE5AxxVcsG+a/Vv535n+P3LybI9pNbrW1vla39eduqR9AXH7WPwtl/aZ+IfjO2tPGWm6R8RvCl9pl1bw6XavLY6jdxoksiL9pCvCWDyZLK2WxjvWV8Lf2h/h18HPgx4y8K+HPEPxT0bU/FMelyf27aaZbxTJPbT3DygRpfKURo5Y0GJWJKsTjOK8a079nnx/q9taTWngbxhdQ38cstrJDo1y63KRMFkZCEwwRmUMRkKWAOM1o/8ADJfxV+0iH/hWfxB84sF8v/hHbzdkqWAx5eclQT9ATUKnTjHkTsrJb9IybS+Tf+Zo61Zu7V9W9urSTfzSRi/GbxFpfi34m6tqekXeuahZ38izm71hES+u5mRTNLIqM6qXl8xsBmwGAya5itzxr8MvEnw2ltk8R+Htc0B71Gkt11KwltTOoOCyCRRuAPBI71h1tTSUUo7I56nM5Ny3CiiirICiiigAooooAKKKKANr4bqX+ImgqoJY6jbgAdT+9Wvty58M678Iv+Co/j7x74j0zU9E+HtjfapNq+o39s8FhqFnJA6i3VmAWdpWZFWNdxY4IHGR8E0VlWp+0trspr/wLl/Ll+dzWjUUOa6vdxfb4eb8+b5WPuHx38Mr/wAY/AP4PPp/gXxjq13c+ANTgtdTsdQa107SVee6bNyRF8yiNskNMqsrYKtnBxf2svC994n+B3ijxP4v0DW/hx4/0CXTPD18gmcaN47ijARJLeNwPmiWFJP3ZaPaA3BYY+OKKzlh25Np9W/vk5W37Np9990jZYpWSa+yl62il27xT8tkfUrWWmW//BOL4c3evaD4j1WxHjPVRDJp1+lksLNHbgb2e3mDBirAAbeVbk17LqJuNV/4KtfEb4ca5pM+oeEfifB5N/p8wZPOWGxFxb3EZAzvSSIhWHqwr89aKqdHmk5X3Ul/4Eor7043/wCGuRCvywjC2zT+6Un/AO3W/wCHsfdX7GnjvVvEmk+PdW8aWVyPD/xR8V2vgvX28hli0yOWzvI41xj90sMstqo3Y2hVHWuxsfBVxpPwm+HvgfRoW1C3+FPxg0bSbu6tELxzXTRb7uUt2UXMrRgnsEHHFfnJRSdC8+dP+T/yTlt+Uv8AwJfyq9LE+44tXvzf+TcyfTzj/wCA/wB5n31qms6f8d/D/wAW/FWpr/YPxW8E+FtW0TxLZSxGB9esyuy2vduB+9TakcmeoKNxkCqXxx+DuveL7bwTFo3gjxZdazd/C7QIoteN+YNDtPKMUrJOvlBH4jK7XmYFnT93kAj4SoqYYZw5eV7W+9Kf4NyvbptttdTGc7k3He/4uNvWyjbz33Wv1r+3Joz+K/hTd+Pdc0HxB8NfHGs+Jksde8N3c0hsdemigkP9pWscgDqqFmQ8sg80BW5OdS88K3/jf9lx28Y6BrfgfWPAXgVJPD/i6yndNJ8R6fPh49NmUjY0sguGXMbbiwcMvynPxtRQsPam6afp5e7bTX102s+W1tBfWl7RVLdLPXf3ubXT013ulK9z6x/aC+JGq+LP2GPAPi6TT2TX/GDS+Ftf1pFbfqNpprq1rG56Bn3LuOcv9kT+6RXsn7YPge88Tad8aND8LWWrJ4x1DTvD2p6rp12vmrrGkWtrETNYIEUh4ptokBMh2qdpGSo/OqinPD817O123+Kf3XWvdN7PUKeL5bJq9lbfz/NLReaT12P0G+Leg6t8Cvide/Gu+0HW5bPwn4J8PabpUsWbUtfXNlFC0iSvFIg8qMTZyjYZ0BwSKq6f8M9Jj/bQfxjpUKaNZfG3wVe6t4KupiEisNcu7YhoBKQFEqymUKRggypjkivgOlVijAjqDnpmiWG5m+Z78y9IyTuvW7un5WFDFciiktuX5yhaz9LKzXm2fTP7N+ha78GfhP8AG+18faRqejeGL/wzLp/2bVLd4Bca15qfY1iVx80yHzGyuSqhicCvR/Evwy8QeMv2mvgV8Q9K0m+vvAmlaB4cub/xDDEW0zT0skT7UJ5/9XE0fluCrkHIAxkivDND/b28aXcAsfG9toPxR0MMxTT/ABTZC6+x7sbjbTKVmtzjgCNwgGPl4Ary74ieMrfxz4le9s9C0fw3ZrGsNvp+mI4hgRemWkZ5JGOcl5HZie+AAE4VHNSdrq2vTRSWq3v733JLoHPS5HFXs76ddXF6Pb7P3ts+xfDvgK88dfsr/BSbT/BXjPxZcXGq+JYrC40S+ezh0+SadUjlndYmIQN82fMiGI3ySMisj9ofwbqHiH9nfxDqvjTQNZ+HvjfwRpOleHxfQTuNF8d2YkjWKKNGABkRI0lzEzIQhYgcY+NKKHhuifW/4+ttm09Nb67IuWN5pc8o66/i79r7266W0aufSnw9+H+vfEL/AIJqaxa6Bomr65dRfEa3leHT7OS5kVBp0gLFUBIGWUZ9x61738IS2rWWheDNRs7zXfG/hf4O+ILTX7WykBv445pQ1pYM219s0cRC7CrFDIAVyCK/PCirrUPacyvpL8/Zun+t/wADOjifZ8jtrHz3/ec//A/E9U/aH8EX/hzxl4Tjfwv4k8KQ3+kWosdN1u9e6vgqSPCXO5UKK8qOyqERcHIUAivZf2//AAL8Qvhv+1x8UfHum6TqWj6RbzW9sNZnsgqN9ot4owLaWRf9YcN80R3KA3I5r5GopypN8uu3N81Jxb69lb57dCPbLVW/lt5OKa7fP9ep9SftD/DHX/jB4H+D3iL4X6bquvaBpnhe00p4dFieeTQtVidmuRMsYzDI8jCUOwG8HcCQK9l1zWtK+Knjv4+z2tlceJrmD4baXb+JG0OdUOoanFLbfanilEci5BQgsEYHy3Iz1r89qKmpQcrq+7k/nK/4a7dbLsVTxHK4yttyrffla/HRa9LvTXT7Mh8X6Hc/sPW/i6bwx4xvPDmmfE5pbOK31x0uNLRNNt44fMuTGzsqbFVdpiwQoDLwK7vRLATax8P7S5l/snxD4s+BZ0nwpqd4xgjOqPJKRGkzYCyvGzKGyCPNH94Z/Piiiph1LmV9H+Xs3D79b3+TuVTxbhZ22X/t6n92lrfNWPrz/gn/APBT4ofCb9rjwVYeIvC/i7w/oVzrb+dFf2Utrb3N1HZXe0oXUB2CNLyueG9CK8j/AGlfh9e+EfB/hWZvBnjDwbYGa+tEi8QX7zy3s6yJJJLFG0UQRNssa5WMBipyWIJrx+iq9k3NTb2/rv8AnchVoqDglo/P18v617n6OfETTLNvh9pdz4tgFjrX7Ndppeo2cF2hQ6rZz6VB5ES5HzganEqnHADMPasn49aNrHwU/av+KXx01HRNbnt9EsdKj0qWI/Zi97fWcEbSpM8UiYijE+SUI3sg4JFfnzRUewlz86lZ69NNbc3zlbXz1L+sxcFCUb28+3w306a28tD9DNC+EUVx+0x428c6JoGq3PhD4t/CzVPEdna2QxIJbiFPtNokmxlEomLY+Q/6xflPSobbQYNV+IWnXunX8cfh/wAV/CqXwp8NtavWEMlnqEcex7K5mOFS93faI8/KMSAKBnFfnzRUvCJrlT0s4ryXvpfNKdk/LzZaxrWrWt+Zvu/cb+TcLtefkj6d+Efh7XfgJ+zT8Z9I+I+kanoGka/p0FppOm6tbPby3msJcKYpbeNwC3loJC7qMBdoJ5AP0vYX1r8Yf2vvD/gjxhG+geN/h7c6brHhDUriMxHVtPW3hkutPZsfPgiWSJueQ65Hf8y6Kqph3NuTetvua2fqtvOPu7GUa6jHkS0169HuvS33S97ex9LfHT+19P8A2BPg7cW39pQadeal4htbuSPesM6teQOschHDAtFuCnqY8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Author(s): Toufic Maatouk, OAM
Language(s): French
Publication Date: 2016
Publisher: Antonine University Press
Co-publisher: Éditions Geuthner
Number of Pages: 288
Cover Type: Paperback
Book Dimensions: 17 x 24 cm
ISBN: 978-9953-552-65-1
ISBN: 978-2-7053-3964-7
Availability: Available
Price:
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Summary:
Le corpus traditionnel d’hymnes Syriacs monodiques modales de l’office divin constitue le noyau générateur de la liturgie de l’Église maronite. Ces hymnes s’inscrivent dans la continuité du syncrétisme qu’a réalisé Saint Ephrem de Nisibe au VIe siècle entre la poésie prédicative chrétienne et des mélodies populaires de caractère dansant rural et communiel. Ce métissage esthétique a marqué de son sceau la facture musicale des chants Syriacs et notamment leur morphologie rythmique. Celle-ci se marie de diverses façons à des mélodies-types de nombre restreint que l’on retrouve en sous-jacence des strophes de tête (rīš qōlōs) des hymnes maronites. C’est à l’étude de la composition musicale de ces rīš qōlōs dans une perspective grammaticale musicale générative que s’attelle ce livre. Il part du matériau musical de référence que le Père antonin Maroun Mrad, maître de cette tradition, a enregistré vers 1967. Cet essai applique à ce corpus la procédure d’analyse et de modélisation sémiotique modale que Nidaa Abou Mrad a établie pour les monodies traditionnelles du Levant, à partir de la théorie Arabic de l’arborescence grammaticale modale, de l’analyse schenkérienne, de la théorie des vecteurs harmoniques (Nicolas Meeùs) et de la grammaire chomskyenne.