Clasificación de ecosistemas
Según el ambiente.
TERRESTRES:
Los ecosistemas terrestres son aquellos en el que habitan animales y plantas que viven en el suelo y en el aire.
ACUÁTICOS:
![Resultado de imagen para ecosistemas acuaticos](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTEhMWFhUXGR0aGBgYGCAgHRsYHhsYGBgfHSEfHighGhslHRsdITEhJikrLy4uHx8zODMsNygtLisBCgoKDg0OGxAQGy4mICUtLTUyLzI3NTItLy0vLS0tLS4uLzMvLy0tMi0tMC0tLS8tLS8tLTUtLy0tLS0tLS0tLf/AABEIAKwBJQMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAEBQIDBgEAB//EAEIQAAIBAgQEAwYEBQIEBgMBAAECEQMhAAQSMQUiQVETYXEGMoGRobFCwdHwFCNS4fFichUzQ5IWgpOistIHJMIX/8QAGwEAAgMBAQEAAAAAAAAAAAAAAwQBAgUABgf/xAAyEQABBAAEBAQGAgIDAQAAAAABAAIDEQQSITETQVHwBWGRoSJxgbHB4RTRFTJCkvEz/9oADAMBAAIRAxEAPwCmm7CCVttYdr7yI/dsGUKqm4BHUf5GFdMQDpqaekEah9Dt8B64PYhuaFI6lXDHteQD08sestfP5WNVzU1mVMeRJ6evx+mLctpFpC9pJ/Q4jQa3KQfn+TH7YIpvPQfI/wCccUo52lInLiSBGr0n6YNOUvIplR5hoJ9YsfpgBKlPvBHqCe3Q4aZXi5UWKm19r/NR+eF5M27V0XD2ksd+qbrwqVVlYa5BmVKz13v9sXLVAmfA1CR74ny2g+cnbEOG8WrPYhFBG4Bv8Jt+98Mc3oj+ajAH8amb95Hu4y3lwdlf7L0kLIXR54TXW9vzXzVaAiJJk3Ol5keV1A+WCUqdVLHyg2+/3wDk2pCyVieol4+8zho2YU3975/eIwGSwdk9hiC28wH1v3H9K7xR1kE+WJo/r8sCtVn3Tv0N/sCcQ1odQG4F4kf/AM/lgWRPcajyTGce1Yz2a4gqCJ+jA9NrQTfuMC5j2gkSkAWmQdQvHQx6b4I3DPdslZPFoGWCdei0latGwn44z/Fs0IJNvSP1wkzXF2eQalSZ6GB9L4XV83q7+uon7mMPQYMtNlYWO8Z4wLWDvvzVmYqLMzA9Z+98CvVHfFTVP3fFbOcajW0vPBlmyuvUxS7Y4zfu+KWJiZHy/vggR2sXS2K2GKmqnoZxU7sdsWtMNjKuJHfHKlQATgco0TiJpsevzvibRAwdV6rnkG5xWc6DsT8j+hxF6JJ3J9Di18qTu0emO1RssY379kPUzqgxIn0/tirxVYXf4An+2LvCVek+eIVKan8M4jVFbkG1qupUQbHbAz1T+EH4R/nBT0qYF1jyFvtgerm6a+7pPxg/UHFHGtyis12BKiufI3E+oI/tgmnxAETpt5X+2KaXF0/pYedon4H8sEfxiGZIUx1BH3xzXXs5c9vViga07IZ8v0OJJmz+JT5En8oxcjEwRBxYpmzCfLF680IuHRQFduij/u/sBidHOE/hj/zDFq0E6cpxAZaDcYnVCJYeXfqiqdWRj2Khl+047ibKCWs6qVTh7m4qKe57/XrjoosomPK03gRJ6SfL5DCLJ5+BFrbb7/D0wZU4kVQkatUW6bxo633wrmCadBLdbpyjRchge4ODxniRzKj9yygtP+4XxkuF8WYDQxLTsTvc7Xv+z6YaJmJupHoY++IBDggS4d8bqWoyeboaSHQqejIbR2Ksb+u+LaShQCOo6gfSQZxnqNZ4BETP4T+xixqh6pB8hH2tiMiUe0nfl39VqUztMwr0laPxDlP0t9ME+PR6PWA6g3H2GMeue25iIO35i2CP44nYgT8B+4wMwjkpD5WjUA/TX1FH1Wyy2doKZIIPf7e6T9RhxU4vSUCKmo9gRb5xjA0M0ymQ6gxMhxP0uPTB44mX/wCZobrLgknykbYWkwgcb3T2H8UkhaW0Bfl+b/C09bjiC8Kw6mV+x3wsbjyqphFBPQCBHfUDa/l8cKa9Wjv4BA/0sSB5zfAyIG2JA/1CBvFj8cSzCxgagqk3ieJc7Rw+n7A9/qrauc1QZOteu/bSPKL47Vy4K6taKDaYO/oegtfBGXo0Qh10wz3jmIj1vbFNdUA2KSNveH3kHBgRdCwkjbRmJBvlrp8+XzSXMO4EG46dPvb4+uATXcSIMjcR5jvcYb1CouGQjtEfcRihsxylQ0A9C2kW+k38sHChrwdwl7127EeX7nHPFJ/ti5c8qmNKk9OafLsZ+mBqvEEJPTy0n5YuCjhpP/Fcd+5x6SdhGOHNAfiX/uED5nf4YqrcTprY3Pw+8/licwVw1x2CvFGes4npA3icKKnGeg0j0JNvhfEP4sdS58uf82GJ4gRP40h3Tkt5WwPXrxYLf1woqZtTsV/81SP/ALT88cFZVM61nyf9GP2x3ERG4Wt/TspkWfrCj