3
Analyse grammaticale
0
-1
SAMEVALUE
0
...
0
10
20
3
Donnez la classe du mot en bleu.
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
Analyse grammaticale_98501735.jpg
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CC de manière
COD
COI
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3
Donnez la classe du mot en bleu.
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W/4R3wf4Zk8WzanqH2We7+zI9paQofLgR5Wy8iDCqcbs8AE18av8CvEPin/gnZqf7WtrZ+b4Z/4aruPjVCTLEJZvDiXbQPdeYXEw/wBIV18sw+dld3lEEGgD2j4kftHfE79kT4E/8FFP2f1+K3xK8S33wS0/RPEvg7xrrPia7vPFkMWpQWkk0Ul/vQhY8wbFhijCtLcZZty16N8D/wBpX4jar/wU6/Y/8P3XxA8bXOheJv2W7PxBrGnTa5dPZ6rqTWly7X1xEX2S3JYKfOcFyVBzwK8ln0Bf+Cjfhb/gp9+0J8OVTXPhz488L6X4f8K6kyiA6xLpOkwvet5dx5U8OzybZsSxKGMw2s5jNcz/AME7P2ufAX7Wn/BV79k+TwLrX9tTeA/2ZU8J+Iofsdxb/wBm6ra2NwZ7XM0aCXZuUeZHujPZjQB7F/wbPeGP2pv2gYPB3x4+JHxiu/F3wjbwzq3hmz0XUfFmr6hql7qCatJKt9eW9wGtnlXM0KzLJvEMcCbflJrrP+CwP7R8fxN/4KZ6d8EdZ+Pmrfs4eE/BPwqv/Gg8RaP43Hg++1vWbi5WG3057p3Mc8JWKOTyPLWT5ZmViAAPVP8Ag1VIP/BFj4cAHc39p63x6f8AEyuBn/PrXiX/AAVH8N/CX9lH/guH4T+Nv7THhzwnr3wF8ffDibwxHd+ItBTXrTTdbtpzMqiyWK4md/JCAS+SqgXLAP8AKwIByv7Gn/BQj4j/ABC+M/8AwTr+K3irxxr1r4P+LXhbxP4H8Xaa+s3SaLNqGkG6itr64ikmMZvJm8omaZ3eRUYqiEAVwnwC/af+Muu/Ab9izx9qnxQ+KJb49ftLXV7eW134kvtr6K95Hax6ZsaQ5sQLYsluWkjzK5B+bA6z/grf8V/AfxK/4Ip/CP4//BDwb4f8H+B/h38Vr+58P2Ph60TSYZ9MTUdV0v7TCFhhe1F4yQXDxCHcplCuGKF60PjV8KH+CP7NX/BI3w7NFDb3Vn488MXF5DFGqLFcTxW9xMp2EqzCSR8uCd5y3egDn/2F/h1J+yD+1X/wUM+NcPxK+LWrXX7Pup6jqFvot94hM+keLpn06/eJ9XgCobx4n2+URJGUwMHOKm/4JZftlat4M/bp/ZXjj/aM8QfGi4/aY8JazJ498L6r4/fxFaeANTW3XULaK1tPMB09wyeRtuPNcKJ0X+9Wt4cXS7/9tf8A4KS/st6jqv8AZfxZ/aDQ3fgbTPszzf22G0S8uiPOX/R4f3ckR/fzR/f6ZBFan/BGD9rT9kjw3bfs3fCfS/hb8Mf+GqrW4n8MeJpofCSQax4fuLGwvzc3/wDan2Hy7iSQ2iKwjuMn7YTvcI24Ah/4Nn/Dv7VH7Ry+Dfjn8RPjJeeLPg/baLrHhyPRdQ8Wavfarf3ovmdbu6gnD20jxkvEsgk3LEka7eDX0t/wWu+MHi/xX+0P+y/+zj4P8W+MPh+3xy8U3UuteIvC2qTaTq1np+nRRyTR211Ex2O6zH5XikRgi524ycf/AINPyo/4IzeCct013WSeP+nyT/61ZX/Bdbxhpf7KX7cf7FP7RXjC8/s74d/D/wAV6x4f1+88p5v7PbUbAeVJsiDzSYS1uG2xxNny8FlLLkA+EPgX+0B4g/4J/f8ABPP9srRfCvjHVLfxB4h/aIn+G9p4w1/VpE1G088yRSapNfRvE6XawwyzG4AOJMuUIyB6tYf8FCfEv7JXwt/bw8C/C342+Iv2hPDfw/8ADGjeI/BPjPWfGMvizV7YajHa2OoD7fbzIirayyvKnkKvlFSzsxBU/O9p4Eb9s3/gmZ+2F8Q/ANvD4y8O+Ef2kJ/il9lmVbWPWdEijuJJWYXJQoDbXBkKMjSELs8sscD9FPgX/wAFHv8AgnXqnhr4o6h4L8C/CHR/hXofhSyuPH2uaf8ADaS0hK3WoR2cOnXFkNNSW7jaeWJsqsiA4JUAbgAekf8ABCWx8A+IvhBa+MfDP7UHxW+OniTxR4X0m+8Q+G/GnxHtvE0ng24mjMjJ9ljy9m5cyIRIxJ8kLklTXnf7Yfx/8eeGP+C3PjzwlpvjbxdpvhWz/Zf1XX4dGtdYuIbCHUUurkJepAriMXKqFUShd4CgZ4Fee/8ABAHwp4G8Z/8ABVD9rH4nfAm6026/Z+1m30uw0c6TpB0LT47x0SdrZLBxHInkZmAcwqrbmKkbsHU/beGP+C/XxEz1X9knV8/+Blyf6igD53/YI+O/xs+HXxF/4J2/EXxR8Z/id4wj+P194h8P6/oOp+Lr/UNHuLW3Zbe0uGtpHG67/wBJld3keRd0UBUDaQXfGL9tb4veJPAHx0/bi0n4ofELTNJ+Efxyh8H6L8PrbxJew+EdS0O1NpbFrjTFlKyXEqzwu5S4SJ5fPbaBtBzf2fsf8Kq/4I47vl/4qbxFg9cj7dBXEfGPSp/h5+zt+0Z+wDIvm/G/4lftBx6v4T0sEKuo6NdtZXEF6JBm0hBhtkfyZblJB9oIIDIQQD2T9vz4hfGL4x/twft9L4f+N3xW8E+Bfgz4D0Hx1odn4b8Y3umyW+oDQ7WSK3jRC0S2U4nvJblI9jyTpasH4fPp+s/tI/EX/gpN8Vf2HfgevxE+InwxtfH3wp/4Wb458Q+BteudF1m5b7BNBDFDdb5Q0Zuot0izxtkEESbjgcL+0fpa6P8Atf8A/BWmziCsln8HfD8I2rtGF8OQLwO3IHFc/wDCX43eF/8Agnz8Zv8Agnn8fvidqn9gfDDXP2fz4Ju9V+zTXX9nXMML3SnybdZZ5PMa4ijwIgq7txY4IABm/wDBPDxV4L+G/wDwbvw3/jL4mfHjwEmn/Fy6TTY/hJ4ig0vxn4ru5ZI7RNPthKR9rDC5894VIYi18wZ8vB89+Onxh8S/tN/8EG/2ufDviLxV8fPL+BfxR0mfSE+IGpS/8JRqFlc31vbJp2viRn8zymmabyEEapPBbuM7CDyn7OviLS/Av/BKT9lH4neJjH/wrHwL+1I2p+KZ5ojPDb2bPExne3UNJNsjjlIRI3YgkAAnB9CvPENv+2X/AME3f+CqfifwDJ/bWi+I/HeneKtNuSDb/atNh1CK/wDtG2YRuv8AosDy7GAcfd2l8KQD6z1HS/F37Fv7bf8AwTt+G+kfGT4yeJfCvjCDxPqOvjxT4smvDqq/2bbSxQXO3y45YLdifJSRG8oE4PevnPwV+298XdQ+GPgn9u+X4ofEJdL8W/Hf/hFZPh3c+I73/hDYvDM0D2YK6Z5u0XqOjy5Ny0AkVW2kgivY/F37UngP9s//AIKIf8EyfFngHWF8Q+H2g8V6RM7WU9sqXUGk2sVxDtnjRm2vkbtu1uoJHNfKXgDRZh+zH8Ov+CebL9o+Ovhf9ogXd3pTEbRoEMMl++qeYT9jx5TOfswuTL8p4JO2gD0L9uz4jfG7xf4u/wCCivibR/jp8XPCej/APXtBu/DljofjS/sFt5bmQwPbCNWKrZmFpmKRmMmVISSQGFev/tp/tqz/ALTX/BRb9nv4ffE744ePv2aPhj4q+DUHjl/EHgrxkfBsd3rF8BMY7q5uJXge2RLZo4l2mRZJSu9gxI8t/akGfhz/AMFiO3/E78KH8BNJn+ldf/wVz+P/AOybef8ABJTw38NvHd94RsP2jW+DHhu68KX914IuNR1eKJYYLqG2g1BbcrbpOY54j+/UIJnZgQSGAP1m1Hxzpv7Nv7BMniXRvEmqfEDR/AfgFtTsfEF9qC6re+JoLTT/ADI7uW5QotzJOkQkaVSokZywIB4/IX4C+Nfivo3xP/Yh+I+sfGj4xale/tDeLdTuvEXh6fxfeTeHoLaO9T7PBb2rHKx+TKoKSPIuV44HP6WfA79m7xhD/wAEUNB+EuvxTW/jqb4Qp4XubeW4iuGtb19KMHleYJDG2xjt3CTYQPvAV+S/7OH7U3hH4y+Nv+Cdfw50zUz/AMJt8K/Et/p3iXTfIn/4lsj3cC2581o1ik8xIWb907hc4JB6/u3hRltHE5fXmoKclOXPpe1P6vWkm+y51HX+ay3aPLzCpKMrrbS3rdHVfGn9r/4s6V+wf+2DrFr8TviFb6t4b+OY0nRr2LxHeJcaTZ/apB9mt5BJuhhxgeWhC44xX3J+yb8Y/F3iH/guT8TfC194q8R3nhbT/hZpN/aaPNqU0mn210/2LfOkDMY1kO5suAGO5snmvy+/b8+Lnhv4JfDz9tD4N6xeLp/jjxR8aT4m0fS1t5GWaxeaScOJI1aFNsUkZ2s6t22gggfpB+xovl/8HAvxY+Xd/wAWh0fA9eLD/P419xxdk+X0str16VOK5qNSUdv5MK0185TWnXm7M56NSXtI27q//kx+oNoMWsf+6KkqO14to+d3yjn14qSv5RPcPk7/AILc+Pte+Fn/AAS3+OHiHwxrWreG9e0nwvLcWOp6VeSWd7ZyB1+eOWMq6MOxUg9a/KTX/iL+07+yj/wTn0XxJ8Y/jZp81r+1xrvgHw94f1mHxhqzSeA9IksJZb2/ae6ZBYXTRpbSSzRmaMv57MpG01+o3/BfU4/4JDftAZ4/4pKYfm64r4h/4KcfBC7+IP8AwQm/ZB8cLotn4o8PfBiHwX4x8VaTdiH7Pd6PDpUaXQkEpIdNsiqUWOVmEhARgDQB4z4i/wCCpHib9kz9i39vPwF4B+M3iH40WHgDUNBtPAPxD1XxbL4i1YQa/EltdOupwzoN1qscrQG3VRDcklhJkgdd4BsPil+xd/wUV+Mvwvuvj38evHdjpf7L+q+MMeLfG93qjafrLLEDNb58sR+UwPlvsEiBm+bJrL/4KFfE79mf9u7/AIJl/tPaJ+x74F+HtjY/DzRPDXi3XtZ8NeFE8MtqgTU7pp7SWKW1tWYW1rbSXAfMgfzSiKH+9ofAz9qTwR/wVU/4Li/FXXfhLqS+IrHxR+zLqHh8IbWe1VNQea3R7Y/ao4SwVpVG8gIc9cZwAJ8UP2s/irpv/BA39h7xjB8TfiFD4s8XfFrSNO13XIfEV4up6zavLrIe3ubgSeZNEyxRApIzKfLTI+UYpftB/EbxD8Jfjr/wV18ReFdd1jwz4g0jSvB0tjqmk3slleWT+QRujmjZXQ4JGVIPPvXzPq3/AAUB+FPxO/4JCfsY/APSPEv2j4u/D74v6VqGveH/AOzrxPsNsl1qse/7S0Itnz9qt/ljkY/venytj6A/bCx/wsL/AILDBfmDaP4NAPr+5NAHTftZ/tY3v7Q/xR+GPwl8XftHeIvgT4b8I/s32njafXbLx+3hfUfGHiW9ggEVrdXEsjJeRmNUfyyizZkuWDMGFcX8Vf2x/wBpL9vjwJ+wLY/CX4lXXgnx