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<p>Propone acciones a seguir para disminuir las causas y los efectos actuales del calentamiento global y el futuro en la vida del planeta.</p><p><img 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" alt="Resultado de imagen para calentamiento global"></p>
Motivación
<p>Analiza el siguiente video y prepárate para participar en un conversatorio</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/miEJI0XQiN4" frameborder="0" allowfullscreen=""></iframe><br></p>
Explicación
<p>Analiza las diapositivas y prepárate para un conversatorio</p><p><a href="/web/uploads/561/24278f76b5-cambio-climatico.pdf">24278f76b5-cambio-climatico.pdf</a><br></p><p><img 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" alt="Resultado de imagen para calentamiento global"></p>
Ejercicios
<p>analiza estos videos, saca tus propias conclusiones y prepárate para un conversatorio.</p><p><a href="https://youtu.be/T77lh-ng_hs">https://youtu.be/T77lh-ng_hs</a><br></p><p><a href="https://youtu.be/O2FqVdEobO0">https://youtu.be/O2FqVdEobO0</a><br></p><p><img src="data:image/jpeg;base64,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" alt="Resultado de imagen para calentamiento global"></p>
Evidencia
Evaluación
<p>La evaluación será integral se tendrán encuenta todos los momentos de la clase y los conversatorios.</p><p><img 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" alt="Resultado de imagen para calentamiento global" style="" rel=""></p>
Bibliografía
<p><a href="https://www.nationalgeographic.es/medio-ambiente/que-es-el-calentamiento-global">https://www.nationalgeographic.es/medio-ambiente/q...</a></p><p><a href="https://cumbrepuebloscop20.org/medio-ambiente/calentamiento-global/">https://cumbrepuebloscop20.org/medio-ambiente/cale...