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      <title>Unit 7 by daniella montoya</title>
      <link>https://padlet.com/daniela_montoya004/m5ui7t7zpmux</link>
      <description></description>
      <language>en-us</language>
      <pubDate>2018-02-15 14:13:44 UTC</pubDate>
      <lastBuildDate>2023-10-21 20:38:13 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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         <url></url>
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      <item>
         <title>any resource such as wood or solar energy that can or will be replenished naturally in the course of time</title>
         <author>daniela_montoya004</author>
         <link>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231907780</link>
         <description><![CDATA[]]></description>
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         <pubDate>2018-02-15 14:24:41 UTC</pubDate>
         <guid>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231907780</guid>
      </item>
      <item>
         <title>are those found inside the earth, and they took millions of years to form.</title>
         <author>daniela_montoya004</author>
         <link>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231910541</link>
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&quot;,&quot;width&quot;:300}" 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" width="300" height="168"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-15 14:29:16 UTC</pubDate>
         <guid>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231910541</guid>
      </item>
      <item>
         <title>A viscous liquid derived from petroleum especially for use as a fuel or lubricant</title>
         <author>daniela_montoya004</author>
         <link>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231913361</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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AZaVwFy0XAULSuBW+nmLKwrHfWRrn7KanzK1pbMp3m59F8zM2pVtTUOp2Oj+FMWHiS2uUE88zdo+Zqpi5560n5ehawkMlGK+9TP8Aad4MY5GhSbOO7tZxpx0Nb1K1Sgu9GBWvTrtrky/bdVurDLqVa47+yco/FkrFwbiqji+huYy7gmuTOiNRcbjqPgaqPR2ZbUrq4uU1HQdxbGjQLhanoK5mnTKPLi5P4gjfyAfmDXo8C70I/fM83j1avL75Hr6D4AvI0ttI1IH2nBHkL+IrntCrlgo9X7HbZtLNNzfJe5dNnuSrfbb86ycUlnXgjYwz+B+LPRc1XLAlzRYLiEmmFxLmgLia0wuxCTQFxuc07DuHWUZQuI0lPKO4nW/GjKFxrSU1EBM3fRYdxMx96iy6BcZICd7XqSsuQDOrPA+dSzIBFjIobuNDWjFF2BG8VSUgOwIaq5jlc4XS3aggjyL7cgIFjbKu4t+g+fKr+Aob2Wd8F7sz8fid3DIuL9kZ7W6eeCgAoAtPo9LHEOo9kxkkd4Zcp8z41m7UsqKfeaWzG1VaXQ0IYevP5zdFGHpZwHCCjOAvUUs4FB6TJ6xtGPDjULkQj49tz+H8q38G9zhHUfe/2MPFve4lQ8F+5f8AqKwM5tmZdP8ADZMWx99Ebyyf9K9Ls2ebDruujz20I2rt9bF0w7CXApK2tokdrX3xWZt2u9DWS708Y4rr8/7NRSU8Km+i9j37HjvCguTlGS533jJQ3vxupqvi/hrS9fXU74eV6UfT00PZ1FV8x2uHUUZguJ1FGcZn/T/AOcTGFjLGRFCkXJLKXzKBu3Mh+Q769BsurHcO74Mw9pQbrKy4ot2wdjDDwrHoTvc83O/5cPgBWTisVvqrly5eBqYaiqVNR58x2y4eyR338Sf2qWLl8SDD8GTPJGGyF0DEXylgGte17Xva9cYwm45knbrY6upFPK2rkhhqGYmNMNPOAnU0ZxiGGnmC4ww01ILjGiqWYBpip5guMMNPMFxphp5h3GGGnmHcYYqeYBpjp3AaUp3AaVp3AQrTuA2xphcbY07oLlnEFZmYhcyrppMWxkoP1CEA5AAfmST869VgIqOHjbnqeaxs3KtK/gcSrZVCgAoA0n0Z7MUQvPmDM5yWH1AnA95uD8LV57bNd5o07cNTZ2ZTSi59S6iCsXOagogpZwHCClnAGiABJ3AXPcBvpxbk0kJuyuzOegEJxOOnxRGi5mF+DSsQo/CGFej2pLc4aNJc7L0MbAreV5VH93NKGHrzeZm1czj0sYPK8ElvaV0J+yVYD+c16LYk7wnF8nf1/ox9qR+KMjs+jUibBGM/Ud0P2XAb/saqbWTp4lTXc/Q77PkpUXF/dzr9F0ZoiGADB9bbruiSt/M7D4g1X2jZVE48Gvk2jvhJPJZ9f5Ox6vVDMy1cT1ajMwuHq3dRmC404buoU2gA4ejMFyqbax0mFw7yxqrFDCDmBICslydCOJHjW5Sowr1VGfNSfuZ1StKlTco9xnGMjxM5OIeORw5JzhGKaaWBAsALWtW3B0qVqcWlblfUyJ7yo87T15kGE2lNF/lyuluCsQPDdU50oT7STIxqzh2W0djC9NcYm9lf7aj81sapz2bh5creDLUNoV487+J2cL6Qh/qQfNG/6sP1qpPY6/RP1RahtX/KPodTAdMsI47bmM3Ngyta3DVbiq1bZlaL+DVeJYpbRpS7Wh28Li4Zf8uVH7lZSfC96pTo1afai15FuNenPsyR6GgrjnOhz9r4yPDxGWQ6DQDizcFHfVnDUpVp5I/0ca1aNKGaRz+jO1xi0Y5croQGANxY3ykeB8KsY3Dfh5Kz0ZyweK38Xdao65hqmpFwYYqeYBhipqQ7jDFUlIdxhip5hjDFTUgGGKpZgGmKnmAYYqeYLFxMZPAVj5jjYp/TfoeZw2Ihv1oALIBpJl0uP4gPGwFbWzdpZLUqnDk+n8GbjcJnvUjx6dTLWFjY7xXpTFEoAKAOjsTbc2EcvC1rizKRdWA3XHPv37+dcMRhqdeOWornWlWnSd4s2Hol0iix6MVUpIls8ZN7X3Mp4rv5bvhfymOwMsK1rdPgzdw2KjWXRlhEHdVC5YuO6ii4XK/0+xPUYCZuLgRL8ZDlP8uY/KtDZlPeYmPRa+n8lXGVctF9+hzvRRsvJgutI1mkZh9lOwvmGPzqxtqtmrqC5L5nLZ0ctO/UuvUVjXL9yhemLDgYWJuInAA7jG9/ML41ubDb3s13fUzdpawj4nK9DOI+kxEJO9UkA+ySrf8ANas7ch+XCfR29f6OWzZ2lKJdNgQhcRiYrk2bMQbmzNJI9gToBkkh0G7TnWbjW50KVTut7L6plvDtRqTj9/fAsIw1Zly05od6me7xFFxbxB6ge7xFGZBvUJ6g3d4ijMLfRE/w9+Q8R+9Gce+iUfFBMTHtLDAoZIxKMgYFj1CR2bLv0fT4it+0qMqFTk7f+19DOdWM41IenkN9FHWvhWje/wBGwKaC4SQZxe3fc68COFq47cjGFWM1zXyJ7Pq/A4vkWbaGw4ZP82FH72RSfEi4rLp4yrDsSa8y66dKpxSK3jugGAe9kaM80Zvya48qv09s4iPFp+K/Y4y2dRlw08DOulewUwuIWGOTMGVTd965mK9qwtbThXocFiniKO8krcTKxWG3NTImJiOiOJVyiBZCBfsNwBtcZ7X10qX42jlUpOyfUbwNXM4x18DmYvZc8X+ZFItuLKbeO6u8K1OfZkn5ledGpDtRaJcHt3ExexPIAOGYsv4WuKjUw1KfaivQlGvVh2ZMZtLa0+IIM0he17XsAL77AAAbqdKhTpK0FYjUqzqdt3LL6M8QFlmU8Yw34Wt/2rN2xG9OLXU0dlXdSSXT6l+eYcK8+kze3bIWm7hUkiW7IzMeQ86lYN2NMx5L500kG7QwynkvnUrIN2hvWHkv9/OnoGRDDIeQ8/3p2HkQxpG5DzqSSDIiMluVPQllRdFmTv8ACsjUr7uRKkkfvHwpa9CLhNcjG/SD0gTFT5YgvVRkgOALyNxYn3eA8eNey2bhZUKXxt3ft3HnMZXVWfwrRe5Va0SoFABQBbfRdLKuPQRBTmVlkzafRXBYjvFgRWdtVQeFln5cPHkWsG5Kqsv2jdltXirm40x/Z5Hx/pRcjaXUy7014+/q+GXeS0rDefcj0/8Akr0mwaWk6r8PqzMx8ndQNG2HgUgw8MNj9HGiE3GpCjMd3E3PzrCxVbe1pT6tl6lCUIKNz33T3T4j9qr3J2l1K16SsIkmzMQADmVVkF9fYdWP8obxrS2TUy4uN+d17FXFRk6buZT6KcWI9pRA6LIHjPzQsv8AMq16Ta1PPhZd2pn4aTjUVjXerVNpW3K8V73Ny8i7rZbaLgt9/rV53tYHvT9l/wDRezTjW4ff2ix9Snvef9KyrlnPLoIYhz/m/pRdhmfT2ECLz8/6UZh3l0GtlH1j4/0pZhrM+RG0wHE+NGYmoNlT2D0cgw2ImlXMZHEgY30KTyZwCpJ1XIFuCL6kjUW18TtGdSjCNtFb1jp73uV6WDjGbb+7nK9G+LaNnjO8wRg/aw00+HJ+OUReVWtsxThGa/yfuk/3OOCgnJxfT5NouzbRFwpy5iCQptcgWuQOIFx4isFQbi5W0XM0t1FO1xrYv+EeFRsiaovqYl0ygfEy4vGrYRxTLAB9kBLi2gFwD9+vbYFxowp4d9pxv9fvwMDEQlNzq8k7Gi7OxEf/AIkyRoolhysAo3lA63I43DDWsOspyjWpybbjK68L2+qNOlGzpyjpdW+p2zKvujwrJSfJmjkl1OZjtjYSb/MgiJ55AD+Ia1apYzEUuzNnKWEpy7UUzK/SBseHC4hVgFkaINa7HtZmB1bXcFr1Oy8TPEUXKpxTsYOOoRo1LRVlY9/osw6NPKWNrRgA8NTc/wDEVw21KSoK3U7bLzKq2lyNMbBw/wC4PA15dVKnQ31Kp0IXwsPvjwNSVSp0GpVOhG+Fh4P5VNTn0GpVOhGcJH76+f7VLPPoPPPoNODi/wBzy/envJ9Azz6DTgovf8v6097PoGefQUYGHjJ+X70t7U5ITnU6AcFB7/50b2p0DNU6ELYKH3/I1NVanQeafQ7YYe6POqPmSyvqUf0jdJginCRWDsPpWF7oh+oO9hv7vjpv7HwF3v58OX7/ALGJtLFuP5UH4/sZlXpDDCgAoAKALB0Exyw4yMtez2j04FnX9ARpzqnj6TqUJJeJYws1ComzdhXgGz048fCo3IsymUeu7eA3pDIB3BcOLn5GQH8Vewj/AMTZd+bXvL+GYcvzsX3J/I125rxuY2LIUXozi0PLtfCGWCaL34pE/EhH612wtbJWhLo18zlVSlBruPnPY+M6meGbX6ORH05KwJ/KvotanvKcodU16nnoSyyTN46QdjFYWUmwzZBrYMzOkajv7E0x+RrxWBbnhq1NePs380jYrNKpCX396lhsax85cuGWjOFxLGnnHoNN6eYasMN6MxLQzr0pbekg+gS6tPGl3BtZEeTMotrc5h8geden2HhoVYqpLXK3ZeKRmY+s4PLHmjLcFjJIXDxOyMPrISp7xcV6acIzWWauu8yoylF3Tsd7YW2Wmx8E2MmYhSBn9nLYHICVtlXMRc