18aPBXjHRdSeXxDqmm6Td3dnDLZPeXBtpJJXuIlglmhlYSMlxtcgDKjY8Z6H8H/2Qf27PgH8ZP2nfDPhHxD8Cfid+zro3h6xvfEfh9NetdL1y0ispCq2SxXMzSCBIwJvJRQt6yhzscH0TTPi98Pfjt/wUz/4Jt+KvhT4T0DwV8Ob+T4kRaBpWi2S2VibWA3cC3McCwwiL7T5ZuChjVla4YNuYFiAeW/tifHHx3beN/HfwZ+I37VXiD4T+L/2WfgbYPZ3nh/4mXGgzfEfxhLpkN0RM87eZqSHAA2xw3BM467816BrX7Qnxc/4KSfto/sj+HdL+KPjb4a6P8ZvgXJrniyHwh4kvdHSC6U3DS3FkqvKq3AnhRFeUOwi3KTuxjQ/bBsvgL+w9/wXe+KnxA/a28MeCdS+Ffxw8GafeeEtW8SeF08SR22qaXFp1lcWkdrHDczIzx5kM7pEuF2Df1rpPgh8S/C/xi/4Lb/sd+K/BPhXSPBfg/xB8C9TvNH0TS4Uhs9PtXuL3YkSLHEqqRhtojTG7GAaAPlP9jr9tz4/ap8L/wBiP40eKPit401KHXPi5b/Ci70QeJtRm0/xHpLTYkvdUt5JcXOpeZc3CiUyGPy4LQGPKNnrP+Cgn/BRXxFq/wAWf2oPi1pv7RWs+A/GH7OPj3SvDPgP4W2vj6XS9M8aQ2Goxx6jJfaQs3mXqvvdWaB4gyRuHVdprxX9lU7f+CXf7AfOf+Mo4v8A0sjOf8+tfQyeK/2Zf+CZf7dv7ZOk/tb+Afhz4h8QeNPFE3xG+G83iTwlHr8viCy1CW/lNrG8drd/YlWaNIy0zIWMm/y1CmgDU/bk+J/xg/aF/bd/a4Twz8aPid4F8F/Dr4G2fxL0208O+Lr3THtr2HSYrqKOFI2aJYpmaU3AXaz4TDjk1yf7QHg3Wv2/vi9/wSx8UeIPiX8U/DOvfFLwnqekX994d8QvZ3GkzWMFu76hYyOJXhvrkzFbidi5lSC3BC7OfQPi9qVrrX7af/BRW+sbGDS7K7/ZTjmhsoABHYo+gqVhUAAbUB2jAAwvQdK4O8+I+i/sx/sx/wDBJn42+NLz+yfh18P11mx13VPJe4+xNe2sJh/cxK8z5FrOf3cbY28lcjIB+pf/AAVm/aV1L/gnt/wSp+JPjrRLjUNS1rwjoNtpun3d9I011Jc3M8Gnw3Ero8TFxJOsjurKwILAEgKfzG/Zx+GusfsL/wDBZz4Z+IPFnxF+JXxQ15v2Xp/HOtah40199buLS6IvZJ7S1llWN0s1eBmjic7gZHJfLEj9Cv8AgvD8Pbj9q7/giV8ZbbwrJ9sTUPDlp4ptJ9oj860sbu11OQ4lKFcwW5ODhueFZhtP5z/CH9pbwN/wVY/4K7eCYfhl4gN6NQ/ZTvfA+qP9iuIv7G1d474SwYuEh87yvtUZ3piN88OOcAEP7AP7b2vQfH39lvxzJ+0dq/jbxV+054g8R6b8RPh1H4/k1LSvAZvrySTT20/S/N8yweMFQDctLtLEIGyDWn8H/wBqn4w+Nf2Svgt8CZvip8QF+J0P7U158PvEWuHxNe/8JHcaRp7tcXYkuPMM7IEnRT5kflgRKGRQoJ2/+COX7Rf7K/wA8HfB74I+LfhL8Mf+GxvCvjmfwXq9vL4Vim1jT76LVLiJr3+2EsngeSBVDKEuSTsAWTpSfA/4N31t/wAHYuseDksYY9A8F674g+LLRr5Ytr5tW0Gxt93kZ2pKly+8y/M7sSxVeWoAwf8Agqj+2pp/7KH7Z3ibxZ8Lfix+2Z4013wL8RNKm8R23/CTrqPwh0xpLlZbnRJkt5UeJ1AeH7JIy4dJEbOCa9J/aI+OWl/tQf8ABbf44fC74xftQfFj9mHwj8OdB0a38JDwt8R08FafrTSRpPcST/ameOe5drxdjQou6KEbuUyfiH9sv46eE/g1+z3+198DPEl3HD8ZfEX7SknilbNraWWe80k3Ebx3D3KI0JGZCRG028GZjtHzZ+rv+Dlvx9+zT+1Mt58JPh5N4Tk/bFh8c6Jp4ig8HS2uta5JIFtI7GTWZII4VRUuIJAXuCg8lF4wCoB6B8I/2XYG/wCDlz9orxBc/FD4xaZbeBvD+leOJYLDxIIYtWRxDM2l3amPE2nRhtqW5KhVVRv4zXhP7H//AAUm8Rar8W/2aPjtdftDat4j8bfHz4t3Xhjxd8IW8eS3mh+E9Kv7yeyt5otEM3m2nl4SRGmkkjUPAyq2QtfSh8f+H/2af+Dhn4keEfiTr0mg6j+0T8JtB0HwncyWs182qXr7bHB8kPsJmtrj5p2jH7r72GVj4J/wSb+M37Lv7Evw48C/Aj4tfCn4ZX/7YXhf4o2vhBLa/wDCsV5q7yXmvwRxaiNXSzmgV7SG6aVEFyWP2JUV0LrtAPMvjv8AtEfH7w58EP2pvjjafHL4p28fwL/aJutH8MaLD4z1FLC/t5dQQT2N/AHHmWUUcVotvDFJGEE16CCHTH1Zb/snL8X/APg6k8TXUfxQ+MXh2OH4XWHj9P7H8R/YzOI9UsEGjy/u23aS/DSWv8T5O8V8h/tNnf8A8EiP+Cg20bR/w1JdkY7f8TC3wK+6PG/xt8M/sY/8HKPhTxF8RNS/sHQ/jB8FLHwZ4bufs8t19t1WTWLRY7fZAsjpuaPG+UJGN3LDHIB7h/wXz/aa8afBv4DfDH4efDzVL/w/4s+P3xC0vwFFrdlcz2l5o1vcOfMmtriB1khuA3khWCyDa0oKEkV88f8ABQ/RvGn/AAS5/Z08P/Cn/hoj4nXWh/Hv4v6Loy/EPxp49nk8SeDtA8iF9Rki1PEKWbLPACG2SRCGabeNz8eu/wDBx94J1jSfgR8FfjJY27XWlfs