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8577
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CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
CLEI VI
Tema
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Propósito
<p>To identify vocabulary about Greetings and farewells.</p>
Motivación
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAABMCAYAAADHl1ErAAAgAElEQVR4Ae2cd3xVVdb3LxLSO2m05N4bqmUAEYINUbGBoGCjBKSmE3H0gZHqyyCDBUcdUdQZR5EaYLDNPAp2nEEFGRRRUUghnRIgIfWW7/NZe5+T3BRCCMw/7/PcfFb2qfuc/Ttrrf1ba+9zLH6hAQQMjsH3yih8roym05AYfAZF4XdlFL6DovG9ykNkvU0i5xrny/FXXgRR1zXrbVI2rb9N9xiNzyAtjdo0MAbfAYJHF/wGR+GbEIX/4GiCr+qKb6gPlsChMdjWTCJyy0S6bJxK9MYHicqaSNTmiURvSiTGQ6I3TaJtMoHorAlEb5I6msokorNaqKelbR7Xi8magKdEb2pYb9s9tXBNo/6YTZN0O7MSid40Rcv66XTbMIUuGxOJ2TiZ3m9OUcpi8R8SRey6SQT+YRh+E/vhO6EfnRJ70TGxJ50m91LLZumVaKwbpVdib0zpNKk3nRK1dEzsQ8fJIr3pqOqS+mTZc122NYjU3ZrIPZniNakXSurv42znyv3p85rWbdbVaZJHveoeeuM1uS+dJl2Kz4Q++Gb+hqD14+i8ZQJe10VjEXPp9ZcHCbqrF0uXL2bz5g1sylrL5g3r2LSpsWRlraNeNq0n6yyyMWsdGzdr2bR5HUq2rGXT5pYlSx2zFikby3qPdb1/c/0xsm5K0/PWqTZszFrLJs97brLs2b6NG9eycdNaNqhyPVlZG9iStY4RU24m5IlhymK8hkZh8bk6iti/TCLkrj58d2Av//drjMDspXPwXZRA5JYH8LpaABsSSeybEwkdE89Xe3aqo50uJ3U4cblduA1xuZy4XK42i9PlQurRdbhxu1GCG72gSs9l2YDa7XLL8W51LSlFzJ+53riUKo1zpJQ/Od/j/qUdzdsgbXLWn+t2SXuduJy16t7lmknz0/BZlEDnrffilRCJxfeqrsS9MY3QO/uya89X6r40SPqi5o3osgFAE8jmpROnq9ZsH7rxclNyriDiMsQJbhFZN0r0DZsnO10O4zzP4/R5qqEuvaxhBpdTAHAALiXS+Mb3L23ybIPZxgbA5V7ccv+qHkhekIHPoqF03jIer8HRWHyu6kLcG1MJGdOPXbsNwFxmRe0p5YYc7Nr5Md/s3aNu3Y00vBaXtENuCHDKNgGkvtFy0wKegy+++Jhf8/IEPvS5cr4bqcDtqsOFA6egqp6AgzPlRzmUk4/ThdYquUI9MOffBgHd7a5Tzy15YRrei6/WTn9wjAHYm1MJuatBw5RWGGrd/Am1fgOCifwWPZrB0meeUstSh9OpmqjWXYaFOdyiDXrFw+r47eypbPvwY3WsAFjnFPN24RJEjJ/TqENW39+6nkfmLVZ7xG0YRmloU+v321L7FGC0BJjSsBjiBLAxFxewJxbMYfkLz6tGiOIILoX5h/ntnId54IEHWLcpS+3LLzjM7NlpjL//PrLefkdtWzBvBl99s5fPd3zMvPkLqaoW7XQrjTt0cB/z5z3GjOnTmL/4cY6dOEnSlPH06nc5X369x9A6N6LHSmPbYS2egCUtTMNnyTWGhglgg6OJe/PBiwaYMh1g2aI5rHjhRQWA/ldH2swpPP38i/zy60HuvvN2dn72OY88+jCr/7yGXw7+xN2jx7B3//esfHoucx+dx/SpKXx34CelMS7Dz+367EO2bn2H/fu/47rrruWvG7fx7pb1TEvJpLKquh4wB9rp0w7AxFVgaFhzwK4yNOwimaQJ2O8XzeGp51fVA1ZZns+UCQ+QW3ZabVv93AoWPzaf1JQ0TlXrw5Yu+B0v//kvLF82l7DQcOY/vkLtEJ/lctcqjTn0014eeeRhFjz2GNdcM4zXN21j56cf8uiCx3Ul2lFekIZJZ2EClrwwXfmwiC0TPZz+RfRhJmBL52fywupXdCPU/2ruu2csX3+3X609NDuZl19aRUrSLH7OzlfbkqZPZfO77/P7pXPZ9vY7zJw1k207PtN1KH8HKdMe4JU316pt998zlpff2sr2He8zd74GTF/fpBbSAbXDh6mOyfRh/3HAdPueXDKX++6/n9