Descripción detallada
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SepmusGYYgtPJhsbnG66kWj1lsynWhB2vBmvHczMFXTBqy3S7pxa36yIztp7FMKLcotrymkAFZzY69WoqULHJXNRU9pYpvqc5K40k3XJSo5ULwwlDWZnvPfUv7zrTdauvk9HtDic0iUwML7NBpTxQ8k/WuvAPDkzOz5UXJYPKZ2DbU58HOQmfkp/FZOEsWEKU/Wl4k6yqpDDxa68TbaoNCEuivxXwWzJtpuqgXigyxX3S1tJlmYSevJWb53LTBt6etZ2UDV5YaUclqBbkGOfaRiK3cl1hc2hpdys6nUsgx8JkUP8vLErJ2Gs1iy7DlBDnRs0qtbX1g7969d+/MF3vKQlUnyDKiFQGPVVPwn2TRlQHZi5/4YmLxbY60HycmFAqobN+7vXGf5BNLvAh5cW5jYVI8PjoxamsfDaPj5SnWMwm5eXB4YjS1r91pmhYzmcSKTnyRxL8+SpdtJ0gspiJ+bWJgD1Bbfzonpc9eMO+k0GK79IKSxyOw/Wee4+hUwx8aAUnp2MUYAxe8K3YjZ4kgfk0QNkE6tZfY8Oro6JAg2S83z0numjg0VqwqsuzPt3MvYyWDb5MuthwoObqtREIli212F3HyyGdJKGtSJyaBC8KQ/wMXa8sOwjdKO4qt439rghcYpxHtZpQ3y9tBooRZxQLVRLJ9tUkXW4U9ZFDDz3gGbIOQPBB3csWsKs7otMdveTIMxzM5aNcqprBS7pYwWrPJa9WtHSB9KwhTslIWR4sVCMwOSG0Ng2OmfstJ7GOjE6M/CaOVRh7BO4UhOSnyTmKJhhf/Vsut98rN/U80QfsSIj49vpXqaeqUf+BIOadxmI9v9KYLt7XYauUGW1+Lmec0ZfDtbesUH9klFmI9tXh88Y8L3gYvC6zkoLYLY7GuW16YOdfSn5CwMbm4dpAafBLZmbpG9kzsCfWFZXatfjQBPJnER9KuRoB4cQC43BYvFJ756tD8iEwm3hxRNOtssc/uw97n2xgmiUn81KMvyzCSAG7dfWC3tcdFtABeTMWXWJpb5Qfu/lialoXMLJHG6q+wAdmHevBoHbUl7Jsy+BI5r2KLn0E5Zyli9w51L+n2ds6QGAMsL8dxprWeEny7iE0Ubjs07J2ic6GtOIoxI8dxwzPu7p1xZ/M2y550IPRzjxlXW5EiP6RenHxHs6w0k7f6JCbmbzdL5v2dhZPJVVYufEw68qw/iUswBVRvr20gPIO9eNINwCyLbcNRUhNkwEVWQhOl651jxbxJgy+DrfY466iFkraeNUQ85NfJeuyF5qIGWS9uHFiwZMGj0Tu9vXCQF1j8toj4T+2ZKMjOpqZcTFZhBEV0iZNRd5188snzn9n/dMOdfUFEAjXcohyEn+s0a9c2ZOT0lJg7mnQVXec0suw8gBO5vf4I5p9PYLtJFKlUz/Rb1tl5una92BzJtUZ6xn7BYUxkl50crBlWFpnHfFQH39QX3EoRguwWAJglqHjdRWA5NG8210zq98jjjz8e7z1gGT0KgMQ38GKCzqYyEbgt8E6UjSgNswUyh9ozn5l8Rha4Gu98C7DSjJk4tgcoNDdJgNWPCYC7muGRUqml9mLYVp4bpWhiZHwkcuZLygsj2YhIsPzA0vGltn7GQfy6NLvKdv0DRcWzOii0Voh5zjwxOdjFzVDq2TX4TqlWeYHtfP6UksDi9RfNcAdZPSWbnAcbAtuFkZS1nlQ7WlC+nvaeM2KD+4TYuxQQGnOUHbaNb7tvdGL0gaA8x1qagYutZLI4fNKKbgmYrM+IY7GLRv9wW08E+K44t7WZ1ElbvqcSw2Hv3r3xHhy2gmhtu9v04KJ9i0LfA1vWM4WfycwwnheR7Sm2hxYsXlB3qKPvOC7hGuf4oni/v2VLl57hhQoMihU2uwyUkwqf2QdAZpxUzMnCDVY4FOdhOtS3kTTbtp3MHEJtxxV2Ry8lx30DOMVKAsVNMw/5ciir9mLi+Fmq7c42ptRX94ntTnMBI/0Zp4lolryx745YZ0pOYZaQ6Q++bOebKZ95YZ/540vH5RRZ8fWc04uJ6n4IggKwdupNKiGzywCO5ikn9Q5v6LP9uVsPRkZRY8vj3wnhXyxGuKN815i28hMWcUnnmlYn//BSPt1GLaQp0g91Wfuy59kuJnPKi0yyTgCC3SSJKNTMaKOXeli7TU/cjB+AeqFic9IefMXcUD84xYnA3iGS9RDatVu5rKcwkxw3N5WL7OweQVuTA/DgyMGR6N1kM5EygMOIcK8JwFQlKXzmI14BIFidbMzcjJeoStrZPbDtCjyeGJ4cljjSTbmcIssWYCtnEsSEY2UqWttatatTnXUePnD4xV5A/CQaM1+IWqc6GTlx6VLZXPHCJCKUYVL+ESrTtUikOvj2tPfIZgarmJ6sIl5gpSSc4FxfhUb+j2z7iUVN+MQqaUVmHYlPOTCajBh8oV1bmxlcx031JTIipnUntox30OzZkLbciUYojIyPRK9B2PZFYM/YU2PxPsOWyidtsS7jfyFOTec4foJjKcO0m7Puu9rVTZh92wlu56LSgLZifgkHf9ejd5aUKTnshIYNZM27CLhTDgQpAzcxwXIeEdO2OBYlVyy7ACZRM/s4RgnLnn7q6Zcou3i3Qjm002nG+WZikoR9UxZNkjBODqOYEh6/U6LJxE39MWHSF1lNfP0vi+j+L8ddBd83qUfMO0cRbZ9cpSGQhJdavaFE9+3du7dh4KoQTpFZpPhCKxmA4bGnxiTw+lG9Uh18WanzwIH1l3hbqPSUh6JC9qURYzRtzconFtkOdk10Z3E0vUyC3lpcBzr2ddwzEhK6ghTOterAzZ4lWlQqDLS3o/dMsLbadk1ArL0/jI9VnixG2zQXxy7+ORxma41555iR/o+LbYyTZvjW2sqAo+vfa/pMqmYHZjsfRj5GlGCU0ehu9YnlEzs0//j5oZ4FjXglKWeydKMC/yjCzUjmT1YO6kxNeJGTVDohDDPLgq3VlVO6aW3V29F7dp2XTAPptIr2oe5u75ZdbXaRxCjdQUeOZbI9HDTtBT/Phm57cCgf3Z1tptlTHXyTnB5rGMtdNeuEiSCTNNP2e+jvDvPkSE0k5itsaDGFH5jZs6TnFNuBgd3oVXgbmZoFqyx/TAA8EXdG2mzlJNa2G4amtdKRG1jIfuGXedruLMVGdeaWabG1Wo0huZQX2/wvHMjpw8kvSnfBLznjasjUzA6dnZ19cCGuL4kv7YY7+ycmMNeA/pHyiblyyjONIONlbV0v0bbeCQiPHEdKn2FliwQ0uZRqUBSpm2wRbaVWWWhl0jpgvwrW3E9LJDNimkfsbA/zUGCw7XHtkVt467nb5zB4haWOvx9nGyXrzRX4aVpBy03tXaYL7bZK08TuyULo7kpD0/qu9YV1du8GRHTL0d3ZZsRLbfBtcWm5jTlLXjDdqqNXco2Ex8jdO/kW01ahKVUTHNqNOhhqleVa5BFqodCddsxYbrnY9vPhJrjPzUdLPzN/2qtjA4GMqVuTjjCX8Kl2gx01eQGGrjJtl+hO+G4snH0YyfTtvTL7tnnp/Q0j0bv1YiscUeh9jSYUwl+MfLhQKIxGUJvTbKtPhnjJ6Pnx5XWlT4yNjY3U5R6jGaVPLKtt0+Q0z51FE19npSrCbVEHQSoFL3JcUnrMzRmoGNa7Ix8Ni7vrB2Inq0h2RCwhLJtydXd0y7Ztq8U/xfhmlDBdXV2LbM8P5Ij4KVE8kuQTW8a0boqtlZPvK2Av1mKqfs5J9BQFk9rMV4NPtIsp27zOvhzL5x3sOLhcqWLjX1lmcnUut3Ri6SMRi1Ge7qw/sRijzQqe3rW4a7mtfy8BkSH8GCTbcC0ujo13bEGoCpTAlyecw3h4xBwanauFW54PsNX5b5ppuEqYFB8I9BrLr5TxPROF0K8UEStXxEsYsDq9hFW6i0zeOgHYKlQnKN0NHsuWLTtOHy5abddWTfkBmFlnSW3wVYTeGC+XMOmaNvU/0H7g3cT8Ie0mm9gTeP8UpuJ3d1l/YqXb2YMKdBz1R5YvM7RLg0EawTQxeu0GPUr9i6Wrq6uXi7DyUGCFbwXrYdIOcZ+2qZC3ZK5nevquYRt5J2bbo9nlRI7oGpC6EHYv29O5+blUg8iQo1+KKqf+yOpXCrST7qzzcFF87q1+ZHGMLLaJUpKNThX1RaYYZBUgmrjxCcGRzBoUKPCvNwCpKeYfNwqyQbaBO5q02CazeoDfVlOB2EcG7hndPxo5W2WQncsScDCW4QwKc0VaE4oWbfvV8/V06Kc5a7tt0sJXEaVyim9tHfrautcB6KrNj3/mL8eWW/ZF8V/es2fP07E0bQvtd9c9UTqdxJZTJLzLFrvrfCrPFHNH78y22oqkNvhCw+54diKrz6ZawaOee5b0vMD22HMmtSmKnuT7n1h2n+bcpM+bg+0H/hmWn5xg/u+Y+ilAL4wprytiYrvDKOso1GcwEP6DEjHDI8Z3owIEaXB7PYf4HBdkjRNP0S9lwj8mgavA0MTIxNjXK8/1KbbcVMAIj+dRT9kixzqaWvrb7MnW9ZNx39jYWOoTBwutVYGmNvgyWcbwtY5rWiV39IPif4kujChxEXtml/eJFYEala1z6dq3hE/P0p6XAfyHUTwj8nmKip+LKMNyLJdg7HZBqJmsInNF8Tb5y9q7LwVguz//8wa/7k52AeEFn+xnUXVsazN62nv+CrA7649JS1tFmhzEPAPCabW84p4p/cW2HLNdJLPmuF1aLLaJgpoYZyVO/1FlqQ2+xDEBn8O5n9vT3mMZ1T+ckMnt7ehaT8CAeU54vzvuk9yjYfuJxXgkbU+OrsVdp5LmUBtng3r+z8TExP4omFa0Rr7oUTgg5CPL7AuUBuI/s+tpPrNwcvFX67PLObURD8oFkQnCmyLLZlDQ19adJ/CHbFGVzn08DkcVLYPzCDEnXVvrCW1d5xBgZWZEytvsexb1