Diferenciales, Diferencial Total, Gradiente y Derivada Direccional

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[/img]
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pUyuQtNswr9IAEbFDxMBvuqsjNi459xL0u5/uhFzLyRu4yNjg54r1zMIa8RLW7W9h5dPWilzhtWS37hc97lQflqghSNQDbVoearxuTJ87KifDVhGdFFGSZzLUzpEr4XKGPehP8hoJj95S9njvIJmg+XsCLLkA0G1kg3onabFTWpk+PrRvm6QxiRZWbByuz5rMj+YtMWWMy5FGrpkNlULLr4KZsYbULdOuur8v0giZJu2nLOeZA8VcapTStWh1aWz0LlVb6+klo/M6iHqEUqKX/ZlRpBEEQlKc/0kyAIokqQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQleQUiMIQkcA/wdGL6ztQQ7dlQAAAABJRU5ErkJggg==[/img] [br][img]data:image/png;base64,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[/img][br][br]Solución [br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAf4AAACZCAYAAADO6VhzAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAFK1SURBVHhe7Z0PXFRV+v8/ljWmRqmNpUFqsGFguox/NiwLf2tCa2FqaH/QSnQrdS1pdxNrk3YLqg12K7FMKFO2FDYTVg2+Wcz6Z6Z0HdJ1ZjVnkpxJi0mNSZSr6Pmdc+cOzAwzMAODoTxvX9eZe+7lzrnP+fOc5/x5ThfGAUEQBEEQnYKLlE+CIAiCIDoBpPgJgiAIohNBip8gCIIgOhGk+AmCIAiiE0GKnyAIgiA6EaT4CYIgCKITQYqfIAiCIDoRpPgJgiAIohNBip8gCIIgOhGk+AmCIAiiE3FhKP56CTa7QzlRqLfDpDfCrpz6Q7IZodfrUGmxQ1LCLhwcsFQaYKtVTluNBPvh81g+vvJHW5AccNjMsLWnQCQ7bEcvvBwZMDzNHA4uZ0cnlkEHQpLTwgGpXgloI+J5oUpZifJI0ASo+B0wbVqO3GcfRPL0uxqO6c/moGCTkV/9OeBKrXwlMv9wBzRRg5HwgVkJFzhQ/sIYJN9/F1JXuIe7YStDxvwslEsqSFsWI+XXo6BJL2mxoXA+YVkxBYmT+PHXslakEU/z0uVcvnchfuRgxL/w2c+Uzq1EskJbnIX0ub7yR+uw7eBlIOMuxEYPg+a3XKYq5UKo4HHWl+YgfdYo/hujkLn1vJJ4aKg1ozh7ipxmmqFczkMHIzZxJgp2d0JZdABs5bxuTBiEWDkthiE2ahimrzC2WmlLpuWYrjwvduRdyNhkVa4Ej23TQiSPFM8ajKiEB1FgogZAoASo+MMQM2420l9YhKQjRpi28CNsOnJfeApp42L51Z+DMEQmzsDchCgfCikMEQOjoOKfmoF9lTB3zCh89nGoUp5CcmQUEv74DrIn8wbAgerzS7m1gHrgcC4BFSIHRrQijXiaJ89G5vSxUJ2PrSFVBBJSFiHjN77yR+sIH8nLwNzp0IiTcRrEyKEhhMc5PvkpTNd0uwB7nwJAMiA39S7kHh6C1Ix5mDN/IuIG8uB9FchOnoLsSqrYzyW20plIKVVj+tLNMOzejNJl8xCndkCfOYUr7FaUqtoK5Glj+XEA5qpdKE3vi9JZWSg9qlwPhqqVWOWYi9Id/Fnm7cj/TTWyf78cJuUy0TxBdvX3hXqQ8jX6F1ArX39O1P0jlG+exDy8HkaeubITfKi8yiJka3k929NlskUgJXcvzB/NRqQSciEQlvASDFV7UfpwrBLSCtThiFK+Bo4Z+h2haS1IYhhG+d4a/OWP1iIdMEHPP5OHDnEGtAPh4cFL/ELAVPgcTNM/gf7155H+6FNIT/87ijdtlhvlIk8VvLYGNuetRHtztAT5VfOgzZuH5BhuOIRFICbxKRQunY1w3iwt3VgRdO+oYzeQNGe0YoRww+L+WUhFGYzfyAFBYTkcgbmTlbLdVY2EB2Yh3mSA8bAziGieTjm5z7JX1zktqnOChMrXH0dBKAqgbQ3mzucttA6EqXIN/38s4mN/nn6uCxcDSg7MRq6rMnfRlTfKn30ZieK7VgvDhTQW14GxGVSYOl8D79Es1cgEZ1q0grD4sV69ZN34oUFEL+dZMETyZ3mUwIt53NQRCO+tnBPN0ikVv8NuVL4RocZW+jhSc9s+no5aA7J/txDaDlXRG6Ev403GMQnQ9FOCiNBgr0P8IxN9D0n1jkX8GOfXUE0uI5onfFyS76Gsw1ZYeHMg4dej297jW7UHptTZSB6onLcBqcqE6semIj7U824uUM6Z4pcsJcjOmImM3Bzk5j6J5MQpyCw1B2d5O4wozn4Q05/N4s9YiFkZS6A/pFzzQILdUoGCZ6cgfqlBCQMqVzgnJS5c6zwv/nPjRMWC3c4wgRzXPzjD40cOgubhJ1HoNblIOmqGdsWTSPnDGtj5P/2yB6EZOAix7hMEa80o5dav/BuJYgLKFKQXGzzGnMVz9KVZmDvpcRQLK9lWgez5oxDLnyXuz97iW/PZ9Uswd9bjyFyWhfSHRyF+fhZKLZ7SlGwGFPPfT5Tj6ElI0sMDCabCB5E8v0J+hj7vEUW2yz276u06ni4zMStTpCGXX+IobtEth949gofLkDHrARTIf7gGC5U0ytjUeJN9x3Kkzxfvz+PP80R84kwsDdHwgjt2UwkK+W8Uaq28ctmJMhOvFBOGNw4JNcw+93EEIkwuj6U8r83NFu/xOGa9sgZGv8OnPJ/xPDddyGPSMESNHIVZr1fAFrAybCauAaz8cFh08gqYYI/KwwEIQj0aCX7H2Xi8j/CPGA1ivRtctVaYtGtQsILLQQmS4XItXLYS+hbGj8XktVkZi5HL0zgzYwpPhyws9dHalPPbXJEP7+DlfLBc3rTuPyhWjvC80ljnOFBZzPN3Ai/H4v6MlbAEIGMx291m0kFbuhzlFiVQQZTZgmL+nm1epdN6LNoiWOe8iewJPtS+ZIelUpSXNTC5x5HX26UrlnvVTxK0G+1Iz0jy3dgLCjOK9TFYmhb4kGaL6SnD03AFL5OiruL1bMb8mUjPXYxiN11x3sKCopoVzRnIIgfw47WdSlgAGN9g4/nfLN5cpwQwVrf5ORYzIJot+KRGCWkB62qWNmIcyzI0PoMd38my7vGKz/E9rOTdF9kc73A3DK85r2UZlAA3rJ88ze7N+phVn1YCGn5jHMvZJX67hhnXv8EWpkU7nz/nbVb07nMsv+hVdu8Ifj7iVSY/1voxv+c5VlYtTgR1/HfHyX8zPm8nP+Mc2c90Jc/Jsokc8ADLeZ/HO+s9pjPvZ0ZX+IgnWNkR+QEKB1nZ4nFs/GvbeExc7GF5d4pnTGarDojzg0z3rnscV/OUcyOY9DjE5e7rGX6oLnlE/s20kqZ31xleZXd7p+Hpg6xoAY/niAksxz2ccbmL3x3wolOebtR88gSP6wTlXZ2Y35