1k+pJ2+WKmqkkQZwKlemWvLN5At+WDWzIAsukd2/f5gYkOvmrGMt5d/lV1HjoCfp/f4TgR6dZxYBV7kx8uv0wUeIKJt3k2/M3+GK8txFmM6ZXaQywB87+mOLh1V2h4Fho+qqbhx6xO17/KTi2jkwu++LKtZQL6jv5feMCtnGPuhvjpI+/54n4QuuRwV7ZJDeI8xjyZBCCJIHr9r4op1q/8ASCPS/wD8sEfxP9S/GCPyI+uOtvRcRINA5V/8MZbpUmPwnp6R+mCVRtmn9P1+eAq1apIZTq8gsW7XbEv+ItMMr+mhhHz3xUOAUlkjhyP3RWll3BPaMcpup92oVPY2HpDAifTFdLiJiBPoyt94uMUPnGM8nxU/qJ+mILwoETzuO/qj1z2mxdfp+RxzC5s5G4qA9oH5OPtj2I4hU/x2nkhaXDqvVTfyn9cVZ+m6pLKVBIEkQJ362wzy/GAt7g+oP3BxV7RcXFWiEg3YGYGwB2j9MAIaG6FMMfKZAC3S0mFXt6jcbkfKxA7fm0y/E9UAwDHTqOh/f9sI6Z+9ut+nnNvtOPR2+H0+9rje21xhdri0p6SFrxRWvyzsxAUgntOC2Suu4P3+2Mzw7OqoIqzFtJ69otv626d7O8lmQ4/k02gWLEwOuwkn9xhtrwVkTwOYdtOvZR1Kk7GSt5iAD9N/ti5aQJMBgeoHT1MQPTfywRkaLfjJYW5YgfG9/iT12wzqKVF8ujLMSPyIE/XHF2qSc4JK1FhBDgeQ3Hx3+gOOU6rLuJn63+ZODcxTpG4VkYRYSR5k3JHwB/WtCBdSydhpJkeQufP5YkFRrWq8OJAAbg+YAtixeOkWBHbt6z3GBRXBgOJHcp8rxI+eKyKUErPoDt9Z+Y7Y41zVRE3ojf8AiKk3X4jfFwfVszD1/wAYVUqq7hm+MH64kle4CsSf9Jm/pqk4m1V2HHJMmSD75H1+2InKrPIxjzMH6C0+uAzmR0I+Iv8AqMQbPE9jbrf9McoEbxsranDV3lY9ZA+eKv8Ah1KPeAJ+f13xTU4jEe73sCT9ZI9MVNxJTE3k3sP845GayXqranCl3kD0W5+eOJl0FgjH0ifjeR88AVc7BlenlI+9vniL8aIswM+kW+eOzNTAimI3tN6eTXsR8Wt8zGJHJU+rekkfaIwgbjR/DE73/LA9TjjN7wkeg/THcVoUjCTk7p+2ToHfSfgPytgSomWWwIBNve/YjCZ+MCByqPKBH2vin/i8kQBPe352GIMzUwzByjclNW8HbxUt5z+YxH+Hy5vrBI7KuAKvFSpCtUAtfRfp1IOkn0kfbAn/ABIsZOw3MX+YHx+eKGVqO3DyHme/onXg0RddEjqUW3z2xGrVtYq/oG/+Xu4zT5w3gX77n1vcYofNud2Y+pP64qcQByRxg3Hcp/VzwWeWD30qftigZ9zsQfUEfbCZ6jTYGBvqv089sQ5jaSN5JblHebf3wPjknRHbhW0nVXNnqPiGIxZT4ha7ADpO4+cfnjMGoCQqs7NMDTYSbWG5+mPoHAeEU6aBMwSwIOssRpBke6Y1WEiZjyvi8bnOJQcWI8OwF2p6c0vXilIDmqT6VQD/ANpt8ji1OJ0LCAwO1+vnjOZmqPEbwlVVk6YAnTJgk77Y8tZxEt68w2+v2x3HUnCNIvX1WtFdDtQNuo/yMTWos/8AKaJ/qVo/9xOMsa8CR0iR0xfQzwJOrUi9IMj0IJEj02xbjIBwh5H7/wBrULxHoaZEd4H5Y7jJpxRxsft+c49i38gdUM+H+XuUydQf+lp/2Gdu41YVZtgxABt+579sX1UYCOUz6fmBgSpRdCCevobjpY4C/ZORNAO68Gi+336HynY7z0HWceDxY2j03+8QBfz87+FPvtMfDYx/3YsoUyf8neQT1jcD6eoCj2AuU8sz+6JIHoY2sZv1/LGn4JkKiU4iCSSFET0+Pfpa18UZPh9MARVUkxI2O3mR6Ys8GoJu0DuLEeUEjDUbMupWbiZuJbAQm61mT3qbDzK/nbBCcVhYvHYn7A7fXGfevWi2rzgkR9SNsQTPP6+sGf74LmSBwmbVaRM8l/e2ttHy04qSpTJ2J84+YIC37fPCgOzdYJHVZHbuQLdsEZVGBgVEHxIIFvL97TiFHBDdiu161yAQfUQQJ6SRgKpmTtO25MROGbVHb33Y+ZNpnqCZm2I0uG0D77wYtyHc9yY/TEEIjXtb/sgKeatshPQ6VPzmI+WL1zsXKgjtFv8A2kA7+XTFdbIFTqSHWZt+hI/PAtYabhWU9p2Ebbg/Da/WMQbCKGsfsjWzE2vHSAIn69sdOZIM385ESfhf54WpWZXuRfrG/wCXliSVAeg9RaenS/bpicykw0iquZLRJE9L2HznC6vIJggx5j9cTcqLkMBuCI6dp/XEahANhq6iRcnsSJJ+YxUlEYylSQfxSJ2wOWJ6SOt/zxOsZm4W1x06bW3+XriijUZTIj6fmD/bAiU01q89Nu0eWKnMEagfP9nfFuYzRaNct3JLEnyuYJHlgc1AASL9NpEfE2+XyxQlGa081W1SDIHwbttgdqsDp69sT/ihEFZvO9p9NjgZj54ESmWtV6VSdzIHr+xiwz0tbpJEdT1t8cAeJ0gY6H7j07YrmV+GiaeYItuDveP7fTERUmSTH76eeBnqH09Nsc8S0Tv32Hp+xjsytkTDJcODkliwA+p/LBb0EZly66iahUBRckiQsSbb/bFeTcrRULBd2IUTuxMD8sfVfZb2fXIUT4pU5ipd3ESDBAXmMAL/AFCJk+mIxOKjwsQJ3KCyN8rzrpy/tZHhPsHVpnXyBoEeI+0z0UG4i+OcT9n+IGV0JVQ7+G42OwYEhhe1rY2uYqNV1STqBgCCIYjSInflt32nriharqo0mBGm56gqzG4i0XnuZ74wv85KDVCuic/xwJzONnzXyfiuQq0G0VabUyZs3cRMHYja474EaqSd5/fYbY+4tlRXJp5hA6kglWBMWIBggnV07xBGPiNRAKziGpoHblvqVQx5b31AWv8AHGhg8cMQCaqlV8JYaKLyNF6hK0gWaPwz67kCI7k4YVfZyqFLMV2kKDJMT1juCOvTGy4fRopT00xCmzRuRpVyT11HlSe5HlijOPMiBPXtPYf6VYD5HC/+QlkeGsFDz3rb3P2Vzh2MBLjf9/pZz2a9l3zaM5qeGqtpA0zfdrSNIuPme2PYlnfaCtlYp0agvzMNKmD32m/5DHsBxUPixmcYpGhvIdtRoXYTIM7TffmktN56/PBVPKsbxK9SL/HHM3w56Sqziz7eR7Nbe/T03BApR4x6OJ7ZG202FjSNLSiaqwfP7Xn7/bHUqen76Y8M6/e3nf74g9QHoPlH2tgoaBshWTupAzeRi1a7Lcfv4jfAGcpAMtQGBsYPTpI8ifr5YNFTY6SOxGx+c4gHWiuc0UCFcuYqdO+9j6487vNxf9OuKNQmYxauYG2kR2nsOuL0hltbBdXMCZMz1sOu+CGrLGzN62/fpgdnRr6dJ8m/UQfniBqdBceYxICqWgolK1W3TpJAG20nrbvi3xSLkAiIkDa/lvefrgFcxf3VPw/vbElzBJ0hbk7DviVBZfJEZfiCVkLU2sDBmxmDHwjFRzjkRqntPT0xocnlNKeGtKFO8LF+4tv54SZ+hUpkqyn/AHBbEb9remBscSKcdVzWg6tGnmgfEY9f3v3xKnXabn4xJ8vjjxKmT+X7GK8XyomhRiVAT7xJN9t+8xeP3bHgm5BVp79Prf44EBOJLUM9RjqVS3oialEiDt8R38tj64Br0hNmv8TJ63AwUr9zI67YjWN7bfXHFlqWOIKDVOkX+M/fFLZeNzHx/vg6ZxbQTSlSqYinAUNBBdtRFj70KrtHcLMjAZaY0uKOxxJoJR/DgmLz5DFbZPrg9lib/wB/XFfhDHcO1cSlL2yw74nl8mSwVbsx0gdybD74NGXmwF8H8DpBczSLGAHEnt0+/XAJ2FkbntFkAn2RWShzg0ncrR8O/wDxzTI/nVHZioMoQADLTEqSYtc4zOV9kmzHjtkwalOkYUvbxN9WgwAxBHlIIveMfbaXBqb0nkc1QBGbqUGqBbYczWH9R74X8SyjU6JSiArFdCAbAkQptsBvjyeCf4nJGZw4HNVA7V8gOfLUdflrYuXDxkRhu25Xx72OyzNn8rTI92sOVhtHM8ixnlJ6QR5Y+z8XzQ1kPpW3qLQPOW6i3QATJGPkXG+H/wABXVaNVtVJVJqbFXubQLCItexi+Nrwn21bwKL1qFSoz64qU2WWKsdZZFQBIAsikmManikTnxtI9Eph3DMdE8YACAA0iACCCo7cxteNoBk9RiNc1mVGGoqSAxVQpLSSb9SCdxblHYYPNda8NT0Vl1adeswKhBkTvb4QY67dSi1xU0r05WAVW93Ykgib+kdAceaMbrylaTZPJZD21zTUVpUzUek9UOS9iRp02BIlSZ3U77HpjN8EanTSrQqZZapL2aRrcyAvKQTBtF46b7tvbCo1TO6XRXYIqBUUxJvGnoeff02OO8M9n0pE+IKtKrKkU3JA97UYIGoiOoPTecbkULRDkdtodNDY8xqs5+IeJqZv8r05+y61UpQZy1Kk0BobVqXooYAcpB8t/TGIzOcrSdbVFLQYuLdPUY+k5nOU1Bp3LONUmCQSTMARDbnV2G9sL63DFraaVchmCxTek0gTEliQBsNUQQbwROGMIYoXkkb/AFroBzUTiSrJ05cvnfLf1Xz9KKnqJ6/snHsHZnKNTYo6lWG4OPY9AI7Cz+ItvxH2abMU6YWqvik3VjuwkFFtOtZhluR1AEHCQexteJ1I0TJSW/IGx3t6atsaqogMiJBAkbgqIiRpqAqItqV1X8NVQIFeYSpp1c5vykjxLeRP8V9Ao8sYTIp8O0RwyUOQIB/pMtmil+J41WBzeSekxWopUjv1vFsVqlp7Y1vEqYcDxFmDMMji/eAKUf8AbGEWY4eY1IrRIEXJk+7EgGCbCNQ/1E2xrRYqgBNoTpfK/wAd6pV7WknhlAgY7RbSe6ncfmP0/ZNrcHzFMaqtGrTU/iZGA6ncjcxtiilKmwBM7FQfuDGGXSMJygi0Phuy2RoiUpK3MLz1Bg/P9ZxB8ix9xi3kbH9DivOZ8oNTIqRuQI1X03GxPn5Y0HDcur5c14LQ4kLvoi5FxJJP0wF87YmguNagdRqaCoyGYupovf21KWcN4FUqSzjRTW7u3uixMHzOwG5nDjM+zABUGzFdRVdMwN5Ue7HX641NPKUZJC6KakOttWoQxSx3ZtEwe4Hmc9xGpWUPBzCqaS8xjnddVlsADEXvB2B2GG7xx7paaKHnof1qV6BngzeGHOOvlqP3ohE4Xlk3AY+bfkMWU/CUyiKPRcLl4mr0xUpoFBbSWZiQDeJgapsfw4qbM09RFRifOkZH/uC/ScbrfjF3a8+90zDWUJ5/GwNwPiBgcZ9Z96/zws8fKdqp+A/+2IpWoM4A1KvdgN+mzWxJioWoEspNJy2YpMIbSZ6EThdXydEmYA9LYnn6dKmoMMxkRzRPfpER5YFHFF0wtJQehMt69sdGwkW20SV726EBd/hwRoV4BvBAv8RhbUpwY3jeDI+eLa2ZZt236Cw+QtisYaY0jcpe/JQAx4jFyFev7+uPVKREW32vfytvi6jNqhyMNTlycrTE2aq7fJaa/bV8/PBvD/Zx3ALnl/p6gbmeg9J+OG/EcmqZeloA0qG0xuW1HUd+wHX54yMZio5AI2HnvyTbY3xtLyFhKy8xB7nEIxoOH5BHpqzU5AgEgx5fAz3xVxTgqpdGMdNQ+kjrfBYvEInHK6wVZ2HeBaSggDrPlj2ue/zwTm+HsqBzGkmLHY+Y7n8jgMjDrXBwtpQa6rT8E9ts1lQEUrUQfhe8DsCDI+M+mNP/AP6VQKFv4eoKsWEgrP8AukGP/Lj5iMXUkBYA2kgTgD8NFRdVfJFbK+w27Wx4ZkKVd/4oVHchv5oqU4Rqr6o0kBwBcKEgkSnMDfB1Kg1MqEUzR8NnhRHhgtTpMkiNSaipdgfc25cDezGQqBWNArpdVLrU1DZuUqVHu7hjIAF72xf4SrrI0hafOyKNQUa7rTNQToZSHJIi6iBOPKeIT8SQZT8Nade+7W7hYMrfiHxeyhT4cmhVdqQH8wFqbGmS0qylqqai8r0E9bgXwJwbjaZemV/5hLVDSQ6jYFrEsC6KB/XzQOpth5mcw9BDUc1C5MoqF10sQxUspUWEANOoQ69r4d8izRVzAAJgl3A1O7EzrH4jb5bC+AxWWkuTTSGOHp6ov/xGPEGZGnWHDVXiCSWIj/aIFtojvg3O8eOZqLWdk5G8NkiSY5gdLSAARt/qOM9xHhlJiBTJpMR/NBWAZuDAa9wIXz8sLRwKrRdXDlFMGby4iZjoD/q9b4lpjsm9fPqoF5h8K+h1M0dBLi7mF0wbQAoPMQAYiCRHQDCzLmlUAcLU8UFV0oxCLBMtax1C5PQAREDCYcZelEtrIIPOI0qbHazdDAA9Npa8P4j4AqVQrEPyg6NDab6dNtNgB69u12ufRcpmiiHwigU94tSoZh/cpEoNLFmKNMA3tJtESbX749hFwnKLmFLPUanpOmBTJYt+ItYkDYCY2PbHsOxzytaBn9/2sGdkPENZvoNPspUuKB3CqBJYtAU6QbFdIM834RN7bDYaQUXSmPHQFW6Pzm8nYyDacfPOEV/DqUatRiqq19EFjTBZSOkMRa3RumGPtF7ZPmnRKdNqVMso5iJPNBBN9M7QLgzdtgpihNM9kOUFm93qDyo9U+cKxj8zNO+iNzWUAJZAoAOwAsDNxoC2teQ0T0GARlJDERAkiIsTFwVXflEys23tjOZbLsWIKaI/CnVwT8F7eV7dMaSnl0SmhI8SWINOYPNuRO/RRb4XxpYgPfFlrT1O3VK4fDME15tdfLmo0KoqNUaqajVah9+ZHusYg7m8x5iL45l6tFVVaXiBpUgiCTCQVIMLvIk794tihM3GpVBGoHRzadBup3JiVtE9RfCiqsNFx8Y9II/LFv47Tdj5a7/+L0LYhVLQrkMszrUrMCiQCpNiQIqWuWgm0G8dJw29nmy9Gu12ek1I6FUSrcygxpEWvaFie04wjsTuZIAF+wsPlh97OI6a6gWSoIUTs2kG1ouG3mBfAp4iyMgu3FVypDOHbmBPI3a3OV4+tOnSRqTPuFemDU0Ko3dbPbqY6jGc9sKni0yabvmFYTKKIWHGkMbQskcu+/njLZPjlWnVdaNV1S5YpMkybf1dTYnph1lc89NEqDQOQrp1Ejfn35tTRJPrG84zn4ZsZzc+/JXa9zra3bvzVeXpLpL1ioWRAR1Esx0wCFOuAt/6YPmSPmWoFf5Yq6v9RBH0AxUmdphADSOoEkQ5KAEmYBuJsTc367jFCKWiJa4AAvJPl38sb3h4cxnxX5dPuV5rxIRulzN357/oLgOOVFkQfvidZXRirLBG4Igj1G+OpnwkRTQnrq1fbVGNB0umgtIhpvRddmO5JjvjyISQACSbAC8nywSOPnpSo/8Apg/lOBq+ZNRtTAK3QKNP5YhsruYpRldu7v2VusrIZd/6hHytIxFADN47eeHmR44rDRmlDjYVY5wemv8ArXufe3PNtg//AIDSqprpMhXvTJsQsnUIlfQj72G7Glmjx9eSIMOHi2FZPTjU+zXBhpFWoQC0lZMAC0MSdienkD3GBKPs2RXpo7zTJg6dxa0jeJgEgbHB2cy1SrmCiI48NgGOkAe8Ib3lUjSJ0gk3FraWWxeK4jckZ33KNBCIyXyckVn6Rk3LqCW1QdKxY3m3kAvaJ6x4lmv/ANGmwKmXqrabwRJk3P6jHMllE92oxR1AWAwJB/ESw5TJ/wAKTAHztNVpLSksqklSBtJEg/Eb4zRGWuAKNiJ2PiNJGa5oURJMt6QbyDdSN/y8sJq3Fz+Fe/vXiZB09INzcHG/qcQy6UTq0sYjYR3xhnqPXqDQuq/Ko3J6W3ibx3wwyD4jSG3FFzQOisq13ZVDkkC8bRP54dcL8BiSwViyGdVyG5Z3AE2a49ceo+y9VwpNWkNU7FjsNTCywXG2mZJ28mHAPZunT1NXOt/DLKi6lMGfdPKzHTeQAATEk7FxOIiEJYHf9d1MeCnkeHOFfPZQznBcu5Y07DVVK6VPOA9QqtOSFJ0aB1NjjJ6fIx+WNPX4YkhF8WBOpRupkb8zLMm5mL4g3sxVf3S0ea7W3JMADftgWG8UgiaGPc767+1o0vhuI3a0fT9qnOZqmaKhOpPLYqonzuCBaeupvUdPtNm2cAVUDEiXNMaoIVSS97EKJHljlX2er0516R0AuW1G4tbHMpwwEEuSfK4+UX+p69jjFxMkcclseC3lzK9dgsRhjgwyeM57N9PproCK/I2SbjvEnaoV8cREE0raxaxbcpYWt9sQ4dw6i0lpJ7kmZ3364P4hwai7SaSgx0EdY9On7uRbwD2XptW5ZXt6j1/e/UGLtxceW7IWTJCXOJK7Uyb0FDo7PT/Es3A8j1j+/TA/Ea4q6BDDQulWY3YA2HnCwvwGNkPY3MspNOokElYvcdbfMYE4j7JVstlyJDncsNhuR/fzxHFikcKOpUQgx3zS7Jez9T+Heq+lQFLKpEmwm94HkL/DF/As69akqtClxFouYgkgt/MBE28rRBOG/svxValBfFqJTZRDSQNrEiTtbuMI3ytKnmAtGoGoMZDFoAZtYIuGDjy0wbYWwGJlMkkMg+XTTzVPFcMx7WStOo/KL4ll3YiBTqQIlltECNIqEwPLfv0x7FlZ9H4iskmFBiSFJ/CbyTvfacdw7Y5rMDXVp9kn4tw2lTQ0kRSvNOYcgMSbmN9IHuxfzmcYyjngQVe5Vj6xPNBuY/FuYPrg32kzozFZSgbS0TckmFAtuASARYb/AFDFJKTGCsp7hItUuDcGCARO46fHB4Acozblasw10THIZjwEHiLZzZgfxAQdX9P+cNsjxpCgDqrEXHNtHQwb98ZmqjM0e+NzuSWJIlzEsxtPbbpg/L+y2bqjxKWWqBYlWAOkmTe+wtbocabcSKLevXZZj8OAQ7odDzRHEsk1N/ccDpquATJgR0sdv1wCxhpbVHYXsZAi+3Xt640J4q1kzB0VdMOrLaZO25jTYmT3AOFmVyxcs4gAtIAk2MXEG0SP2MI8Z+ofovRZosreG6771Q4yNSNegydgBM3IEAdbG3kcOuAZPVIAPiJJYSAFAB/rOkEQSQd9Ox6FUqVWnT1oqaxpAMGArbdiRaCdiR5HC3iVQ+FDEFqjBmaOZtII5jO/MfpOCMZLiGZb0BU3kcARfzSLhtBSXZ9Q1M0AJqcGdiAR1sQdt4mMN803hq2hlXYAHSGJvPMDvFjjO5qoQ2oMSZEyNiLCCfILh1k8oc3oCOut7aWOmGUAsT5ABrrsLX2xWQUddgkGCs1E33sjvZTg3jVkavTK0ZAJM8/uwBzAxBnULWjD/g9NRnyCyocswFIU+YPTkgDV30n3jJDHvOGdDh9Er4aGoz0mBpheUEhQqmxlbDvHLe2CeH5Ra+WNWllgMyA45LNrVzZhMMCV69Nj1woca+XUacgO+oXDBxxij9e/IrDe0ubQVzzuQRylrkRIKk2kiOnQjrOM/Wqqb6jHp/cYd+0YzNFkq1srTXWIDGXTVcmCHIVjclZm04X/APiRojwMv/6dvlONjDFwiaPJYuJjPGc5g3PX9FBUqom0+s/28++DkzCRcgnz7+pgDr06DvhVXzJYltKrPRBAHoPripa8dMMZiqGK00zD2LAwRuO/nHTt9sRyPF6lJg9NirD8QN/8eWxwLTrhpDEAQYMSQdwB2vGPNSWYGonoQQZ+H5TjibUBgG61dL2vqMIrU1e0EjlJ3k25Qxk7AdO2Ksvxp3qg1Kr6DOpSZJsdt+sH88Zhcs83BEb/AL640fsxlMuXQ1dLfzFBVpA06hJIMSDcfPC0jI2guA9FEjtNdUY/FMuZNNqlM9eUuIi8Em3U/HAlbjoUQkgE++1r79Jv8cNqnAMtWpoEtUKLJWW0uaVNjyggFmfxLTvA6YJof/j1TBSq76bw+kU3MKQNjpQ3UzO47HCzZo8gebHkd1ZuH4hoapS/s1m6qrVchw1whJ1aTBkg9BIJEyLna+NBlfYt8svjM9J2APKpI55EaJ5Xi9mBm4jriHEcxUyjF6y6UqiNVN5KSVZ1cRp1T35YNpMsTKXFXWkzI6OqMo8XUhDqVEqAmrUVDERYC9hYFWXFylhDaAWjDg2McHdEpHHfELFiZVdTypOpUIYMlz4ZKzLbQqESQcQ4v7SmnU8OkXltMl1KwQ0JfUqsCv4tI6kRJg/N+wEBKnj+HUeSygGpA94t75Zh3JMDrvJwnFcpUp12o1KnPHvSSWBHLveTYQQI+WACNaDpU79qeKNW0U6TooXmeohJYsS34wADNiSCBMDcHCBXqqQBWrEiw527HaDvEj6Y9nOGlKqo5mkxgFW69A22k9OknB/CfBo1+ZuXSBN7E7z1tcbd+4xoRmFrKY3MaJ+ZWc/iOfbnUL9lbk+LPlaq+KriQJkzubn/AFeYvfvjRUOJU6nOSCCOm0+fQdr9hvh5V9l0zeXidhqRh0PQjyjGN9nwMvUrZTMiCWiekkchvtIIg+ePPyBmIYZQ0h43HktSzHpdjknlR0tYggCe+r1v1HefitpZXMeFVWpuJ/cfAG3kI6YE4dXX3XvBInzWV9RtE79BFyZcSz6KLkADqY2B/W/r/twmIzmyAFXJFWt6vFxTV6kjSLi9onaO4J6d/THz7jGazOYD13qONN1WeUL2gReOu+KeG0szmY0grlwRc7tv06C9if8AD72kijl9AF2Glb3P5k+QxsYOIRNo6u70WfOeay7LSakC5AYaWV1W5cEsSbbgDSY3v8Qfa/Ik0lrrKMpJEEQbrLKQbHYgjtFoxvKPA0SmFqEEJTXVqAK+IPebVOrTAK2iB62ynHKlLQwDJL20QSQult+m5EAXET2w3q1w1Qs5l0ArZD8H9pMu9MeKURlABBUQfMRc+ZO/zJ9jLVcogYhbjvffqNsexegp/jg6rQ5PIyEdVKmWUjVIJHOIAVYBA0+9fFfFOHAqgB0GF0li50czOALnQDO19tt8Lsrx4UDoNPXBO5MC5grfr9RG+HWRzr1KL1KaTLGQQ3vnYhjI/ELTPrgDy8AOC0AGPJB3VtGkMnRFYkVUrLpcAg+86kEyJgAASbk/LFmRao9NDl83VVWPPSWtEBmXWFWRDQSQSTEER2CzKoV8PV4nhr7sL/LiDIG7gEtMGBGO8Gy9KjSVxUfXVD0zAAYgxBUMZAMATp+NxBIXkA2gzwuJDW99UW/stS/jiq19SeIdPiKDq/FGoNzNDTt26Gcazi2TqKi0qBCoQYWQFvNyJiOpjv3jC1OJUsnS5aSq1NVNNjd2sdRYjl1bTeBJgbjCHOZqu9QmtVgxqADc4B6HsCYkTMkTYGKyMMrg7ojhogGawAU0F80MvfTB0lRITlJBa11Md7dNzhLxbhFWnz6OUzAk+hJtYGDBP+ND7PccWpRDimCyABzIB0zA1R+EWPn3tGK6vHaWYjLlEXSRzAQTBMmIuGk3kWJx0WKfAcvLmjl3FpzO+ffNYziGWCLqR1YkxIUjve9omB6/DDHgvCvE/n1KlSkBMuoE+LYwqg8sgyXiLRGOUOHCrVVUcuiwohfeK7wL3kn7dYxtl4aQ1KhR00ajLNbWkhSskseb3ioHLH9I5b4tJiSRTTfme+iXfECfi073VwzKLlTV9xgTqBUaqqlRGmQCSNQMebbHEqOcrFKVbw2p0KeXRWdoBPKokTBBTUx5egMxhf7Q8UFVKqovjMz8tUA83Rl0kkQLC3xjCHjvExUrUfGWpSpEL/JWWbwxYCQZ0kgTABM98JQsr/UK73dU+9qaq/wsLXNWireK1MoAWYkksG1EESZAMd5J3Q1BlsyuuhQCAKoexI1MWCdZkkR26z1xZxSjlKtGs9OrUQwNaFYRXUSgIZgSDEbGT9VnCqmUFCtUDEVF9ym15a28X0noe84dZK5jd9fTfqkpsOx7tR2OiX8b4Y9Isj0tFRegtbraLjscKamWZRLKR+7enxw/r+1RqsC4JYgpzIraQ28dZ/1Af3DymQBBLgnyJIMH4RONCOYltuFLOfHwzQNhVcP4X4i6iYBMDa536+ht5HBdA0qMQVapfmgcomLXvYE6iJ274X+MqcotuPX1+vzxQ6lxCajF9JNtI7T6/XBHHMoaDzWtyWYpVSqF28V3VROlaayQLknUxvOw6C+NVRzeQoqobL+K6+4TTDM5BGlgGvzCYFo0nYERjfZzI0Fp0q7kuxMtDAeGOayxMvF+pBjl2x9D4RnadelTGUFM6XuSn80UlY01MBWZCRHMIIF92gZs0oBpvJNxQc3Lg4OlWoz0KqUwQdaBjLEoVblII1AyA2kiwlSLFpm/ZuoYctUVBJK0DFS6kf8ATEPe8gA8oHNucr7eCpROpNHhhxGgIHV/+YPEJWWBLmAvYTvLVv7a1cvSou/8ysWVkZjqXwT/ANMxDKVhW5rnyIjCspkkpHja1lkJ17WZKs9IinQqMGVEdWUEgCCCYUGdREkubrNoM3HL06GWSo+Xp1KlIQyU9DIi6l1KqFyHfSNiZsSNhODzvtVncw+t2D0yQSCFA3koWA1KNJPncYP43x5Sooil4BFyyrzIwkyDMVPEp6EZieUpPYYlrHM0CKKOpTvNcYcVVK0nR9KUkdgrr4ba3Bp6JXWQqiAbEEA4x/EslU/jJDN4gYDVVK6o2XXHIGgDbFLcSrE06tatVUOmqi5edPhllJgrzE6jyLEBpuYgilxsIqDmKFiaQduZCQA4Mj3VLMSxk7TMEk1HYITyFqOMV6WXRRTRK1IlFIAEAgatd9qdxaBGqdyFHzagp8d2JQ6STKCUbcGNXQ33+EdPomRpM3/MVVUVB4RciHp21g25YmebqOoOMpRzNFKjtrLyzaSFmdxMWMkReDaR2JPgGNYSAs/GSODbAtbbgXHs1SADUNIDCnpHvavD8YL1iafNBO3wxL2lzlHMg1DlnDqI8VSog9BqDXv079t8ZxvbBKamGBb+VykGQ9Ll17AEtT0qZI2MYAz/ALTax4dNNdMQR4irqRgTzKV903leZh0Ig4vG2V5Jma3yr3QWBwADSQPRL6OaqM5Wm4Cg9Q079gCJnz+eGdHg5Y6676yhDCmFMGIje7C+1vPfA+UpuzCrygidIY2aNjAJ2F7dRbyb0M44cqKnKt4NwSQbjobiI898LYqNrP8A5aFaOGe53++oTnIcfWj/ACwknTIA/f28sX8KrpWcZvMNT0I3JTlSSbi4JvBvHfpaWQZ/LO6NBhIOqAZiFKgbgGBMkd+84HyeTAXVaFG62IMbtzX/AN2+FYiI9XbpsxsfqfRNuOZrMVPE8NuVtQi0lGflAAsSZnyA3F5+eZ3PvRq1Es590EyQpETpB6+f7GuybaPEmqmtBqpFoCaoEFujkgaTF79icYnidTxKmsaVJkmBF4E2HU7n44bis7oLhl+FvJey1QQQWEg36XP3x7AVWjMb/L49Mewagh0QtPU4Sa1aka2s6xqe6q572vBEjpfrG+GjZnLZdWFOpppKbKzEmowChpSxD8xIYb+lsKMrx9wIejoYA6XAvBAJHN0NiTv9MJuNZmpWdWZAA06AsExPWP0GFGtcaadlovytBc0d6IniGd1PV8AnRECxAK2IEG+4+g7YZZTiTGjTk2gFhEkupdVZRsF0nT0672jP5WhUA5kIWDzNIixuNpw6oZUqqlXRWdbrqCrBsNwALj8RuQPXBaAAa1VjOudxq02zWWeq6M7KrIk+GSuo6SSq+HYzAMzva0gjCnN0i7VQx2qMGf8AFMywBn1E7b+WCk/mPVdYjWIWYMOC2q9yCQbz22wXk+GVHqLTSm1MGCTBACzqJmBb8/O2HYGNjbmc7StllYvEPmOUDUHdNvYzhVU1mdl8OkEGrUumQTIIBFxbfDHieRoy1XwYEWdr6wDCnSCDqkzboO2z6tndSEqukaQNREywPMDBDDad+3a6XjNAIqU6chKZLCWYEHUSxMnU1jMSYm3QDHxEwnf59FpYSF0FC1nOH8QCoxpVkFVJYuBAVmJEqOoNvScCNxrMSw1k+Lpl2OmUF4OmPeN7Hp1xRXDM4FJBcBwxQHUbQNxcmd/P4MaeXcBqZ0MjDZmjnA+MXVQew0gbYrGzSwFpSNzOI6JPk+OVaC1EpFBLSXCz5QLx0BwI2ecvRqVnsk6Fi6rdlNz3gxOOcWK00CJUVg1yQsHYaZO2823GPez/AAirmKvhoGBAOp9JhCAY1XGmSI3/AEw2A1oLzQ81myHKaVuYYGrUI9x1AOruRIMggHTykd/WTjiZjxKi0yyoAdJK0gzWABJsCVEEwb27m25y3sPQAbxWqVNQjeI32gCNxbyHbCin7JDKnxZNVVsFK94Usd5gGI+I8qRYhkxLI9T31S8soZqdAuZfhWRpICHNWshc+JD0wYjQApPS9zv8oi/GwVAElQYmLTHfqYEx64Z0fZyi1NvGYjSNcajyyWKRaSpW3nETIvVxX2forRApBrj3yZ946rKLGADc3G04FwmPflkcSfsiiUtFsApZHiRpsZCxO5Fp77WnC98vDgLzGNQOnfv1vcEY1vs17LLmF1u7AKxVlEHmG+wmY6b2PfDCj7EUzUM1CugKahLSAWBgAkDssGPxeYxoQvEYykpKU5jdLB5POrSaSraT7yyfn6gx8sfQeBcd/hqTrl1Q1HBmoU5HSI0EFRqgnUOxBBBk4o9nvYP+IZmralGtgAoABUFgLkEQSAB5CeuHvF+BimiJRoPCTpIXUzKDBZj2mYk9QY6YVlxUT5sjNxv31Ro2uDNduSz3FPaStUBSmpWiEK6GVXcgkwZZSVERpUMdJEAnEeI5JsxWTwV1LE9L3PPUsJAOoAm/S9hizgPCKlauiU3SlDxULlhGk8y+ttjfbYY+kDKqqKKYpsiKOYKoB0xO4npuvcb9Ic6horN1K+RcdqVqaCi2XKhZAjZhaTygifie+F2Wr1KxhmBWIhrzG0dZm842nGPa5KZKmjodXKMoUSWBuDzAkHbUIubEwcZXP8Kao7urHmYuLkaZ5zbe3adXMLdTdpJbbgpe9uYN6q7hvDswIUVNKA/gCybFYnfY9/rgSu6JUKkBiGAjmJ0nmAF4EggcoB++DeG8TKLqdgZujETbpaxN8C1MgApqoWlygGocxN9ZWB0Yi1pB8jiwd1VS0Zk4PFfGylR2fwxRJpog9xabrC6gqmxYadNhBjphLlhccrTInYWPToNu585GKsxwyvTp1hXqhAyhoiWfm1JIBsJi52kb4O9nOFVdJZMxuoDIsSCwCoJMggzpixMjeZF4hQpp3KXxAa51pTmuDk16lOhLBQplmXc6ZiIBgk2AkAGRY40vBeA6AJOojrFgfIfnv6YL4flwhJqCTeZ897beW2NAji2lRLbDr5D1wzI8/wCqagjiAt2pS/8AgdRMO7idFRZkAQDNzaB2vPfpbl+FGL2GnSoG951FjEEm1ukeeKOClqOYZakgOJI/1TM/fDavxAdMCdhqfQNhRjWiA5SeSy/E80ctV50Z1K8pN5JAnykGfnPXFdfj9Jk0IsDppXZupMm5j99MM+MUjmaZXSxhgAwBIDwYB6XB2PS+MLmsk1MlX2JBB6T6xfAJsK2xaXgnzBMs3nFqVBMwPKTe1yT5f5wjzA0u0WBI7SN5+/TF1PM6Q39Uz3knCvMMznUwvE/D87WxdraGmyOXKyobyWifr9bY9i3IZQEEsWHaOo+HXHsXVgj67tUYIJbR1i8en1xouAeFTOlqYaYMgdzJt