//FXRPGfiBFmWFodOjmKyThid5KyGFNsSSOfMBCkKa+cP+CtH7Wvw8/4Kf/s9eBPjh4AstP8AiJ8F/wBmf4zaLc+MHvrR4bXWNIeGCW9aW1vIY5TGjyRW7QrDOZROWClVYUAePfGn9vPxt4D/AOCYv7aXgnwD8fPG3jiP4JePPDg8J/EiDxvPqeu6hpuqXS/I2qwyjzFH2eWPEKxoMuvzc4g/bn/YF+Pvh7UP2Z5v2hPjh4o1bxT8Uv2j7RdMfwZ4y1Gey8LWGpGzKSWBvoRJa3VrIkv2dl3pEr8biTXT/wDBUX9qj9lz9o3/AIJLftNWf7LPg3wFonhbw7P4Kl1jXPDXhX/hHP7Zup9VudttNbtaW8jfZ1h3LI29T9scDaVbd9Xf8HCmox/C/wCG37IfxT1Zvs3g/wCF3xo8N654husFv7PtFYMz7FzI+0REbY0dju4HqAeB/wDBbnxDon7Kkl14T8I/Hz9vLxF8VfBvw0S5+zeB/G8d5o+jJZxLFDqniVIilxC0zSRyTXG1Q+8MMZAr1n4bftrePvjn/wAFN/2R79vFHiDTNB+JX7Okvi3V/D1nqVxDpFxqMlvPIZza+ayNIh4R3LOAq/McZr5I/b7/AGyvhl4K/a5/ba8Uatr0clp+078C9EuPhReyadcvJrNlPpUUbRpiIvaI8lu8jJcCHLRAlc7TXrX7Gx2/t+/sCnb0/ZRx9P8ARJqAPiT9nT9q39pDUf8Agk743/aL1D9oL4wajqfwh+JWl2ekWVz461SaDXBc/ZDd22qRtJuntVCWvkxpKmPPvtwO9a+5v+CuP7YV38Zf2zPj14Nf9o7xN+z9Z/AP4VprPhKz0Px+fCl1408Q3lnHqENtOnmML1Fj8tBHCscwaUAEhg1fn5+zcv8Axy3/ALRC9/8AhbmkAe+Y7Cv0C/aPtvgL+w//AMFtfiF8Qv2tfDPgnVvhV8cvAOl3nhPVfEnhdPEcVnqemW+nWNxaR2scNzKjNGC5mZIlwuwb+DQBi/H3/gozqX7ZX7RP7GXhP4m/GTxx+zn8O/iT8In8Zaz4s8D+LW8IQya5Ms4eC6vbiaSE20baeEjR1aVXvEBY+b8v69fC7TtM8H/sdaTb+GfHGr/EHR9P8LD+zPFuo6ymrX2uxC3JivnvY8LPI64fzlwGJyOtflJ/wVW/bM/Yk+Ln/BLu38Pa1o/w7+HfxP8AFHwvbXfhlp0PgKXUJ9LtXkmeztrO7iskjs0uJrd4/vxCPzSzrgfN+gv/AATg+GHiL4Nf8EhPhj4V8WRy2/iLRfh/Hb3lvJOlwYD9mYrHvRmQhEIUbWIwBjHSgD8jP2Fv2h/2t/gh/wAEyPFH7ZPjT4uf8Jn8PNJ+HOpeFfDui6t4p1nUdQuNYm8SJbQ6hfQSusLSo0s0SzRziRYEgUKSCD6D+yr/AMFA9R/4J6fFzxxonhf4/al+0t4fm/Zyb4hSya/44bxlF4e8U6eJjJYQGOaJLe1bfl4SPPKLES64roP2M/2YfEn7ZH/BnjP8PPCMH2rxNrEWo3en22+KP7TJZ+KHvjHuleNF3rbFNzMAN+ecbS74I/Hz9k39uv8AY8vPg/8As8fDL4Y6f8evGnwQ1dNeuNH8IJpGoaFfJpUKvZteyWdul1511KYmkWcJmPecqQQAcn+xXd/Fr4Q/ti/8E89a1z4//Hrxgn7Rejat4j8UaDr/AI4vNQ0RNti01tHBbvtxGFmRisplw6Aq2ACafhP9vr4uX/8AwT91DwJb/EPxtceN/jV+1XdfDGw8SS69etqvh3Si9mSthdCbzbdlcxqgVZIwks48vLCuV/Yo/bZ+Hv7Vv7bP/BL3wx4S1r7d4k+E/hTU/D3inT/slzH/AGXcppIij/eSxJHL5ggZsxFwvQt0JwfBXgLU7L/gnm/xms7Xz9J/Z/8A2yLzxj4hCyJG1ppsbWCyzBid52yCIbIkkcmTIUhSaAPcPit+078UP2Vv2VP+Ch3wIj+KnxI1/VvgO+g6x4Q8a6r4mu7rxUltqb2zyRyX+9GGxfLCrDHGqmWUEsGFdd+xR8Z/jJ+zP/wU68L+GvEXxH8dfExfip+zfH8SLrRta8QX2s6dpusFpW2afBIyeVGfsm0Ah5D5jDf83Hifx31Wy/am/Zc/4KeftNeE5hqXwv8AiR/wjOg+FtWMZibVP7Oe0juX8qUJcQgEwfLLEmfMGC2wmvdvBPirTPAn/Bc39nLWtblW30fRv2QbW+1CVo2lEMETX7ysVUFmwiscKCT0AJoA0v8Ag3e+Kfh/9r2Hw78WvFn7VHxS1r42atfa5Jqnwl1L4lR3Ph+FGnuBG9rosrPdLbxW7wshdyEeMkfKq1+vmcgdfx71+Ff7OPiD4B/tAf8ABwf8Nvih+x/J4Zb4d+A/hxrN7410fw14WfwnZ2ZS2vII5JIpYrf7Q0017aDMcTlTChOQuU/Ur/glZ+32f+Cmn7Ffhv4wf8In/wAIR/wkF1e240j+1P7S8j7PcyQbvO8mHdu8vdjyxjOOetAH0VRRRQAdVKn5VI59xnK/z/T3oHy9/Xj+6Tz+oOat/wBlP/s/rR/ZT/7P60AfDP7d/wCyF8RfjL/wVd/Y7+Jfhnw//afgf4VzeI28Vah9utof7M+12cUUB8qSRZZd7Iw/dI+3HOAQa+2x/srt3ckZz14P9Pzq3/ZT/wCz+tH9lP8A7P60AVc7vm+83UH1xj/P40hT5Nu7axIYjHTv/wDWq3/ZT/7P60f2U/8As/rQBV3Erydykg4x+v8An1pG9d2/kZOMYweP1zVv+yn/ANn9aP7Kf/Z/WgCnt2n7uNw2lc9uuM+/WnZwPvcemPqM/jx9Ktf2U/8As/rR/ZT/AOz+tAFQHp7