/M7x3H8oxKgAvDi04ZBJNfBdWfsayHJrOsioPOtOL5L2eBeLdoj3xjfn+C8/nexz083seVm/xQx+M2fsQjrMiqBAjkfO58hocMeb7OS3uE5e9tTB8rl3UMvy9mwbqA0kakcZN4isM7Dn6wfvIqy3kr+GOVIcAy7o+aj9kCHs/x+XuUACfVe7cxnWEnK8kaI7+HK+/WGd5gqanjWBwPS1vvXzJyPnroPdb46nVMlzPGK+/WMWP+ZJa2ak9jeXOlEZdbySERUMesuz5jeSIfC3kufputeuYxlle2h5nN2xrCvePfBF4fGI28/sqb7EzXl7c5856CIc/5nObeqf3g9V7RYywu7VWm8/HzddadrIKnhS7fWf5vd72rdR1bkDqB3czlFcPrPRdWXoeW+Mtzx2tYtZk/q+y9pnnnyDa26t3VzNBQJ/J69d23WyxrjQSSnk6M+eO80oDXVVz/+dIb5xvnRPG7MqyHUnEplGc+dlNg/uCVHle+3gVBIAqvr/i4FFBQiv/QOp4BHmMlHoqW/0bZY85nuSs/rjxvF2HulWbdQWaVb6hmJbywzynzzrTr2BzxNwP43zRkMHGvMz5pHx5UwpwYXmsqN1nB3fkGa6LflHs9Ki2uWEQF4q20g0qPUCn+45+xxaLw+0jDht8Y8RyraCjA/hS/S15jPJW8ouAbKhwXrVD8deb3mjYyG+LD49gQzMtD1otMZ61hNTWuo5oZVr3YsiI9wpUZl8e9RZ5pLjDmOxVZowx55ZY3jt3+lrficDX4PBsj/jDkP82KjNVuca2RlXmex3t2POTydyeXs7/K/cB77G6RNjnb5DKc9f5+Z3hdXdO81kANK3uG/83v13nmd15G89zybt2uV9l4H+XN+JYzjWLc8xW/Vy5v3nF15W8fz/HNQbbqIZGuvNHvEbkaZ8PEn+Kvc8+HARwBJTtv1FS8zRbc56wznMc4tvCTpvlWpo6Xc3HPb1cza91Olpf3mVO+p3laKMZU3a51rMxf+eB1qGj86Iqedho+Hg0zXuLWO+sXVyPCWrGOBdOuDDw9nWWrSZnj9X7eBaD4z0lXf8xv/o6MjJcwK95Hp86xGrlruDkcwodAJZA6dnSTySZhfXwt1wPUEcHPjLZol0Mrlv/t8+yqNDqucI5nbdDD4OqG7aV2znYflYiEcDlEXo4VLm6s+hj5ayOglvZ4PEe/rwZhcndmBfQN/blqRChjXJGDPCc2hQ8cLX86TigSknRYlWtA+BTvSTJAXNonKP5gPbJ/49YFd00k4pWv7rQ1PVqD/dNVKLQDiZohTdIQ/e5B6qP8074ShZ+21F2vRsL05zEn83kk+xiEtNW2MfaHSzD3vsWwPvIy0uN8DBhOiEGsK1iqRuzURYgPD0NYmPNQWdbBEPsUUlx5wg+mj7JQah+NqfFNVx2o1V55l6d7yStm/rvVnvlJb0WdvMpGQrmhpXkrdqjiFyElRt0Q1zBHBUqlqZjj6z07CpIB+W+ZkfbiU4jvoYR5M3AIEkS2ryxH5kd1mH6/Ij+Vqmlea4BfE88rXoJc96793klIvdVVLiToNyyBhSd4tYfcdbDCmW5Sma5xCZk63FneBkUiyj2u/X7hHBoyBeq0JgKJk8fyzxLod7n/RRiiopOQEOujm51j35KF1LkPBHz4G0b0RIXwhNnIzd8O7UcvIW2CkI0ZxbMWO4cmvVENgWYy/yzXIr9Ah7iHlEl4Xbm8u3J5VS5HwVEN4sNcw0x2mDbpGodpeB0aExOL+JTnkTmHp542H6Vua/TUE96B9q9CNmKYJgfa3qO5bF3PskK7ydCMjINJTxXXLfw38nNQuM9t7C1mBlIHKN/PY86J4lcNTELao9MQIwpDvYMr2CXIfL2UZ59AkGDYUcI/YxHhO7+HCDuMO3jl2c1HVRGejNwP/oFVH8xorPSbwW7U8szDM/rFSkADUUh+QTznH5geyIO8sRjkyW5Rah+NnR4RiIuPhZoXrpZoW3q0BglGY4X8Td3HR2ODyyo21lmYteb98mdzhMXNQPrDYyHrVsmKyuIsZL6/U77WNuwo/evT0GIGMh7ymtFcxRtx/CPm1uGNk5pUsYhxH5e2laDgEJdti4rUDINWOC6J4kreGdIs+wwoFp+88vQkDPGpzvyUndC0AeGJmleobrKvNaBgUwSvyFv6OzdqXRVskEer22ISKpc9B9Mj7yCjWZnGOpXNlp2ISJzmzBctokL8hHlcaZhR+PAoaOYuUeaZ8Aq/t+u3jDCI+UC8TDWR/NC5stxX/SkpwN8LDvVIblDwz8Kt7iuQHNBbwpHgZzKcetxLKF21PuAje1wQFWqPMITHTUNGHv87eXklbzTyhmdT1IgdKcbayyDFzPZorAnnPam/zULuw7cpzpnEMQq5J37hQ4Y8fe6Ywf+3omyXZ80UHq3BlC4f8DqM11vJPO0annUH9H2arkRoJJj0jELifcKHSQUyE0ch+S9rRLtN3Mnzh3zDec25m9VfLybAzURy+kpUx85D5vzkANeHO2CXm4N9RQO+XZFECeseCU38aMT7PDQIDyQOZ8R/VyBqmK9nOI+4fq14GckRunXMrU6P1uBKQ/4Kx31rAXU/5dct1iYTEX0iT/ScgpRXdFAlLkLmA8OVC61H2rIEGWslhM+aigR3i41j3y0acxFIGuZHSkEpUgesW8SnClcElJ8kufIPj/adl+Qj0leDyh9WlBZakfhwc5VkUyoLXBVscEd6eUAp2gT7lhys6vEy8pJbkqmKW8Kid8yMmiAmvqmGPoXCYuGUhqfIhhxMHzkM05fpPPKfJE7U3AL1JXP5iArB5DQf9BuOBLGSYa2hsUehah3sIwNt2LQXEUiZNU+Og97mO10jo5w9lXbeUHRHxRsCxcLhTpXnkZ/spwESl4RUfsm0UQf3eY6mHRLunPlXlHs9x1y1lzcQlZv8EEx6qie8idLXp/HGoQRTwUIk//ouZLRpAnTHoX0VP9ekspC4JTR33ChkSrNQ+Po8xAfR0GykAubvlK/tSbm+mVnVwaCDfm9IHtQEfVXr3VzKhCQ9giFM9ILKWOzVzi/euHoqIiMaLWo/SJU5vBBOQXn031H8p2lwN2RbjwPlpSt5fo3A1DHes4PNKF9bwWuCJMT7XOPUOkUqnmsOwt9B+e5QLEPlVvSKMkSkTgxagcTN965oAzv8VuzNINI4479JyE6LDUCmVuj1e/h9/N3MwZUN9cinUPwpt2If1fBcyi3q7AeR4O26e5Ob8j1nREEjenHsBpjlRrMk3BggoSOsV4uMlXsjRNd9U3ga7OCNcf5Nu6/l3rvm4Qpa7snRwuhKkNoKaHu1cdlewOmpQmTySyjf8Q+k8zyssnNjY/4dSF7a3HDC+UE7Kn6eUV9bwgVsReGzT/LWWRLmprq8NgWDGuFKd6p+b/t1RjcqpxKU6v0o7FodCstbrljCejktlNLyCl6V+EKCvrgkeOu9V7g8ti+VlcG391Je6LQ6P7/poq3p0Roau/L1Bt97O9gPOdO2RY94kg7Zv+X5Sj0P6d7OXtqCtBMGuT89CXFeyt2xaYns6RGT432sbW6NIlUjSvaCUgGjOYAqREl324cVfissW+ka6ANY1mfbsBzWcbMR59Wj0ZGQTEuQoR+LvDm+GlJ22L2W6NlKV0F65O9I4d/95a+mOFBZqdQnYbFIyfgQhq38GdxilNbmoFgWdBgihNVtKoLWr+DXcCu2fdRA5A2izOicjUPTGliGCeuzA8ANOiHjxBua9n5JlUtQcdOfkSHk1uYGkwqakRP5Jy8nVc4Qy0YjYhJbW+6DSU8rzx9KTlKPxpzXt0Nf+pTcO2R5ZSW0gWWyDku7KX6HPgeZZzSI4S1W0VIVXfVh7pXNGVFlBkasZppcAZhWFUHv3ZUXMocePJNpkuRv5VwxFntr5XorijNLuYXQcqZTxWqc3q2Kn0Z6adOGgm3tkyjtpYxRB8PAsZgqmtqm5Vj4WlOXmWKyi6G38M/fDCFIj0Corq1RvjlR3zoVsuFXWAJtk7XVEsxGHTcp52H6GO/YS6hxj9g+PYrFi/cRuxC40dZ8cLS6oSEm/Ik1YC9D4UbnzoTJI4fLv2kzmRuUS+sUaQQ08c5Ks3D1uiYNQKneKyUGDkeS0PymHCx4vam14diRhQz7EMS3ML9DTKwq7z8byUFnvHMIr3gztRpk+lT6EiyFvIGjnMnw+4swHakxwxGfys/LDUq3sARTZXObyfA892GZp2IKn4jM9Bn8i1XJc9zqvlWUdytyn8lCpXfd4+CN0Gw7Ykc2jWkoUA3WyJa1qUqHYn1f3ihpn98JFsmoR7mvssoNowLDWMwdo3H2Vri50LVVGgIbwvMiLMq5J4bJyuvRo2Uo7z6tyTBc4ASTnnaUve9puIUNnYeX0kVvoCMgvxcdmSAVf40YZnZy1Pfsb8khJlstRMr9y3lrjVeU6ghEyj19K5G3TAebwyE711n6fjnqRPABG8xiZqfFf7YIS5iLTDGhhCu8WU/kQK84BJGOGlCwQrhQ5ZSV8MKhg0VRKi4LEvXyr7jhQLXS2+w93hyWyK1IMUZkr0DGpLuQvmwNtPyZpcWLMX3cTJgfeB6JrokdLkXpcLZ+Peg9EXP/JCp2CVrRNZTBLQhuievFboJzhyHNNhuZ41yFxg7zPuWrF45aZ0SlhneIQMoTzv0ELEtnIiFxJjL5+5eKXfTmj8KcfUlIHepWOdhtzkqSK8WGNw02PZp7Tx+oBzq7Zk3lFbCI360qQanonuidhIwXhLOOMmQs8+oJsa1DQXEU5jw3D411WwRiRTcfRBrwu+sd0K8tg801c3pLPvLWGmHn8bdVrkFuyU5nQ8q6n7+TlVeWyi+4GgS8IeKZ2l6ImdeyXLjl7xpQ5Plg6Ya+SLhVnEQhdlAYbNrlMIY5xwGlyiykFfNGgLmxIRAokSkvI03ktQ0LkZa5BiYl3wonLXnFzomK2nLx7gbYpFikpk+U5WrJnYL4uYtRWM7zk5a/d8ZdSPggUu4Sbxbh/vjPetRYucxC1lgOMTyOsyYthlbMTlecNnkcicOQfEiD4ZaVKNSaefbm6bPpF5grzwEIQ1QslwFvqJXt4HmClwmzuoVhgmNLkO9rsxn1DCQoXTsxKYucDVbeaEqZ8CAyi0ug11egeNmTSE7OR1TGvMZeoO8s8OlgWmrMe961UbOouaLiD9fnrYLqN6FwdBM4Du1iLvPHsdTDsxan1oDcZdXIfoNbv1y4Ir8WlvI8ajeisNCO5DRng83ZW1GBcr2VN0x5gxOxLQ7h+URZsaGvMkL/UTUSfDkOCoKg0rN4CQp99QwkJCD+fPfcqSzra4E6Zt38Hlv8u5HOdaoBHY1r1asrlDWZ4hgxgS0sEc4TnGvd5bDbH/PvzMHF8f2s6M8T3H4/mt3959XMXPEi//txbM5rq5nBWic7wdBVvMcWuhz4jJjMsko+Y+YjjNWYt7GSdx9rjMs9j7H8sm3McMhtQWvNTpbv9Z5xDz3Hihocp3BZbF/NsuYMVa5Hs3tfXs0qdimOXhqoYYZ3H5EdV7ieE3n7ZLZYfneFuoON61X5EZP2KiuRn1PDzGWKQyBx7Z6n2aqK/Q1/V7PrbZY23m1drSzT/Y2/z59r0K1jOS4HPgO4fN5d1/CegaUHj0MFf8+GZ/D3zFvHdOaWFs0qDnnkvxnKUt/d4yGX6u1vyHGPm/MiK6rg6cHfPy2Ny9fsKT2B7OBGiWfMfU8ra3/rmPFdp4MTZ1wfYHnCo0jdTpajpHnMfa8ywxEug7K3Gx05ibXHRZ95prUX1vWPyU5fxLvePH5cQ9wbnPRwuaxyxdO6mi0Y78oDPI/8fl3DeuMaw6tsgXACpZz75cg2lteQj8TB5fUWz48fPsJixk9mC94V+bYxvtay59i9t7vu5ceIkSyN39/gbMofx7lsHhraIDNZPq515uZ1bMEzbzOjf7GcG7gsFjeklb9D+G5Q1t/z85gFqz3WeIv1/PfK93n7YPBFNc+nI9nd902W84XRWs3MOl5v/O7ppnWRdR1bzOXXGA+eP373hocjmxouR/fyJp4p6py6Q9vYqsVOx12uMtRcHvTE6bMizcu/x7mghtcRzrIg8ssTLOutV1nOa8+xxSJPulUBLp8TTRxW1fH0lOuvaJZW0pb4K+nN66k82YFaCAggPWW/HVyv3H3fIyynbCczVx9kRl4np/3u7aD8BnRUuoj/lDZA+yI5l/Wouoe5TQoRLkQlqMT6ZyWkRcSSIjFr/uIwZ1d1vQRJrBGVL4YQ1+/wJ4eFteHpwqWrsg4/qPcMAOHeUzy5Vc8NVXr4QY6biqeRnwe54t6Qjv6Q4+kjDZT08YirLGtu+7UlvVzp7hF3CTZbNdTXRDTISsRf/DaE6+biLGTkVyBs+ocona+BVP44NM9GoXgHt4qctzdLgyxcvymWl/hdwuJMI4Fn2vmnIa5i6WNpPrLyVsKkeQnludMQblqChN8YkL7jHacldD6glCmf+VSkH7eNm81TTXDJtPmyHnCeDRlGLM3cg+TMn2kmf60dlq/2o7ruCkTERkDts15Q6gxfedFf2Q2SyqWDsaDuHZSnN/Xj0hYCTk9XHX7O0r39OXeKnyAuZGR/5EtQejQK8f14BTFuBlIiQ1lNhRCxlLPwRRTsuwKagWqoNNOQNvJ80fqdB9OKLFiTFzUOL3ZKHCjNXoKI+Ys69ITU8w1S/ARBEB0MafdyFJ6ZEYAzqAsbx6YsFPdfhLSGgXciFJDiJwiC+LlxlCHj10/CyC38WbF22AfN6/RKX/gbWWrUYE6rl+8R/jh3nvsIgiAI36j6IiJWBZvFAmlYZ1X6ZhRMGiS7Ty4tX4JcUvrtBln8BEEQRAfAjtKMCcg0DMGsF17GHJp30m6Q4icIgiCITgR19RMEQRBEJ4IUP0EQBEF0IkjxEwRBEEQnghQ/QRAEQXQiSPETBEEQRCeCFD9BEARBdCJI8RMEQRBEJ4IUP0EQBEF0IkjxEwRBEEQnghQ/QRAEQXQiSPETBEEQRCeCFD9BEARBdCJI8RMEQRBEJ4IUP0EQBEF0IkjxEwRBEEQnghR/O3D27Fn5YIwpIURbEfI8deqUckYQBEG0li5cOZF2ChFnzpzByRMn8OOPP+KiLhfhyt690K1bN1x0EbWvWovInlKdhGM/HsOPx37EdQOuw2WXXUYyJQiCaCVUe4aQb202FOQXIHnCXZj+4IP4eMMGHDt6VLlKtIa6ujqUrFuH+1OmYvbMmXjv3RU4Yv+BelMIgiBaCSn+EGK32/E/kwk3RN+Ahc8sgmb4COi26fDvigq5q5oInhO1zh6Uq666CnN/Nw93J9+N9evX4z87dqC2tla5iyAIgggU6uoPIT9wxf/Vvn246OKLMeSmm3DJJZfg7Tffwlku4ukzZqB3n97KnUSgCIv/4DffwF5txw2Do9GnTx98tHYtjh45ghEjRyJOo1HuJAiCIAKBLP4QcpVajdG33oqb4+PRs2dPqFQqXMqPE9wy/b76e+UuIhjEHIkboqNxy5hboebyFWP7/fr1g9lswdeWr5W7CIIgiEAhxd/O9O7dC2fOnoX14EElBJAcDjj8HJJyD+Gfyy+/XLb4jxz5oWEIxb9MSaIEQRDukOIPIaekU6iursa+vXtx5IcfUF9fLysmOw/7puob5S4jCu4bBs3QpkfKCrNyD+Hi9OnTsiy/qarCd999J8tUpeomL+07fvw4lzlX7I4yZPiQp2boKKRrq5UnEQRBEAJS/CHiNFdEX39twbsF7+C+lKn4Z/E/ZYUvlNPJkyeUuzhVO2Ge+CH0u3fB4DoMHyJj/ksomK+BSrmNcC6PFD0laz5YjYw/Po3ly97GD6IR8E2VLNe6OgknTp6EtMsA5H3SKE9xbH0TczLeR15yhPI0giAIQkCKPwScOHEC/yj8BzKfe44rpJ/wftEaTJ4yGf8z/Q9bNm+GzfatcicgScMx91EN1GFhCJMPFSylO6F5dBrClXsIJ+v/9S88vzgTlV9W4qGZj+DRxx/Dga+/lmf0i67+Sy7piksvvRSOPhOROSFKkac4aqDdIGEqlzM1pAiCIDwhxR8CRBf0/v1fcSWkwsRJkxAVFYXeffqgK1dMzq5pFXr3ds7oV0XHIlL+5sS2YTms42YjrocSQMic5db+ln9vxo/HjmH48OHyhEmxpC86Ohr/3f1feUhFdPkLZz7qmFiEKX/Hm1aoXFGGiNSJ1JAiCILwASn+ELBn927s/+or2dq88cYb5WV8F198Mbp3786V/yXoc1Uf2eOcN1LlcpT3n41k0lCeMIbDhw/j0KFv0ffqvoiJHYIrrrhCntHfq1cv/PSTA1deeaUsVyFnd6ghRRAE0Tyk+EPA/v378d3h72RF351boC7EEMDpU6eh5pbqwIEDlVAFWwkKDiUhLY46o70RjiW+/fZbnDx5Etf064/+1/Z3hvMGQS2X6dmzDENuGoJBgwbJ4S6oIUUQBNEypPhDwEUXXSyvN+92WTd0cfMhf/Cbg7L1P5ArqD5c+TdQa0DBpgikTaCJZ/5wyrELevTozg+n+S6GTWxWq9wAiNMMR2RUlBwuQw0pgiCIgCDFHwI0w4fjFzfcgDP1Z1B/2rmETyxBE7P8hw0bhtG33OK2qYwVpYVWJD5ME8/80aVLFwwePFj20idJEmqPH5dn+NfU1GDH9u1Qq69CTGwM+qrVzj+ghhRBEETAdCzFXy/BYbfCfp65YNcM1yDiuuvw3fffw2azwsEV1At/+Qu+tlhw07ChXEnFKndKqHx9JlZZa2Cucihh7YDkgIPHw66cno8IJz2DbxyMnxwOfPXVV3JDqmzjRryc/RIeeuQRDB8xQukVsKL4T09Df2I/TO34wsJBkO3w+SxRgiAIJx3CV79jXxlKy4uQnVvBVeMM5O97HgnnkTksLPxqrvQtXNFXHaiSd+kbFHk9YmJiMGDAAPTkSkxgK52JxPniHQVhSMxbjzzZSpVgWpGFkuh5yIhXrNhWYNuxEuUbuBxXGIExz6N81QyPFQTnG2LNvuja37dvH747dBj9+vfHwEEDeYPgRtkl8kUXneYNqbuQkqs4PlLHYs7bHyJd7u63ovz1fNjHLUJqTGszkxX6Yp4312ahWA/EZH+C0vvdhhcIgiDOR4Ti7xDUfcYWDxjIIp/5mNUoQecTZ8+cYdw6ZV9bvma7d+1m3333HZMkiV8467zhdA2rVl6s5sBnLG/OUBY5YDLLN4uQalY0ZyCLydspX28TB95jd3M53p6/Rwlof3jDh+368ku2/Ysv5PcOJSdOnGAHDx5kRqOR2aw2VldXJ/+eTE01qz7t/FpteI8tvC+aRY54jlXIct7JskYMZGnrq+XrbcH8/gSeVmNYnlEJIAiCOI/pOLvzVWYhdtJyxL++HfnJrbd6zyccpjXIzSuFI1KDMCkMU+fPRkwbl6HZS2cifr4OaR/tRUacEtjOiB6Pzz79VF7FIHYlvP7665Ur5xoJNv1yZC81Qp0QARzRYNYfk9q4nt+O4rmjkLF9Nop3LMI5EilBEES70WEUv6ngNiT/JQyZ2vVI9Vr5RgSKA+XPDsPcwnM7XNJxFH874ChD+tDHUfroOzBmjKUJmQRBnPd0kMl9Zhi0ViAmCZoQKX3GlVH96dPyZi7BHGLJWEfpBAkaaSf0hfwzNR4a0lAhQdqlRyn/TB45nJQ+QRAXBD+T4pdgq1yDgmU5yC3WwW7bCe0WQJU0GjHKHfLMdI/tVd2OAHZarZMk2a3rN998E9QhfMCLBsB5Qb0DFu1K5HI5FpSb4TDpUcyDE0YNb3RhK+7RO2VdWOm2kqDeDn0xl/9aozLZkJA5aoZWyGXZcpRaHDDxfAqMRXyskKhYdWJGpZbL8wMDPNdlWKFdwWW8g2b+EwTRsTn3Xf22EmQ8WwT1o39HupjBXluB7NQsFFSakbpqLzLHOO0qZ9e/Vf7uQdxsFBcuatElq1hKt/nf/8ZX+75SQgJjxMiRuDn+ZvS/9lolpGPi2L0cc3MtSM5YhJRorpQsazDr94uhrYxqHC6pt6JSb4eq507kTsqCNuYplG6cxxtXVhRnPI5VBjNMR8XY9VNtGru+MLr6Hahc8TiyqpLxfPo0xAiRrp2JOdkVsAwWKySmQbV7J6xHjSjMzEJ5VaznsJRrSABcnlU0F4AgiI7LOVX8kmkJUh8qgebt9cho8LDGldCjtyGjfCLydv8dibKpakbhs2WIfWIGIhv6VyVYSpfDnMAVXQCzterq6mSHLydPnFRCAuPyy3vi8rAwedc3fwiRiZ6BBU88gZMn65TQ0HLv1BRMu+8+5cwT26aFSMuoxqyP3nGThQ7ZAx9EQYNyd0eCNnswZi0bjeyt7yBq00ogxenPXmxnrwqiD3vXl1/C8dNPypkTMayi26aTXexGD46WfRp4I/YwEJvsNMf2L77AX19+RTkLPRnPLJKdLTXFivLMmUh3zEJ5rtsuiTuyEJWyHOF/Wg9tmssXA5eZfjE0969EpNfyPsnCG2P3OTC3jQ0pgiCI9uTcKX4bt0gnLYT1kQ9ROsfda50BuSOnYOmol6DPmwZ5Pn89t0S/iUKM2yJ04Ye9EDM6jEvWk9y6/eT/PsHp+tNKSGi58cYY2TudN1JlFpInrURE3hbkT3Bb/WAvwayRT0Kf/iGM8zVKYCOOTU9CM6sEKemLEDWm9XIsXLUK37ptMywQWWjv//6HU7wVcW14OK5yedRz455J9/BGwWDlzDeHvj0EvV6nnIWeW265Bdf066ecuRBOle5CyqoI5Ja+g2S3y/YNMxE/19cKCSOW/uYu5Pbx9pVgRMHSGqTOGU3zAQiC6LCcI8XPrfq53KrfPgP52ueR4N5Nf5g3COIXoro55yi2EizdpcGcIFyyHjt6FFVVVTjywxElJDD6h1+LCK68hNXf4ajlVn0Kt+r7coWzwss5j7IcMsVtuMSDqpVITlgM08PvwJjZ+tnpum3bcOzYMeXMCTvL8GVlpexeVzjYaapcnW6N+/kI/7mRuFWfyK16Nc9/xV75r/L1wUjJneZzhYTzmtuwisC0HAWYjbSm7TWCIIgOwzlR/MLajOfWpjpjPbSPNnaZChzlj0PzqBHpGzdjjq8KU/hhLwZSg/RtLybqfa7Tyd70guGXv/wlNCNG4JprrlFCOg6mgjuQ/BczEpftQp5zTKQB07LbkJytcRsu8caA7IFTUJD6JgwvJLntX992zt8xfm65T+KWe2UScg1vIrm3EiyjWPUa3/KStixG7PSVSMjbrvS8SNCvWIeIh92GCgiCIDog52BWvx3lH5XwajEWsxI9lb4Yyy/9oAxQJyHep5XU+g1txP7tN8bEyBvkBHOIHd9cu8F1LAwoeUu4pp2BlAQvNVRbgaJ8KzAhHho/Gl2qrIBe6KdCA1dphExlCfIq+eejU5HoofSFYi9CnslrhYQbqmHxSOaf2n37nQFVa1AZeQ8pfYIgOjztr/ilPTBuEF9GI9Zrjb5j0xJka/mXyfFek9EEEipXlCEidWKrKtMrr7wSQ4cNQ8LYsUEdYhxabBDT4ajaA71YKTYhBrFerSDT6iwU8msxtw53zpHwplaHAsNYPJ8uGl46WKqcwZ0dy14dz2VcuccO8WpYGlGQu1JurCYM9SlRICwKmjH8c58VNuE46dMrkOJriIUgCKKD0f6K/2g1rxh9YCtB/ka7XPG6nKNYdhgadpSzbVgO6zjnzHOCc8wGboA2QUx6XGUQ3yKQNEyMUfMG0w73tfl2lC4zIzFNg7hhwn2tEdrdipSrdNAfdX7tjDjsvvo+RINzFQxd+VeXQ6laA/Qmb28HUYiN57m23AKjfiXs8RN9N7oIgiA6GO2v+PsNgUY258tQtsNZeTr2rUH2pghMlGdM8Qp0UBhspUtg7KeRK08xcz2t2AyHmR/yXxCI1Mhdy9hQDq3SkrLrlyD3UBKSo8UQwGjEhDugX7ES4MqqdNlK6G0OWErXAFOViYCR3ILlH9ryj2Gx61Cg7QaNVxd3ZyIyZqL8qS3/zNk4FU6NluXwBmcyInfw81GxCHdwORWD5+Gm1nzkDUn8/5XIqxyNFJrQRxDE+YKY3Nfe1BleZXePGMgixe57I0ayBUX7WR0PtxZNdobd8zQrsTrvZdbVLM11Lz/ifr+OuS7VGd9mi1/7jLV9v7X2o76+nv3444/szJkzSkjosK5/jMUpcom8fTLL2iwkUcd0L0fLYTFpbzCD2JnO+Aa7XdwzYgLLMQhJu2i8112ubUXslid20PvaYmE1NaHfW1HI8pQksVOnTikhoeIgK/m92CVRyWsPvcgqjvDgum1ssZwHo9m9+Tv97xa561UWc8+LzHBcOScIgjgPOHfr+OslOE5IUHUPg0p0o8rwMAcPC+NhrvOjEsJ6h4Gb+9B+sBjp2TpEvvAJilOjnDvP/SW2zZ7m2gMxs/3gNweh1+nk5W6jfjUKv7jhBnm+wEUXhbBjRbgyluAmM44sWyAsrNEqlRwOSKowuAUpCJl73tuR4Q0K/M9oxPffV8sOgH4Vf7M8f+Piiy9W7mg7sqy4ND1kUsvlDC6/ZoaaHOWLkdd3kZszKoIgiI7POfXc1yqOGlG8LAultbGI6yHhiomLkOaj2/XnRnitK//4Y+T89VX0vfpq3JuSgsjISNmLXZ+r+jTrCZDwz/p//QvFa9bAbv9BdsBz98SJ6N6ju7zcsmfPnspdPwO1OizdeAXmpHivVCEIgujYdHzFf55w7OgxeS37pk/+D4/MmiX7A3jv3RWydXrz6HhERATufIhoZN1HH+EL/ecYfOONmHLvFNk/g2gMJCYlYRiXcZcuXZQ7zyH1VhQXGBD/aOtWnBAEQfyckOIPEUKMortfHKIbWnTvb92yFZ/r9bgh+gYkc0uVCJ4zZ87IMhXyFHIV3yclT0Tq9Om4K/luXHbZZcqd7YkE/SvDMH3jcKRnTAUM1UiYPxsxtOKEIIjzkHPgwKdzICxPoZguueSShjH9/v3749ChQzDvV5y8uDhqhr50OXKXrUSl+3I6uw6Fy3JQ3GTpWOfFJVPXmL6QrVD+Pxz5AT/JmwVJ52CrXBX6DhqOsNr9MFSpkfIHUvoEQZy/kOJvR8RY9Flusf7k+EneLVAg2QzQfiOhm0OPpdmLseAjZS25bQ3S52chL38JMrXkW68lqr//HseOfQ/b7p0wGiuQn7kQ2RnPodTdOZHDiNJMLs+U5RAO+tpCZMo/YNixHfmPjoa6YXIqQRDE+Qcp/hAh/NTv3rUbhStXYd3atfLM/p8cDpw6dQqnT59uUPyqcA0S4mIRlzIdqfzctn0PbGI/gk2/QPYH66HX74VhTtPd9TojZ+rr8bXla2WCXxGsBw/KQyoCsZPfkR8cCB86GvEJs5GbPYPb5UYU6YVPA4WwJGR/uggJapp1TxAE4YIUfwgQ3fn/1v4bZRs3wmTcgyNHjuDw4cO8IbAL1dXVOHP2LOq5EvNANRzxQvOXV2JV8U5oUpT9CLqqGpfpdWLEKonNmzej7OONqDRUcjl+DwdvSH399dfy9r9CnmL834UqfirmxgCmjTq4b8ukiuQNg0d8uYQmCILonJDibyPCAt3CFdR7774Ls8WMlPvuwyNpabK1um3rVtlKdY1TexKGqFixFGwNHANnkGtiN4RMD37zDd7My8MXn38h+0SYNXu2PGdCt3UbjtfW4uqrr0avXu5uB2MRn8SbTFuKoHfv7jfpgATaH58gCMIFKf42IhS82KO+9vhxJCQkIC4uTp6AdtPQodxKtctd/j179pB3C/QmcvBo+VOqp8l87gjFL1ZE/GD/QXbYM+a226Dq1g2XXHoparnSF/MmuvfogW7dPNV5TNw0/r8RWqNrMp8E/fYwJJK5TxAE0QAp/jZy+PB3OFF7AtdGhCPqF79QQhu5bsB1CA/3tdpbQqVeJ1uipbv3OIMIGaH4P9u0SR4muazbZQ1L9sTKCeEJUfSgXB95Pfr17y+Hu6CtcgmCIFqGFH8bOXrsqDxxTyikXr16yWFCcR0/flweh/7lL+Mw5Kab5HB3pB3LoY//MzLE1q6VZo9xaQKw//ADoqKicO211zY46RHytJjN6N27N67ue3XTNfy0VS5BEESLkOJvI1f37Yvu3S+TrdCuXZ3rvOQx6oMHcdFFXRA9OBoDBoq9Xd04XILcqiTMidNAkxABbNHCcNh5yaLXNWxN3JkZNmwYrlJfxeWqZFEu07qTJ+W9EEbd/CtcN2BAg7+ERmirXIIgiJYgxd9GrlKrMXDgINkq/f777yFx6//AgQP4Z1ExbogejF/GxSEsLAySaQ1yi3WwOcwoLgWmp4i988XWrmP5/xUo32qGXb8c2m7DO72yEgp9zG1jcJpb+N9XV8vj+jabDR9v2Cg3sG67/Xb0699PudsT2iqXIAiieUjxtxFh5Y++5RZERkbJS/hMJhN2ffml7GBm3B13ICY2VlZWFn0elv7hQSQ+WoKo1EYf76pRiUjlml77hynIPJqENNrpTUY0mGJujOENKQl79+6F0WjEvn37cM+kSYgdMsTvBj1hfSOgipuB5x9SlkcSBEEQHpCv/hBh55apUE5f7fsKYVdcgbH/byz69OnT0P0vJvN5bkHshthqt775LWA7I6dPnYLBUCm7PBZzKAbfOBjXX3+9U6Z+NuehrXIJgiCahxQ/ceFAW+USBEG0CHX1ExcGYqvcQjuSSekTBEE0C1n8xHkKbZVLEATRGsjiJ85TaKtcgiCI1kAWP0EQBEF0IsjiJwiCIIhOBCl+giAIguhEkOInCIIgiE4EKX6CIAiC6ESQ4icIgiCITgQpfoIgCILoRJDiJwiCIIhOBCl+giAIguhEkOInCIIgiE4EKX6CIAiC6ESQ4g8xZ86cwU8//QTyhEwEy+nTp1HPD3b2rBJC+OLYsWM4evSockYQoae+vh4nTpyQjwsRUvwhpLa2FkajEWtWr75gMwzRfgiFv2P7dmzevFluABBNqa6uxmebPsXnOr0SQhChp0uXLtj3v71Yt3atXJdfaIYcKf4QcerUKZi40v9XSQm6du0qZxyCCIaLL74Yx3nj0bBzJz75v/8jy9+Lmh9rsHH9BljMZnS7rJsSShCh56KLuGrkVfihQ4ew9p8fyr24Zy+g8kiKPwSI1mBVVRW2bduGQ98ewt3JyejWzatikhxwOCTlhOgISA47LJU66C0OJeQccFSHpXOHIWrgIH4MQ8rrFbArly7mDcbBgwfjkksuwT+L/wkzV3Bi6CjUiPe22c+vvCgq3S1btkDHy9i1EeEY9atfKVf8UEvl7XxHclhh0utQebg16WiHftmD0MjlbBA0D2dBG8TokDDcIqOiMOSmm1Cybh2++PxzuUc3ZAh9YLM2lP1zDSn+EHCi9gS2/nszDli+xtRp09CnTx9ni5Hj2LcGmQ/zij56GDRDByNq5CjMWqb72RK801PvgKk8C7MmTUHGWh0k9RBoBoQpF9sZyYCCQjsSc3fBXHUA+hX3wJE7E3OKrcoNQMR112HYL38p9xr9o7AQtcdrQ9PNWGtEeTF/75GDEDt0FPL3KuHtgOj9OnDgQMiGK0Tj58djx/Deu+9g8I034uab49GzZ0/lqid2/RLMSuTlLFYpbwlTkFlqBjUBzhMkKy8XTyJl0oPI1VqhihqOmH4q5WKgSKgsXA574jsw8HJm3vEOkmuWY1b6StiUOwIhLCwMMTExXPkP4XnvXXzDjTsx9t8WbDtWoiDzLqc+yKjAOTQ5PCDFHwIMBgP27duHa6/tjzG3jVFCefarzEJKYhaM4dMwJ2M2ksepobLboc1+EAnpJaT8zzGSZQ0yUriVXR6O9Pc+RO7DExETHgZVV+WGdkYyWBGZNhGRSj2mTliEjEeByu0Gj7ygGT4cEydNwvrSf2H//v2Q6kKgtnrEIjHlKaROFicTET8s2Mo0cL6p+gZ33jEehw8fVkLaxvHjx7H+X+vR9eKuuOWWW3D99YOUK57YSmciYf5KIGE2L28zkBjHG3RVBhTOvwPJSw2k/Ds49h05SLn1NmRWT8TS4n8gI3k0ItUqBJ1TpZ2wDngKyQNdBW0sMtJnAFo9DEHOCQ2PiMCs2bPx3XffY9vWrfiujXk6fOQMpD08FTHie8JwRDqDzzmk+EOAbttW1NXVIU4zHBddfLEzUNIh+xUJGYZdKH5hEdIfXYTc/O3QrpohJ7a09mnk6akqOleIRljyrxeidNBLKM+dgZhzZOS7o4qfiIQeyomMClfw8/DBUVArIYLLLrsM1w24DtGDo1Hx2af48ccflSttxQj9Wv4xIR6an+H9W4Po7TjCG8tLlyzBLWNulbv5uyi9aR5UrUSGNgGl2u3Iz3iKl7fnkffRdpRnj5UVh+WVF1Fc5byV6HjIjbaUJXBM/xClfxwLdVsa46rRSB7j2VxQ9eTnMbGI6q0EBIjoub2cW/638rz3uf5zuVHbVuy7tTDxXJmoiVVCzj2k+NtI9ffVsB604lLVpbx1GK6EAo4t5VD9cRESvDKaegy38h4W3yRoTWY5jGhnbGsw97fLYVFPRO6z09CYSj83ZhgNY5H+G88KQFQ2opsxMjIKZR+X4ciRH0LT3W/SodzO679bh3s0NDoyJ2prUcUr2yNHjnBLPxKXX365csUT06cGJP+BN6q9GlaR9/NGt9wJZ4DB/HN1rBLNIRrlafMrIMU9hb/N1wRv4QeAZe9OJMydJlvawSLm3NwYE4PDhw7hu++/k4eyWo8Dhu0V/HMa4lsTmRBxwSp+MRYjJmPU1NQEdZw8eTKoCVV79/5PXmLUvXt3XNmrlxIqweLQYHqcryysQqxmrPzNVksWf/tjRuGzC6HlCi/hT88gMcgWf3tiK81H9RNvIrmfEuCGmBx6bXi43LUoGpeh6O637CqDDRFIGhalhHR8xJr93bt3yZOt+qivgkrlq0zZYe011accgShoRjq/OU5Qeetw1FYgWzTKeb5Me252qxRzi/CGf/6xZ5A3oXXNXTHfJnrwYIimtzDyfvjhB+eF1iDthL6Qf6bGQ9MeLZwAuWAVv4MrcbG8TozLBHOY9+9H7fHjylNaxrzfLHfFiu7Znj1c5oYKcZMntmhZJkRGKN9awFaCzD88iezilSjMXYhZGYuRXdA4G9yFXb8c6XPvQrKY3JRwB+a+XgKLx0RUCTZTCQqzZyJ+qYGfO2AqXYyUBDHzdTCS/yIUQ3NIcNjNqNSuQcEHBq+JKVZoV+SgcEfHmrng2LQE2Vr+RT0DaYm84MurK5yHPzUgHTaitDgHuSvKYHG7ybGvBAXLlkMrhFTr4LLUyfeVW5zXXUimNfxvvWXviVS5BPkXz0W6z8ahc2nf5WGXywpPjJUfrw08T7qQDhtQzNMkd9lK6I9aYdhq5HJIcrM0lPywLAcFm9wnwIkJkMv5O1QENRmqPfjpp+P42vK1/P2KsDDZ+mqKGomTR7dgKaoQM9Cr4q93wKLneZm/f2GlW26ut0Mv0n+t0W8eacBhRDEvT7Mys5ArylXiFKSv8DV5l/+WlpfP+VOQMl2U0VFInPskCvS+yosDlSsex9zs5SgsXo7MjJlIz12M4t3KZb+cf+XTtDoLhSJKCbOchpK8GqO5FRlB5tlaA5au6oa5c5w9Cc6VAuLvedl23qEgwbSWP7O86URQ0QPXt29fnve68rJ4CD/Yg1D8Io9pV/Iy6Hy2w6RHMQ9OGDUcYrStNfEJCewCxWa1stKSErbktdeDOj7btIlxC155Ssu8+spf2W2jb2G5f32VnT51SgltHmP+GBY54DFWckQJaI7jn7HFIyazVQeUc4F1NUubs5o1xrKOP/MBNuf9PaxGCanZ+zZLGzCQRd7zIjMcFyF1zLrrM7Zq8Tj+2zz85fdY0TOPsbyyncxgaAwfn79H/vumiL/fxnQVb7M5t/O/HzDBM041H7MF4rkD+O8pQT8/NazsGREnfsx5juU88wC7O3UCu/ueoc6w2x9geds907p6L39H4x5WliXSaCBb8IlTonWGV9m9941jcTwsbfV2ptNtY0U5E1iMeE7WZ1w6jTjTl99X4icfWddxuR9UTnzDLV227qOP2E03xrDXX3uNWQ82f78Hpw+ykj9PZql521j1aRFQxypeG8fGe8S1mpn5OxiNH7PFdwoZPcHK5FetY4a8yYqMHmH+XuHMmTPs5MmTjFs/zG63exzbv/iCRUdGsV1fftnk2pEjR1hdXR07e/as8qTm2bVrF3t4+gz2i0HXs6oDVUpoMCh54M43mFEJkeEyMmzeyYwGpZw0XD/IihbyPDI+mkWOeLX5vCzK4T1PsBKrcs6pKXtMTvuYZz5uKIvimSW/H8piFqxmbrcy64ePyPln/MufuZVlxszvT2YxHnmqjulyxrCsZiNzPpbPPSxPznsD2c0LX2RZv+dyF+VTyF7I8L6nWZHZvWQFmWdFOchf1yDzGjOXj241y7rP+fzFm92f7YrLI6zokBKkUF9fz7799ls2ISmJzZ6ZxrZs3qJcaZ6aXW