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Propósito
<p>El fin en mente es identificar los diferentes tipos de palancas mediante actividades para llevarlas a la práctica en situaciones cotidianas</p>
Motivación
<p><a href="https://www.youtube.com/watch?v=lsWuFiDUMso">https://www.youtube.com/watch?v=lsWuFiDUMso</a></p>
Explicación
<p><img src="/web/uploads/04102021/9306/3d5d134e5c-tabla-palanca.jpg" style="width: 319px; height: 135px;" width="319" height="135">EXPLICACIÓN</p><p>Las palancas es una máquina simple que funciona de acuerdo al principio de los momentos. Una palanca es una barra rígida que rota al rededor de un eje fijo, cuando se le aplica una fuerza para vencer una resistencia. Utilizada, bien para vencer una resistencia mayor que el esfuerzo aplicado, o para aumentar la distancia de una resistencia que puede moverse aunque se tenga que usar un esfuerzo mayor que la resistencia.</p><p><b>Palancas de primer grado (género o clase).</b><b></b></p><p>Son aquellas en las que el punto de apoyo está entre la fuerza aplicada y la fuerza resistente.</p><p><img src="data:image/png;base64,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" alt=""></p><p>El efecto de la fuerza aplicada puede verse aumentado o disminuído en función de las distancias al punto de apoyo.</p> <h4><span class="destacadoinline">Palancas de segundo grado (género o clase).</span></h4> <p>La fuerza resistente se aplica entre el punto de apoyo y la fuerza aplicada.</p><p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJ0AAAA7CAYAAABhY4glAAAgAElEQVR4Ae2dB3gV15n35wrH2WQ36zQ7ccnGiW1sU5yN43USJ/nSNxsnpore1BG9GzAgOkio94aEQA31AhKiI0SThFAFBAIhod5ASFS13/e8Z+4VMsaJg00CiefhaM6cmTlzyn/+b5lzeTUecOvp6UHSvVvfMlP+fntTmdwvedOxaX9vvf/o4+7ubtVG2d+7SVl7e/u9xfc97uzs5MaNG73nHtX+9jbwIWS0B63TNFhXr17l1KlTNDY29lZ1586dDw1s74l7MpWVlVy7dq23VOq836T2XvAPzsTFxeHj40N1dTUVFRVI3y9evMiZM2fIysri9OnTHD9+nOjoaC5fvqzGpby8nL1796prjx07RnZ2NgUFBeTl5akxM43jP7hrf9fHf2rQJSYm4u3tja+vLzk5OaSnp3P06FFmzZqlBj4hIUFNxokTJ/D396eqqorDhw8TFRXFrl271DmpQyZLtkd5EhwdHVmyZAleXl74+fkREBCg9vv378fV1ZXg4GDS0tJUP+X8hg0bmD59Oh988AFLly5F+pmfn09QUBAzZsxQ9fxdZ/sRedinBl1SUhKrV6/Gzc2N9evXk5qaqgZ627ZtbN++XZXJZGzcuJGYmBiWLVvGpk2baG1tRa5JTk7GycmJadOm0dXV9YgMy/2bIf0QFrOzs1NtlpcnJCREtT0iIoLw8HBVvnPnTgVAOR8YGKjA5uLiQkpKCsXFxeolnT9/Pps3b77/g/7JSx8YdKZxkbdXgHf9+nUFPpkYDw8PNRnCcgI2YT6ZLBHDAk5PT08yMjKIjY0lLCxMTZQwwe3bt03VPpJ7USGkjSJeS0pKOH/+PEVFRYrR6+vrFYuJyG1qaqK5uZkLFy6ocbl16xYdHR1KnF65cgXR60StEDXkUWb2hzUJDwQ6GShTkgGWJFtNTQ0nT55UeZkYUZhFbzPlb968iUyADLi88TJBt2/d5tKlS7S0tHysov6wOv8o1Gsax0ehLX+vNjwQ6KRx9w6WHH8W22dVz2fRlr9WhxoDGQt65A89PWLZGi1x03jIXiV1Sq9SFd19cf/ac/7Zzj8w6D7RQPSIm6GLbpkRlfQJ0idJnyh9mj5RbY/kRXrPuo3dkyPpkfTY5Frp1vuvLtSvNoHzkezQ36FRDwl0xsHv6aGTHu4oLlBQU5PTZ/x1KErBY71J3wRopo6IQaR6CchLJ38FijoYTQz5WHf5UzT+swedIrAuBG4y7iJZlD/VWE6PDL3OBwLILjUdj7bV+hfH14Szv3hR35PCin/zTX0reOzznz3olKQR0HUJ7IzvfhfdImZ7uujp6aDbeKZbgdKIzMd2KHu4UN9CcFohfimncY49xcaoU6zffopthys4eraVC9XtNLXepLOnC3rEQpeR+dfdPnPQiYhRcBML9+PGtVsG3wg2xYAfd+GjXq73MDApB+0bi9G+64z2vfVo33NCe9kdbZAvX3griC+9FcD3/7SFwurr+mso4PsX3h4C6HTdxTSmp5at4JS1FRUB/rQcPmAqNup2IoJNCvfdU49bLiSpEO251Wive6AN9MQwQAec9loo2mv+aP19eeKHXhwr011L3UYV43Hr52fV3gcDnVEnUe+5YiqjtSYFfZircPES0jWNw5rGbk3Dz8zA4fVretuumxkmHcfEi0YGlKuM9fXe8IhmwpIL0b6zCm2QF9pAX33/hg/aG8FoPwhEez2Ar/yPNzll+vdpUSse/1ftwSfjgUCn22pGsCiQCTqUMtcrUitcXNlpBNxRs37EGQz4aBrrpWzFyt4WK7PiQyCW2vX6dGvPBMbeWx65zFYFurVoA7wxDPREG+SJNtgXw+AAtB8EoA0I5EtveXHifL3edtXfR79fD2ugHwh08pYqP5QyDHS+kiE0DePl8FB2fuEJjmoaJ8yeINnwBAGahr/BwGZNw1GA98EHd/tkutFYh6pfgVmcLY++/rNFxOsLa9AG+uigE+D1Bd3rATz