DafYZyB+goK7gW6seN3r1/nxVv+yn/wBn9aP7Kf8A2f1oAqqWMgwf93j/AD2pqn5cHhT+uB/RTj9auf2U/wDs/rR/ZT/7P60AVFLFduPmzjb/AHc47/r+FIAoGR2Bx7jHzfpg/jVz+yn/ANn9aP7Kf/Z/WgCoTn5c7lHykegPWgHjjjHb/PuTVv8Asp/9n9aP7Kf/AGf1oAqBtu75s/LhuOx7fjz9KH+bq24Ny3GOB3/lVv8Asp/9n9aP7Kf/AGf1oAqEbuq7uOBnpjP9KOoO1tnXnGcnkA/ofyq3/ZT/AOz+tH9lP/s/rQBVKsT83fOD6KTgikPz9vMPXZ0+gz+FW/7Kf/Z/Wj+yn/2f1oAqA543b89eMbgRgD/PrQuQvyt06SY79zj6npVv+yn/ANn9aP7Kf/Z/WgCoAF/2cdD6Y6f1o2Hr/FnP4/5x+dW/7Kf/AGf1o/sp/wDZ/WgCp9xsL8qnofz5/mPxr4m/4KWfslePvjv+2/8Ask+LfCOhf2v4d+Gvii9v/E1z9tt7f+z4JPsRRtksivJnypOIlcjy+RyM/cn9lP8A7P60h0lj/d/M17GR51XyvFLF4f4kpLytKLi+3RsirTjUjyvy/Aoy26uWJX3znqex/pTvJVX3BOemM/Wrv9lP/s/rR/ZT/wCz+teX7SVrXNIyd7l22/49o+d3yjn14qSmwr5cKr/dAFOrMRm6txdDt8mPzzmqzNu6tuHZsY9e3t0rQvbF7mbcCuMd6h/sp/8AZ/WgDgv2gvGfi34d/BvxBrXgPwT/AMLE8X2FuJNN8N/2xDpH9rvvUbPtUwMcOFJOWBB24718Z/8ABOz9nH4zfEr/AIKR/Fb9qD45fDT/AIU/rWt+E7LwN4d8Kf8ACQ2PiDZZI8VxPP8AbLNwp3TQr8kkIYb+H2jB/Qn+yn/2f1o/sp/9n9aAKhLFMdQp3Bvf0x9Oc0Hvzu3A57dif8at/wBlP/s/rR/ZT/7P60AVGG4Y/u9D6N2oY8blPHUD254/X9akmj8iUqykkelMyP7rflQAhXbuXbwAec9B3/MfyoxsDbV2g54znnn/ABNLkf3W/KjI/ut+VAAeCTu+ZQMNjoPp+B/Okx5fCphgc7c/dHQ/oKXI/ut+VGR/db8qAEzvK5O45wD6DgUIvmEHG44wPb1/MGlyP7rflRkf3W/KgBqZAyFzwOc9D/n+VLjcRz/ESB/c/wAf/re9Lkf3W/KjI/ut+VACHafmb5vl3emB1J/kKDkDa3VTx+X+fzpcj+635UZH91vyoATcwIZWzznp+R/SkCjG3PHPHquMf1x+FOyP7rflRkf3W/KgBM7B97sB06/5GaM4+77YHsOv9KXI/ut+VGR/db8qAE/1XttHJ9ulG1QeVyBjjPT3/wDrUuR/db8qMj+635UAAb5gQMt1Iz1A7/ln86Rf3Q4+VeoPXGR1/IZ/SlyP7rflRkf3W/KgBDlzn/Vn167R1/z9aCoOdy/f4bnr6D/PpS5H91vyoyP7rflQAitkhmHPXr9046f0/WgfLz1YDr+Ipcj+635UZH91vyoAQgBNu7hQcHH3f88UrblY/wAP8Of7o6fjRkf3W/KjI/ut+VACL8p4Xb757dv6UDLDbu+XnAx+P+B/GlyP7rflRkf3W/KgBOo24zuI+XP15z9M1R8SalfaT4b1C807Tv7U1K1tZJrWx89YPtcyoSkXmN8qbjgbjwN3PSr+R/db8qMj+635UAfm38HPgf8AtC/tw/8ABVT4W/Gr43/Av/hQ/hf4G+HNUj0aw/4TTTfFH9uajfD7O7eZZtHJBiFi2HjkQ+TgbS2a/SNnz7nqG/L5v/re9Lkf3W/KjI/ut+VACZw27bjH3Wz1x2/rn2pQNgA+6yng+nY/z/WjI/ut+VGR/db8qAERgoT5tyjA6fdHage/XvS5H91vyoyP7rflQAlFLkf3W/KigDa2+5o2+5oooANvuaNvuaKKADb7mjb7miigA2+5o2+5oooANvuaNvuaKKADb7mjb7miigA2+5o2+5oooANvuaNvuaKKADb7mjb7miigA2+5o2+5oooANvuaNvuaKKADb7mjb7miigA2+5o2+5oooANvuaNvuaKKADb7mjb7miigA2+5o2+5oooAWiiigAAxSbfc0UUAG33NG33NFFABt9zRt9zRRQBm36/6W3J7fyqHb7miigA2+5o2+5oooANvuaNvuaKKADb7mjb7miigA2+5o2+5oooANvuaNvuaKKADb7mjb7miigA2+5o2+5oooANvuaNvuaKKADb7mjb7miigA2+5o2+5oooANvuaNvuaKKADb7mjb7miigA2+5o2+5oooANvuaNvuaKKADb7mjb7miigA2+5o2+5oooANvuaNvuaKKADb7miiigD/9k=
Analyse grammaticale_98501735.jpg
.jpg
sujet
COD
CC de temps
A
1
22
3
Donnez la classe du mot en bleu.
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
Analyse grammaticale_98501735.jpg
.jpg
Sujet
COD
CC de temps
C
1
23
3
Donnez la classe du mot en bleu.
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
Analyse grammaticale_98501735.jpg
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COD
COI
Complément du nom
C
1
24
3
Donnez la classe du mot en bleu.