</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><a href="https://noticias.eltiempo.es/calentamiento-global-y-efectos/">https://noticias.eltiempo.es/calentamiento-global-...</a><span class="redactor-invisible-space"><br></span></span></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"></span></span></p><p><img 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AoI7RkyRgx9ximoPsvxKkqey6teD9RqrzNrDeezaVVTyQCzsyqwt2hwFUGCYABI7SQcdX8K6FLdsXbbWvKQra8sybb4YPCD13JWYM7oODUn+G3U31OgsvgbVNpgo2/SwWVMnO0T/AN1e/wAQetJpbMW1Pmkbl2rP0MCR+ORE9mPY0Mm26IqM/sB9JqnS4qtbAMOIAK3IcCAImG4H+1DXXN9zeVlt7ohCgCZCgDHMsAB71o2pVdUtoWn8q4bTQjAEnyk3BR7EKRHxBOIBE+lWy9u6L95ANssQACBIdR6TgEycf3T7CsIx6z7UFLaqwI/1O0KsFl3AshOGjhZHqxPYjnjuSZtY6WC1tbAYW/Ldbha64JdmLqbg2hyWMKswEJPvXN0XTbwdPuvYwTIAPZlA5H3Jgge9WPi11tDSWLah7SuL10WllyWgRcYgqbhBIAUwuPimnk7NJGVUB9zqKXbj3LxcszTtUkKoLGAsGcAmJ/WTU/p3UE8q5askW/MUoVcL6wSDlxBwRIOdpJP2tP4gNc1DWryWbVuwwIshLDWXMRIbcoDnGIJwO05CFIB9QJ+Jg1p17K0C0WOu0lzDXEFoN9JU+lgp2ttUTuIJHBEAHGZqBeclm9e/+nfmWUHBzmIAweKXZ1ZWSAJ7cgDAB9IgGQBP2pzU683JlVzgEySPsZ/8UStFEa884AAH5n8T3nJ/HEDFJCsFnsTE/aP+RVi9zTMghGtsD6pub5ACjA2ACTuOTwIycmFqRIBmREA+wGI98VdkG1k8Sftyfim9pPANXHUdLcU/zLb2g67kBIJ2ZAwAARE4xA7RVc7kD6+RBAJ/I9v/AHUspkY1017SahRaWrTstuAnqBgd4DESc92Jif7fitK6Zpd72grW9roN20E8CNpGI4JE8bozWX6C4VVnDDGACTJ+0D2+RzVx0rr7o6eTggjcW4PqGDxIOB7Zmk+RjnLSHePOEVt7DjxFpbitAaAQAZgyAP1g8/aqTS4teaCGBmIYjglWAx2g1d6nWechYiJ5BBwxn9DHbuTTNq0hthFgbMiOMkboA98GfvSMO0dUMZFGStsE/Eo3MGWCpEj3E+/5ULXVzR91LpR2ST8x9/v+FBmptwa6WFpxo5eX+ViNFZJIMYnmivoWiYSSpDTgmeO4+05qh6VqBIExHc/Ef5+NGPRtXvJ9QaPj9KwzSk9UdDBGCV2WFptiMrYmMkf0jJ/aqLpS2bzMbu6Wu23BkgbA/rGeQAx47LRH1mwx0xKKC5UhQexc7Yg+3NB/UdP5YOxiWB3CGMD3Ukn2/wB6DAtf5Cm7LX+IHVzb1TeQ5G0gAo2BtAwCOwOIyKh6HwxqdVaOtsp6hchkWAxZdrG6qACBuMnaDGSPaq3r6AMH3bZUegAkjcMiTjC4J98CYMah/CnritaS1cLG4D5dskbUKcz2VmWDk57TPLcV0xqhXI+0qYP+G/EH/TnvgreVnki2xm21wEguLjN6WIAmQxx8wLLwh1+/c1mouahFuC3ad4aYA9JIDxHlgKuYMkiPqNRP4h2kTqG+6He2p3BFZVB3BS45wMSSPftGe0XWU1TGwpFrThWYW7ZCtdubf5SGSfMA9