dff51XXlrNDwd+Yt36NUx4YDxP/uEP3DdxEsdPlrH+rb+QmDiRJ5YtI3HGDCqqqlg0/yH+uXsP3+76hDvH3cfpisr6zuHpJx9nZlISq156jksv68sfV7/J/h/2cvuouzlw4Cd1nMAlPaimEO0ATHEzTY3MXrK5honTN2jFhfSS5hMtzMtl+wcf8O677/L2O+/yy6+HFZL/3rubv7/3HuXlAoL+7f5mF39//30qKqrUhuzsgxw7eVw1/rv933Pq9Bnl9N0uN3V11Xy04wN2fvkFOUfyOJSbh/i3L7/cqa4hnYP0uOZ9nH8pBFc8oO7Vkxem4r14KBFbJuH1n6AVcoMO5UdMOBpKuRHPn1N6PtWFNmx1OBrohwAkPwHB6dTMv+HIhiWJKMzfRQPMcAEasARPwC6+03cK7zJCE6fiUUIL6jRRdbvUPk0ytbkoyuAEBaBoiJAsh1s2CH1X5zoVEdWgmSGaACrW0BB+nb/5NddAQ8MMwJKaadh/gFaI0rgcbpwOpwKnQcFNPWh7KebmctcJSVBmVg+W6cxV/HcxgDLrOBdg/wFaoTRGPf3GwNTWOSgqKGT3rl1s2bCOF595micWLmTJ3HksfWw+f3rySbau38Ceb76hsKSE6iamLdGCYvImWCpckoZeiM8ygTLLxoC1YJJdNNO/iDxMghPzd+jgj7z+8ks89OAUxgwdSkKP7lwW7E8fv0vo423hUu8O9PPuQF9vC/18OnCZnxeXhviTEG9jzI3DWDh3Ljs/+UQF1madjf2UaJ7mq9q8ZL19dMI8Xzn9s/uwCwXMMBW5a+N3puI0WzdtYOb4+/hNVGd6XmJhsG9H7ggN5P6uYUy2hTO9ZyjT7aHMio8guVckM3uGMcPemem2zkyzhnNv12CGh3Sin4+F+AAfRt8ygrfWrKGqSvekcjWzgbo0183MiKkx51u2VcPaQCtM/6GesFMyA04cjiocTs1ZxIK2rl3HjYMGYvPpyDX+HRnfPYQZPTuT3DOCNFskabYw0mwhpFqDSYsLJk1KD0m3BpEeF6C2JdvDmdUzggdt4dwQ7I3VuyMjr7+WnZ9/oR6NOH2Hw4HTqdNAmntJJyD3pv61g160FbDzMEkBzrS6aqdmxNm//sr4kSOxXWLh2kg/JvSOISk+klRbCCm2YCWp1lBSrQJWaxJEqjVIHZ9kCyXZFkqKLZR0awTTbDEMDvKhe2AAf1i6RIMC1AhoHolAla/w8HNaA9uqaecErH20ouzEMX7NyVVPes+ubxhkjeUKbwsTe0Yyo08os+yBpFoDSYsLJMWmAWgdKA2igCMgJdlDlKSINsYFkxEbSEZcKKnxXbirewQ9OlhImZJIdXWNyrkpGmMkIC+mD9O0wpOHtYNWCErZOYe59trrWbZwMcP79iUhyIsZfaJJFu2x+ZNq9VdgiekJAMnKDFvTrBDS42R/OEm2MJLsopWBZIiJxoaQJHXGBTC7RzCZ1ggS46KwWiwsyJytzVPlWMV/GVlYSUm3q/dsomGLUvFe0ojpn5+GqbsDyssr6N21Kz0sFm4K92VGr0hSrKGkWcOUfxJtSpaGG6JNqw2Axck54doM4wQw0dJQZtlCmWnX9aWqYyK5zxaNraOFda+sNkATkBz12db2maYGTHLC8mtOXCVF3YZshcl/pJLD2dk8lJ7BZcFBJMbHkNRTNzAtNpTU2HBSYsNIseqGJ1lluS2+K4R0a3D9eeL70uP8SYkLUGBJpzHN3plEeziJ9hAe7BnGtH4xjOoWRM8AX77+/FPVwFqnQ4VSOv5uD8VorGHNTbKNgImXrzxTSUpqKsHBIVxisTC6RzTp8dL7BSpQ0uM6kxoXbmiZCZL0gkGqRzyXD5PjxHRn2cNJtgaTGudLcnwwE22hDA64hMt9OtDfz4vLfS/hUm8LA3w7MDIuhkGR4QyMt/Hdvr1GSKaTG9qXnS8nawzY2YlrE1oh6qyUUnLp8ueGqvIqXn7tNYYmDFJkM8XejdlxwSTbxbGHkmoLM3pE6Rkbi4Al2wSQZHtzkX3pcUHMsgcxtaeUgaTaQxnXLYQ+/h15cOwY3lr1Ijvfe49Pt/2NN557jkemTsUeEkJUYCDeFgtr/7pGaZnqFXUw1Q5aIfGq+EKdKGhztkIBJuxQASZDZ5qYVjlquGFQf26LDCIjLkI1MtkuVED3bsm2IKUdTQHzXDfBM0vZp5at0rsGM9MuZhjExNjOXOHXiWefWIL7TBlUnoLTJ+D0cThzCuoqeWPVcwQG+PLCH59Vo2sOp37AKqvfTsZ/DsDO7vQVRiq4leEtDdjrf31VMffptihS40JIEaesSKj4LNEioRPBZ+Va0hOmNREBSwMWRmpckOoNp/eKor9PB5LuuQtXZRl1x/KpKcympiiHqqIcKouyqTqaB9VlLPjdw6SmJyvtUhkPNVyixtwuWMOUD2vUS56TVghJlf4ZHC4n9428leEBfmRKT2b1J8kWQLpVQAhT9EFIpwlAS2VaK6RVetjMHsK3/Blvj8Tu78vH77wNFSeoLjxMtQFYdVG2Bqwom7rjBZwoyuHahEGse+stBZruHc/XdzUQ22YatkQGcs0E4mDRsNZHjRQzBP6971v6hAUyuXs0c2LFQfuTZJdQRhy8ZuStaZfSIsO3mX4sySY8TXhWiOJwGT38Se8RwB2RAdzavz+n8/NxHT1CdXE2Zwztqi7KUZpWW5RLbXGuMtUPsjYx4vphnD55So8yKb/bAML5sP1GgC1IpZNMFagHrA29pBkGvfDMU/TqaCHZHqN8l4Bl+h9h5imiaQq4xg7f03+ZyyaTn2ULZqYhs8Scpce1d+Zqv47MnToNd8VpqkqzqSwWrdLmqAHLpUYBloejJB8qTnP/6NH8ceVKQ8uko7pwwFI8ARvSxpFvdQfAzPH3M9i/Iynxkcr8ZtnDlClKrDgzXvyWaJr0lK0BJgw+hBTpKQ3NEvAEuJS4IFLiw5gYH0VvLwvb3ngdV+VpyksOU1V0mJqibMQclUmKxhVnU1WaByeLwVnLh29v46bhN1BZeUaDpmLe8wfNU8PODlgTWqEGqownJFevqapm5OBB3B7eUWUbkq3isxpIqYBg+ixx7CrrIB2CYXIpdokCJGwKINUmHCuMtFjxfUEkWYOYER/OjPgYJvbszmU+HbjrmgROF+ZQdTSfqkIBKwfRLHH4ApiUrpOl1J08ysHdu9ietYkjPx5gwrix7Nj+gQJMTS84S0bWVIKWTFUDppl+8oI0wyQn4DXEnIzSCtNXaRKgtKiEofZY7unqR2pcIMlxoSTHNQBmgiWljgWDSLMGaEDiw5jeO4KZvSJJtXcmxRquNDM9NoBkqy9T+0RwW48w+nSyYPfz5uYBl7Pvy09wlx+jUsAqOKQcvgAmZinOXzqC73Z+xoI5GTw8YzLz02eR8/1eFvx2Dq+tfsnQsAbtMiMVs2w010OokwewnoAlLTBHjSa0bSDXBOzgTz9zeVQoD6huX7iWDn9aCntm2SXuExMLJiU+gnGxoVwZ1IHf+FsYFuhNojWGZHtnkq1+TO8dzPAof/qGBvPHxxfzyTt/o/TQTzhPlmpwirKpKTxkmKLWsLoTRfxj/V9JHDOSf2xeD1UnwFEOVSdZ8l9zWDJ/nlYgzYRMZWpUynjpqlUNI/MCmJkCF8DUNCyJJZsBdg5aYQL27Z499A0PZIKiBUEq5pN4sSXApKeUDkBAGds9jCtC/JmbNJ2Xn17BxFtv5XLfjoy3hjG9TxQ3RfpzZWQEH2VtFruHipM4jxZQU5BNbaHWpirlt7RJuk4U8f3n20l5YCyHvv83x48c5pnlS9nx7laormDda6u5e9Ttan6XTJCTBKOIqUGmZi1cuBCLxcLkyZMpKChQYLYRsNZpRT1gu/fQJyyASfYw0sVpt6JhYrJCah+Mj+ZSv0t4dskiIXFQ66KmvILHZkxlSKAXt8VG0y8kjB2bt0JtJVWluZwpOkRdSQ61SrPEwYsZ5qlS9Y4leZT8tI/Sn7+H2ipSpkxUDe8SHkbOjwcozj7EdYMHcST3MNu2bWXgwIEkJCTUy9ChQxk2bBixsbHqPAGtS5cufPnllwZoYp4y96fBh/ksuZoImRRcP6GuDT7s5x9/4vKoEMYb6eSzmaRolnCrtNhw7u0eyUBrV3J+2A/HTlJ55AiUV3Dg888YGBVBTIcOPLNoMdRUUlmSy5niXzhTfIjqkmyqS3KoLs6lutAQw+mLD6srPYLjWAHuU8eZNztVNXxA3z7k//gD1FWzZO6jPPJQJj8f+JGnnnpKycqVK3n22WeRUkxx1KhR6jxvb28yMzOVlomGieicmp6LJk6/XYAVFxUx1N6D+3uIM9dpGA2amZUwwhvJNlhDyOweyd2RnRk28HJKcn/FXZxPZeFB3CeKydm7j26hYVxhs1GWcxDn8QKqC7Kpy/8VR8Fh6oryqC3Jp7roCNWFOSokEu0S0b2klLlUFudTfOhn3s1aw8///grHsSLqjhZR9MvPXHX5FfzzM601jZyXsbJ8+XL69u3Lxx8bE/fAGB/Q817VNFJkyubZAGuBVkgYaw4GVVVXcvvgqxgdIdkJSehJRkH4VigZsQYfM/Jesk9M9v7uESR0i+GXfd/iPl5KVeFBnCeL2PuvL1R66P4xo+DMCWpVz5dLTWGO8ltCSEWqlWigTMCUWYrmiRTlUFuaD+XHcJYVUVmkwycJzNesfom77hxFTU1Ns3hS/Nm+ffvIz9ezhgRD08eJOeopDe1IIHoCJpVOv3cc1/h3IiVeqEEgs+KDVN5dBdTKyWvCOtMuvWgIM+KjuayTheeXL1WmUlOSC2eOsf71V5Q5jB8zEufxYupK8qgsyq3XHk9wWlquKc5FpH5foZyvKYeQW6nPcaKYsSNv4eWX9KQ+4Vvyk9J0/OZ6Yy6m82FmxvXs+bAWR40k4text1T+7Ion6NnJQlJ8NBlCOA0tk7jQjBNleYZdD6GlWjtzW1QgA7tF8dUH78KZMhzHitnz6Q62rXuTg99+RU2xduimqdWDYJhgS+sCVm1JHjXFppkKYCJCQbJxlORBzWm2b9vAqJG3UlOrZ+wJMKJJMuFF5RNaDJ0aJxCbZ1xbpRUuBbT5dHbv/gpbeBCTYqPI7BGqRnNmxYuJil8LUilmnTENVbRCeNiMnlFcF+ZH3+BAXl6+jLrSQlwnSjR4J4rqtaqqUPeILQF0rm3KfAtzqSrIpqY0n6rSQo78vJ8/Pb2cW24eTsWZcpWCbTwN3Rz4bSC3WtMaA6Y0rHF65+y0Qk1FUkomlTpxOOsYM/JWhgX7kxEXSXoPAxibBixD8lxGPJlsC1apn5S4UGb27M6AAD9uGjiQmqIC6qRRyoFnK6d+LkDOtV/MUEInd9kxdv7337nh6qFcf+113DPuHv755U79soLKopopHyNj1VYNawTYObIVYpLKlxlzsF7986tqsHaaNYr0HmGkx0qmNVgN2GbEhpIhOX01qmMAFhtIsq0L/bw7smL+Aig/pXs+cdASEwptUM69/RpWXXhIBeZUlpM5cyaZGZlkZ+diTjWTkXHTqTf2V021S9Yba1jzBGIrgOlEnAGY8UJCcWkpCb3t3B7hR5o1UvWQksuSYTABKj1WBkJCVd4+JS5QJRcTe4TTJ9ifz/7xD9wny5Szrik6hDB4cfba4bcfsKqiQ4qaFBz4nttuuIG8XD3ArJ16a9p0IYC1QCs8n4Y8IbN3+fOqVfTuaGFKzy4q8yC8TALxJFtnFXinxMnIj4xcB6mBkbHR/gy1xXLkwI84j5coMlql8lsmk29OHVozQ/FZVapn1L2rkF2hJ6ueepLE8eMFJ5UhdjtNE2wJmLNv08G3xyDI+ZikJ2gSm8nvTEUFN/XvT0KwN7P6RKm0TUpcGLNs4WqwVWUs7Ho0SUZ+Rkb6MPyKSzlZcITao4VUmzSgWADTicHWAGq+TwN2plBCqTyqS/NwnCzlrttuY+0anaaW+27XHH3VkzYdNfKcKtCKSTYCy3CQkmOS3/b338Hm781YawyzbBFqYEMC8Zk2yZOFqwkl6VY/UnuGcUu0H9f3v5wTwp1K8+sBEy1rK2BmLyql83ghlB+H8hMqWKemnL07P2fEDcM5caJM3Z8Ob86uRS21zdzWTMMWewLWKq1ofEEBSyb8OozJvfMy04m1WHiwZ1cy44TxBzFTQLOHq+zpbKufyqDeEhPANZdeSumRw9QeK2gXYKJlwr/cZcXsyHqLR2ZNZfm837L00TlkzpxKv3g7menmPAtJf+qY0AThfEpPwFLUHFfPnH4bBkHMi0nmQviy9JriJE6dLOOWhCEk+HuRES+9ZiBJ1mCmy6CuNYSM2ABS4sO5s2swCVYbeQd+wHG8uN2ACWgSdP/4z4/50xOPs/SRh3hywe9445WXuKxPbz7aruNCp3oP5OIAluyZ02/vtHPpAFzGvLAD+77jssgIbowMVCQ1OU7CIplAEkx6DxkkCWV8bDADOoex9/PP4eTxCwKsquAQjqNHoPIkVJxS5vfBu9sYe/cYamrk9Ro90U+ZpEcW1XzobSkbaZgnYG0dBDEvYswfUvNN1TRwHZ/y9/fep2ugNyO6yKiPcDFvZst8rm6SdQ1kqj2IS/078c6GdcrvmE7/fHxYg+MX7iYcLpeq4nxqjx9l3OiRrF+vX6dxqp5R4jmZInnhvWS7BkFMwJqVksk10sCvvrKKWJ9LuLNbCCm99XBZmj2SqdbOjLVFEGmx8PT/e1w5aeXoZcSnWBi6xH8mrdCdQAM4DdslTlT5fIkxC3SEQPlJ/nvTBq67OoHycgl/GrIOze61RVbf2EfrcxoTVzFJ70ZO3+wlhYcZrzBrX9VSZZ7b5FVft7x3UP97/qnldPXqwOjYMEbFBHGlbwcuC/RlQNdIBvbuyarfPwGnTijiWlmsh/vNsKYRSIV5ymxFE7U2ijYJlTAAlTRQSQGcKSdx3N386Xnjvcw2g+LZjqbLTQAznP4FvzrjMnohnPLmhuKJCrjnV64k1MuLAd26sWLuo2zfspGfvtlJyS8/UHFEEoISRzakY9SokEwBUCI5MRENlCc5Fd9VZ6R1HMcKoa6K55Yv446bb6SqqrJZzutiaVjz0Og8aEXTm1A+zfATDrfQDW2faWkpLDVHbmSmzfEiXEInSiSVY6ScC4RPFeA+XYzjaB61hdnUysCHZBzUHAqtTTp80qYrUwbE2Z8uzOXR2alcN2Qw+7//Tj0onVpuqi3tWdcaZubDWgDs7NmKpgB5ritmISaJdOIOnO46HA49o/qxx+by2ovPqTkPCgjhUGoESEaBDitwHKX5HPn+Gz55b7Meva4sg7IinKVH1CBIXWkOtUdzcBzPw32qGKrKOHb4Z1avXMHN11/NlEkTyJcxAnkVtK7uPILrc4HYkkk2muPatimbnmDJcgNgwsqkNzLG8txu7rt3HO9t3QinjxpDZTqUkTy8+CwBkYoyXnnmD8REhjPhnjGsXvkUuz/ZQdHBHzhdmM2Z0lxO5B/k8P7dfPTeZpY+9l/cdO1Qxo4exUc7tiug5J/+1sS5QDif/S0B5sn0TaffYsa1tQsJSLrbFvAEL/kdKytjxPAb+HHPv+BUMXUCkAClRn+y1Syc2uI8nMdKeWDMaF56+UV2bN9ORmoaI4bdyM3XX88dNw/nzttu4rabh3Hj9ddy520jWLp4IV99tUtfRAYs5N1Jh/48gzzAtqdvWmuT7DsnYGKSU9RL8v/a87W6IfmWRFONar7uAZgonOG/9n23j/79evHpP97mxJFfqTlWiLusVMd9Z07CqWNq9mD23j2MunE4x46W1INQUV7B/v37+fyzT9mx/UOV/Dt8+HCj94zkYJk0J3zr4oHUAKLwJM9vacgbuZ0WD6XzVnN+mHqbbbL69s4uAzCZuu05GaU5WA0XMPfJzcvvl18OMmH8Pdx5x62MG30H48eNIWnKJOZlZvDssqVs/POr7N35BSsWLSB1+jR1jtRxrp8cYV7rYpaS8/MUqVu1xXjxVQDzUoAlmm/kxhD7ZlPA5P3E5qC0eqPy1NV7P07l08pOlZGTm6PMaMOG9axYvpzMjNmMv/deRo0YwRV9+/HOtrcVTvpl0wZA/hOa09K9ewJlLku7PQFLUbN3ZAZiIl4qNBpiADamD7t2a5NUL3TqoEzllDR90PmllpaFwCqRsMQwzdY0Rqavl5aU4qgVH2TM+xA/2MI3JpSJKDNp5foXSFjrwTLqaR2wwS0B1uBMW3oy595m+reGUsdQzU1PnKzEfC3Gfeer5RcInLRLKYQZjwIp6ts7Tea4KpMc04evvtEaJu9pK9TFnhuJTIM8m5jHijOW97uFG2nRHyWShyD1SilhlU6/6FeU9boE9GLQqjSXjfWzX9c43vM8z3MVU/So02Nf47bpd8cl5yckWDIW8hMf5iMfK9psOn1Dw4JH9+ZfX+tu2+GqVYnCOpeLOvmWWDtEZlyLyGt5Trch5rpKD+lkpL6GG4dTvkagz2mpbO0eWjq+Ldvq3C7kW1G1prh1W+X1G/0hJf2ukQAWYQLmrXzYRMJG92LX14aGqY+lifPT8wxkrkFz0U9BH9P2ZaVZ6jNYZp0N55qaaF6r6bq5vaVSjvXcbp5rlk336fWGB6raIQ/WpV9YFStTGjZf3mZL0Bp2lTEpOHaNfNIvnn0HvlcH/d+/BgQylzyE9+IhRG6eiNegaCz+V3bDuuZB/MbGkTxnBk8+v4Llzy1l2QvLWPrCEyx9fjlLXzBElj3F3C6l53bPc861r7X9rdXZ2nnns0+O9ZTnn+Dx55bx+z8u58kXVjLk3usIePJGwrYKrYjGEjAomq5ZUwj60wj8036Db/qVeGcMwDtjID4ZA/DJ6P+/Rrwz+uMpvmkDCF1wDYGbxxL8twn6o5FBV0Vje3MikX8bT+rKYQoAAABhSURBVA/1MdmJRG5JJGrLZKK3JP5/LTFbEmkuk4jZPImoLYLJJLpsnkDnLfdhWzsBv2sisfiEBuB9VYz6qKv3kEg6JUTRcUg0HQf/7xCZtyqm1kjMthvbBRP5QLBPeCf+B1KCDH3dMhvxAAAAAElFTkSuQmCC" alt=""> Look at the next video: <a href="https://www.youtube.com/watch?v=tVlcKp3bWH8">https://www.youtube.com/watch?v=tVlcKp3bWH8</a></p>
Explicación
<p><img 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RvSxpFvdQfAzPH3M9i/Iynxkcr8ZtnDlClKrDgzXvyWaJr0lK0BJgw+hBTpKQ3NEvAEuJS4IFLiw5gYH0VvLwvb3ngdV+VpyksOU1V0mJqibMQclUmKxhVnU1WaByeLwVnLh29v46bhN1BZeUaDpmLe8wfNU8PODlgTWqEGqownJFevqapm5OBB3B7eUWUbkq3isxpIqYBg+ixx7CrrIB2CYXIpdokCJGwKINUmHCuMtFjxfUEkWYOYER/OjPgYJvbszmU+HbjrmgROF+ZQdTSfqkIBKwfRLHH4ApiUrpOl1J08ysHdu9ietYkjPx5gwrix7Nj+gQJMTS84S0bWVIKWTFUDppl+8oI0wyQn4DXEnIzSCtNXaRKgtKiEofZY7unqR2pcIMlxoSTHNQBmgiWljgWDSLMGaEDiw5jeO4KZvSJJtXcmxRquNDM9NoBkqy9T+0RwW48w+nSyYPfz5uYBl7Pvy09wlx+jUsAqOKQcvgAmZinOXzqC73Z+xoI5GTw8YzLz02eR8/1eFvx2Dq+tfsnQsAbtMiMVs2w010OokwewnoAlLTBHjSa0bSDXBOzgTz9zeVQoD6huX7iWDn9aCntm2SXuExMLJiU+gnGxoVwZ1IHf+FsYFuhNojWGZHtnkq1+TO8dzPAof/qGBvPHxxfzyTt/o/TQTzhPlmpwirKpKTxkmKLWsLoTRfxj/V9JHDOSf2xeD1UnwFEOVSdZ8l9zWDJ/nlYgzYRMZWpUynjpqlUNI/MCmJkCF8DUNCyJJZsBdg5aYQL27Z499A0PZIKiBUEq5pN4sSXApKeUDkBAGds9jCtC/JmbNJ2Xn17BxFtv5XLfjoy3hjG9TxQ3RfpzZWQEH2VtFruHipM4jxZQU5BNbaHWpirlt7RJuk4U8f3n20l5YCyHvv83x48c5pnlS9nx7laormDda6u5e9Ttan6XTJCTBKOIqUGmZi1cuBCLxcLkyZMpKChQYLYRsNZpRT1gu/fQJyyASfYw0sVpt6JhYrJCah+Mj+ZSv0t4dskiIXFQ66KmvILHZkxlSKAXt8VG0y8kjB2bt0JtJVWluZwpOkRdSQ61SrPEwYsZ5qlS9Y4leZT8tI/Sn7+H2ipSpkxUDe8SHkbOjwcozj7EdYMHcST3MNu2bWXgwIEkJCTUy9ChQxk2bBixsbHqPAGtS5cufPnllwZoYp4y96fBh/ksuZoImRRcP6GuDT7s5x9/4vKoEMYb6eSzmaRolnCrtNhw7u0eyUBrV3J+2A/HTlJ55AiUV3Dg888YGBVBTIcOPLNoMdRUUlmSy5niXzhTfIjqkmyqS3KoLs6lutAQw+mLD6srPYLjWAHuU8eZNztVNXxA3z7k//gD1FWzZO6jPPJQJj8f+JGnnnpKycqVK3n22WeRUkxx1KhR6jxvb28yMzOVlomGieicmp6LJk6/XYAVFxUx1N6D+3uIM9dpGA2amZUwwhvJNlhDyOweyd2RnRk28HJKcn/FXZxPZeFB3CeKydm7j26hYVxhs1GWcxDn8QKqC7Kpy/8VR8Fh6oryqC3Jp7roCNWFOSokEu0S0b2klLlUFudTfOhn3s1aw8///grHsSLqjhZR9MvPXHX5FfzzM601jZyXsbJ8+XL69u3Lxx8bE/fAGB/Q817VNFJkyubZAGuBVkgYaw4GVVVXcvvgqxgdIdkJSehJRkH4VigZsQYfM/Jesk9M9v7uESR0i+GXfd/iPl5KVeFBnCeL2PuvL1R66P4xo+DMCWpVz5dLTWGO8ltCSEWqlWigTMCUWYrmiRTlUFuaD+XHcJYVUVmkwycJzNesfom77hxFTU1Ns3hS/Nm+ffvIz9ezhgRD08eJOeopDe1IIHoCJpVOv3cc1/h3IiVeqEEgs+KDVN5dBdTKyWvCOtMuvWgIM+KjuayTheeXL1WmUlOSC2eOsf71V5Q5jB8zEufxYupK8qgsyq3XHk9wWlquKc5FpH5foZyvKYeQW6nPcaKYsSNv4eWX9KQ+4Vvyk9J0/OZ6Yy6m82FmxvXs+bAWR40k4text1T+7Ion6NnJQlJ8NBlCOA0tk7jQjBNleYZdD6GlWjtzW1QgA7tF8dUH78KZMhzHitnz6Q62rXuTg99+RU2xduimqdWDYJhgS+sCVm1JHjXFppkKYCJCQbJxlORBzWm2b9vAqJG3UlOrZ+wJMKJJMuFF5RNaDJ0aJxCbZ1xbpRUuBbT5dHbv/gpbeBCTYqPI7BGqRnNmxYuJil8LUilmnTENVbRCeNiMnlFcF+ZH3+BAXl6+jLrSQlwnSjR4J4rqtaqqUPeILQF0rm3KfAtzqSrIpqY0n6rSQo78vJ8/Pb2cW24eTsWZcpWCbTwN3Rz4bSC3WtMaA6Y0rHF65+y0Qk1FUkomlTpxOOsYM/JWhgX7kxEXSXoPAxibBixD8lxGPJlsC1apn5S4UGb27M6AAD9uGjiQmqIC6qRRyoFnK6d+LkDOtV/MUEInd9kxdv7337nh6qFcf+113DPuHv755U79soLKopopHyNj1VYNawTYObIVYpLKlxlzsF7986tqsHaaNYr0HmGkx0qmNVgN2GbEhpIhOX01qmMAFhtIsq0L/bw7smL+Aig/pXs+cdASEwptUM69/RpWXXhIBeZUlpM5cyaZGZlkZ+diTjWTkXHTqTf2V021S9Yba1jzBGIrgOlEnAGY8UJCcWkpCb3t3B7hR5o1UvWQksuSYTABKj1WBkJCVd4+JS5QJRcTe4TTJ9ifz/7xD9wny5Szrik6hDB4cfba4bcfsKqiQ4qaFBz4nttuuIG8XD3ArJ16a9p0IYC1QCs8n4Y8IbN3+fOqVfTuaGFKzy4q8yC8TALxJFtnFXinxMnIj4xcB6mBkbHR/gy1xXLkwI84j5coMlql8lsmk29OHVozQ/FZVapn1L2rkF2hJ6ueepLE8eMFJ5UhdjtNE2wJmLNv08G3xyDI+ZikJ2gSm8nvTEUFN/XvT0KwN7P6RKm0TUpcGLNs4WqwVWUs7Ho0SUZ+Rkb6MPyKSzlZcITao4VUmzSgWADTicHWAGq+TwN2plBCqTyqS/NwnCzlrttuY+0anaaW+27XHH3VkzYdNfKcKtCKSTYCy3CQkmOS3/b338Hm781YawyzbBFqYEMC8Zk2yZOFqwkl6VY/UnuGcUu0H9f3v5wTwp1K8+sBEy1rK2BmLyql83ghlB+H8hMqWKemnL07P2fEDcM5caJM3Z8Ob86uRS21zdzWTMMWewLWKq1ofEEBSyb8OozJvfMy04m1WHiwZ1cy44TxBzFTQLOHq+zpbKufyqDeEhPANZdeSumRw9QeK2gXYKJlwr/cZcXsyHqLR2ZNZfm837L00TlkzpxKv3g7menmPAtJf+qY0AThfEpPwFLUHFfPnH4bBkHMi0nmQviy9JriJE6dLOOWhCEk+HuRES+9ZiBJ1mCmy6CuNYSM2ABS4sO5s2swCVYbeQd+wHG8uN2ACWgSdP/4z4/50xOPs/SRh3hywe9445WXuKxPbz7aruNCp3oP5OIAluyZ02/vtHPpAFzGvLAD+77jssgIbowMVCQ1OU7CIplAEkx6DxkkCWV8bDADOoex9/PP4eTxCwKsquAQjqNHoPIkVJxS5vfBu9sYe/cYamrk9Ro90U+ZpEcW1XzobSkbaZgnYG0dBDEvYswfUvNN1TRwHZ/y9/fep2ugNyO6yKiPcDFvZst8rm6SdQ1kqj2IS/078c6GdcrvmE7/fHxYg+MX7iYcLpeq4nxqjx9l3OiRrF+vX6dxqp5R4jmZInnhvWS7BkFMwJqVksk10sCvvrKKWJ9LuLNbCCm99XBZmj2SqdbOjLVFEGmx8PT/e1w5aeXoZcSnWBi6xH8mrdCdQAM4DdslTlT5fIkxC3SEQPlJ/nvTBq67OoHycgl/GrIOze61RVbf2EfrcxoTVzFJ70ZO3+wlhYcZrzBrX9VSZZ7b5FVft7x3UP97/qnldPXqwOjYMEbFBHGlbwcuC/RlQNdIBvbuyarfPwGnTijiWlmsh/vNsKYRSIV5ymxFE7U2ijYJlTAAlTRQSQGcKSdx3N386Xnjvcw2g+LZjqbLTQAznP4FvzrjMnohnPLmhuKJCrjnV64k1MuLAd26sWLuo2zfspGfvtlJyS8/UHFEEoISRzakY9SokEwBUCI5MRENlCc5Fd9VZ6R1HMcKoa6K55Yv446bb6SqqrJZzutiaVjz0Og8aEXTm1A+zfATDrfQDW2faWkpLDVHbmSmzfEiXEInSiSVY6ScC4RPFeA+XYzjaB61hdnUysCHZBzUHAqtTTp80qYrUwbE2Z8uzOXR2alcN2Qw+7//Tj0onVpuqi3tWdcaZubDWgDs7NmKpgB5ritmISaJdOIOnO46HA49o/qxx+by2ovPqTkPCgjhUGoESEaBDitwHKX5HPn+Gz55b7Meva4sg7IinKVH1CBIXWkOtUdzcBzPw32qGKrKOHb4Z1avXMHN11/NlEkTyJcxAnkVtK7uPILrc4HYkkk2muPatimbnmDJcgNgwsqkNzLG8txu7rt3HO9t3QinjxpDZTqUkTy8+CwBkYoyXnnmD8REhjPhnjGsXvkUuz/ZQdHBHzhdmM2Z0lxO5B/k8P7dfPTeZpY+9l/cdO1Qxo4exUc7tiug5J/+1sS5QDif/S0B5sn0TaffYsa1tQsJSLrbFvAEL/kdKytjxPAb+HHPv+BUMXUCkAClRn+y1Syc2uI8nMdKeWDMaF56+UV2bN9ORmoaI4bdyM3XX88dNw/nzttu4rabh3Hj9ddy520jWLp4IV99tUtfRAYs5N1Jh/48gzzAtqdvWmuT7DsnYGKSU9RL8v/a87W6IfmWRFONar7uAZgonOG/9n23j/79evHpP97mxJFfqTlWiLusVMd9Z07CqWNq9mD23j2MunE4x46W1INQUV7B/v37+fyzT9mx/UOV/Dt8+HCj94zkYJk0J3zr4oHUAKLwJM9vacgbuZ0WD6XzVnN+mHqbbbL69s4uAzCZuu05GaU5WA0XMPfJzcvvl18OMmH8Pdx5x62MG30H48eNIWnKJOZlZvDssqVs/POr7N35BSsWLSB1+jR1jtRxrp8cYV7rYpaS8/MUqVu1xXjxVQDzUoAlmm/kxhD7ZlPA5P3E5qC0eqPy1NV7P07l08pOlZGTm6PMaMOG9axYvpzMjNmMv/deRo0YwRV9+/HOtrcVTvpl0wZA/hOa09K9ewJlLku7PQFLUbN3ZAZiIl4qNBpiADamD7t2a5NUL3TqoEzllDR90PmllpaFwCqRsMQwzdY0Rqavl5aU4qgVH2TM+xA/2MI3JpSJKDNp5foXSFjrwTLqaR2wwS0B1uBMW3oy595m+reGUsdQzU1PnKzEfC3Gfeer5RcInLRLKYQZjwIp6ts7Tea4KpMc04evvtEaJu9pK9TFnhuJTIM8m5jHijOW97uFG2nRHyWShyD1SilhlU6/6FeU9boE9GLQqjSXjfWzX9c43vM8z3MVU/So02Nf47bpd8cl5yckWDIW8hMf5iMfK9psOn1Dw4JH9+ZfX+tu2+GqVYnCOpeLOvmWWDtEZlyLyGt5Trch5rpKD+lkpL6GG4dTvkagz2mpbO0eWjq+Ldvq3C7kW1G1prh1W+X1G/0hJf2ukQAWYQLmrXzYRMJG92LX14aGqY+lifPT8wxkrkFz0U9BH9P2ZaVZ6jNYZp0N55qaaF6r6bq5vaVSjvXcbp5rlk336fWGB6raIQ/WpV9YFStTGjZf3mZL0Bp2lTEpOHaNfNIvnn0HvlcH/d+/BgQylzyE9+IhRG6eiNegaCz+V3bDuuZB/MbGkTxnBk8+v4Llzy1l2QvLWPrCEyx9fjlLXzBElj3F3C6l53bPc861r7X9rdXZ2nnns0+O9ZTnn+Dx55bx+z8u58kXVjLk3usIePJGwrYKrYjGEjAomq5ZUwj60wj8036Db/qVeGcMwDtjID4ZA/DJ6P+/Rrwz+uMpvmkDCF1wDYGbxxL8twn6o5FBV0Vje3MikX8bT+rKYQoAAABhSURBVA/1MdmJRG5JJGrLZKK3JP5/LTFbEmkuk4jZPImoLYLJJLpsnkDnLfdhWzsBv2sisfiEBuB9VYz6qKv3kEg6JUTRcUg0HQf/7xCZtyqm1kjMthvbBRP5QLBPeCf+B1KCDH3dMhvxAAAAAElFTkSuQmCC" alt=""> Look at the next video: <a href="https://www.youtube.com/watch?v=JeJXHEOAYAk">https://www.youtube.com/watch?v=JeJXHEOAYAk</a></p>
Ejercicios
<p><img src="data:image/png;base64,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" alt=""> Solve the page 4 on your book <v:shapetype> <v:shapetype> <v:stroke> <v:formulas> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> </v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas> <v:path> <o:lock> </o:lock></v:path></v:stroke></v:shapetype><v:shape> <v:imagedata> </v:imagedata></v:shape> <a href="https://www.youtube.com/watch?v=BoygyLdplIg">https://www.youtube.com/watch?v=BoygyLdplIg</a><span class="redactor-invisible-space"><v:stroke> <v:formulas> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> </v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas> <v:path> <o:lock> </o:lock></v:path></v:stroke></span></v:shapetype><v:shape> <v:imagedata> </v:imagedata></v:shape></p>
Evidencia
Evaluación
<p>Ingresa al siguiente link, desarrolla la actividad, comprueba tus respuestas y envía un pantallazo con la valoración a tu maestra. <a href="https://es.liveworksheets.com/worksheets/en/English_as_a_Second_Language_(ESL)/Greetings_and_farewells/Greetings_(Drag_drop)_vg1068752uj">https://es.liveworksheets.com/worksheets/en/English_as_a_Second_Language_(ESL)/Greetings_and_farewells/Greetings_(Drag_drop)_vg1068752uj</a></p>
Bibliografía
<p><a href="https://es.liveworksheets.com/">https://es.liveworksheets.com</a></p>
Foro
calificable?
Activo
Actualizar