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
Analyse grammaticale_98501735.jpg
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CC de manière
CC de temps
Complément du nom
B
1
25
3
Donnez la classe du mot en bleu.
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
Analyse grammaticale_98501735.jpg
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CC de manière
CC de temps
Complément du nom
A
1
26
3
Donnez la classe du mot en bleu.
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
Analyse grammaticale_98501735.jpg
.jpg
Complment du nom
COD
COI
C
1
27
3
Donnez la classe du mot en bleu.
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
Analyse grammaticale_98501735.jpg
.jpg
Complément du nom
Attribut
COD
B
1
28
3
Donnez la classe du mot en bleu.
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
Analyse grammaticale_98501735.jpg
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Attibut
Epithète
Apposé
B
1
29
3
Donnez la classe du mot en bleu.
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AAy+KPjz4V6f+y78Oh4j1dNB1u6gi8Szy263ojdI5oBEyQbiJB52duMAkLX6qfsefHiH9qD9lb4e/ES3sf7NXxp4fs9ZayM5n+wyTRK7weYUTzNjlk37VDbcgAEV8XnnCtfLsBRx9R3VS111jzRU43/xRd1/mdFOupzcV0PTD83ahRxTl4UUV8jqdAm3JzS4oopgNHIrFLH/AGa3D0r5V/4KP/t9XH7BXhX4XzaX4L/4T7Xfil8QdK8Aabpf9rjStk995u2XzmhkTgxgbW2A7+XXHIB5N/wcp7v+HJPx0+6P9E0s8dT/AMTexr4g/bg/ajuvin8cG+F9/wDtF65+zt4f+DP7Ptv4i0KXQfHx8I3fi7xRd2lrLaWtwzSMl5bJFGMRxok6mV9rENkfb3/ByiP+NI/xyXdlhZ6Xz6/8Tixr4d+LNh8Ef2KP+Co3hP4pftWeF/BmtfBj40/BfSrXw5qPiPw2niG3s9W02302OeFLOOG5mDiFo285oolxOVBba1AH6lf8ErP2ldS/bC/4J3/CP4ka59nGteKPD8Uuo/Z93lG4RmhlYb3kbl42OWcnJyecgfhZ+wp4n+KH7JX/AAT++C37Qmh/ELxVp+jaZ8c/+ERuPBVlr13F4d1nSbmadp5rywQos199oeRVYyiPyYoQVLKa/ev/AIJ5/FDwX8av2NfBPij4c+FdF8F+B9XhuZdE0bSLZbWytrVbmZEaOJYohGJNvm7PLUqZCCMgk/z7/skfGPw7+1t+wb+z5+yN4L1hr34tah+0A3ibVdOFvND/AGbo8H2ueW6MkqpbTBIt0nlLP5hKYCliBQB7l/wUB/4KE69q3xn/AGovjBpf7Q2peAfG37OnjzSPCngb4ZWnjyTS9O8b2+namqX73+krN5t8jeZKCYHiBRJA6rg17J8I/wBm6H44f8HM/ijxIvxS+L3h+3h+G+i/EpV0rxKLSK8U3lg/9j3I2MH0lgRvtc8/3687XxX+zL/wTM/bt/bI0n9rj4f/AA51/wAQeNfE83xH+G8viPwlHr8uv2eoSX8xtY3itbv7EqTRpGWmZCxk3+WoU17pp/x+8F/ss/8ABxloeteOfsvhHw/8e/gtovhrwbbR2sl1Dc6lPqllDDpypbxt5a5SRBJKsUQCckAigD5x8FftxfF29+GPgf8Abwm+J3xC/sjxf8eR4Vf4dz+I73/hD4fDMsEloGGmGXat6jpJKD9paASBW2k5FU/27PiH8cPF/i7/AIKKeJNI+O3xe8KaT8BNe0G78O2Wi+Nb+xWCW5k8hrYRqSq2hheZzHGYz5qQnJAYV5/4E0OeL9mP4e/8E85F8/47eFf2h/tV5pLEbU0GCGW+fVPMz9jI8ppD9mW5MvynglttenftTD/i3H/BYn5uDrfhQg+v79zQB+yEfxg1T4mf8E9F8fBv7L1jxB8O/wC399mXhNrcTab5+YjuLIFZjj5iRheSea/GD9gX48/HDwDq/wDwTv8Ait4m+M/xO8YRfG7xNrvhPWdA1fxdf6hpN9ZpPJaW9xNbSON92rXMzF3eRQYLQquUIP65/CZtv/BH/wANs33V+DloSf8AuCrmvx7/AGb1x+yx/wAEgV3lmb4ka3tHp/xOuf5D86ALP7Un/BT7Xv8AhM/jd+0VB+0NrXh/xd8IfjRF4X8MfBy28eSWmk+ItAsJreCW6n0MT+ZctKrszyRSpE7RzEqu3Ffu78e/iHqHw0+AvjLxVodpDq+o6B4ev9WsLXymuFvZYbaSWKMIhDPuZQNqsCc4BBOa/DPwF8Rf2YP+CVfxH/a68G/tTfC/4Z+MvimnjPVvGnw/g8R+E4tYufFthdwtLZWiXSWl2lhHLJEn+ukGw3bM0a7Wz+7XxR8Y+G/hV8JPEviDxRJb2vhHw3pFzqOrSvatPHb2UELyTkworM6iJWyiqSw4AJ4oA/Hn/gkH+1N4V/4Y48QftMeIf2pvi144+MHh3wb4n8Ra18J9e+JUOp6Xbi1+0SeZDozyfaVjCRxeUzyjBkHzAMCMv9h349/F74