TQYURLEzVtXsG/gPXNVc1puFWcXdOl+8WHp9IuKbaAAQuAfSP7Jnmhjqd83SpKKm1VSEXaDtG0EQMnbGTzE1s/h/wALpY0FxXUW9VctvcubmDFd6sttSzTESGPuynmKyez06691FlbMgXrO87UKsvmAho+mByxngROKOEl8BkmWnRdFqtNbO6IuCVskeY2+fTIUzaLAMJ59S4M4vOi9cfSXWt30RHADBLkMWJmN3BkNB4AIz2moN5ddbUXF1LtqLLB307kN6FUfzQAIYAKCwORG6SZNTdD4r1mvSbuht6sWz/L8m2FNu5tLKNw3NnafSAJjJgEVlOClstOtFl/ENtR/o7YuPtAWVt+TuFwFmlQ6gqGACn8Jmaya1Z3KzT9IkziR8H34x3rVdB4iu21tJrdPctKxBl7exCgBB3OyttPZoAPOBNQNV0C3q/PvW9MyIlwKGXKsuPpAyPTJBHxOMCQy9FTRbje0ZzY0zv8ASpPzGPxJwB8mrLV9O1NhTJ/lh9u5PUjMADIaJIHvwDPei1gu0afTsy7f6HMiAQTuxBZiTj7/AITk0O9hadbjojGSQC7PEMBEFVWSoA7DJOICXLftaKUAO6J4hW2G862L0o6jzES76ntlPSWg2uEz6uODQ+SIIE7efcjGJ/z8O1aHq/DWntkszhGaYtsASAxKTnEc5gRB4ih/qtq0AdOF27X3hwZ3HaAA2cCCeI7YmZKHJjLxMGUWvSiu6u5cH8y4z7V2qHZm2gkAAScAY+MDmn9SlgWxsZi85BURABBIO4kHcOI4IMiYDIJs3ASoMQYcSrAiQSOGXgwfbPtUa6xJk9/YAfoABTGn4BYgikEVJtXQMMu5fvB79+3v+FN3wmNm7jO6Oe/FQoampXTgNwLD0/IxPY/nSdJp9xI3KpAlQxjcZHpB4BzOYGKQbxMZMDgTgfYdqogY+Hrl17htMxbmPnYCZPb6ZwPitC6T0QAZGfy+P+aAfBGiuXC10cW2USRli0kiT32gt7mK0m/1QIiNP1CZE8cDn3/8UKURbM8l38BbxToQPnmaANTZE89/yo28R9T3kkHmgfV3JY1T1o0xbVsh6a1JHsaN/DenAYNMdsDt80JdFXcY/StN6F0W4FHoJP8An61JdfGRymv4on6gEsiCPUVWTgCQTJ+KVp/DYTS3L5MXnsm4gbafLWZmYgmBify9yG10SId4AABPwYipF/QPvI2AJt2wDyNuB79zjiSaxUU1+JvHNJfyMR13oZBdJuKhh4I+nHpA4ERGZmM4wY3TfEzae5us21Vf6lzLjAIL8g7QRKwJJMTEX3jHw+qFntksOSO68kyPb5/80DXAPbOc+/GP3/Om4xTRfewh6t1W9rLqF19O1Vtonot2w2JJE7QWDMxMnBzjD3WNClm9YRDAWCrXJWc8ssErLg9iYCwKotFcLIyEnAxA7HDD4mY/E+9NWt73pALOW3QYHGTM4GB+lSvhdn0f0HX6fW2SvmLegBLpHB3DHvtJ9WJJAMHNI8R9C0txbauEiyCUS4wCFDIYMxkhZPuMhaxXTeJb2mizaurtZQzMAGBuOqnBycL6QBwSTyZpjxB1FrlsE3HLSwgiAR5z3DAA7OQe/J4wDh/Rd6NO4UdN6Pq/9dev2rQ1Eu9kMIW2rJEegv60KjAOCGJI9otzQdUF6463n003jatW0by1cMxUraRSFIRBOYgL+IF9L1jUHTXLK3NttWF9gMFmMWxJnIEggRzmpfQepk6hb2puuSHLjc5MncqnBwoyw/EwAcjTqwLRrfh2wtjS3NL1K2blrerBbxLsZMlzuP0D0ZHdiPii6xY0g0x8sAWzgSkcgwNpHENEexrJP/5NZtaTYUbXm2rNuMBoIIVzly4GCAB8ySTsM/lFUO5ym