95vvqliMOqeFnChFcOHz8+hYo1s1aMqrNh2zjOoglm9yNmHeQOyPmbV4zCUt7XjT6s9FWqqFNy7il4bZFthuD7TxtiWPEm4kUn7qrW5PFX2qrcF8Pt+5nRo/8ABfV6j+iuJz7Nic2/8eYX1tor8fuuNPhUsXC2OlH/ADj72/dDw874WMv8X9f5Lq0deeubSZG0dNMdzOPSxDZsO3MSL4FD+pr02wpXhNd6MLbK+KD8T39BNmGGGJyLNPnc/YC/R+Vz96obTrqpniv029b6nbZtHdqMn+q/8FuKVg5jauMMdSuO5GUppgNK91SuFhjCmgsMIqSCyGEU7hYQ3phYZlp3HYrMnpMazZcOFOUhCXzWbgWGUXHdWtHYUFa829ddDzj2xN3tH3KFPMzsXYlmYlmJ3kk3JNbsYqKSXAx223dnU2Z0bxM8bzKlokRnMj6KQgLELxY6cPnaq9XGUaU1CT+JuyXPU7U8PUnFyS0XM5FWTgFABQAqMQQQSCDcEaEEbiDwo4gaJ0Q9IhiPVYxmlS9ln1LKBYDMp1ZdL39r41g7S2Mq3x0LJ9OCf8mjhsc4fDPVdTT8RtKJcM+KRleNI2kDKQQ2VSbA87i1eVp4ao8RGhNWbaRozrrI5pmfehbZ5kkxOLfU6RhjxZz1knz0Txr0X+o62WnCjHx9NEZuAXxObNYWCvJqMmaTqEi4apqhJkHUFhhDC6kMLkXGoupKsPiCCD3g11/CTT1Ib5M+XNt4YRYieIbo5pEHwV2X9K+j0pOUIt80jEkrNmuJsKI7Nw+OjVpJiiMTJLI4MrIyaCRiqnrshuBcWtWHGdX8VOjJ2j3JLTjy46XLTUcikuJpaYcMAw1BAIPcdRXl5YJp2L6rCnCVB4Rj3wxsLUHh5IkqpGcNXN0pImqgwwVGzRJTM39LfR5pk69NTh48zLzjLHOR3rofhmr02wMVGn+XL9TsvG31KGNg5/EuSMcr1pmBQBoK4+WfZOGwp9ufErh4yfrQoVYN8FYqn3axNxTpY+pW5Rjmfi7/ADSbNDeylh40+rt5GoTbPUxGEDsmMxgfwlctvCvJwrvfKq+N7+5stLJk7rGa+jCTNh8ZhyNVtIBxvlIOncUWvU7XWSvRq99vv3MnAyvTqQ8zRsDd4o2NrlFJ37yovXmMQslaUejZtUamaCfcSGP4edcsx1zHE6SdHExgjV2Kqj5mC/XW2qE8LkKb91aGBx8sLmaV7r0ZWxOGVfKpPgenFQgNEAALEgAbgLAWoozcqdS/S52npKFj0NF8KqqRYzEZjqVx3GSIBqSAOZ0qcVKWiTBzS4nPxO08Mntzwr3GRb+F6sQw1eXCD9DlLFUY8ZL1Kp0x6UQ9T1eHlzOxF2S4yKDckNzNgNOZrX2ds+oqmerGyXUzNobQhKnkpS1fQ63RDaXrOHDNq6HI/eQAQ3zBHzvVPaNBUK1lweqLuzsS61FOXFaM7JiFUMxfGGKpZgG9XTzAYpLAVAJsQQD2WVrX3A2Ojdx1Fe3TueEasXforsTCrllkfCTErmCyYjqwL20MRiNyNxuSPCsnG4itZwgpx71G/vfn6l/DUaekpOL7m7e1i4bd20pwk65sNrBKoCYhWOsbABVyC57qxsLg2sRCTzcU9YNc+t2aFav+VJK3Dk/4MUr2B58KACgAoAt2zehU2MwiT4SJ2cEo65osjMpN2BZwymxXs2PcaoVcfSoVd3VklzXH9ve52jSco3ijhPiMVhhLhWMkQewlha4vYgi6ncdBqOHcatZKVRxqWTtwZzvKN0ah6Juk+Gjwy4RY5GxBkZmAMCh2drLkzyKWsipfTS3KsXaez51qu9cllS7+XkWaFZQjlsajHNMf/ayj4vB+khrMjhIf5r0f7HZ1n0FmxEyhT6va7ovadPrsF4X51Yp4ODv8Xsc3WZy9mYvERYOab1eMiOTGyEdewvkxM7ML9UeRFXJ4SEqiV+SXDuXec1UaR82bYnaSeSVlymVzNl32Ep6wWPEWYVuQjlikuRXbuzafRpMsuwJhqDhnlY2Av9GVxSkAg3PDUHdVCtS/5Cl99DpGXw2NG6Lwk4SAE5ikYiZubxfROdP4kNUq+Fe8bSOkamh0zhTyri8FLoT3qIzhDyri8FPoSVZEUmGsCTYAakkgAAbya4SwU27L6ElWRg3Sn0s4lpiuEyRxIbZiqyNJY6m7CwQ8LAG2t9bDXobEoKP5ur9PkcJ4mbfwlV2v03x+JV0kn7DgqVVEQZSQSt1W9tBx1GnGrtHZ2GotOEdVrz48LnOVacuLPZ6PehY2o0yesLC0SowBUMXViQxALDReyCf4xTxmKlh0pKN0+OtrCpxUuLLhB6D5Aw6zGR5QRfKhzEcQLmwPfr8DWbU24op2gr98lY6Kgr8X6HT/AMNEu2ocNHlEWz8LmsPZV3ACi/Ozxn7pqg3Ons6dSb+KpLjfl9pllTi60bLSKL6dmNzXxP7V51waL/4qPRmO9DITDtzEYZuz1jYhAN4Nm61d38Knxr2G0vzNnRqLllf0+pm4apkrvvuaNsDCWhClhdGdG3nVXOlzxsRXnNpP8/Mv1JP1Ro4et8FrcDoerj3h4D96o5ixvH0FOHj5/lRmkLeVDhdIZxG+GyRs+acI2UXspBu3cAbedaez4Z4Vczt8JyrVKicPEpPSnbuPkxcsGAVskOVXKorHMRckswOUXuPu1s4HB4WGGjUxNry11ditWxWJlUcaXLuOX/ge3Jj23kUd8yoPwo36VZ/F7MpL4beUb/Q5brG1OLfqcfFdGphivVp50zmMyZszycDZdQDmNqvUsZTnR3tOLte3JefgVp4eaqZJvW1+pZcB6MYyFZ8SzBgCAkYXQi+8sb+FZVbb0oycVT1Ttq/4L8Nk5km5ex7MV6N8KIn6t5TLlOQu65Q9tLhVGhOnzrjT25VdSOdJRvra/D1OktkxUXlbucv0T+3iUYHchsdLEFwdOevlVnb3YhJdWQ2Q5KU14GilE93zrzacupufE+ZGQnujxP707y6kviGHJyHn+9S+IdpGBLYG5Fxy3V9APELR6nrjliP+jf77Vyan19jvF0n+l+v8B6mWDOsbBVBO5iAB3kU89mk2S3F4Sklax4q6FQKACgAoA0L0S4/Ch3ixLIij6VGkcKpa6KQbkAnQaG9xmrL2oqqpqVLV8NFcs4ZKUrMX0pYnD4nH4eCAwBAqK0sZTLmlfezjSyrlOp0uaezI1IUHKpe/eLEZc9kVrpN0dODk+jxEOIjvdZoJEYjlmVWJQi3w5GrtGtvFqmn0aOMo2LX0D9I8cJEOPgSWMkWnEaNKm4dsEdtdBu13+0TXKvh3LWDs/YcZW4mr4nHbKlijeIYaRTPALpGr75UFjlXQ9oaHXWq9OFVOz6PmSk4nC2hJhG2PjCsKly2PCMmHc2vipxH2wll7OXiLd1WFGe8WumnPuIXVjHumGEyLgpLW63Awtb7BaO/zCA1ZXMiaF/8Azti1Y43CMRaREkVeJAzJIRz0ZK5VoN2a5DTNU6BYSSLCLHJEYirN2SAPbtI5AG4Z3cDdurhXjeVySZ3pCBqdNQPmxAHmRVbKSuIy1xkiSZi/pw6cZQdm4du0QPWXB3A6iEEcToW7iBxIq5hMNrvJeRCc+RiVaJzCgDSPQdjI0xcsbWDSRDKxA3ISWW53Xup+5WNtyk54dNcmWcM7TNuae3L5gV43M07K3oaOS+r+Zn/oxl61sbtBhf1nEEJcboo75bbtO3l+5WxtuapKlhlb4Y6+PD78SvhabnefeXWSZTw/vxrz/EvxhJGMdKpPVtvJNuVngc391lWOT8mr2uBW/wBluHdJfsZla9PE38DQ9h46JnxKxsrgS57oQReVQbXGh1BrAx9Kap0ZTTTy217maWHd5TUXzOmZe4eFZyiXVAiMtSUSaieXHYsIhY2AUqxPIBgT5XqzhqTnPKuafyIVUoxzPkcDoQjpFLK9s0+IklIsOzchSL9zKwrR2u4upCnHhGKX35FfZ9F5HOXN3LCcSf7ArKUEaG6RneJYDERbQO+THNCGuf8AJymBdN31HPzr1EF+VLCrlC/nx+qMVpKpHEdZ28uBcNnG0YX3CyfJWIXyArExSvUzdUn6r9zaw6+C3S69D0Fq4FixxcDsqOHFSyr/AK65ivAFSLkfEkmtCriZVsNGMv0u3iU6WFjSrykv1HQnxKJqzKo5sQPzqrClOXZTfkWpThDtNI5mI6TYNN+Ij+6c/wDwvVqGzsTLhB+enzK09oYaHGa8tfkczE9PMGvs9Y/2Vt/yIqzT2NiJdqy++4rT2xh48Lv77yixxG4uwGvEdx5VvOSKcaU80btefgJJs3NqrIp5Xby00oVe2jTI1dmSk80HFPz/AGPDi5XJs2hAtppffqeF/wBq7wUUtDNxFSq5WqaNaHnqZWCgAoAKAJMPiHjN0dkNrXUlTblccKTSfELjvW5M/WdY/WXBz5mz3G45r3vRZWsB6pNuYpgVbEzkEEEGWQgg7wQTqKShFcEFzn1ID0YfHSxjKkjoCQxCsygspurWB3iw17qVkBI21sQVKmeUqb3XrHsbm5uL63JJ+dFkBFicbLIEWSR3Ea5Iw7MwRPdQE9le4UwLd6GHttnCd5lHjh5aAPpLaW3RFiEw4ikkZonmbqwpyorKl9WB3sNwNRcUwK3sjpvhcfiDHEWdYGMh0VdbIkftN2xmaU6biq91c5UVbQdzO/S305x4xYiwzyQQxpHIDGbNJnCMHkA1VbsqhW0Pfeo06EYrXUGyv9DPR3NtA+s4l5I4XOcusck0kxY3JBVSATrcsb34Gp1KmRaAlc4npF2XBhcfLh8OrLHGsQAfPmJMSMxbOAbksTuA5aU6Lk4Jy4gyt10ET4CNmkRVIDMwVWJIAYmym41FjbWlJpJtjRfz6QsZFh58HjI2MpidI5dA4LXW7cHFr2cb7cb3rEex8POtCvRdkmm1xXl08C1+InGLhI0PoOuHiwGHjSVXtGC+Q57O93cXW+5iw+Vee2rRr1MVObjpfS+mi0Rcw1RRppI6WMxsagWLEllFurkOhkRG3L/GKqUcJObd7W15ro2ufcWHXtpYx30vzo+MTISSsKq91ZSDmZgLMBwYH5167YNOcML8XNtrg+nQzcdNSqadDRtjSCSSOQGwnwkcp5ZtNLc7N5VhYyLVGUeOSo15M0qFT407cYr2Os6j3qzFfoaKk+hwOl23kwMIlK9YzMFVAct9CSSbGwAHLiK0Nn4KWKqON7JK7ZXxWL3Eb2KbP09TEQSRvGI3LLYXujIGDOCTaxsCNd9/lW5R2PuK0ZxldK/jexnVNpb2k4NWZeNjywNEqxTxyBFVSVa+oG88idTWDi41lUcqkWrvoa+GqwcFGDvYbt+cQ4eWUMt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" width="310" height="162"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-15 14:33:25 UTC</pubDate>
         <guid>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231913361</guid>
      </item>
      <item>
         <title>Flammable gas consisting largely of methane and other hydrocarbons occuring naturally underground and used as fuel</title>
         <author>daniela_montoya004</author>
         <link>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231917054</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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width="276" height="182"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-15 14:38:38 UTC</pubDate>
         <guid>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231917054</guid>
      </item>
      <item>
         <title>the enrgy released during nuclear fission or fusion especially when used to generate electricity</title>
         <author>daniela_montoya004</author>
         <link>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231918302</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview"><img width="300" height="168"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-15 14:40:28 UTC</pubDate>