A/G39i34seLPiv8QvGtn+2NLrun+J/C/iLxPe6loPh2S4uI59ObSLOR1FvsUxRkyvOVV3VAQQa830D4LfBv/go5/wVb8cy/sdzeGo/hzq/wH8QeH/EFr4e8K/8IzY6Tf3tne2NvutZ1tftDPNNbSblTAaNNzDbvW9+wz8Q4f2zfjL/AME//ghocHmePv2U7rXdT+J2nu5b/hGF065htIV8yRUhufOkWLBtZJvL8wcMFJoA8+i/aP8Aj14N/Zxuv2grj44fFa6i8A/tRHwnZ6C/jLUX07VtM8xJ57S+ti486EeVBHHGsqoI5blSvzKR9b/AH9kD/hKf+DoH4+XjfFD4wad/wi+j6P4v+z2HiTybfV/PNvJ/ZV2vlnztMj3hEt+NqIo3HFfGPjsZ/wCCJPj4t0b9sW4GPrEg/wATX6Cab8cPC/7If/Bzx4/sfH2p/wBiTfHj4feH7Lwa32eW5OrXXnrapF+5V/K3SWs/zTGNR5fJwykgHYf8HB3xB8feGdX/AGUPD/gHxx4s8C3XxA+Muk+G9Qm0PWbjTPtcFw3lNFM0JBeIsxJVgw4HynpXhv7P/wAXbj4J+Cv2/vgR8Yvj58aY/BfwO1TS9e0r4gjxuR46jtbu3WZLC31O6ZYhNKbKCKOFI41eS8uEBPmqR6V/wcn/ABO0P4Ia5+xp4y8TagdP8M+Efjlo+s6tf+RJN9ktLVvOnm8uNWkfaiO21FZjjABJAPwr+1Z4W1D9sP8AYO/4KK/tGeCWfU/h98SvG/hk6DfbxCdR03RZylxOUmMcyKfPhbypIlYFF2h8ZUA9W/YZ/wCCknjn4LR/th6b4Zv/ANpjxNpvg74TxfEPwtF8fJ7i88S2UsUTLJJiOZVS0k89JlaIKWSLeXG0Z+ov+DeSTwb8RfhT4a8fwftVfFr4vfErxB4Mi/4SnwJ4t+JkHiCHw5ctNF59zHpwzPbYmjKRySsWEc4B5fjwP9kv9vP9n742/wDBXL9pz4tDUNJvv2foPgdYWWoyz6BdSWD6fHLa21zbvYPbiV4VJeEx+SVZV4BU1pf8EZdE+GHxn/4L7fHj4rfs0XWjyfAFfh1p1lc2+h6C3hzTdI1S4aziitFsZFhdzJ/Zt7cmVIAgZ3DEMwZwD37/AIKVeOPGn7Vf/BWP4M/sn+H/AB94/wDhZ4VuvCt78R/FWv8AgjXJ9D16aFRfWlrawXKF42jNxGjSRyw42hSr7gBXkPxS8D/Fr4wftw/DD9imP45fFrw6vw++HGreNNX8Z6B4zvLPxFr00l7PDp6Xt9hvtCrG1oZQ9upDGXY2CgrtP+CnHxM0j/gnv/wXC+Bf7THxGvm0X4Qa54D1D4b6vrIjkuP7GvI2vr6BjBbiW5n80uiYWEKmdxfjA8l+KP7e3g/4Df8ABTz4Y/tu+JG/sn4M/GD4Uar4S0vUFE03nXtpqE0lspjjha6/0mKG3bL26LF54DMTGRQB55b/APBQP40ftifsQ/8ABPafRviB4i8J+MPGnj668CeJ77S9cvrEa3FbSJapLcyLNJJPM1tskZpdwM7OwQKQK8q+Lf7QH7QfwW/Zn/acurP46fFC+0/9kX4zJpXhq+u/GmpS6t4piuNTFs1trUgdRdWywW8JSOLyQJJrk4KsAOy/Zy/Z6179nH9mD/glfp/ia0XT9V8SfFy58Si3DxSbLa9njmtGLxuytvtjBJyQy+YEZVZCK4b9sTn9ij/gqVldn/F/bD8P+Jy9AH0F+1N8KPGX7S//AAWW/aUbwd4+8U/DW9svgJY+I/7W8Na3Po2qG5gt4JbSHzolc/Z3n2+ev3ig+Vg2DWx+zr/wUC+Jn7Qvx3/4JeatdeMfFFja/ELRfEtt4r0211a6isfEUunRPapLeRGZhcsWg8zdKWJdyw2k4HDftZ/tz+Af2F/+Cpn7Smp+NtabSb7xX+zlZ6H4atltrmU6vqj2MLw2vmQxSCHeUx5sm1Fzkmq+sfD1P+CUngz/AIJbeOvi5cLoXhf4cr4nt/FWoeT9qOlT6rEbyCEx2pmkm2iWVd0Suv7rJ2bwKAO0+A/7ePxe8B/8EIv24PiMvizxZ4u8ZeEvirrnhzRr/VNUvdQutEsbj+yLPNvJ5olgW2S7nmj2OqxOu/aQGBwfjp8L/h/8Tv8Aggv8YPGHhH9rj45fGDXL7wb4f8Ta9oGv/FK28QT+Gpnw/wBguraJS9srvNIssMjEs9og3ZiOe0/4IaftOfA/4f8A/BKn9prxx8YbrR7n4N6t8cNbuL46roM+rWV9a3MWjJB5tmsMjupkmh+VoiQWyQNpI+d/hT8FPDvxw+Gv/BT7xr+z2+n6r8CvEHhm0bw/LpemDQbDzreJNTubZLCbypIhbIZ4wxiVX+Yp97YQD6S0Xw/4v/Yut/8Agmr4Z8O/GL4y63pPxQ8Sx6rrlvrniya5jmhm0nTCumKsYjU6dDtbyreQOE8x+TuNfJFnqXxQ/Z4/Zd/au/aG8CfEbxR4XT4M/tKXlza+H9N1+7sdL8UPPqVnHdRatbQ7ftUG37GsaiVDiS7DZDJX0fqP7V3gb9rTUP8AgldqngXWf7Yt/CfihfC+sf6JcW/2LVLTSNK+02376NC+wuo8xAyNn5WPNfLetfHLw38VP2YP2ov2StD1I3Xxr+NX7T1y2jaCIJYxLZHULUm4Nw6ra8SWrL5ckyN36YyAfYXxO/a4u/2Tv+Cmf/BRH4vaHb202o+HvhR4W1HTIr+MtGZ5bGzjgWQJIjY8yWMkK4OAcEnGea/4J/ftp+IP2Xv2kPDvh7wz+0Hrn7TEnj74BXHjHW7PXfHUnjMeHvF1haTXctlaxxyp9nhkxtMThrhguCy4zU37Qv7JXiT9qL9vz/gor8JfB4OqeKtU+FPhCz0qLMUP9o3NtaWE0cW6WRI4/NaEJudwqeZkk4we2/4JY/8ABRL9hlvAXwosfCfw7+Fmm/EzR/h5d33xA1Wx8DNa6j4cgsdHaTUZnuRp6m9MnlyI6wyMziRj+8GQQDf/AODdTxz4Z/aW8NeGfilrn7VXxY8YfGPXLbVW1r4V658S4tQ0qwX7W6+fDo7l7mOJIxEY3