+z1If4O+xVcoJZ5Bfx2860aW18QsEFq/jPFVkvvMhuuTmevfa3vykhLeFM0Hvf36+cN0/d5ud44ns3EnhF/n6j4q/b9Sob712xiXuynIXq9rfclPmB99jdPCzyzheZrrFmYuwQz5RyuPdzmlKne06usO72eoc6M69EW6osvTh69Cj7/rvvgj6E0mmZbSxLvBM/xr+2za0iFoXyDXbvCHFtHK9Q3QucgktOOducinq9oni50mrkIFv1kHjGc6zC4xHVXPZjWNp6H1qTPyunaCerrqlhNa7D+hkr2+UZB6Ecd+/ezYbFDmF/z/0bO/jNN8qVFjjO81daNH/fnTwHNGL98AFZDq6GjDvm9yfI17K28/vWv9GgyDxe1QsRP4vFwj5au5YVrVnjcSx5/XV2w/WR7K0332xyreSjdezAgQNMkiTlSc2zY8cOds9dd7de8R9Zx+YMiPaqVN1xlZMHWJGVK5B331Yays2/P6vbyXJ4Jd7kufLv8ee5lQOhyCMHeDXeZapZ0Rzx29FueWU/W5XqVWYFPD+uCrBgtaV8Hj9+3Gd5a+kQ+ThoeMMpVchKvP+Hng1ba9nTzobqCK743FtLCi3nWa70895jhiNu5azmIKv4hJcLLst7xbO9GuzsCDey7mza2HVX/PdOmsw2btigXPGP9RMe/yZxV+oj7zo2yPiEAprc10b+s2MHeMZXzlrGtjYHeYNfwt/uD2actQx5r5fA1rCEVIX4xDvlriLRxVW+agksw1So0eugbzh2wqFyThqzbd3Z2I2kUqGv+BwUiSj3md39fuFcWmLy3wXuQhU/FXNj+K0bdR7dU6rI0Yh/JD6ocboF85/AHf/v10Ef/9aK/vsWOGxV4jcasyaPVuTlJGzoPLyUruHfzCh4bU3TLu2Bw5EkXmSfFrkbgOQJyrCMxxhzBJLvT+KfK6Hd7i41NTQjJyIh1qtr2bYGsyY9iaV/mIL4oWKduXL81oiIof47qrmljBMnTipnzWFF8Z+mIPfIbLz0qOckKft3O/n/YxEf23Q6f+SwJHlYyrQlB6WYiGRljMrncLqCmENT/f33sovhL/Sfexy7d+2WJyPuqvyyybX//Oc/sFdX40yA66FrfvwRJpNJOQsWCfoVOTCnv48Mr1nejajktAJ0MKxdCcOwGYhTRuyae39b6YtYWjkNCaO8buo9EdnaD1FcPBtx4lzSYVWuARgzEfED5TvcUCP5vhn8U4I2bw3c39KW/xyW7nbrrB94D5IHKN9boC3lc/X7H/gsby0dr2S/pDwhCOwWOB0vz0DaZM9hz/DE55HxKJetvQKZ7+ua1EnN51leDtLvQPori5GicStnQx+EqT8vF1yW01P4bcu08FhY1Xs44u9KgKaNM1/lyYqz1iEi82WkKPGS4eVYpIcqabRnGrRzfHzi1P8XHsJC+rD4n3JXfDBHeVmZ3IINlMznnmPxI0cFZvGLrsH7XF3vASJbFqJVzA/RNV2x38NyZXW8Vciv3fzn9+TuZ9+H29+4LHuPoQLBTsU6Dqwr0PBaY5dVA8a3WX5L3QVeCKvxv7v/G/Tx448/Kk9oBte7+nunhuu+WtUuS3ACyzcrQb5wPcOjtV7DSt5d55lOQeJu8ee++iqrqmrZ2hVdx8J6amrdKpZl6nvM56soeSgy9W3f130guvqP//QTs1lt8jCE+7H535vlrv4vPv+8ybVvbTbZqhR/Hwhi2GBCYlKrLP46w4vsbq/udZ+4encWe1lcfqlmJQtE3gigrOx61Tkc1KS8KTR0wYseB2dQ9XrnEIBIy7t5uTa0wuJrbfkUw5y+yltLh9XaopSbwtNHrtf8yYZfl+Xgq5eiFXnWneoSUVa8utePrGP5zrEDD4Ky+I9zq1500T/ko6wp7+Or9ymY+ISCC9biF+5Pu/foLi+LCubo1u2yxrX4AdCz5+XyhCOxEkBYQX6pNSA724K0ZYsaLIqAUGlkZzMZE7ilVqVD7sN3IP7+hSh1mahHq2Vr1X7FEMTH8xa9zyPKw9oNBTFx0/j/RmiNrslC3LraHobEYMx9zvXXXy97xgr2uOKKK5QnNEOPK5p/b1cvB0dqknQqxMaK1RcOSM11gfQbjgSxXGytodFiq/oY9uikNslcqqsDV5QQrmq78vx1sa+16+4cLUNudgVPmHmY6m3dHtVBu6EZhyGqIYidwD+PSC329rgQE5569OyJa8OvlZ2cuB/XXHONfE+/fv2aXOt/7bXo0aNHg2fLlhCz+PtcdZVyFgS2NUh/PxJLXwlg+eZAXnbEZ32g72+FeYvytSXOtPDMsL4Ily06HcxKUVJPeAfly6YhRi3BVMCt1pHDMH2F92S95mlt+VSr1T7LW0tHeHiLUm6KKqz5tLkm0pkuvtxLtyLPuqMemiBb3cX/NToDODZtNWISmi+1Qj69GlZvNcW0ejEKeEWQeP89TcqaaXsZj6tv51mtjU9ruWAV/5VXXskz5E247fbbgjpuiL7BrztQX4jGwqW8cjolnZKd+PjGiuLM5YjKWIT41qRjmAZpebug/+ApubtQ0vNKbdJMlLo7kdqxx6Nbr71RDYtHMv/U7tvvDKhag8rIe1quZM8lYRGIkis6M8w+HW6pEZWofG2CFdotO7n6t0K/t9GlblOioEmI4JWTAWa5MSZBq5WQEN+0cAfDad6IFKtFeOMcV15xJVeAzW9KY99ahFJex8dMT2rSlWspX4ly/iZ+HYbYPuMKgsfXpIexyZjHz4t476sUxS88+DXbuHahNLJnZXKlH4AjGKmyAnqhfAsNXFUGggrdZGXtL1/5wCH5UdxqRIgRJ4xGlFuXbnjiSyj9dD2y02L5rzmgz5yClCC8D54X5TOclx3xucHie/VIvwjfDVVBW/OsMpQn7drv/O3aCpSeGYuWiu2Vva7060sCMKDkLeGbZQZSvBU2f35RPq9H/DnPamV8WssFq/jFunrRChXrL4M5hLXSZIOdZhjELVaxzOhk3Uk/ywDt0ObmAU+86TneoyAdtTdbmO2bSlCpfFfHz8OqTduRPyeKX6hA7kZeTfUbAo2o6beUQO/PMxkv9IWVrWkXN0MYL7TC0t1n5RnVgfJPr0CK33HUn4tYJE4VcykqYDT7en87zOX8I0aDWK814LbSIuCxv0MMven3Nb+kJvIG0TPALTahBExrYBk2zX+FFSBiDFyMbwvFLyznHj2b6yaSYDQKpyBA/GCvuSNHy5Anxpj9OgzhjdJSIJ0rSfEOxgMhzidtRFSyYrMUIQfhyEhqtvuFU2tGYW4Fkl7x3bNmP+qlfmt1KDCMxfPpolGkgyUg735cIckai1fmWj9OuGxl0IqWOL9RKGBs0cLgs5HgyoPxiJXrBwNKhZclQVgsUv60Hvry55HAGwWWV1ZCG6jZfz6Uz7DRSHxYxInnO19yd83RSdV4ladQ5NkoxAj5lFv403ix3WhGfLLveVci7wl/EvX1Z9C7dx+E+ettrNoDeXXmhBjEeonatWzRv/OswOMTCi5YxX+uiI2NhbpvX3nP5h9/rFFCXUioXJoD28TnfSp9OHQo3lHHW/TNcIJbI+6zfrqqkfDEIqTyr3a5EoxFwkQxMcaAzMwlMHmvHee/kb0CSPCzXrz1RCFWNEd5RjXqV8IeP9FPhv55iUzhsuIRKywta2px8YIqVGLCY54evaTdS1DUax5SIocjXgh6rV7pxufpqW+6tls1WIME/mmq4ump74uUEMha5Cfhp18MaVx9zdWynwj/OGD3afVYUbq6SMwpanQYwuNY2eCvnL/PsiKoH+INFY3TQiyuVGxebjXrTT9/I0BYWDcNHSo7UTnyww841azi5wohtwjhc5/yPZxmW8OVsXva2FG6zIzENA3i5MliRmh3K0qXy0nv1697GOITJsrltjLjcWTv8MpZvMzlvishVmirsLFImSPu5I2ErT56joSy4B9xbj01xk06j7waFj0DGXLDpIVhJw/Oh/IZxhU/b6BxueeXN+1rkapMXDYRSJsy1m3YLFR5VoXYoaLBbpR9OWh7TYO/Ynv69GkY9+zBmTP1GDDgOnlNv0+O2TwmaLqQKpdjlahoGpxn8XfY4V2PBBgfhxmVJiWPtgFS/G2kX/9+6N+/P+pO1snOHRoR43MPILVoJ4oypyBZOO3wOO6AZmgOEN2SEx8H8vK9Zp3X8oqeF+y0W51dtzGpz8vKDdocJE94EJnF3PrXV6B42ZNITs5H1Cy3cc5j3MIQn/Uihm5INcq5hJoAy07kDc4Z7XmVo5Hi05rsAPQYi4y35yFGu4TH0/3FeOErXQXT5JeQmayGbctyFPDKx27XodAwGnNl6ygMUbxhB3sZyrbYYSldDmuE6Hr1Qs2tK/7++rxVUCW2bWxfICwM0a0t9p2/c8Jv5DHuLl26KFd9oUasxpmPyiuUGdDCsczrZYhITJTjGzk4CmFc8S01dkUNf49SXnnYuUIwjJrn3D9AsRClMm6p2s0oLrQiIsZPTdgCF13UBd179PDtUz9IRM/ddddFyJXtwW8O4rjfrVGtKM+cicytXOk+4V3W+HH/KMROMiE8kr+bcGhkc/D0XANMde6dgUjegOYf2vKPYeF5oEDbDZpmvDyGjXsG2Skipc0oSBmF5Iws2UmL7MQnZRUvcy5Fq0L83PeRFscbCa8sRrFHQZagX5sPC8+DHqt8ir3zKr/T4YBq8kTEB6G9z4vyOXAG/paXBEd+jpdseKO1eA3C0/+O9LhqaFeEPs+qB2l4vcjzy9puSB7nv9QKxb9zx3/Qh1v7fa++Wp534hNX786GcqeTL47YLTL3UBKSo0WtOxox4Q7oV6zklXbTeqTl+BiQ/es7kPKbUUjfFGjXjx94JUO0ka1bt7LfL0hnf8l8np2pr5fDrCWumbnNHL9veeZ3dcljbLxwavG7F1lRhZihv47l/G4yW/yJl0MX6zq2UHEE4Tri5rzBdG7r/2vM/G/TXPeMYwuLPmNmfr3u0DbW4NhnQDS7N28dMxwKYH6zmLHc4CCog8Pls/ihcSw1621WVPIey1o4md2btY5ZZQc3jY5+4niaeMxPdq2xHTGB5fha7y8jZnlHs7SSIJzsNENtbS0r+7iMjRo+ghkMhsB8FhzfyXIa0j+a3bzwPWYW6eKKv0hv4TSoYRb5UDbH5ZtAwVok1psLxymvtilNeUXJvv/+e3k2dCgQvh7eXJLHJk64i+l4WTvbZEVAHTO85sq//g95bbzxDXa7OG+SnnVM97JTfk3ygF+qme6tB2SnTq7f8C5zDdTsZPm/G8lixMqcMudqm5K8B9i9f17tTKcGeDqO5+X9vslswbvr5Psqip5m9/7ubWYMNk3Oo/IpnN2k3cPfOec9Xj7fZot/N4GlvbvTWT+2V56tXsfS/PgJcCFWnxyy2didd4xnhStXse8ON7/iy7r+scb8cPtklrVZrFdozFsxaW8wg79Kv8X47GF58gqvaLawom2z/buI/5Q2ANFKfvrpJ6z95z9RaTDgjvHjMeHuu5UroURS3FiqEBbmv1UrLAOnrdD8faHAUb4YeX0XISPkwwjth0s+qu5e2/HWc/me4EaEL5kJN6Jdw+BfnEYszdyDZDGZTAlpLezsWXzx+RdYu/ZDXH31NZj929noefnlAc+Cl9/vYh5Xt65uOUzlFn/xPvC8x4W4lwuhiTXycyIm9AlfGRl/fBo3xsbIWxaLfdJbSxN5NCDKmJ880Bxy3uG5ykvuPqm1w/LVflSjL6JuiIK6uftFOoltQ3zGtWXO6/LpnQfbI8+aliDDPBHZyf57Xb/99lus+WA19ppMeCI9XZ787dtttBvCLTh/CY93aK5+cRFAfJzPbnvdfnEmR/lOtBLR9SO6JMUEkC8rv8Qv4+JwWffLWuieDZau8u+oWtg8vqt8T8v3tRkxKWrPcKT/2ufOKB0Wl3y6euvRi4R8/cjsUv43zYhTTASsT5kJTXPD8AEilvAJB0xHfjiCB1Mf5Mr/6qCWl8rvd6lyoiCHucdfvI/XPS7Eve2cc4JGNHrESpvu3Xtg15dfymVr4KBBLVfAfmgijwaayQPNIecd/zL14NIe6N0vAhH9eqNHS/eLdPIb1xY438unct5AyPOsmCB4Bg/fP9xvg6GmpgY7//MffLxxIx7gZXHIkJvkvNciXX28Q3P1i0zL8ZGRn92aDOEJjfGHCDG7/9bbbpPH/DesXy+P+V+w1PNMWmhHcoqf5WGdCMeO5SiPmB2SXf/Edp979+6Vd5W8Y/wduD4yMiilfyEjlP/tYxMQf8toHDt6TN6Ai/ADlc8WEOPsZYi6z/98HOE/48DXX2PP7v9i9C23YPStt6Ln5YEv8w6OluMTasjiDxFiNzWx3vjqa67Bti1b8aubfyW3+i4MJOhfGYKxz+jRtV9X7PhwF0bNfgCRgVg4FxpVK5Hyy2ko/CkMPao3YEOXKZh/S2j2+hV+IGxWK/r06YNx48cH3L3fWRAWfiRvDImeNbF9dlRU+y13Or+g8tkStuIp0Dy8Cod79cB3n25A1wlP4tZm/EKJ4aVvqqpkXxozHn5IdjoVyh7cYOMTaqhmCSFiyZHwRPdE+gLZq9mFgwp9Bw1HWO1+GKrUSPnDbMS0NJZ5oRIWAU08L7gWC6Sh85AxrqVVGYFzKVdsCQkJuCMxkZS+H8Syxtu5jG67/XYlhKDy2TJh4cMRAyvM5jqucBchsYXJOELFD/vlL/Hg9OnyMFNoh22Dj0+oocl9BEEQBNGJILOCIAiCIDoRpPgJgiAIohNBip8gCIIgOhGk+AmCIAiiE0GKnyAIgiA6EaT4CYIgCKITQYqfIAiCIDoRpPgJgiAIohNBip8gCIIgOhGk+AmCIAiiE0GKnyAIgiA6EaT4CYIgCKITQYqfIAiCIDoRpPgJgiAIotMA/H/ZY4sxGtO0QAAAAABJRU5ErkJggg==[/img]
Problemas 1
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[/img]
En el siguiente ejercicio considere [br][br]f(x,y)=x[sup]2[/sup] +y [sup]2[/sup] [br][br], (a) evalúe f(2, 1) y f(2.1, 1.05) y calcule Δz, y (b) use la [br]diferencial total dz para aproximar Δz. Indique la diferencia entre dz y Δz. en valor absoluto.[br][br]
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Information: Diferenciales, Diferencial Total, Gradiente y Derivada Direccional