         <guid>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231918302</guid>
      </item>
      <item>
         <title>a combustible black or dark brown rock consisting mainly of carbonized plant matter; found mainly in underground deposits and widely used as fuel</title>
         <author>daniela_montoya004</author>
         <link>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231919017</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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" width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-15 14:41:41 UTC</pubDate>
         <guid>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231919017</guid>
      </item>
      <item>
         <title>Solar</title>
         <author>daniela_montoya004</author>
         <link>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231920329</link>
         <description><![CDATA[<div>relating to or determined by the sun<br><figure class="attachment attachment--preview"><img width="318" height="158"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-15 14:43:32 UTC</pubDate>
         <guid>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231920329</guid>
      </item>
      <item>
         <title>geothermal</title>
         <author>daniela_montoya004</author>
         <link>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231920974</link>
         <description><![CDATA[<div>relating to or produced by the internal heat of the earth<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:900,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/3/3b/Krafla_geothermal_power_station_wiki.jpg/1200px-Krafla_geothermal_power_station_wiki.jpg&quot;,&quot;width&quot;:1200}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/3/3b/Krafla_geothermal_power_station_wiki.jpg/1200px-Krafla_geothermal_power_station_wiki.jpg" width="1200" height="900"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-15 14:44:31 UTC</pubDate>
         <guid>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231920974</guid>
      </item>
      <item>
         <title>hydroelectric</title>
         <author>daniela_montoya004</author>
         <link>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231921628</link>
         <description><![CDATA[<div>relating to or denoting the generation of electricity using flowing water to drive a turbine the powers a generator<br><figure class="attachment attachment--preview" 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width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-15 14:45:24 UTC</pubDate>
         <guid>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231921628</guid>
      </item>
      <item>
         <title>wind</title>
         <author>daniela_montoya004</author>
         <link>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231922675</link>
         <description><![CDATA[<div>the perceptible natural movement of the air especiall in the form of a current of air blowing from a particular direction<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:281}" 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" width="281" height="179"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-15 14:46:48 UTC</pubDate>