dztD+hFfrVnoOen5j39/Wvwt/Za8YfBH4kf8F2ZPjR+yTH4cu/hX4B+E2p33inSvDnhxvCVlZ3CR3MccbQyxQGYzOYGLxwuFKLnO3I/Vb/gmF+3CP8Ago/+w14H+M3/AAjH/CG/8Jl9v/4lH9o/2j9k+y39xZ/6/wAqLfu+zl/9WuN+OcbiAfmj/wAFVf8Agph8Efhb/wAHAf7NWsa942+w6f8AAuHXrHxxL/Y9/L/Yc93YMLZMJAWn3mRDmASBd3zEYNbP/BQH9pzwZ/wTX/4LD/GL4jePL7+xNB+N3wBktPDF95M9z/amtW0sUMdn5cKSvFvVEbzZUjiXGCScmv2RooA/Kf8A4Jv/ALVd5/wTE/Yh/wCCfnwT1LwX/b91+0EL8tqP9rra/wBgJc3C6isnlLHMLjcmpAbfMjI2didq+nf8HLnww8SeKv8Agn/4f8deGrT+1Lj4G+PtJ+JN7ZebFD9os7GO4SYeZIwC7RcK3yrIx2YCNnj9CqKAPxm/4Kn/ALdvgP8A4KU/Anw38YPgnff8Jd4J/ZP+J3hjxfr2q+Rcaf5lsTObpfJu4opR5Oy3OY0mZ/O+VfkavHvjTrum/tifCX/gp/8AtR+DZv7Q+FvjjRPD3hTwxq+xov7WksbayS9PkyiO4h2FLU4lhUN9o+Vm2NX79UUAfix4UAP/AAVz/ZF42qv7JEZUdeTZ3uP14/CvnTROf+DTb4M4HH/C3Ict7/2zeV/RlRQB+G/7ax/42J/8FRtvzBvgJZc+udKsj+nIrx/42/s6/CfSvCH/AAT6+Mf7SWi/2p+zjqHwis/A3iC7+13kH9k6ktneX1lJssH+2zb2ZhtjjCL5eWf5gtf0UUUAfI3/AARZ1P4E6v8AseXzfs3+Hv8AhH/hLH4o1K30n/T9Qu/7SKNGr3f+n/6RH5h48p/u7MjrX46ftOeGl1v9kH9tq91CLzvB+gftlPf+LIt23dpZvZ4JBlT5g3SzwD9zmQdQMbiP6RKKAPyh/wCCKf7RfhD9rf8A4LLftvfETwDqv9teEfE1l4Tm0zUfs01t9riSxeEt5UyJImWjbhlBH05qr/wUh/a78G/sQ/8ABfTwn478c6j/AGbpFv8ABF7OE/Z55vtFzJqGpGGD9zHIy7yuN5Xavc1+tFNeBZDlh+tfU8I8R0soxNStVpe1hUpzpuKlyu01ZtOzs16GOIourGyly6p/cfgn+zZ8Dtc+Cnw8/wCCb7eIh5epeNfiBqninycxnZa3j2b253RuynzLcRTY+Vl87YyhkNfSn7Zfw2vfi9/wXQ8c+EdLXbqHiv8AZt1TSLTlTumuJLmJB8zKPvP3YD1I61+rAhUY4+70oMYJz+Ffb1PFvFSxX1qVFc/JVhvp+9qc97W+z8NuqV27nL9Rgo8iel1+CP56/wBnL9qvwh8Y/Gv/AATr+Hel3+7xr8KvEt9p/ibTfImH2BnuoFgPmtGsUnmiEt+6Z9mcE+vnf7cfxU8N/A/4FftY/A3WL/7H461P45ya/plh5Esn2rTS7ss3mKrRL8jxttaQP8+MZBr9Xv8Agq18GPFnj7/goN+xXrXh7wv4i1zRvDPi+/udZvtP06a6ttFiY2IEt1IilYUOxsM5AOxvQ198m3Unp+tfbYrxYw2Co4XG0MPze1U5yhz/AAzWInUWvLs76KyfK7Xb945/qbblG+zXTfRI/Dz9uT4Afs//AAY/4LA/EjxF+1tpvnfDr4maDaax4R1H7RqS7Ly3jtbaeDytMdpjkKx3zBF+TgHINfrV/wAEztX8L67+wZ8K77wToH/CK+ELzQIJ9K0n7dLffYIGyyp50wEknXOXGa9aMClt2OenWtTTOLRR9f5mvyDibjKpnGEoYarGSdOMI3524WhFx0ha0W1bmeu2lru/dRo8km/X8y0OBRTeR3FGT6iviDqHUU3J9RUdxcfZo9zHjOOKAJj0r5J/bF/Zo8UfH39tT9l3WrPT/tHgn4Y67rPibXbvz4k+zXY0429hHsLrK2+SeRt0YdV8nDrhwR9WHVoyOj8+wrNONxx0zQAblYcn5Ov1zQWwrbjjd9/3I5x+JzRRQAMgDei5Hy+4NGRnLcluC30ycY/P86KKAAZQfd3NknGeg7/pQTnn75PB7cdP8DRRQAA7ARu8vb0OM7sDj8qXOG67fU9cDrj9aSigAX5cMPvLjH9KCcAhRuXjjpuPOR7YFFFABjcwIXcV98Y4xn86AwVVz042n0xjP50UUACoIwrBdrKcHnOeoX8+tGMABVzg5DZ6f54FFFAADjvjj5uP++v1/lSEjJJG3qW9vX8/6UtFAHxN/wAFfv2RviJ+1F8Vv2TdU8C6B/b1r8MfjNo3izxK/wButrX+zNNt5Vaa5xNIhl2hc+XEHc9Apr7ZTCnaq98Fc/lz79aKKAAnf93+IfNJ6cYHH+elBG4fN6n/AIET1/rRRQAb8fN0ZQPyxyv4cc0jqrKwb5l53D1/zilooAFyPr39/X+v50h4HA8v9cf55paKADOM4bb0wMZ75/woB24+Td26/j+uKKKADP3MN/unHT2/L+dBPrwud2f73PH54FFFAAx656ryPY5yD+GT9aNuF27uM7SMdPb8aKKABv3h+Yb2Y89t3JNAOG5+ZjjJ9+36YoooAM/IFHzBefp2x+HBoycfezgYxj7nbHv9aKKACiiigAooooAKKKKACiiigAooooAKKKKACiiiqsrsOgUUUUR2CKVgZFf5iBwPTrzQ3WiihybVvQuMVcK1NPGLZfoTRRUsT2Ji3Pak3ewoopR2JDd7Cq2r82Y/3s0UUwM1H3HoKcDuFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/9k=
Analyse grammaticale_98501735.jpg
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Attribus
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C
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