1jj+Fl40ravos5bo7CP86uQcCnRoeI8p0p4fuBpHy6vAo0r74JJmaRrahH4mGJxXYAgwagQaNADMDgZqGk6ZxcOGi3pHWcafDWfIKarp523vNo5oJE9B9R0BnYjqPj4Duq+8EUFzVpnfhc6Z7sKk0kZMwXpfxoHJHAju+9GWOaxrH+2kkG8zw1XSQhWgGggxm+JtpBGkGxXzCeJmLFt5tgIBMaTu6q/XR5zi96aGJBUbQeWIYKEaEO9obfnfF62v+fO1ngRRXGxd6fg66u3P+SXMmrUvkqQl8NRkZpD31FSVScw39SDUymrBakGamgOavGfDXzBTTCfMFGUXtrqkz6L51Uz2+RwFP4NYpcO4jtD9p6/7+1ynx+p3VuuU60E0H3T3i9T9/4sepiqt64z4H3YNO0l3E1e7ZQ/pXv8YxEalmBnYadJCJHheoWM2An4hWTVI/fLV++AsYReRqGhs1jfgRw+m6pS/j1j/6Px6Ak9HTdbpVaAPFZeJ6X9A99VN/Citb1WDrL5bpdX3Q8X9873tgnU63MKHl2DH2futbvQyXbtZPgUkYTQeZAT8RrUaRKvkAdc6AsJ0YF8J4LppGsvkoOtp1ZVsRnnIwP/qTo6zXF1ajDfBAG+CGptjOF7NBgRgGi8vEj6d+6ktxZV+me3xB82lb/kCgU5Yr0JKXz95nnlGAO6VpHNA0QsQfJwwnzGbQFMMJywUrlpNjHWQCNE9Nw03TcDful8h9v/ktbfV1ql+d8puJXgH+abv68O7/MOhcFegMg/qA7lVfvvnLIMqbbqlG/ItLVx4IdKY1E7UZezn8m9+y8xtfI8Kgs9VagxmO2hN49uuHa79+OJuZ4WPQVArQDAQbGS/gi08S/fN32DHkPQ5aWZG9bBWn1m3k6Jr1NBQV6k4ZIblHn+gISy5Ae2El2gB3DAOc0Qa4YBjkg9mgAJ3pFOgCKW806q2CusegXw/rNX0w0Ckw3PWpt5wpoeJwJpeOHaXi1EmKY+OZ/cUvMd5gwMpgwN3sC/iZ6awnupyI3c1PfZ222ssf2y+l1z0mlBCWVID2/Eq0110V6AyvO+ugGyygC0B71Yenheka9eX4us76sV3/pz/xQKBTH73km6kSfx8do/b6Bmb/59cYqmlMNmi4G0TPE91Ow9doPAT925dpKT2vbtYJTUBsBLIQwWNEBjroHDC85orZa85ovaDzxzDYX4HumV8GUdGoi9ePjti/VsmDg04tz9SXLyml3+TQBdoqq1nxzW9ioWlMM2h4GL9EiB4noPPVNLyf+AJNRWeNo63DTg5Uzgi6x0UEhSXnoz23HMOrLpi9tgmd6bwxGyy+Oh103/plEJUmnU7v5b8W0vr09oFAp4NB4NHZZ4WS8aM/cLu2ibUv/Rf2msYizYCn8TOYuEfEhSKg8+j3BPXFZ3pBJ7Xpm9Qj683uim/TmUdjr7dUt971/FYB3bPL0Ppvwqy/I9prIl49MQzyQxukrzL59i8CqW0x/drN5A6S++/28+4YPBo9fViteDDQ9bbGOExqJ3/04ztNLTi+2p95msZysVIN/ZQeJ/pcoNGV4v5EP+qLi401GetRR3fr6X3MI5ExucQ/2r7Y9EK0p5dgeGUj/V7ZgPaaI9pAL7TBfupzmPaKN9/+xWaK6vr2Uzolx93qn6gTatHrvZd80r73NstYp+m4t76+BUbdRZ0zlesP+vDRJ33433bdpwTd/R/WfbUN90FvsFDTWKlpeBlBJzqd+O8EfO5PPEFDcZGxAtX7+1f2SJQK4Lro7u6hsr6dwtoOdpVcJzKzjtj9FdhuOIj2wmoML61Ge2U52qurMBvgieENL8zEih3gRb8f+fHSpAP8avZu5nidInL/JU6caabtxh2d7JRPUlj+sxgLYU9hU0k6k97fJuujPPeizaTb6ANvKv7wXo6k3rsrjVSzTRf9lTl7KKDj+g38fvQjFmsaqw0GPDWd6cQxbAKd2xP9HiPQGUexB3y2pPGFlyzQBq1CGxCENjgO7X8SePLnUXzxrTDMxDH8yib6ve6J2SBvo+tE1tZ5o70egtZfUhDad1z4+o+dyDtXpRhP/02JLPP/LGCnvyTyouhJJ9W7xpnpKSaU6Hu9VP4KoO7Dhr2XyzkBnPE6I2f/Faz1nn44oLt1i8Af/5hlxvVzJvHal+kEdPWPEdN10aEmsKu7m/nL3dEMb6J9YwiG52bw5OtemP13IIYfBOt+uYF+GAZ5YRjooy/oVOvr5BOZBwb5VPaqK9p3HPCLydMnQi11kmk2TnTv9HxWGSMrqfr7gknqN50zKUfGZ8plJpAZXwt1xlR2715OStkn2B4O6O7cxv8nP8bB+EHfU1aXiOXaR7wK6OqKxQks2ydsrfHqv//O+Pb3mYWFqwPQ+v0Q7au/xuzZifQbsB7DYB/MXvfBMEiWNslqE2E4d7TBbhgG+GImep58KntuBfM3pendENPfOIH6olUBwYNsJhT0ubdPUZ9s7/M++bCLtqk0TlW51GWCat969W/KfZ7/MdmHA7qOOwS/8xNWaRqbRKcz6nECOl9NljtpOJsZqCssMHZCmv54bAp3xqbOWOSGpg1C+/ovMLwwFrOBGxTDaYNdkdRvgKcubsWSVSuK3dCeX8vouXFq0qSaLrUQ1rgese8MfmbDoYNYH2HJd0DXTei6TndHG503W+m6cZXO6w10tl3mTmsZ15tKuFaXz9XafK7WnKS1Opsrlce4UpVDa20Bd9qr6LxzlZ5uWaAheuPftj0k0N0m5Oc/Y40JdL1MJ+4SI+j6aX1A97c1+pMx4/2AfL8yebZptk37+7THSEh9tCR10dRFTmjaa2hP/Ryz5815csB6+ol4HeCF2UAXteJEd5+4oT23kreHe9N6Q1ijj5r/cc26TzOQn6733AJJyP46XR1XuX2jnjvtNXS013L7moDnEjdbztFaV8i1mlyayw/TfPEgLRcP0Hw+g+bSNBpOJ1FbFEV9cTT1RdtplFQQReOpKOrzIqnLj6ShMJLm4kgaC7dRV7CVptPbaT0fT+uFZNoq93G14ihXqgq41VpF581mBeae7jv3bbmp8CGB7g6h/++XiukcDeIyEQNCAHcXdK79NOoLT+ntUBruXTFjapxgwQQDNS+mgw+VmgqVRvSRM1KXukJRlLzpciRWoklpv3u/Xq4zQ28bTBWY6pG9tEtuM25T521E015Fe+pt+j1vzhOvb8Igv5cY4ILZAHeeGLAJ7bsb+N6vPDhXZVpp0k1P9216um7R3dVOd2cr3Xda6LrZQNf1Wu60VnCj+RzXG0/TXl/IjYZiWqtyaSw7SH3pHhrP7VbgaTqTSvPpJBqKoqkv3EZ9wTYaCsNpKAqnqThSpQYBS7Ech9NyOpKrZ7fTfDqKK2ejab8QS3tZPG0qxdJWFkP7+TiunZN8nEpXS2NoLY3lypkorp2N4VrpdpqLIrhSFM2VwmiaCiNoLI6k+WwsVy6m03Ipk9uNxdxuPqdY8c6Nq3R36y+aDNnDAV1PNyG//I3S6WStnKwmEZHqZdDwlo//Il