         <guid>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231922675</guid>
      </item>
      <item>
         <title>ecological footprint</title>
         <author>daniela_montoya004</author>
         <link>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231923747</link>
         <description><![CDATA[<div>the impact of a person or community on the enviroment expressed as the amount of land required to sustain their use of natural resources<br><figure class="attachment attachment--preview" 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width="268" height="188"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-15 14:48:21 UTC</pubDate>
         <guid>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231923747</guid>
      </item>
      <item>
         <title>energy</title>
         <author>daniela_montoya004</author>
         <link>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231924703</link>
         <description><![CDATA[<div>the capacity or power to do work there's many kinds of energy like electrical mechanical chemical thermal or nuclear<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:283}" 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oeV4hjF7jeBiUkWHUD12/UecOsUY7oV5pyVFc6ax1JgYiCmWKWWLog7YMyxVMNCBzr8BBZWApv8ANUclJ9bfpFEwUeMIocQW6xUyQyYQNlip1hhKwzOaIpY8gKx7iOGTVFWRgNbiO1xTqyii2roUMsVMsGOkVMkNZyBJkum9YGmLBzpA7pHWOgJkiorBjrFWSBYyNrJxanePZ+K5Anwj57gvaCetMwRh4ZT6rQfCNDwTjPbErlKsqhr94GrqliADWrjaPKUIp2b5OVD2fhJc0BHlBwSKBhW5sKV0MUYPEYqVWTMZGEomWrZFLd3UFiveAsAdYI9luLSHmqXnoFHeAY5asPdAzgVNb25QVxOV/GmFfdZs2tqsAWvvesNFLvKfqSm2oWBPiJs5pctpjkPMlrlzHLQuM3d00BgjjJDYia1PrsPIHKPgIu4TLBxci47naTjTYS0p+bxA4ha1C1JveLxl49l09/gzyXg3fX3+QP6JmBUixBB8DrGbxUhjIlNfPIZ8LMsCP4ZzySR1Ryv/AGo2svEnkIT8RwdMRMl7YqQJyc+2w1SQPGUX/ugZJu02PgS3SMsqMtQt9xTl4Hy9ItBbl1G197G3/qD5S1pW+xqNtr+vpBXYgDStPMfOkN3hXSLcOgrQ6a06HUUMOMNxB0GUHMumV+8CNhQ3A6A0gAyANNrgC9jraJZLa2H5HoYMkpcgVob4LFYepJQpmUqwBrLYH7QpVb8gLEwPN4DMU1ALLW1LtYkAEc7bV0gETlGpvy6jXrDSTPabJqjETJVqgmrS6foB/k+9CNSg7i/qG1LZi9iBYaxLDVVg5IpoV2KmxU9CIKXiYa01FmHdh3GH9Q26UEReVKb+TNGbZZvdPgre6fAQ+p8SQteQZIxIkUCHuN3lBuDzFNiDY0grCe0cljR+4eZuvrt5+sZ2kwEyJylMxrLZtBM2FdCrWBpWljtCSe5BIIoQSCDqCLEeMUhiUupOcU+h9VFCAQag6EXB8DHZY+ccE4xMlEqr5VY1FbqG2JH2Tod9DtGr4T7XSCxTFK0pxa3uFhsW1UevjCTxSjxuS7ryGuLTuN+E/kYjIFUXwH5QXiZvaISCCpU5ctMtCNqa+MQkS+4lN0Q+qg/rElLzFcShliplgx0oK38gT8BC+biJn1MPMbqSqD/Ma/CDrSO7tskVhdkPbm31bfD/AHggycc+iypY6ku3wFIq4bgcT2r9rNLlQKoBRaNcMLC9vzjlm/gbuH5ljLFRSGcvD5xVCGGluY1B5GLVweU3NIfvkgLDIM9ncMqrn+sd96coaY6UHQrzBHqIAw+gyi1YZLpHl5ZNz1Hr4YpQ0mQnezpoKGrHbbfeCeH+z6oazKMRoPq+fOG7VDnlE0NTFJ9pyNVYkOz407ozftBwRFUPLFPtDamx6Rm2wR5R9IxUsMtCKgxnMZwZmfumi7ftFcHaqVSZLP2be4oyT4WKDh4b4vh7KaN/tFSyk3Ea+92tGZQfDMFLe/mI0HsfMHbX+zX+yYk0/BDCYcOU/wAvESW0pmbIxtsnebyIB6Q29n+FzkxMvOlEPapXMv15LoLVrqw2jG2qN9MDDZSV3WoPiDSC8JjGT3GZegJA13A184W8bmMmIm1BAMyYVJFAVZiVIJoCCKQMmK+fERVRtWI2a7Ae0k2UzHuMWRpZJW+VtaZaUNheGfB+NpMcLlKsa3BBFhU8qWr6Rgu3r89K/pBPD+IrLmox0DCv4a0bp7rGH0unRNxi+UfR5XHcO/8AiKp+93CDyq1B8Yo9pMQyypOIAqcNNSYKbpULMTwIIjC8emGXiJiU+tX+4Bv/ACI8oXjFvQgMQDZgCQCN689/SGWLVERxadpmw4vi5cifMlBrapuCrAPLPmpHrCpuLk0IFtDlN/TXTptDjBcclLgpDTZbzFDzJLfy5iS2QK8sLLnKaAy22YXRo9SRwyfZSJbNQ/4kk8/rCZKG41EJjnSuUX6rcpKN8MTjiTb0qDSlKGniP15x5nY6kkDzFD1Hj8Y0A9ka96VOzLShLIJi8h/EklxpTYaQNO4PNS4lGYBYmUwckcyqkkeYG0WjnxN1F+/mTljkuUL5cvz2te/1SAbgQXw/iBlTFfYWZR9mveAB3FiOoEK5+KIJUgKR3SCCCOR5xDOx5/BhmG1eoi+jUtyd1wOeNyuyfunuMMyEaZTsK3oK/wBpB3hO8wn9t/Cn+x2h1w//AOow7SLGZK78ncsp1Sh1ucviybCM/mr+3j0PpbkIOLyfK92GS6oNwvFpyDKrVTdGAeWR+E6DwptDGY0jFI0180uatM5QZ0y0oHK6kVoDlJIqK6whPzXl5/oecX4KeZbhwK6hlOjKR3lYbgjx/KGljXMdmcpdHwXTeETKFpZWcg1aUcxH4k95T4i0VU7Vf/uIPN0UafiUeq/hvZjcP2Tq8pmCMM0tgSGA0Kki4ZTY6fGL04uxIM5FmEUIf3JoIoR/EXXwIMC5Va3+z9/Q7Yr4Lxd8O4KklDXOle6wNiafa6x9R4XipX0aXMqCvZgk7AKKGvhT4R81n4GXNBmSXVL0MuZRSCeT+7c1oDTflDD2ax83CTOznqyynN6iyt9pToRpWn6RDNGORWufI6mj6Gs9GAK0IOhBqD4ERzmlLa3jDcXwszCsMTg5g7JmoQpDIG+yy6EHblpa0MOHe1izK/SBkbUsKlTzNNR8Yy93ta3Rzs0jT+kLBOIxL/elof7WYfrBct1YBlIYHQg1B8xAj2nr96W/+V0P5MY5JE7YFxKXNlsZ8i7f4kvaYBv+PrBXCsamITtENRowPvKeTDnBqiEfGuGNJmLisMArFlWaCxCNmZVFUCmt21qKQrdOkVgtS3H6KRYRes11s1fPWCZOKzLWXkA5pevPvaxW0qMzmnya4wceGUzMSIG+lGKMUaOZY1Cq3jmLD/xitQw2gaUhlJsYfSSREJk21IBm4giK/pXSsJpH1FjyVcmsCPJlA0y/GJzZ0wiymAzm6wycvMVqPkfGc1j4D8wOsNPZnFmXi8OVYqPpEnNQ0BBmrUEClRSsJa/l059RF0maVYONVZG/tuNDG6rVCmn49xXESMS6K5CgSjlyrS8pC2q867wEvHq3mYeQ555cra01BP5QV7fgHFsw0KtT+jETZf5IIQqP1+ItvHY4xcU6Fkxv9Kwje9Jmy+qOH0On8SnP/wBRI4TCt7uJZa2yzJbE8rupyjb94VD58x5R6DX55jz3EWUfJv362I2avjvC5k7sZsspMJlBWKuKOyGjshNARVmHMZdNITTeE4hPflP4hSw63Wo5+sFS/wCJgGB1kzQ3gkywHm0yaa/chfhsVMSmSY602VmA9BQag+sHHqSq+PfvY6VDv2fBmSsVhiaFpYnJX/qYerEUHOWZo8hAMhjlB7tuVK3uLC5vX1i7A8bmpPkz5jl+ycNelSpNJgtc1Wov9qJcWwCyMTNk0OUMQhBsUbvSjcHVShg47UnF+v7Jy4JCYQarnWt1IJr0obHmIPw3tDihlJnZxpSaoenI5nBI8m2hQJ4C91iCpta1D1B59N48zEkiqnNQjQX1pU0PMRVwjJeJfURNrg1i+1mYUxGHV1rRspzAf0zQ422I0iPb8Mm655DVArRloRpde0X/ACrvGWArQlSAbEgmldjU16fGLpEtnNASSbHMNKac/kGE/wBPBfDa9H/6g94+u5qsFwCkxZuFxKTCpqFahqCKOpaUWa4JF1FKwN7RcDftXaSjOhqWCDMVY+/VKVv71QKAkjaE64Q/WABqKXp3hS9940nAMY5V5ImkMVrKZ6PSl2Wrg1UEV0spmb0icu8g9alfquny8vTzGTjLw1RlSlDQ2O4NVPmDbrHZafNP3HL4RqJvtDNFUxEmVMpYg2IoaEUaqinRYoebgH96XMkMd1uo8xW3hL3iyzS/5R+m/wCn9ieldH9dhZw9g6mQ5orGsttkmUtzGVvdPkdiYAmyipIYEEEgg7EVqPhzh/8A8BlzP5GKluTor91vh3yf6BFnFuCziiu6fxR3WC0Zpgp3XABzVAsbbVgLPBS55+W/zDolQkwM4IbiqsKMOYJ/PcUrcCD+2aVZJlUYZlDCqMPwmoB1B3qDC0rQ0IodwbH0NDBmDmA/w2sCaqT9Vuf4TYHyO0NkSe4sWaX2X4nKmZsPMlKvaWqPdc0plINwaaX2hL7QcEnYebRQzKasjAVJA1Bp9Yb87HcgL5yMGIJowPgQRG64VxRcdhzInEiaoHeBo1vdmL94b/saRlmnjeqPHUeNPkw2C4lMlHtJTFftr9XzU2p+WnjqcJ7ZrNmyPpCBAucF0rlZWSgGW5VgwW14zvEXmSZhSeiuV3NQWU6EOLlT96tKEbQEZUth3HoDqr2IPR/dJ8ctRDSjGatr5hTrg+wSFlOoeWwZToVII9RFHF5Y7F+gzf2EP/4x8s4dxCfhJocVr9Za92au9Dpmpof9wdLM9rgy0dTkmBgk1akXB7sxfqsKgGlQddDGV4ZJpp2iuuKXBpOJcFlTWLqWlTT/AIslsjnlmpZ/BgYW4bE42TPSVPeVOlNXLNp2cy1BRlWqk5nXlz6QbgMUHlI4Ne6tb/Wp3h5G0LuNn+U1TTOVPPvy3Ap1zZYlHHuO8mwXip+XGyqkUeTMXzR1YfAtF+Nxqiqj3gAfJiwH+kxnp0yY0ySxoozEAEAtm7N81T9UEAimtttInJZu3mkggZJQFfGaTT1indJ/Jf2T75obDEVGkePJNMxsIFk4ijGorS0MFxGZekQyJwZfHJTRQ+JUD3qwOcYsLp0tq6GIq6gUK3h3iiiayyb8j52vsvNtlmSmFD7pmmuuhEsiIz/ZfFAHuDT7aD/XSKH4QCarSlDqPGJpgpijuuVtsWG/QxVTfn9v8lGaT26wbTHkvKQsez74SjFS6JMuFP2pj+hjMNg5y+9KmD3Sao46brGn9oMZNGEwbrMcErLDkMbnsgl663kNrzMIJXHcSP8AEvfVZbXH4lhsTlp2oWVWAg0ta3hsfKlosH7/AANesOh7Q4oUz0YfeSguPukREcbze/hsO1dzLJbke8STF1KXl9ybou9lVzNNkHSbLYD8QqAdtEeYfKFC/H5NN9wYe8L4tIE1CcMEJIUsr5cof+GxChADYmxrFvFFwqTXWZLmK1QxKHXMA9s70FybUjozam7T39P36Aa25EiAU+fn7MPuIN2uFw2Izd5VOGmX+tJvKJruZTp/ZA0rD4M6NPXq4T/wU125QbwmSjri8KGLgouJkmmU55Nc4AO5ltMHXJHTmtSkKltQpZTmrRTnH3TrY6aUP5QQmCFCGGVlvatdgRfSh/OKTh1C3Y2PIGx61509YslsBQhzcX1FNjprsfONF+RM5ZQqdQCKjQ3+HUQxwGLCsDm1scw35nX5rABmPcZgcp59QDTN5RJQxOinNe2XWvTS9R5xzVrcHBp3mypq0JWu9SK19fm8CFBJYPLa4NRoRmGo8+UJRzyUBtUV12NTX5rHZ7/WB+OYacqROOKuuwXO+g+9oFV1TES6ZHoGrfKwrSpvyZT1Su4hFXl8D5b/ADSG/s/ilfNh3JKzQcthZ7VC63NFYc2RBuYVYmQyOyNlLKaHYG1iNKhhfrDYnpuD6fj3sCe/i92VsefxHlr8PSDMBxKZLIysSoPuZjkItbK3z6QEF6eh+fD0iWbx8xXfnFJJNUxVa4NLxDjEwULLLmynumdNBuvdtUG2nKAvpuDf3pLyzzlsGHoaADwUwHw/EKwMlyAHNUN+7M0B8DofEdYCmSXDFSDUGh0POIRxRW3HpsUc29x9NwsqdlErEKXFffBTugWBqO8QK3C0p4QG/D8VJYTERqi4ZDm/01NPKAJUllIbNloag3FPWDC6IO1lMVBNGEskZWPgfdN6em0Bpx2Tten6o7Z9DTY8Lj8IhsJ0sqlxlKsxAZWAHusaGvgdqRipODZWYTO6ASrq1iCNQfvDn53BuxPtTOAoGJFrsFr3SGB2qQQDesC8V4n9IcPPA92jNKUBnp7tamldaGnNTzCRU49Nhtn1IriElDKHJU3Fqr5qbePzXpXE5d1eWVUmrhKHwdQdCK1qD5EExUuEkNZMQADek1WQjkc4qpPS1YqbhM+gIXNS6uhDjw7pNupjvA+X/QdyUmdiEOeUz5SWyMNHVTSuT0qDpWnIw2b2s7SUqTVCsry2zKDQhXDMxFzWinT0F4z8nE5VaW9QhZS4p35bAj+JLB0NKinWnKJY5GlsFmZZgIqjiv8AEQ6Mri/ka0IpqID53+QaTRuJhWdKSarFhmlk5GIALMEe63FmJir6C6TX7HIpKq3eUsWuwIzZgbUBvXWMOk0glpTlCR3hUAHzFmG9wOdLGj/A+1zrNriVoGUrmQW/w6W5AIdD9Y2iM4saMUh1gcXmbs5hWW5LEEn+GwDNmIY3BGU1U35VhpPTLdTmXnz69Iz090nyGdXBpMRqqdM2Qt4EEt5gwfhuMGWvZzlDplUyyuWWqkqaKygXBK6g1vEZWUSS4CMSWABpYwvYmsHmeGlhjW96cq8xtARndIEZV0BOLfUw2DzUGYEbaQVmBFOh5x3ZD49YpnyO6MutevSFTTZZppGjmSx9ClE3oFF9sk3ED/5VhNg8KvaMxA940vzHWL5LO/DnBsUM0b/9XBP/AKc8KcPPIGvLeKRi6e4mpWaQMpFDQjrGf41h0D92grWwpS14LTE90kHnvHnZpM7zEjSl4bFcHYJ+JUhRkr88xUbw+9ojn7Gf/wBSXfW7LR2PkZpX+gwvGAPO2+mx8OUPpXDhMwqpX+W5INj3c1aU2JM9z/24vLLFNOySg3aM4F+fhy8IL4VxD6PiJM83COM45obTBpupcecHz+BrbI3rQ9PKAp/Cmo2mhp13/P8AOGeWE4tWLolFl/FsN9HxM2RlUhXZRdro15bWP2SrQMDQEMlDqNRpYi/zaNGss4rC4WeD3lT6PM370iyEnm0oyz5GOfDzK1bvA61HkfnrHR7QqV8nPE+hnxNSxynke8L/AOW1qCJZluLilxof22v5RokkS6ZTLFbfVF7W25H4wpxOGK95QDQ6ZRSlSRW19x5RSGZSdCSxtAlV5m/Qa+vP84kH+/rr72uxPzuY7sm0yV3Hdofh0/KPcpP1NfxUqPP5rFtSJ0SR2qGDCtag7hluDUixh3xkCfJTEqFqBlmgUFLgc/qsy0H2ZkvkYUS1b7NNj71jz13/AHhrwKaFYy2Hdm90qa0z0KgGumYFkJ2zg/VESyOvEuV+Oo0fJ9RJkJ+qPI+tL7xNcPTUMNN/9vmkF4+WJTlApIF1Y7qfdOljzHOo2gB2qbg+vrt5w6lqVoVqiwso1zHxFt+vzeD50/tpZmLTtJY/iVF2TZ7bjQ+vIQqBHMj5+fjF2ExZluHBNtjoRuDfQ/tygSV79Qpg7zCdT8SPzj3DTspuKqRRhUGo/Q1uIK4nh1Uh0NZbjMlgac0PUG3yYAPiPSO1Jo6qZLFyMhtdTdTQ3HlodiOcRkYindNKfeAI+IsDF2HZSOzYgA3U37rfsd/WBZqFSVNiLEXgXezG9COJ10AHSwHOtdOvrzrGW5FqlSPdbQqeRPL8tecFSZpIpRTTmoJPnSpI8dPAQJMS9DQV93lzoOlNPTlWeqtmPVhQ4nOpkZsxFRSYoeo3FWFQfA/GkeT+IK8rs+yVRmzAqW/hsdSFJNjuAQDTYisUiWGoCe8NOvTXXl6cojnGtKnccxuf39YRpeQys4SZZ0mFTydSAfBlrUHnQaVsYi+EdVqpBWwOVgwvYGg8vX0pxM45aqK0925FNKiKhNqPzHxhG3wMXLMKE0JRtDlJFRyKn/1DFOPkrlcVoKBl6MCMynlfTnCh8U9KFiV5NcD1rSKWYbr6EivrUfCEYxucBis6dxgVFfK9adIsLL1jC4XGGW2ZGIO+YWI5Ei5h9L4zLIBZgCdRyhGgNUUsbiLZUeR0ZjUM5f8Ayc7/AL3/APN/sPSMkjHLrt+ojo6NGDr6kMnJIOa6nURNWPPb9Y6OjUiIdg5hzanffpGk4WTkm+I//RiI6OjPmLYz2WYm0dHRAsyn2V/5PFDYYqXTpWXMBpysB6RdNPd9Y6Oii+ImvhB2OngPzhdPPeb53EdHRqxcmfKQU3X53i+Rp5j9Y6Oi8uCK5OxbGhvA0xjQ35Hz5x0dDQ4BIf8AtYbyjue0qdzUS2PxZj4secZ/tDzO28eR0Twf7a99Rsvxs8znmfXrHhc8z8mkdHRUQZSXJwkypNpi06Vyg08ifWFJmHmfWOjonHl+v6HfQ8zHnBvED/LO5lIT1N7mOjoWXKCuAJ2PMwF7QWFrUmNTprpHR0SycFIck5xjzFE5weiHzKqSfGsdHQy4OK5gvMG1/wDUKRROswpyPwIpHR0Sn0GR7NF28T/qH7mKU08v0MdHQshkHcQQchpAqIKaCOjoy3sVfJ//2Q==" 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         <enclosure url="" />
         <pubDate>2018-02-15 14:49:54 UTC</pubDate>
         <guid>https://padlet.com/daniela_montoya004/m5ui7t7zpmux/wish/231924703</guid>
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