22sfLboufkRCtiy3PptidJQKdN45qviqx8kgrHQGVBmMKPPJbZaBqTZRXEaK5h3dQzCb2iOokHUQb3O0dLHCuvSqF1Q7KIUdxJaYgQCD9B2w2yOaatTptU5mZDJ2/6hBgCAJBg22wxyzkFqdissvMqkhYaQpIlZFiVg7YmKbhG6SuKwv8iMZDXPvog8pwWorTpBRdUvqiNKklbwSQT028r4PfMZhaepqnMQmljdwpuJHujYEG5ixG0G5weEgKEgB9JQ3U6nAJINtQuQehZosYwhesWdw3No0QWvfU6EkGxMKDMekC2KSyvkGY0uwuEZCfIp7lOLqqMKriFG9oJAEFZ7QIteD2xVVqU6mo67MNSGQT+HUPMnqOwPbCDMVDV1hjAUwI7A2+5+eAHzjMEpwAuppjry9emFRCMxPNOlraDq0Jr3THhVOkxbURKkGYN4AgbjSskgtccrRPV42dpsmiqBUA66YJaYaB+G0gneLntjCZfiVRmJkD+YqwBaIbpgw5ksSW5jJBJLSbQJOrsMOhnJLtkY4Ut5Q9haFQrXytd0JWUlQ6rqFiPdg36zjTcH4IKNJaKRyga2AALPA1M1zc4y/HM89DLZahRYorURJHvQoVQAeljuL+eMpk87VH8ha1REJ1HQ5UkgExI6HqBvAxi4bDTYmPNM8lgJoaXQ0smt0m/MIg8blfUeLZinl01HmYmAJjqAbmw3HzxnqntJRrBVBIJu1ie5AFhEwD/jCTiVKatDUzGUk7XMhegtI3iJgechcapinUdV91VDBenLpIFokTfGxh4Gwvpiz35Hsp4s33p3+E8OaXfXIVyFCxpX8M2MgRJE2v64uok+Hcq4VhqYHUdJkAm8z69hgDhWVWpTrM34IhRAWWtJjqJkX9ZxdwkGo6Uy7KppH3TEQyJ8ZBMgyCd8FIpdnzJ1RpBC2mFuyaCoMRvImDIC6ZBnT8cDZriWXXWsEeH73hmYAIJUCIaGldTETuGAkYUDP1E/iAG2SrHKuwcU4NrjSSLzEmIxsuAcPpHKhygJ8IiJMRUADWBgmFUSb23uZC92ob1Vmsy25ZKr7Vc4pCaSFtPcahy3/EGG9j23xDj3tTUUhaYL01CnSNXiyZDO0ghSIAGofSDhS2UQVaVMKArPTkSdiy23sBNog7Xw/wDaqjFR0V2VWebHYEaSomQFtMdyfIAAgjifmA3TDXF+nRJ8/wC2RpqFhpIBiRMQIDGxBA2MA9ZwL/4xzT6IhJIBiOYGR5f6to67C2ErX11JOqm7qCDflRmBncGV6EbnGg9msihrTpjw66AR1vuZm/Mdom0zGDkho21RAyygMrkAdFaPE1EFrSTOrfUyzqBQEKbyT0ksSKZWCqnUbQVg6lJChm2N263sREzi58v4KM1NmBQrpkzZXZAL7iBPqfIRXStSE84ZbhrglTrB6dVW20CIjARKTaiWAOodCD6KnNZenWBDuilYK1baUXookywJNyxAA6WBwDl81Ty0ooDtKs1RgZUgygiRB1TsYgm98H0AfGoKCVNWmHZxdg2meXVIUc5ER2wp4/lg2bgk/wDKBJsCxAcAmBvyjB4eiDKAmGdoNmNVaaa6ir6dNy+pAQ0gyskkrG/S8YvyvCKlOmy02JSownTEalkldSbf1CywIjC7g2YfUOYnxFUtJ6kgSOxw84Fmmsm4JMTuvO23y6zgoOhzbBJStO7ShK/GVLRVDKQxBEgGRa/U+pPna0mfxSBQw5VBljDavLSZPUjpMTg3OcKpOrllvYE9SCt/tFsYyshXWqu4VXUASNmQtG020gemGWSuI0KUdC2th39lrMznjo8VXFXUOQAEsCDcNvAF7j5XxTwrhVbNOXr1jSy9MTUFJhLbwqmAQSRBJ87Yyy55lISAQwBMybmJMTHXth3ks+4pJBt4wWJMANqVoE2sB8hiz5JCygfqpZ8Lw5wtbzLZqhlPDpUEYUyWJV3kKQxJuSWMhyCIIIjrM/NuP51jVqUXdlpJUbSrz7t9BPXWUjt3iSSd54A8eqpJbw6aspO8lahO0CNunTGbz2WFalUZyZpWSIEAqSRtedr3jGVhiWPJdrdWtbEBpaKWPOVAAe2ok6ZvYd+km2B+JAHRyxImYsR2Hx3H1wwmabE3gMw9Qyx8L/bCis5aSxmCSPKTf4Y1SAEnGcxtF0c8wELpgWuPtj2AqbEDHsDTGZf/2Q==)
l Los ecosistemas acuáticos son aquellos en el que habitan seres que por biotopo tienen algún cuerpo de agua. Ej:Océanos, Ríos, Arroyos, etc.
Su tamaño.
MACRO ECOSISTEMAS:
![Resultado de imagen para ecosistemas microecosistemas](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR6Rfddg9LTnkv5XTBO7pRMgd-Sy3UnrjeaXGEFLhqyDnQcfTv4)
Los macro ecosistemas son ecosistemas muy grandes.
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