61ftQW5qtpEwjoWsJHgaPPq3GG++JD5Y333YsCVd89LgMjQPQq5O9nu02xX4FmeAntqbcwe3Y8TwzYgDZ4I2avu6K97MRX31zBvkOZ0FpCa+0xmi8cpKV0D82lu6krSqGuKInaggRqT8XRWBhD7clt1J/cSn3eVurywmjKD6fx1DYai8K5clomOpza3FBa8sNpL9nOtbPRXD0XTev57Vw9v51rZTFcK4tV6eq57bSclRRN0+kIrpRGq9R6Poa20jhaSmK4ciZGgfHq2Siuno+hsSSS5pJomkqiaCyK5OrpWK4Wx9KUH0n58UAuHPWn8lgwlUcCuXDQk/wd68lOWMXRuFUcjVlJZvhC9oXOYGfQbFI3r+RG25XeAX84oANCfve/ynrdqBnw0HSgfRh0Zr3iVWkFOhp6G2ZSVe+a/XLVR8HSl3H63PwXsx+uRUx/+fF3F8jb2HWb7jttdN1qouNmLbevV3DjWhm3Wsq4WX+aWw1F3GzIo7l8Py3le2i5uJuWC7toubCPIe+ao2kvon15ANq3RmAmwHvNhSe+v5TFS9ZTuseTs2kbKdvvyoXDPlSqifOn8kQg1TmbqTu5hYZ8HVhNJZFcORNNy+koxTJXFdMIQwl7RSgGqzm5hbq8cBoKomg9m0BraTxNxdE0FW+noTBKpStnYmk5E8uV03E0F8cocVlfGE59YQT1BeHU5ARTcSyA8iP+XDjsy9n9Hpze40FJhhsFqes5EbOMQ9sWkRmxmEMRS9i9ZT4pfvYkuFuS4G5NnJsV252nELXJgm2OFkRsnELUhnFEbpxAlNMkohzHE+dhw41r+m9+ZWIeGug2v/suS5XLxIC7ZsDbxHSa/lNEV0Nf8SoT/1GcfASHH72kT4mIRf2/bejuvEFn5w26u27Q1dlG1+1Gbrdfor2lhPbGQm42FtNWm0tb1TFaLx2kpWw3TefSqCtJoLYghssnI6nJi6YqJ4qLh0O5kLmZssxATu/1IjthA3tDF5PiPZNE96lsXTsB5znvssH+j9gO/xnf+87z/PvXn0N78kW0r/wJ7bnpvPWL0TjYvccGu//F9/3hxLvbcXS7AyUZLlRnb6YqO5iqnM3Ungrlcm4wtadCqM0PpeZUGPUFW6nL30b1qa0KJI3522gujOBKcRQtRZE0F0ZRdzKMymNB1GSHqnx1dihlh3wpSNtE/k4nCtP1fXbiGrK2L+NQ5GL2b1vEni1z2RU6k/TgmaQFzmCHnx3J3takeNqQ4mlHoo8tCV7WJHhakeBpSaKHBcmeFqR4WpHqZUuq11RSfWxJ8bYm2dOaRA8bYpyt2b7emsiNtmzZMJnQ9ZOI8pjOjfaW3rl6aKAL/NO7LNI01moGXNX3V7FidVErzLdRrNcS02cwaY/I/I67qfsm3R3tdN66SvfNFjpvNnGnrYaOtsvcunqR642ltNfn03L5OC0VR2i9fFiBp+V8GnXF8VTny5seQ1WuvM3h1GVvo+rIZqqObaH8sExKIBezgrh4yJ9LWQGUH/al7KA35Zn+lB/y41Kmv0oVh/ypPORP6V53zh/w4nSGG0ejV7DTZxZbV03Aa9FQ3BYPY9PcITjOHYrjAnPWzBnBihnDmWVlzqzp9kT6LGRX6HwORLzP0fhl5O1w5Pweby4d8qXisB9Vx4K4fCyI6hObqToexIVMb8U65w96c3a/J6X7PSne7UJBuhMCnKMxKzgSs5wjMR9wKOp9dm+Zw84Ae3b42/XuU31tSfGxIcnLiiRvK1J8rEnxtSbVz4ZUP1t2+Nmq/I7AqewMnEZa0HTSgu3ZFWLH7lB79oXN5MDW2ewLm82e0DmkBc8hxW8Wyb6zSfGdw3a3aQStmYLH0tE4zR/Oavs/M3/sr1k5eSSBC5eyKySECyWZVJRlU1OeR2fX3RU2DwF0OmUFvPcuC+SLhGbARUSsQcSsGe5mmhK3zoZ+VB1JofP6Ra5V5dBUfpjGsv00l+2joXQXNUXx1BcnUJ0XSW1eJNXZWynPCqLquAAnmMqsQCqO+iuwVBwJULpFeaYflVlBXMoMoCIriMtH5Logqo9tpvr4ZmpzQqg9uQUllk5tVaKsqSBcKcXNhbKPpEUYRBTwonDqhWlObVW6VG2ufp+Iv/r8rdTkhHD5eBCXsvypOhrM5exgLh8Nou54MI25IUrfqssNpf5ECDU5m6nM8uP0LleKdrtRnO5IwY6NZCeu4mD4++zdupDdYQvYFTKf9M1z2eE3nWSvqSR62JHgZqPEmC7OLEkQRvG0IsnTmmQvG1J8bNnha2sEnB07AuzY4a8DSgeYjQKbAp2PtWIyAaIcZwTPJCN4PumBC0n2nkes5xwi3Gbh5WDBmpnDWWr9fyy1+RNzJv4fY37/Nr998zV+PugV3hnUnzdf+S6vPP9tvvv0Mzz/tWd4/ivP8eaLb7N81HKCZgazYbIjaVt29bKb7oPUDzXxtN/d7iPj5Jtj1006O67S1dlMZ0c9HTcu09l2idtXy7hzpZSbzSKuTnKt6gSttdl01OXj86u3mSPfXg1mOBkMuBkMuBr64Sbr6zSDWqZ+wmMOpzOcKExcy5m9HkokXDzoy/l93pQd8FXgKT/sz6Ujus5ReSyQmhObqTkeQkN2GA25YdSfDFOgULpQQTiNRRFKb2kqitCtqqIIVSY6UmNxBPVF4crSEgVZ9KWWEt3Cay6OVq4Bua+xUOqJVKm2YBsVOcGUHw+gIjuYi0cDuJjlz5l97pze7Upx+iZyk9dwPGklx2I+ICtCRNdC0oNms8NvBqm+M0jxmU6Shz3xLrbEOtsQ52RB7CZL4lysSXC3Jc7dijgPAZSekjwtSRaG8rJSIEkWxvKxJsnXhkRvKxK9LEj0mkKityXJPnKNFUm+liT6WpEUYM+urQvZG+nAvu3r2BuzkYNJruTuC6XwcCzn8tK5WLSf6tJcMkKD8Zz5PsvHWDP+F3/g3bd+zs8Hvsmg/3qZ7379eZ7+8rf55pee4Rtfepqvf/lpvvHlp/nmvz/NN//jWzzz1HO88I3/4qVnXuKN597gt6/+jsWjlhEwYzPe1t6sGbGShe8u5FDCIQUv01dlQZjWdecW15vL6bxykZuNebRU7edq5SGuVR1SSnJDaSqNZ1OpKYyjtiCWqpNRXBQRdTyMswf9KN7tTkGaEzmJq8kV6yX6A/YFL2D9LwYwVdN43/jDalejz87Z+JVCHMc+Y35G2PpJRDhOIsXbjmMxyynP9KHqWCBVJ4KVvlObs4XanDCqc0KpEnbJDqI6V5TuUGXdNeSJFWdkr7yt1OeH01QURXNBJA2nwmk0AlG5EwrDlX4k5WIdXjos4jXAmPw4u8+dvNT1ZG1fzuHoZRyKWsqB8MVkhMxlh689Kd5TSXS3JdHNlng3a2JcLFWK3WRBjNNkYp0tiHPRU7yLJfGuNsS72JDgZkWChyXxblOIc51EnNtk4t2Mirir1GGhlPHoTVOIdbEi3lU/l6D0qmmkBs1lZ+gC9kWs4EiyG0d3+pC1w4es9GDO5qZRf/EkDRUF1FXk01xzhtvtNdApvzwTkWZSWe5Siyl3NC2bTXNcGP+rSfy/gb/lh997i9dfGMSrz75K/2f789K3X+b7z3yf7z/zPbX/ntq/yMvffpn+z/Vn4HcG8PZLP+L3A3/LvPfm4mvvg89UH1aPWY3DmJUsG+nA+yOWUHz0tP5IowtMo6OTzFgPjkY4UC3iR6yZw75cPuZHRZY35Ye9qTouTONH+VE/ZelcOuJHxRF/8nduJGPzbJI89IGN3TSFiLVjCfxgGEHvj8B94q9w6P8sa7/4JGu/8kU2/McXcfmPf8Plm/+J74AXiV88lvSQ+ewLX8yR7Q5kJ6zj7F4vLoo+dTiQiiMisnSxVSPgy9tG7amtXM7dzKUTAQqEVTmhVOeGcumIP2WZPpw76EXxHhcK97iQv9uJnNS1HE90IDP6fQ5ELOBA+Hz2hs0lI2QWOwOnGtnDWinMcZ6WxHtaEuduQZyrBfGuFiS4WpLkZkOyuy1JbrYkueviLt7DilgPS2LdppDgMoVY5ynEbJrE9k2TiXKaQrSTbslFOE4h3HES2xwnE+NuR5LoRP5zSQ6YR0rQAjLjncje5c/JfVvJOxRDSfZOzhcdovJcDlfqSrl+9TI32xvouNkCXXcj7ZiAc+/+5q07tF5rU/+Te1V1JRcunKO4pJic7DwyD2SRnrGL2KRYwiO2ERoUiqeLF4sXLGHKeAv+79d/5Cc/+AmDXxzIay/0V2B76VsvIemVb/fn1Wdf4/VnBzDo+YH88MX/5qevvsPvBv8vdn+YipuNOwF2/jiNdWLVyNWsGrOG1WPWsXT4cpZMWs6l4ope4Gnikti/fQP+i/9I2ua5VB0PpfV0FI3F4TSfiqQpT/cP1eeFUXsylJrcEKpOiG4VSOVRP0r3unEiZhU5sWvJiVvHkVgHjkQvJzd2HQVp7pxN96I4aj2FcRsoTtjI+QRHLqS7U58VTKXoQTmblc6j1xvMuQOelB30ovywj2K9kgwncpNXkpO0iuzEtSqJBSbskx40h7SgWez0n8kOn2mk+oj1ZUuSWFzeliR4W5HgI8maRF87kv3sSfadSoqvHamS/KYqXUh0n2RfSyXC5H5JCQIq18nEuEzUk/MkxUgxLlZsV8maGDc7Er1nkxy4kPStDuyJEnHmyL44F46n+3M+N5my4n2cL9xPWXEWjVVnudPWTPet6/R03Kan8y977rt7Ouno7ODmrdtcab3G5eoayi6Uc/ZMKQWFBRw5doTdezNI2ZFMTNx2wrZtwT/AH3cPNxwdN7Jq1WqWLFnKvIXzmTlrNvZ207CysmbC5EmMHjsO85FjGD58GMOHD2Xo0CEMGTKUP/zhj/zql7/lp2+/w5sD32Twy4Po/1/9efnZl+n/7Ku8/txAfvDiG7zz2k/4/eDfYfFLS5wsnfCZ6ovzRGdWmq9i5bhVOIxZwcpRK1k90oHF7y7E0WYdTVW620QT1/q+iFWELh9JvKstu/xnkJe0nqqTW6k5GUZVdgiXxarKDqEmewu12WFK3NXlbVNKdkO++InClZ9JQFlXLB7xrTTlhlGRFUhplh8Xs/w4n+nD2YPi/3EkL209R5MdyNy+mMNRizgQvpA9YQtJVxbSdJK87UmWJMq0ty3xXtbEu1sR7y46kCXJRp1H13UEZHbqnhQfe1L9prFDkq89O3ymskNMeh9RuEX3sSRJ9CGPKcQbRZzoU+LCSPaeoRgoyX8+if4L2B2+hqwkN47t8OFYmj/Zu4MpObqdS4UZ1JYdU+KsqfYc15qruNHWDD1/GUDymksIqpu3btF2/ToST6K+rp6LF8s5c/qMCtskUYMOHjxIeloG8XEJhIdHsDl4M94+3ji7OLNu7TpWLnNg6aLFLJg7j9kzZ2FvPw0rGxssplgwacIkxoL+0CQAAAvhSURBVI2bwJgxYzAfZc4I85EMGzGMocOHMGToewx57256770h/OnP7/HnP7+H5IcMGcLQYUMZPnI4w0cMw9x8JGNGjWLcmLGMHTWOMcPHMOLdEbz763f5zdu/59eDfseIH45g+dAP8Jjiwfqxjix4dwkL/7iERX9awsI/v8/SkctwGOeAw7gVLBq9kPiwWGRRgCYOsjPZGWzZaKtExU5vKyLWjic9eD6XcwJpKBCxFkJVjpj0gZw/6EFxhjOFGc7kpztxKs2J7OTVHIh8n4wtc9kTMoeM0DnsCp5Fuu90UnymGv09NsSKwqssL0sSvSyVv0f8QuIPSvKxJdnIPql+Ah5j8p1GqkrCUDqARATGuFsovUj0n1jRi9ws2e46me3uE4jxnES86GCizIcsIH3rB+yOXMn+2A1kJruTf3AbZ04kUJq7g9KcdCpKjtBWd45b7dXcvF6rxFnPJxBlAqTOrk6uX2+nsamRmtoaKi9Xcv7CBfILC8k6cpQD+w+xKz2DxMQkIiIjCA4JxtvPG2c3Z9Y7rsdhlQNLP1jKwoULmTtnLjOmzcTWZiqWllZMmWLBhAkTGDt2DKPHjMJ81EiGmwuIhjJs+HCGDxvOsKHDGS5pyFBGDBnGyGHDGTliOCPNRzJylDmjRpszdtw4JkycyKTJk7CysMTG2pqpU22YNnMqc+bOY+GiJXywbBmrV61mk6MjXp7uBAUFKBEcFx/Hzh07ObD/ILnZuZwuOk1R/mnyjxeQtfMwB6P2EeG0lYDVgcQHJLE3Zj/7Yw9wMDGT0rzzNNe20FTXwpXGq1xvvU53Vw+a/K+QstVXnCYjfBXRzhOJdbEmfN1EdvrZkx4oFthUkn3sSPSyI0GSpw2i0+hWlyjJwiICCFtSPcVZaEuijw3CRCl+dqT466Is1deeVG87UrxtlC6V7GujnItJ3jbK/Jd64t0tVdLrFsek+JqsldUW72VDkv9Mdkc6cCDRlf2JrhxIdOf47lBKc3ZysWA/FWeyuFx2gsaqYtqaLnCnvQ665D+u+ev/129HZzcdHV0qwIowUXVNNRcvlXO29CwFhYVkZ+dw6FAm6bt2qdBL26OjCdsShn9AIO4e7jhtcmLN2jVqAhcvXsTc+fOYMXs2tvZTsbG1wcLSksmTBUgTFSONGjUGc/PRmI80Z8TwkQo8w4YMZdiwIQxTwBrGMBF/I0YoEJmPGsXoMaMZM3YM48aPY9KkiUyxmIS1lQW2U22wn27PrNmzmDd/Hu8vXsyKFQ6sW7seF2dnxZYBmwPZGh5BcvIOdu/ew8HMQxw/foyS4hIuXSynprpa6YKt11q5cVMc6/f5Dq3Q8uE/AqTeZTMfPvWRI916VR+XdFdJ561Wju/bRqTzVCLXTiLZcyrJXgISW51llD5krzzXaX62SBKHpHiyU/3tEBAle9uQYnRIJnhZEe9pRay7FbFuNsSKJedhT6L3dJL9Z5ESPI/U4PnsCv+A/bHryUpxJ2d3EHkHwynIiqfkeCqVZ4/TXFvKlcYLXGm4yLWmSug0/pdbH+nShwtkqdqdO120td/gypVW6hsaqaqq4fz5C+TnF3DiRDZZRw6zd98eUlKSiY6OYuvWrQQFBapgcc6bNrFu7VpWrFjBkiWLWbhwAbNnz2b6