55Y7VKoJ2wB6i5X5PqMjsvkbXoaVg2vRLavqNSAoZlVre/jc2WaI7KRjgHvBApq7qGFoLbRmtg7nuExJY5MAARzJJA4ECRUzR9GcWzcvBGvNkG5napLMTgECFkY+cdq7qXT2s2Cy3VUXGkC0rQEzEPuO3BGPtxMhXJGzRAj1zUPcl9gm2QQoAwi2ypE7c5LvBBwRnE0N2dKb5YjaGABkELJzwoXJk/oPc0U3dArhVkAKSWLcnHHaDwQZkSYzVVrbNoAC0pJOQ3cRyMfNFjnSpGU1e2UxvQq7oJH0kiY/Mf5FRdVZV5IUBon0jDYJOOxgE4/LNSbxwQOT+NOdOBWHMgrJBGIPaPmf2rdOtoyB1xH3pBo48XaWzqHN+wCpZQzIQOYUEKQIJmfmgt7JHxTEJqasqUaG5pW74FJYV7t4oigj6P4lu2oDPvQghkPAO1gGEf1Ceavl1rPZU8wo4OF9TYj3Iz+VAti1WteDvBhdrRNz+WUS6yR6srO32gGAfvWcusdspylLSB3qmlhFYiJAIn2oQ1zZravFPQFurIubHgmLhiVAkiRgFYPGIjNYx1CyQ1DimpqynFw0M6B9sEczWt9D8ZAWraKD5mN2JUAc+5yPbisfsOB+dEnTXKum31Cc49/3qZoxauXwkO7dR+m7HXq5G/jcrATifSIx7zx7ipGk6glw3E23E2jO5dogkwV7xiqrpllTZBUneVHzBVpz78f5irnUIRpyDdkxG+By3BgDtj4rn4uSurQ3kw1JGN/xDufz3AM5g/BA/8AJoJVl4InImImJEwTwec0e+KNfabdaRWclYvFR6gQfTBI+oALMzMrBzJD1tIW/mJCfUWtAgquPVwQQfY+x4rqYJuUdozyY1F6Ie4Wn328rmAckCcT8ggZjkA09cvW7rNuX1ETIY7pAhjLEhySN0T9vao72tpBQsZyuCJHBAMcgx2j9iw1uDI9IkQSQI++cHFbMAstLprdx/LQwdxNss/pbH0tgZ3DBwTx7U3orAx5xcWyCzRgqRKzB7hiBn55pF+8zRvtgOQPWBBZSCCbgOGJ/uxwZmZE3pluwyMj71upMFrm1Jz9LAYbmFOCe+TQssndF8KXbiOmQ7RCssAsu47ZIM4KtiOe+DVd1Tw9etgswJIORBnPtIE98c4PMTRh4X6lZBCXLwVkxbE4gkQeZ3QTAnuYI7W/T9fpA91ta+4tci3tjtzcDCPxj2ERAoO0kwqVGW9J0fmXLdveEV7iAuIJXc20Ed8ST7YmvpPommUWzuMvbOxtx3QVyriAAWJ29h9qEOqeGNPqbZ1XTdq3LfqUL6PVwynuDAHft8mq3wL4guXLTJeY+ap2MQQXKETuJIncohe/0qDmYwzNtqX6CivhoN1lu2cXBaYMQvbKn6WUnmQJnmaBev6q4bhtMjrsUQM53DduEYiZOMflFOnXLdNxHU/Wcs4HmMolV+ktO3OSM8+1VXVOpXrg28yNssowFbdtDR3wJHv96TlNPTNGqIOoZBLA7yMEQRAmQdxHP+d6iPetGYQ59zx8YzMz7xT6q24i5EjGT29jGROf9qZ6h06XDJK7jkGTskmIPJXnmD6TVpJgOyu1F/YfTKRkbJBMe7TMfE1FXJO6STMk8k8QPzirbT6K5clABK4M+mYGTnE/Vg+x78u9EsmRKmSQogZ3EHacj+mC0x2+8H2SiVGFsa1WluWjO0lQcYgww/z8/mq+1YW6bjXFXagJGBiASQCeccUa67Rq9m5d3nYp8tUCtNwoAoG7hZndBMkTVE1hFR1jaDgnsv0kkGPq5HGJzUjLSZo4bArqHR2T1/0EwJOREdviR+dQLdontx+37RRX1bVK3lhRuX6mU45b1CBkTAz81WtownqiY+pZGJHx7H9o7ZdxttbFclJ6IvTrYkTW2eBeu7LSWSADObjHkdh8CMc1j+l0oLehi3tjJ9p+ff8ASaJei9W24NG4xkqYrklOLuJpf8Q9OrCIHpECPjkx9qxXq+nG6jnxB18tgtMDbz7CKz7qWrlpmhhDrGge7nOyitgyKNPD2luFrTJ2MhSYj3P2BoMt3JOT3yaMOi2XdvMs7tgHrY4AmQI7njtJNL8m+h0+NXY1tNQbVlbhXbLhrnAhGEMwHfgfJn712n61F65auJsUwLU5LNsJ4BIICrJjjNCnVfE63h/pQqgKMsMgsBIAIHv/AJ2ql19/UXT51qfOsot1MyWA/lXMe6yrf91c3Bw5/VV/9QxLPBtr6XnizV6dERwD5hlVYmBtCg7hiP7RM9/igfVEFJRSxcNJJEyAPUS3facxI7CofU/El++FRyFCgrtWQDggkzmY7T7+9QLOrIA4wW7cSMD5EjiuxgxvHCmK5JqT0O3tQSCpyG9XMAcwe/zzkkj2ytLBGdu7EQSvuOzLtA+P3yK9svJLOFJYlieILZn9IA4gnFSE0WNwJC9+ZB4zGBB/T2rawKEafqRtAo6sqnMCAYPDIwwDge4xxgQrU3t6FsEnDGEAdYnaQgHqAztYSIw2Mw9TdiCGDLzHMHPx/nNRkUht6bQAeJmMyFPx8mPvUolliOoqMMAIAgxLTEkzHMxyf2qZvR13E+iYnJ9RGAfy+2B8VVrtulhEOJhe5j1GSfiY7n9aZ05KNnBn6TIk/I7fjUolhr4f1ps7ltswZwFLW5J2zIAAiPec4B9zRZ0nol5QNZcurA3MWCbt42mVbaoYYk7swRkDArOtD1R7JDIAAewzEZ3SR+PxWi+E/Fm5hbvIyjkkEspG0khlj+0kiOe4EZxmg1If1ukS5uYTDD1NaBkMYcHBgowzGY9Q7VU6jRNp0ZmO62Du3JBIAGN4H0kCeMZnEiiXqq6XTl3Y3FsBRtewHuFIBknBHlke/p9oJqBc01w7EuB1Vx6d6lTcUgEpdWAeN3fJGInCWSC/1Gy34Vv/AEu2yNcS6AT6iAYk4PbPf9a8LLftbEYqykAzmADOCcRkYP4UPa3Qto7voNyGYoRIcQIAC8SZEwewBnNEd1lRIULBwxAhpJM57cgUtKLxv2/0aQXe9V+yttaC7Nzy3VmAhCIAO7JEjAj1fmO1K6bpHtlVZpYCSoOEJE+omIyZI7SKl6JwQTOMRHpnPB7RP7VHtqQzATjuTJYgghRM4IEjJxNX2ctMNY1HaHupG3b3IW81AyiZKgkJuJBGQZIx+FJ1XQLuotXblibhtIGFtI9TMSGJ7ztAwO5NQ7Wla5egQbhhVAH9xhTzG6d/2/AEat0jQHR6Xyw6teJliNqQT/UTnAmZIMk8ZpvHEXyS+Hzjb3BjMhpIIPIPcEe/xT928TknNa/1nwSdSWe8bDO2Q+nOxl/+pW9Lie8A5781lninoj6S61tjuAzMbTB4JB+x4J4p2M09CMoSWyFoep+UxYfgJI5EHHeRikaDUkvOOd34DJ/SaqbrzT2jaFZvcbR+hP6fvQy8Dgv2S9drmJ5+aq7l6a6/cpiaIHqrPUNWWivvBTewRo3LJgxxjioVkYqTph6pNSgZP9Bn4X0KucEysED3E5/KjO5042WW+gygNwqRIKsCLls+4I/YVnnRusG1dQriK2bw/rfPtHcskSeCAYjg9waW5ORwd/AuNBNf5BnqHgDS66152nPk3STxlWODkdvcRyDPNZ/1HwfqdOzq6Ep9Mr/dBZD+LDb98dxWhpqLmn1Fy5aB2YBSZleeOZSeIwpH2ow6X1GxqrcFBI+pD89/lSe/x7is1yWv9h140tnzy2nMJJKhlP32BiBkj3J/IV4brJtIyDyPVHwF7A4OQe9a14p8Eq5LWgP