tGnY2tphbW3D5MlTmDhRxNo4JdZGjRqF+ciRjBCgjBjBiBHCSMMYJqJL2Gn4cEaONFdplPkoJIk4HDturGI1YSNLSwusFRvZM336DObMmcOCBQuVfiZtETHr7OysIjJKWKyI8HAkQmNaejoHDx0iJydXRSQ6d+4cFZcqaGpspK29jfbr7eqFepBPhx8e2U941OuB682oG7Xe1aq95d1cLM4i2n2uYr1Eb1HKLYj3nEyc6ELKurMi3k38SzbEiJ/JcypxXvakhYp1uIwDEQ7sCV+hLLNT+0MozU7g7MlUSk6lcak0i8bqItqaKrjV1sSdm9fo7rhh1Il6G/GxvRIg3bhxi6bmFmpr66isrKKs7ALFxSUqrKUEgduzZw87duxQEyFB4mRiJB6Zm6uriky4atUqFZlw0aJFzJ07lxnTZ2Bvb4+N6EYWFkycOJHx48crII0ePYbRo0crkIwYMVKBRgA1bJgo4MN79wpkI0cioJMkQJI6pK5JkyareqX+qVOnMn36NAXeBQsWqOiIK1euZN26dYqRvDy9VBA7CXAnMdckqqSE7pT4ahLaSuKRSdjPuro6FdRPQmF1dHQ+0iFL751M/YuEzLXRh2Ii1PbmS2QmepIa6sC+6I0cTnAlK9Wb3IzN5B0I50xeKlXns6guz6b2Uj71lSXcvFpNT5dJof5kALrT0cHNm7dpu3qDpoYWqi7XcK5UD/R2Mu8kR48eQ0JbSnTF+Ph4FbIzNDRUhfqUcJcS8E6iMC5fvpz3338fiS4obCRRFSVaoZWV6EbCRjqQxo4dq0AkwBhpZCQTeExAMjGSCUjm5ubqnr5AkjotLS0VUHUgTVcAFt1MwnMqRlqnM5KE6pRoiBJ8T4LwSXjOAwcOcOTIEWVAnD17VsVHa2hoUAaGxE571IPz3Qukv+XY+BlMX8EhMBHQ3YVLD3dutX0iy8z0UFGsJcpzS8sVGpuaqalroOzSJYpKzpJ3qpBjx7M5eCiTXRm7SUpOIjo2mi1btxAY5I+3lwfOzpvYsHE9Dg4OLF3ygVKwRbxIfFSZXBMbTZ482ahkj1WsIoAQEPUFkgk8sjcBSM4LiGQvDCZiUZR1AaUASUBqa2urniXP1EWbzkjSJmEkCRUqzCnxXkUcC5CElSR+rTBSYWEhAqSysjIVpE8C78mYSEA+iYD4abfH/b+l0HRmk793lw6JzJfYq53dXXR0dXLrzm2utbfR3HKF2roGKiouU3b+AqdLzpKbc5LDh0Sk7VU6hYTbFNGweXMIvr5+uLt5qElas24tKxyWK91owYL5zJ0zm5kzZjDN3h5bW2usrCzUpE+aNIEJE0S0jdWtttGje0EiwDElE7hkL0mYS0AkTGYCkgBTxKUAScAqInTmzJm9QFqslO0VCkgSg1ZChkog5C1btiggCbuKqBaRnZubq8JtSiRrieooYTglZq1EdRRXyOMOhE/7Ivwt92sCsBu3bnGltZmWlgbqa+spv1BOUXEhObknyTycpVgpOSWVmBiJz7oN/wCJ6eqDk5ML69ZtwMFhJYuXLGbBgnnMmj0T++nTsLGzw9LaCguLyUyeLLrNWMaPH6eANHbMWEaPGsOoUaMZZS5J8mMxNxfRJ8w1VlloY8Z+mIkmTZr0ERBJ5GiJoj1v3jxER5O4saIjrV27VgUzFtEmjCRAkpizEp929+7dipEkTKiENi8tLVWMJOE/RbRJ7NrPgpH+lon4V7pWideOzjvUNtRx9tx5CgoKkVjzu/fsUSJDLKPgoEA83N1xdNzAylUrWLp0idKdRPzYTbXDxtYWK2trplhYMGniRCaMH8/4ccJW4qgUoI1TvqLx4ycgSUSZUrAnT2KK5WSsrK2wFSXbTpRsHURz581jwcIFLF68BIcVK1izZo3S3yRCtIg2CVcuok2iZUt0bBFtmZmZKqS7SeGWWLMS/FfcHyLaJNDvwwTT52z3yV4dzTRQIiLq6xtUpOacnBzlGRcLMCoqSoX99vb21sXkmjVKaRfRJEq7sMzMmTOUziWAEQVe9pLEKhRgzpgxk1mzZqvrhY1MivaaNavZuHEDrq4u+Ph4K1dFWJjOSAIkEW1ZWVnKKs3Pz1eRoiWQsSjcEjla9CQBkakPn6zLn1/1jx6BXtBJQ2TyRMScOXNGRagW60omXgAgoklElOg8IrJE/5HQ6KILOTo6KhaSvIurizon1wgbSZx60fFMyrZYbiZGMincJheAPFtEmyn8+Odg+kfD4+E8X4nXeydXJl5CnAv4hGGys7OVMi1mvoAwIyNDpX379ilGFDaS74aibItok9j1ly9fVnqSiDcTIwkrCaN+2u3e9t57/Gnr//z+hzsCRpfJRx8i+o/oQk1NTcpSk70ci8UmIBKnpPiSHqaO9NFWfV7yzzACHwu6f4bOfd6HR3ME/j9GLma3HsbAHAAAAABJRU5ErkJggg==" alt=""></p> <h4><span class="destacadoinline">Palancas de tercer grado ( género o clase).</span></h4> <p>La fuerza aplicada está entre el punto de apoyo y la fuerza resistente.</p><p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAAAwCAYAAADZ9HK+AAAf2ElEQVR4Ae2cB3xVx5X/75PsxEk+2cQpG29cY9zAuMTJZp3479Td1DUSAowxRajSkTHddFEECAn1ihrqvSBAooMKQhShBqJJCKHeG0KofP+fM+89EDYm2HFw2Vx7NPXOnXvO75SZdzkan/M1ODiIpPt5GZ95/fp1ysrK6OvrU4835h9ei7R3dnbebDbef7PhS1zQPsnay8vLOXbsGK2trfT29jIwMEBPTw/V1dVcvHhRtdXW1nL58mX6+/u5ceOGSt3d3eoxkl+6dAkZI/1yyRyS7icIjM86f/48K1aswMvLi9LSUuLj48nNzWXPnj0cPHiQHTt2qHz37t2kpqYSFRVFXV2dWrdxDlX5Ev/5RACIjIxkwYIFbN++HScnJ2JjY/H39yclJYXg4GDVHhQUpAgqxIyLi2Pr1q0EBATg7e3NyZMnOXDgAMnJyartxIkTnwsxjcwrLi5G1uvh4YGLiwuurq4KEA4ODqos9Y0bN6p1b9myhffff5+srKwvMbs/uvRPBICIiAjFcJGaRYsWkZaWRmBgIOvWrSM8PJzQ0FB8fHyIiYlRDE9MTFQg2bt3rxpz9uxZsrOzFUA2bNigpEuWZGTIR5f3z21pamqira0NyUXiZX2iAUTLibYTTSbp+PHjiLaQMTL+q3TdMwCESTU1NVy7do2qqirOnDlDRUWFUp0XLlxQbadOnaKxsZGrV6+qsSJhovbFTIgdFfXZ1dWl6i0tLco8yLyfFwC+Soz8tO/yiQDwaR9yt/v+BYC7Ueef33fPAJClDJXUAZFc+U9J8AADg/0yQCV9j37x6p4BGSeO3sBH3ujzAIDsOfT7Dvkra7qV69uHLNPYpZo+0jtk4Jez+IkAMPQVhRSDRuINSKlfz2Tx6KVHDRBADOjpq7Z6HwXA0DnvV1m/dlmW7ET6GFCLvZenfzHWfy8rvdcxnxIAQkI98UTqB0XCDXy+9WAD8xnQg0OB5Vbv514yANSI06aCU5z18aXY2ZXiVasoWbmKq4lxNJ0touH8ea61tn3R3uAzIeGnBIAoTqP6FzkyqlHo6NPv72+ublD6DY6eUPsLcSkdZTBX+gXF21ripGm4axremsY2Q775G99g7Te/xaXktC/Eyj/rRXwqAOhVvDBV9MAtrnollPHC2P38fNoRFvseo6u7R61Xaf9BOW37EDg+67e55/mU3OtNk+GeHfbT2KRpeGkaHppO5X6aho+msVXTqIyNuufZv0wDPzUARO0PEXyCMi5h+noK2utZaD9NQ3vEib/Zh9HR06voMTDYxwD6I9cvAoEEinpnVW/XM2bNUADw0Onw0Gl4m2j4azoFADdN40pc3Bdh2Z/5Gj4VAGQVyrs3ePXRBy/ztTd3or2Zg+7Xe9C9FIRupB/a45v4H+vttBlAoHcaP/N3+FQT6rWXuID6K9nWhvWahptOrwH8NQ1/nUaA0gga5RH/VzWA+HJD1LyeXAYbCqSfaOY7v9+F9qtsHnzzANqrwWgv+aB7yRft5W1ojzvxuykhtHbpzYHSu6KBDQ715+ZXG6yAET0JdvasEwAoP8AEUf/GJG3nQkONQ79S+cdqAD2L9a69+PF6EBj/6tmWdb6dH/zlANqvcnjgN/vQvRyK9rIP2is+aC/7o4kmeCUA7VFnfjc5lKZOo0/QL78CKR/iiwKAJFsDAHR6EPiKBjA4guIYVsT8nzMBwmwl/gbnzejs6fPTFc08aZGB9vphHvjNYXSvhqCNDED3UoAeBC+LBghEJ/mrvmg/duY379zSBAIqvRfWpz9Aut9y9SENkDZjpl4DfAgA4gQKAK4kJt/vFd6X532sBjA+Xe/BC7XEWuqZX1LVzjPjdinmm/7+CLqfhqGNFIYHYPKSgMBfD4JXvdC97I2m6oFoj27ijQkhXG26bpheAKaf0/i8+5Z/CADpM2cpH0CYLV6/aAAxAZJLvSIp6b4t7X4+6C4AELUvx7vyv/EYd5ATZyv5wV+i0V4+gCY2f1gY2pOeaK9uQ3slBN3LgQoI2su+ivkCCG2YN9ozm9CedUL7/mJGvrWJy9WNN9/zc4HAhwCwe66D3gnUNFx1+u2fEQBupiY0Hzxwc71fpcJdAGAQeOUGCApEZfdTcqmaRX6F/ML+CM++Fc3/mxTN722SeGiEIybPLMN0uDO6l/30PsDIbeiedWb62gMEpZ4lPPMcqYfPkZBxnEs1DYqOogBuHinfT8p+CABpM2ex1rALUADQ3XICXUxNqNu7536u7r496+4AUBiQc74B5bUPDtw6yLnW10dtW7ey5E3d1/jesxPRvv1HTJ9egskrgWiyCxDV//Rqjpy+dMcXuuljKBVwn/XARwAwE0fDLsBFzgEMABAT4PqgKc1Zh+/4Dl/2xr8LAP3pnfEHHePu7XZmNTa1870Rc9B+ZInJs2vQvRKEJlpA/IJh69mdV6an02233Va5v3S8yfybBZLs7FilaWzRNAQAnjod3jpT/Ung1x+gLTfbsEa9c6zAa3CS/3lvYlyfUpNGF+wWLdWDjWM+HQnvAQB3mvj2h9Y1tvHdlxeiPTYTk+fXohMNIAB40R9t2Dp2HTUA4E5TfS5tyqtRuxyjTkufOVsBYJNOh4vhCNhX0wPA5cGHaM4zfL6mtKL4RDduHm3rTdg/uqE10tS4OxpKGMXpIQ1S15tkvYDqzzWHDLjn4mcEgHYe/ukytCffR/eCk37vL9s/BYC17Mj9ggHgw/QEds2dw1JNw1EzYaMm0i/nAPoDITfTr1EdHk73lQq4LozXX+Imq12M8o/uMKlx4N3y226TijBTdlwGQEmTSsaC9EufASjSLJex21C91+yzAUBTOw+/tgrtqaXohjvrpV98AAMA0nK+WAAY6Otnt7cHcdZW7LOfxcFp00l88QW2mJqy3vRBnDSd2vv76EzwMNHhp9OI+9rXSPn2t9j32zdJnmjJuR0ZBrqLeTSo6Hul+tBxH2HcLRNz08wYGK7XNPLzm4Ke4rlMdQsDxtLQB9y9/JkAoLaxg4dfc0T7yUp0L7ioo2BtpDfai75oTzuSdPjc3VfxOfQWHtjPpG88xCQl9RohmkaYqSmBJg/gqenwNBE/QMNDZ6K0gfxELIdC8pPxhoe+TsOpk2rVeln9CBc/wRvdmWmq1Qgs4/RD89ueIB0Cij4G5cusm5C4bdAdK58aAHp06uesa+rg4Z8KANZgMtwVxfyXvNBe9EF7eu0XDwCKunAhNwezf/8h/61pzNXp8DLR4a1+ATTFV34Slrab20FTPDSNNd98iAuZu/QvLoKvFICRM3ek8d9pNCzmtlF3arttwJDKnZ5tMA9DRn1c8R8CgBEEdbIL+Nk6tJ84YjJcNICc/gkAfFVb7L4vlgkQYhhJfHrvHv70jW/yB03jPdMH8DTVfwugtID4AobfA+QHoXUPmFAaF6toaRROmelW+ePIfK/twrhe+vvauX6tnt5rdVzvvKpSb1cVve0X6aw9TWvlMVorc2m7nE17ZTYtFTm0XS3gRkclvT2N9A9cu+VD/J1Ha4oSHwHR7Q231YZW5M2BhtYufvTGRrSn12EyfDMmov5f8kR70RvtKUfCd92LCZC5hjg3QxZufOSt/Jad1LPS2KO/yejjG+VAem9eilsG580Ag6y4eH714Nf5raYx21SH2wMm+g9DDBpAJH+FprHfcfXNaW4V9LPr//Yz0H+dwf4eBvuvqdR/vYO+7gZ62q7Q2XiR7ubzdLecpauhiPbqfNoqs2m6uI/G87tpLc+gtTyTpgu7qS1JpbYwgbrieBoLY6kvjKGmKJL64giai8JpKgynsXA7LaWRtJXF0FoWR9OZGGpL46g/n07DuT10XT3OtZYLXO+qgcEuBS7juo2g1eSQR6zHUGLdIpiUhhJbRum9UP0dUoemrh6e+KMr2rDV6EZsQBvpjjbSDe1Fd7QnVhCcXKrG6We7JX3GxdzK9c+S+q01GGsfutsAPr3HLJZY1jXkun2CIR23IDO0cXfEdl772oP8StOYbmqKq6mpMgeiCeRn4sRJbzPY20FvVx3tdWdpry1W0thdW0DHlTw6q7JpvbiHupIU6kuSaSxNpUGVk2gojabmdChVJ4OoKQil+lQIDSWRtJRF03o+ktayKBqLIqg/HU5TidQj6bgQS+eFRDorEmkvi6bjbDRtF+LpuJhAe1kcbecTaSmLp+1cAm1l8bSUxtIqqSiKhuMh1OYHcTnHj4s5/lTkBXM5N5iig4Ec37+dygunbn7hrck5n/pmz8DooUS5qR2k8SZBhelGuOhHt3T18pM/eygfQDd8M9pIDz0ARrijPbmabYl6AAyZ5BYXhvLV+Axjrh6qB9lt67prRW42AEI+QxvohcEeBm60ca2jhp6uaq53XKW/u5br7RX0NJbR3VDE9dZS4jYv4NUHTXlV05gq5wEmOvWVkPfzT3EpzZvL+WFcPhpIRa4/lbn+VOUGUpsXplLdqe3UF4bSWLydhqIwmkvCaSkOp7kkQklq/ckQmk5vp6kwgqaiCJpLo2kri6X9QiwtZ6NpLo2luSSOppJo6gvDaRZJL46ktjic2sJw6k6EcCnLh3OHPLlw2IszB10p3ruFkzs2kBOzgqzI5WRHLOdg2FJ2Bc4jxWcmCe42xG61Jt7FmtiNlkQ5jcd/mRmn9t/6uOWWCVBENe5rjVzRU9rID2Nu5J6x3n29n1fM/dAeW4HJ8E1oI7eijdyC7kVXtKdWEZh0SwPIjMb77spH1SnMv8HgYDcDA50MDnYy2N/KwPV6ejqruNZ2mY6Gs3Q1ldHdfJauugKaK45QU5ZBbdlurpakU3U6merCJKpPRnPhsD8XDvlyIdOdgvh1ZIYuJM13LrHO09m6cBzrZ4/mTy8+wgvffojnNA0LTWPeQzo2WryB26L/JXjNWHb6zeFU2gYqcn25cjyQKye2UXUymLqCcJqKhXmRNIoUFkWpstSbTkdTezyc6mOh1J+MoO54GJW5gZw/4MHZva4UpjtRkulM6R5nTqatJStmCYcj5nMoYj57wt9nT/h89gTPJd3XnhRvW1K97Ej1tCPFw4YUD1vSpO5tR4qXLSmetqov1cueVA97klxtiFg/kZgt1sS6TWf75hmczTc4sYCm3z6IEdDvL43m4HYZH8Iq4Z5h22tkZG9/P69ZeKE9thDdC2vRXtyI9uImtBEuaE+sxi/ujJpgsK+d3p4GbqhUz43uWvpEEtsq6W4opq0qj46afNqu5Oidm0sHaTy/h+rCNK6cTKK6IJGqE9FUn4ikMi+EK3lBXMz2pDzXh0tZ3lzO8qUyK4DKIwFcydJLaWWOP5U5vlRm+1CV68vVo35UHPGmNHMr2YmrSQ2Yy/b1UwhztGTbSksiXeaQsHUeYU7TCFg8gXSnmRyOW8PJlLWcydzCuf3unNu3lbJ9rpw/6EbZPhcuHPTg/H53xcwTqes5mrCKo/GryEtYTW78SvZHLSQjbB5pgbNIV2km6X72pHrbkOppT6qnLUmeViR5WZPsbaNSopcViR6W7PSbya7AOWQEz2ZfyGz2hMwlM3gue4IcyNz2Pkkeswh0nIrnskl4LJuC84IJrJ5twYzxv+ft3/wM6z/8DpeZDoQsX0/pkWyudzbSd0P+faPeZGpGJg5h8R2KMvgGDNwApVZ7lD0c6G2lr6eWjvY6fmbuqgCgveCENmIzyhTIodCTi1m9JYaWyiyunoqj8lgUlXmRXD4aTnlOKBW5oZTnBHM5y5+KQ95UZvlRcdiHK9l+XMn2pfpoAFV5QVQdC+ZK3jau5gdRkx9E7fEg6k8G01AQRoNSrZE0F0bTXBRDS3EMrUUxtBXG0F4SR2txLI2FolIjaC6JpPpUMNWnQ2g8HUb9qRCqjgdSleNH+WEvyva6cumQG+VH3Ck/6M6JnevISlzBocgPOBSxlCMRS9kfOp8dPjNIdLcl0X0aSe7TSXazIcVtKolulsS7TibOZRLxrpNI2jqJJLcpisGJntbEuU0l3t2KeHdL1SYSu8Pfnh1B00kNmkZq8GwyI5dwMMmJrFRPEp2XEbpqIa4Lp7NwigVWf/lvxvz2Df78xqv88Zev8suXnuOpH36f//jOd/nxd7/Po995WOWP/NsjPPPwC9j81g6fmQGsG++Mx/t+9HbpGa++6WQQbaDvBtxoY6Cnjs7mC3Q1nqWr+SztNQV015+ms/oYzZf2U1OaSk1xEpWnYqgQW5gfRlluMKUHvTiU4MrPfz8T7ZEZ6uxfe34T2rBNaE9vQHtsKW+NcSBxqx2p7nZkRy7lbKYLFUe8qMr142qev0rV+du4mreN6mNB1J4Mo65gO3Wnxa6Kc7Sd+tNhNBVH6NXr6UhaiuNoK02gpSSGZvGOC7ZTeSyAq/mB1J4MovpEAOeOuFOQsZGT6U6cSNvAyR1O5Ceu40jUSvYFLyLD/30y/OexK+A90nxmkuxpR7yLDdGu1sS4TiVhozUxLlbEukwhztmSmM2WRG+aQvTmycRumUy8iyVxWwx9W6YS7WJFpIsVMe72pPjNZWfQfDJCF6m0K3QJ2akulOREUXosiZJjyZSd2smlkv20XC2it7uG3muN3OhpZrCvQ/kx7TXNeC9yxvYPE/nVc//FyMdH8OwPnuWJ7wzjx99+nEe+9Sg//rcneOy7T/LE957kqR8+zdM/Gsbwx0fwX8/8Etv/scN3hgcetm6sGu/Iwr8tIGhjEH03DCAQAHS21XEoagUXswKpLoikIieI8qOBlGf7U5GzTeXi8FzO8VUSUpC2jn2BDqR7TifO3ZaojZaELB/L2vcm8Ie/WvHd4TP4xvAFPP6LVYx4cylPv7EYW5v3yNw2T0lPXvxKCtM3KYmvOrrNINXB1B0LoTo3mBqxkyfClNSXZ/txMcuHC0c8uZTtrXJxfPJTHclLWcPxHes4lupIdvxy9m+fT0bQXHYHziLDfyY7/aaT4m1PnJsVcS5TiXeZqpgVv8WS+C1WxIlNlOQ8leiNk4h0mkCU0wSiN0wg2mkikRsnE7PJhpjN9kRttifGZQYJHg6kBy5lX8Ra9kY7sS9mI7np3hQd2s75E+lUnDlC+Zksrl46SWdLJf09rdAvXz+J5pTP44fq20H6+vvo7Oqkrr6eiopKys5doLCohOyco+zcuZvoiFi8t/qw2GEJ40aN5ze/+C2vPPsqzz/6AsP+/Wl+8oOfMOyHw3juR8/z/CMv8OJjI3lt2Gv8evibTP31VLbabcXD3pM149ewavwaVo9fg8NfHUjwSdSbZAFAV0c1EesmEbXeksKMLbQURygvtuZ4KPXHtyuH5aqo32NBVOYFUZ7jT9l+TwrSNlC4U9IWTu90oTjDmdJMNw4n+LMjfht5u7dx/kAAZ44GUH40gJocYaAX5w54U5Tpomzw2b3ulGQ4cyxhJQfDF3EgfBGHIpeofG/ofNL9Z5PsNY0UD3tSJfeyJ9nLlmQvGxK9rEnysiLV05IUT0uSPaxI9rAh2dOWRA9b4rdOJcFlCvEuk4l1nkyU8xRiXUUF2xPvOYMEr9nEec4hwXseeyPXkZPsQd4OP47u8iN3lz+nj8RSV36cppoymuou0lpfSVdbPQM3ZD89lJF6i9nfP0jv9T66uq/R1t5OTV0tZ8rOc+JkATm5eRw4cJD0nbuIiYkjMHAbHh6ebNy4idWrV7NkyRIkKMW0adOwsrJi0qRJjB8/ntEW5owyH4WZuRlmo8z565//xh9/9yd+/fqv+c9Xf85Lz73EiKdH8Nyjz/HcfzzP8EdH8PozrzPuP8eyYZIT3nbeOI5Zy3KzFaywWMEys5V88NflzPzNdDIjM9W/idS6OhuJ3DyN0LUTlPNxMHie8pTrTkXRcjqaloIoGgsiqD0ZSlW+AMCXijwfrpwK4HJuAJcO+1CQuZFTmRso3rWB0t3rKNjhSG78BxzaPp/92x3YHzaHvUFz2