6m9QmG9x+X5/jWS9Q1IVwgBhF2z8wQCPjIrfFn/qOkSeOKh2PNVdEAsiyf6pJJA7EGffnHHeo9iyThGgn3kSc8fsK4RuGCq/Oe3wPnvjNJv6bBbEzG2Rxjj+7n8vxpkWCboviS/pLiPcsWroQG0u5BEbg0qY+udp3TJgA9qrOs6O9ddtStoi04DjaJVU4GPbB98d6rdJcKEhSwg9sj2yJ/wBjxRt4g8Xi7ojZt3LaOfS+y2F820wIKkHdtjB5HeImhenov4Deg0i3HQF4GADJj1TIkTtz+9Hdnor2UF1Ye2YZdrzgmY5wfp9xxgwKyxG25X6sxtJwDHsZ4xk96s9Hrb4TFwqsgEzgx9IgYiBweQDVSVkTNd6L1ELKyGUiClxSSBwVM8kj2MfnAtus3NtqzsbcqAXbZY7/AE7SYMyWiGBJnHzWKWfEN22G7iAOfYEExiCRn/kzWndCeza6ehvEo5t7ltzJZnJYIFOf6uO2ewpTkxdJL6zbG1dg34n1b3LgVAIuXGubcDy1ICSCRgGG9PsKZ85RjdJ7iOfmmtVZBvO4Pfgdie2MDE/4TXvReg3NXqDbtHIQt6jAxERAM8isGu1I17OOyU/U0d/KUggngCeNoj5wsk//ACI+DcaPypneCARuJI+o4yeI7x7DEmqe74A11s//ANZbdklWghQeDMAyQO/tj2ptct3Tytw7LoxtBWYZW3boJxwIMc+/Bf2ylqwf7mSW0HnStRp7OoS7cuJtBLxPqkLAhRmJH5gCOYrfFnjC9qfTbQJbBkTljxyQeMTFC/SLYxNXl22NtPwwxijl5eVJsH36tqN1vzL10oGwAxAXOYAwKm9f67buBg43Bj3iUBDE7fgsFkcZqr6kh3QuWOAImk29FZv23Qny7yHcpaBIAyv0iV5PONszmKHJUdjOBuaBgrmBTl8x6fbH496sNJ09l3M39JKCDILDuD3A5/KouosRReguVaK96RT1y3TdQgu21P2nqGDTlt6uynEutPq9jLcABg5HzH+Gj/wz4u2ruf0KqwSTJJjkCP0AzWbaMyccd/t/nerdLDCJSVmY7yBj9aXz44ZFsPDKUNLw0nUdcF3aYw5ngghuzbSMqQPc14nVLihXtWQgUlc/3D6gxmP+RGapejjeUZmPoJ+dwONpB/HPzRVf1CojEqI7kjleduOCJME+/tXNlFQ0kdGEr9Lzw91yzqiyLBuJAdZ4JHIH9S8ieMGgn+KvgMqo1WlQtGLiKCTtzBAHYe0e3zL2utqNmpswp3ZuJiYEHeREx3nGD+Nr4b/iMFuHT6sSZEOqmDMSpE/UCRxgj2PLfHe7RlljSMGNw/VgZ7YP4RxU/RW5hjmT2gExx9xIrUvFf8LLd0DU6Bt9t3LlRnFxx9OQAFlscx9qzO30y7LOEbbaIW6ACGVFO03CPaJz7g/2mn+yYrTJFzSLtLlARu+tCQVnPv6zz/5pn/poeGQhgRBDkqVI7liMDHf/ANHnizSWn1eyzK6a1aTbCnYocfWOx3McscmYnFJveC7/AJC3bcahOxtCSJxDADt3n/aq7F0AadPuA8Y7wysoHeTPEf7x8I1Vt024BBBiBEggfJ7Z/H3q71mgIJ8yyFMhZZSYzB2sMAgj9Piq+5aYSEZhk4ZhEKCZ2nHt85q7BKbVufpA57DIJzx3rW+pKtyxomOBctXARJnejWwAODBURPagvwf0wXtfZ3xG6YEHI+kQMDmZ9x70deJbBu6hSu1LVoMlsBfrVfkjiW7Y/SlOVJJG/HVyBXV9UztwyopUSu0M7YLkfAgD2BP4RtJ4h8ht6B94IXctwoCoMlSAMzjE0vqFhQ3EsX2qo5M+0fb9qa0Phi7rL50qkWL0Bwt4MguW+5U/1EYMRP5GAxRUt0FmbTqzafC/jEam0zBHWGCS7h5YiSPT9IGOYmRwZgO/iL0xHcsZN4+pEUAHbIDGB77R6jP4BTQ/0Xwrrul6m3cI8y3uXzBZMmAwZhlZIEEds+wNHGvPmtdvs02ikKNy21CoCxDXZZiCSZEDg4Hfbsk9MBRbXhmuh0L2kN1yAgO098kfSuMtz8CDmrbo9l9ReW2oJUxLey8d8VRXNReut5KlmWd+1GJBB4YCB2JgxkGrbwt069b1AuC6tgidpbO4jlNkicc/jR5MvWL3sXXGUpJ1o0HQfw7sIReuEsd0gE4AOAMff9KjWvCVsOtx/KVixkwqOg9SraUBcqAVEdxyTANWfSrl27ddla2Gb2DbW24EkQCwxPxVh/pilxRAYNBl8hdgj0zxOCI+cVyJ523tjkYdNIzzxf4abzk8sSNsKgECF5I4E5/WgjVaYHtW4eIWcJcFpfMZgAsmIkTIPvg4rIPEGoi4d4cNAnzF2sYHcf710eHkuPX9CPLg+3dfQS1dvNVtwVY6+5JNVrU2ysfgk1wrxTXtUGSNPej4NXXTte0GTIPv8d6HRUmxcK1NfQJp1oLl1xUyp+4q2Tr8qqEGMAqTIb/g+33oHs6wj5FT9PrBw2cyP8FU8cJeoyU8kPoe6DS3PUbY3WiQWTsZ7cyrjEMJ+ZHHmr8Mgrbv2ZQqd7KwO5CB9JExBjaY9JnmKr+g+KykLsDBVM5gEexH7/tmjW9qme3/ACYV8ZEGDywkg7sSIrm5smTHKvEdXCoyin6U/hnqt+3cm1PlO670LEp6jDPaMkgxMjPbmrrxd059Nfta7TneoaLoz61wNjiDIIkT2hZDQIG9JqLUkXNtqGlymLZM8up9Vsz34nuJijvRdcKEWivmWzgDY3YYhoIYEfbjvR48n5bNMsPqK/w5c6RbukWnax52Dp7pPlHJlQrSi5P0gjkYq26p4etadTftPb043ZwbQjgKGsMhHaNwb7Gmb/hnRXgQ1tmDzIJJ2ySxgyCM/eKd0PQCtn/Sl1fTzJ8x23IOdoJHqWex7EjNMKaFepFTpWpuBXZ7bo7T/NQOSDlSHtpbIPf1AxVZ1TwlbZp8lgezqJQzEEsiggfIVo/CiLxN4qsWE8vzbXmxiWELiCWnAGTzz+NVOg3W0Ny3ddCTuZmt7VY/G76sRmaK62VZA0HhhbD+bscOojGVJggbe7CSMnmDQ/1PxS+kt+XcQgqCgG2SrRkseBBLCO/YGjpet3L6G16TeBkG3jzFGYhsK3wTHzVL4h8OXNeQtyxdsOgkN5SvauHvuCuD+fHIms67S2GpUjG+j2/PvQW2Hm2WbagYGQSxJCZj4E1p/h/qupRwuqt/6jbDoz7bvlOdzB1e2SWtycAwRHvFNN4NTTgsdKbJgKLtzUIiHsSEZ7mDmQ3YjuKg6fodwH+VfQAziyt1+TMpcARZn2EcfetZPWgIpfS/6t4gvui77VudyneLjOxI5K2dpWZzJJA57VTHqAuWzZmQ7zsJN7M4AVhO3HNXvRfDmxmFy5dusYZyTsVLZJwSDLRngk4/Ms6VZ02otpfs2j6WIVmUqW2mCwLCWE5njmkHkaYy5RiqMetu1lWbzJESu4bQDxGwLkCMerHeDVWvW7164iqu5rWVMlQqySVPYL6snHb2itM614Mu3r10ttS1Mq7uXcrEsgEwq7jg44HGZAte5058t7Xlrk5kFowCT/USc+2KPHkjOVesuTSjaYT9P6uqW7Ytqx2kbishTxvI5I7n3PPtBnf6wE0rX/WwB3kMQCEjcdpIEkDt9hzWRdA6qRv2uqmAJfI5mB3/AC7n5om6/wCKrtjp5S6q+Zf+lW58th9UCRH48ED2pfNx6yKKRUMnfH2Z70/x1sm1edYJa4jCIRdq7U3Yzm4Mz2oD8b9Tt3dS723NwECWJBBO0fTHb3nvND2r1BZiex7VGLV0cXHjjfZeiuXL3/GtDly5NNV5Tm7b9+/x8UwZJDNKBpNeioQWop24JMU0hzmlls1AXdircinkao5anG4qwWgm8IvbDlrs7EG7Hv2/Wr/VeIsQoG2PSQY2+/EZ/DvQF0/WlA6wIcCf+0yP96Q2pJmDAE4HzSs+P3n2fg3jzdIUvQo0/XnVw7eojIbuPie9XlnxNdZt9q8bTcEJADD2e00q33EH5rOLTE8zUm3d7Vo+PD1LZkuRP6zc/D3WjfH88hXGAbTMpcf/AEEyv2BarLV9OsXFIcu+OGvMgj8IBrLPCb3Wj1gJO0bgWg/3ARHP2NaGL4ZQvmAGQPTgHifSZBBzj9K5maTx5KTH8cXOKZ3hvw/dsXH22dNat/0G2C7/APcxEce0n96Iz0o3I8y4xPYECB8gRzmg631O3ZG6DbMsYiPSJ/tIgwJEe1e6HrgYnZqbkN9Jdp284G7ito5m3bM3i+Bm/R0BA4I/qAAP5xUq7oVZlbzrw2/0rcKr+KjB+5oM6v1oi3I1LDgEqRuBEcSpjkfnQdreoK5O/U6px3BvMAfwQgc1tjn2VmbjTpmp69dBY9d9rYPJ815PETB7x3iqjpPijT3rxsaO2HWYZkEKo5PIE/tWT3tRpVMpp1Y+7kv/APtNSNL4wvJAtkWx7KBH2ijnCco1H/kHvCL2zZtTp1ullJ2wNvqUE4jKiJjvM/8AFTun6JrO0ISUCbQCfpCknAGO8YHEDsKyTpniu4bgZ7nqOCxgcdvb/wB0Y9L8XmQGXcceoNwSYg5ilc+JwikTFJ5LLTxN1xkVwES4AgYe5JaNp9WODxwQPfGJ+MOstqbpYgKFGxR3A5ye+T+E1sfi42X09x1Aa6g3FFAMgj1EjuO81gOuYDdHfI+3tP8AnFXw4Rb7fQsjqPUjm8VII5GQR2+ab1muuXTuu3HuNAWXYsYHAk5gUwXpBNdJiqVHM1Ir01ItqE9TCT/Sp/dh7fHf7cwsQU2gE8nIHsP7v+Pz+7BpVy4WJJMk8mk1CCaXSK9qyhU16GpNdVFociuZ+1IDUqPaoSkeo0Uqe9N101CqHRdpwX81Fr0VdlUXHT+s3LRBRogzEAiSIkj3q10Hid0VpYlmO4EwSGAiZPb47UJTSles5YoS9RrHLOPjCi94juXDLkEDEdo9vj8KSeruwEwB8ADmhsvToumrWKC8QLy5GtsIW6gcEmfeaj6rV4xVL51OC/RJJAO3skedNe23/SoguV6LlWV1LbfieaseldfayQcjnH3EfhVBa1kCo9/UlvzmhklJUw4/i7Qbr4nt21voNzi5a2AkkbXY5efgRj3GCOaB9Rckn70hXpu480MMcYeFznKT2JJrhJ4r1U98D3r1rkYXHuTyf+B8UZQ5IT2LfmF/5P6D57R2aTJzXldUIdXV1eGrKPK6urqhD0V7XV1Qh1dXV1UWKryurqhGdXV1dUIcK6urqhR1e9q6uqFnteiurqhD2umurqhDprw11dUIJml2xzXldUIhLGk11dUIdXV1dVlCa6urqhD/2Q==" alt="Resultado de imagen para calentamiento global"></p>
Foro
<p>Prepárate para la invitación al foro tendrás la oportunidad de explicar todo lo aprendido</p><p><br></p><p><img 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" alt="Resultado de imagen para calentamiento global"></p>
calificable?
Activo
Actualizar