REgUmmnmJjkYUOShy3JHrakutuS5G5NkocVSe5WJLnZkrTVlkRXOxJcbfVS7G5FgrsViQY7m+xmSZLrFBK2ChCmsytoIbvDlpMetpJdkWvZn+CiQFiam0DJsVSK83ZQUXqEuoqTtDee57psB7tquXG96bYDEqMDJCzu7eunvaNDxTyoramhvPwSRUWFKojEvn372LFzJ3GJSQSHbcfT15fNLi44rnPkg2VLWbBwHg5zZzNjCFMnTJjA22+/zZgxYzA3N8fMzIxRo0bx1ltv3ZakXTF99ChGjxnNuHHjeGfCeCZNnoiV9VTsp9kxZ+4s5s9fwOIFS1i+eAXLF6xgyZzFzJ4wm7V263C2c2bl2JWst9zA5umb2TR9E27z3QhyDCbNP5VdMbvo6e5Bk8Psq+WnSQ9fTcyWCUQ4vkuq51zyU0W9riI3cTk5Ccs4GLmIXdscSPOZxQ7fGaT7zSLNZy4pXtOU5CVutSdBMdKSVDcbkjytVUp1tybZ3ZJ48XS9bEgV6XW3JmGrFfFuIpE2xLtLmy1Jcp+7HXGuIulz2B28hP2Rq9ibsJ49iZvYn7KVwuxoKor3cqUsi6rzR6m+dILmmjMM9NTDYKfhxEs+P//o+UH/wCDXe/tobGrlSlU1Fy+VU1J6hhOnTnIw6zAp6WnEx8USEbqdQL8APNzc2ei0kZUrV7Jw0ULec3Bg1sxZTLO3Z+pUSyZOfJd3xo9n3LixjBkzGgsLc8zNRmE2SpI55v9rgflbForZo0dLv4Vipkj3xIkTmTJlipJ4e3t7Zs+ercLvLF++XEVTcd7sjLenN6EhoSQkJLBz10727tvL0byjnC07Q8XlChWEo6Ghgc7OrptKqb9vgOsd1yk7UUZhTiFttW1c7+pRqe/Gh8zQIGjGfxnd29POsT1hRG2yImLjRBI8rInfakXCVmGOMNRG7THTPG1Jk7KoW5FgUb+ek5UXLHvOBNepyoGKdptKnOxPfWaT5jeX5ICZpAQ6sCtsGblpruTvCeTY3hCOHwinOC+J8pJDNFWV0Fp/jua683S1X4WBdkCYKU7L7WpX2Nvd20fXtWu0trVRU1PHpUuXlQ3Ny8/nSFYWGRl7SUhMJjxcH9rGw92dTRudcFyzmg8++ID58+crwtvZTcPa2pYpU6x4992JjB8/jjHjxmIxZgyjR4/B3MwCMzMLRolkmo3CfLQ55uZmjLEYzdgxFox/+23eeecdpbqnWk7BxtaGaTOmM9thDu8vnM+yZctYv369ijskIXRCQkKIjo5m586dKuZQfn4+hYWFSKQVicLS2tZKR3sHPd1yrHz7exs11J3yjx/5oR6pGrbyCgBDAzeUlxwm2XcOcaJaXW1JdLFRJ0lxyn7akuw9nVT/OewMW0hG+AcqHUxwIm93IIVHojmbn0LJ8Z2cO7WL2op8utuq6O1qpPdaEzd62hjokx8q7nzduNFPR2c3TS1tVNfWU3H5KmfOXuRY3ikOHsgmY/c+kpPTiI6OVcGd3N3d2bx5M2vXOLL8gxUsWrCI9+Y6MGvGNGxtbJgy1ZoJEycz/t13GTf+HSzGjVMq1chAYaJKZmaMMTdnrKQxoxk7zoK3x49l4sQJTJ40Ecspltja2DJjxjQc3pvDQmHq8g9wXLuGLS6b8fHzIixsO7GxCaSkprH/wH7yj+dTdKaIsgtlKs6QxCGS8DoSXU3C5ei3YXemw6dtvclmA4NvkxnjwY70qbIcuw+gqQgd6ui07+b4jqZy8nb6kZPuy7n8JK6cP0LluVzl3TbXnKOrpdrg3cpMku50DaoX7breS1t7J7U1jVy6WM7Zs2WcOnWa7CwJx7aPxKQUIqNiCQoJwdPbmy0uLqxbv54Vy1ewcMFC5jm8x6xZs7C3t8Pa2orJkydhtKVjx4rqFSkdjZmZOaPMzDEzt2DUaAvMzEdjYW7G6NHmjB07hrfHjePtt8fz7rvvKtVrbWWNnZ09M2bMZK6DA/MXLuCDFcvVs122uKpAVtu2bSM+Ppadu9LZf2AfOdnZFJwooPxiObXVtTTUN9De1kbPtR4GhnwweydqfNZtwr7bLiPTVaO+T//Lihzt3X5yp28RrdqnB8BtE92l0tffT/e1HtraO2hobOJy5RXOKIYWkJt7lEOHDrN7dwZx8fFKIvz8/DFKqaPjWsS+LVy4kPfee48ZM2Zga2vL1KlTmTzpo0wVeymMFWdJkjBytIXejgrThfmidiUZmSpziSc9c9Ys5s6dq2yqqN+1a9fi7OysIphJWDgJdyeh7fbv309eXh6nT5+mpKSEyspKGpua6OjouBnc6i7k+Ep0acZgjxIJUwJASiQvIURJSSnHj59QYd0yM/eQnJxCVFQ027YF4enpqVSvo6Ojsm8SO1AILky1sxNJtVZSJo6OSKs4PeIoCdPulMTLFe9YkjB0qINkY2ODOEmiBQQ4ixcvVkASpor6l7VIeDqJWShMlaCOhw8fpqioSNlUCfMmgSxFBUtkUFG/xiCVXwkO/oMvoT4IEdskId+EaDk5OYqIQlBRgW5ubkhMP4kNKNIr3qpImUivpaV4whOVBBoZLcw2MlLapH/y5MkqyXi5T0npzJkKNOKILV26VHnaEnxSAkuKoySSKpE5JUKnSKoEaBRnSSJ6ClPF+xWmtre3K6b+g3T42NuNttqYf+zAL2mH8gFk7QICCfcqRJZoniJNYWFhKuCjqE+RdlHhEiBSJFEkfs6cOSpJWdK8efOU2pUxonrlkMPo/fr6+ipJlSCSSUlJZGZmcvToUQoKCpT6PXfunJJUYaisxSitX1K6fmmWfdsnYaIeJQikaAJhjhx2iASKNpDwsBIOVpJIp2xlRPWKlApYMjIylKRKJFAJASsMFUmVoJESPFICRErsYGNs4C8Nhb7iC1UAGKrepCxRPAUIwkAJmSpJgjxLbrSnIqlGZ+lfNvXLi5LbNMDQ1xgKiqHt/yp/tSjw/wHYiSKL5MZAIgAAAABJRU5ErkJggg==" alt=""></p><p>CLASES DE PALANCAS Y SUS PARTES</p>
Ejercicios
<p>Haga dibujos donde encuentre los diferentes tipos de palancas y escriba donde está la potencia, resistencia y punto de apoyo <a href="https://www.edu.xunta.gal/espazoAbalar/sites/espazoAbalar/files/datos/1464947673/contido/21_la_palanca.html">https://www.edu.xunta.gal/espazoAbalar/sites/espazoAbalar/files/datos/1464947673/contido/21_la_palanca.html</a></p>
Evidencia
Evaluación
Bibliografía
<p>YOU TUBE</p><p>WIKIPEDIA</p>
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