dAOl47OiTVPVqmzG1uZqDlZPqQ2+AD1lxdn7IeLB3kW9lvawcC69bd1vBFPcCxmKSET/EVoQzLTcvkgp/8KK3dBxSIJqHx8UK0maNX0wDq7k4XEkDqa+jNt727u+VJ9vlyOhAHvbu2VV327VHPSZOBu9IrKsjzfX7O5t77HuP2E17m3v/lOe0WnVtC1sw0iQh/UMnVAY3jccemZfkK5NuqisfwDcecVnUvUzphbv5Ar/RzbCNFVbJ6ZjY3OFkSs1bwcmPWznauaJsBwt+qHeju4Pu0XeZBtp6OS2trYptK7QxG8B0G8qZXE/3D6+9HPDiHW8kE+sC6ymUjGxQk/o6DjxaeYDcbNRkV8CZWsurmDCbzJwjUWdKqBEXx7dP/pYJSMyJceIW/pp0+t627tPJMbHjqjit5OeeyYLhoeWTL4IyrmuqPmPEp8Z5zvIexVwczp2Rskae213Pfma4fW97d13gfkTxRx/c+/evUndz0i2ubJ2ryKitwI4N1LTMQXKcd4dU+wXecHzLT5W/GA6FggNJQAsF/wAPPDk/v0TCSgnB5EdflYvJY65I69SG3wB9UCMqSpOqR1gfMRx6CO9bd2PgOhnIB5j8CQxTYk1rozMnIPY8xjdROh7BhCzxWK7nUxlamDQ38X59gpkd1v32bafWMSRmyvI5dwP5wHH9bR330/gcQY9RYRpMBQIixi0SIFP0VxcDvICBFYEtkzlii3vSITC+IX1aQQ+4cuYcFkL5yZ727vvA3iYSI0y4zApzxmK2OVWEBYSoROMzoP01Blg1W3dV8qzG/rXsbFCrKubIvw8dm9yvFLOB9ENOZemetu7f0LALzUwSoyDIJqWEKfsnRZM8wjcqYGlXkwT1s+jpJ+/YfyZ/mvP3j2RB2WWUbydbeWnxomUv8KEIVkfmJC+2yURLqgMDI3VwPACQc2iWzTmYQuR2uDrOu7NuYR+tZFCegsJfJosN1Rm0QEVm1+6VIL80sToxOiHI2UpFZAiW5/KZ9xWFRosumtxl0Tb7xXSBFxarqWpoldvbxdOI7EalhPwe7ue2jXeEFC+uFIeaRgAACAASURBVIl/RCC7HXMBwqUfp8ulPlwaJE1k0fJ4FKhjANU2eaBjYul7RuK/VIAFubtxuCimh9l41IhHx/kMnO91O++/YNv4adMlbStSA/9Ux+TS329Ur2VLl52hdTHeH72GMOt0PR283YNsFwEPTXC71MCFNrpXx2AExdRsvqXTSJt8+GBNz5rFoyZ+bdyqsiFd9u8tjyKmJPJ+b+Q23pyyXdGPZBJXwMDQ8EThU3EwwTJHtQwFn4/VNCta1+hLRWT3fVrp28dqPWrlUsDKJPViXUy+lbbEpMUpprqxoVW3ynltdq6GKS+2dS/pfiEBcnRQ8qtJrp/JBaiHTG3w9Ulz7OKOB2Pzc1Uvb1o5HymMF5J5Dti7IEUuLJQH8rRqEU7nx6MTBStvhD379jwEPrYPwyTQ+0b3jSYeUIn1P4Wr59jKJaK37Zko3J5IKvswko+mHiaTtO25cXJEe6pxkklZn80HUrlUf4QStVcDoFQH35GJsR3E4Vs+y3KYz89yxhwnCJ8bmSj8WRKu3icWkb/ltWxzbIAZ685ivSOnAbOaYsYPOiY6L67JTfSowG9PBHh0gD4yPDEau8hWK9bw5NgtAMs23WP5+oPh8VE/ilsCKbV1GMl0g6f7ItqdEgyg4e7RBFWvApnBJOaxPeN7fllF5Bh4SHXwlfosnFy8Ws73OgbqVi8C46Mj44Xfri8Iz2nVSvaOW31ixbiz5ACyO2I7XKzQXAK+NDJZeFmSz9cwAnsmx+5msGwKOKYuYvqTpD+WtYJ3THRdB8YjtflH/ZlQAHjVyEShsZtjSdgZHpbahNme3caGphxdRLaTmHTt3mn1n9QHX/G/PILihcRI/ImYVmVi6Awz0etGJguNXXmCROz9GcdHJ0ZDYxQva+uSuLNLguRTSo8x0VuHJwq/MVt6oxNjHz6GBuBbodRFw5OjsZsO4uosP0TFnL6QER2eMQ6/GWUM/Gere+SMkYmxyChzYXy9I9ptzw/U6e6yFDdJwC78KGLcLsPq2SjvLJzVaj+JacYXQCNJG5enPvgKS/H5HJ4sXC0r7gBSPaq6cZWCEPxLYno/t9Kpo+OjXwmWJEpb+jOS71MZGqDFVZAAK3ZX/CLfHhA+eATTUrfP2hGOhpYBWEI7ArglGmoGJfF1CRDkm0D82pGJwuUj+0ZCT1oOADdMymkQoxOFV7HnC85NPa0iUhhvpot/B6lzRicKb5+Jzytpa1vr9JTSoV43kXI2KNA6Z2vvRc5xU519jy8dFzPg4gaiVhWzTt/VrYrBDB9SczUL419acf+UF9mJcB0D8lJb7mYKoxyXRw8R69s01JbRyYIcBR86GMZRqJRZ2rco+vOGgHvlzzboT0UWzzN2N4FvBWFwZHxMQkROB8vTSg9PjN0K4Iq+tq7Lmei1RLiaGafOin60zXwfMe7WRDc5rHeI+WNWfCKQR8fH/gvAf/W2d13LoDz5fTHVGBUB1i4BP2HgDgmKrha2fmPXrl2HA+UzSJIcr2Rz/TLpxpekRDVhneV6ubt7795UzT6s3bUVN9Rkki+gI7I79Ji7LHU5a/md7rbucxzCi8B0MhOfBi8CFUmUf/k1k9ic4pspGw4U2B84Wc4MA6ZlM4I48AOQ8Hj7ZUszM+9SoCc14VHt6ofGnhpLZabd2dm5LOeq3VY1Jl4/Mj72tTgc7xRb7V5EpE5lYDmDlxCwRIJjK9lRQjQN5sMATwI0Cfa+HB53wPftnhyT868aB4iPE2CGZX1L+87UWp8H6JOJ6HQwLwVITq8VU4rfbgzHazk/zoc4tLtgHAHhkNdW4AnFvFcTHiPGHmL+SbGVHj5akaZO6Ow8jYvqLFZ4ATNewIRl0hZgtIOxEIT5AFq8DTCiN4JfJ0B8iKUfHgBoXDYEAfw4gXbDUQ8prR5Ne4Gnp61nrSLuY+bGW6eJFmjCPYXx6IDsM+kG3R3dVyvGcjA/0wifiOZpRY/aeKg0oinlEoRJQ70Y7Db8MSOiVjAKw5OFyFjWSXg2C2auB98k9ZCjekQu+TO+EdLp53R3Sk9bzxoijg01WVsZYufkRnvza3GeRc9iwpI/aTdpK2m7OW2zJulS+qMxz5k6PRvq1SR1ZWSTaqCpZoekQtTAzcJMUENpFo+kLA8HBJ54Dg+8omkZkJ6Ng5L0x2OiT86iO2eox6AGzC/6MSjaURbJMmA1yNs7fpSFzthnGsg08KuigWzwDW8pselbbQXm2M0V4Uyy3EwDmQaeuxrIBt+Qtu9b2neGRE4LKYrM4pT9GSMZZQWZBjINPCs0kA2+Yc3ourYBTNzWYmtkTIcwFllepoFMA89tDWSDb1j7SxhJu+vBpOEb7chm0JkGMg08WzWQDb4hLattI5llJocQLWZZmQYyDcRpIBt8a7RTCmAiAXWSX9liW3JdZZCZBjINeBrIBt+ajlAKYHJcTXb8Y8rBouOZZaWZBjINPBs0kA2+Na1IWtvaew/NP35+qsGia0TKHjMNZBp4FmogG3xrG5WsF9vufvzxxxvuda9lkz1nGsg08NzWQDb41ra/5c42OXyylkT2nGkg00CmgUYayAbfgIZOOP4EidJ1ViCrYVJxdBjJhsgZQKaBTAPPWQ1kg2+g6V1nelUgglWgJDpJKt1g0dGcspJMA5kGnk0aOBajmh09/Sr1NJi3M3iqkRAEdkA0vmffvocawWblmQYyDWQayDSQaSDTQKaBTAOZBjINZBrINJBpINNApoFMA5kGMg1kGsg0kGkg00CmgUwDmQYyDWQayDQQ0ADjA5mnUEAfWdJeA5m3g73OMoznsAZ2X3rl6QBfjdvx789hNWRVT0ED2a93CkrMSDx3NMDMt2oNh/CBZ+Nhoc+dhsxqmmkg08CvjgZ2X7rijl2XrJDj47Mr08CsNfCcMTusXr26UxVVt3LUEga7LrljAEa3bNny9Ky1mBF41mtgz2VX/jszXwzCjc/6ymYVnBMNpDr45vvzF2vCXxPTNDE3nCEwEQFM0FSEwi6wvh8a3xnaMfTzNGq/ZtW6NUphFTRfBI0zoTDPl4rgsFf1vQP9+fug+SbXcQa3bLnxgaR8165dexK5qmT3Iwa0A1bDTPjWpq0bv5KUzkD/wLsAXACmaQAOCJNDWwf/OCn+2v78m4lxBcBdYOWSw4o1iq4qvnXLli17hc66a9e93FX8N0Q17UIlLtJStWmTV7prgkMaRTDf3bKw5cMbNmyo2gW4Zs2aHqVzn2ZmpQC3jp6wCtBkJoJiAqjI4N3E/IB29Xc3f33zw0nrPldwuy6+4v1a8+97vRUYTIvvBz7wAXXvj+79DAO9xJgWnTFQMgXSg8jpDw8NDU3Oht9A/8BVYPwpWE2RKr2Tph2EsKT92wIifG5w6+AX/Zzq/9euXPsykPqA6UMMLGDCXZu2Dv5lNWTjp/yq/Dma8Q5S/DyANAFa5GDGfCa6edO2jX8fpJLvz3+agROMjoL9qAwX039LfS3H7I0xn920fdP3y3hHMZHq4AvGaQS8WrTotalRiKlgsNElz4zPSjQvGeR1vYHV+S8UOfcXW7du2G1Qbe75/vzbNeNdBJZTiOOuTjB+DUS/5mh9/cDKdVtI8YcHtw7eGYckZTyV6yRH9/v0GZA3EwxivCW/Mt85uH3wk41ovO2Ct7UUMPbxWhnXrlwrHeT+RvgD/euuB/P7fDjRHYPFEklAi275PwC8wZcdPo040C6C4ItbYWH0FMw3eVI9SXvtSWuLh4vnAFhfQQacorOEFa8Oonv1kuE10NQejkfHtDn7qgNBOQ4GVuc3OlDvvXHLjcfEtu3dl654KzP+1mteADnlfjNY79mmmfFmoeGpuqxjT2H9mKZXALhkVjxYvQjErxIOZR5lhtX9QAMy6QkdfJVSy1n6kKEjqIyr86vy9w5uG/xyUhnz+fxSnsJdRGgtdSh/GPD6hNDkdgBVgy8z3hoU2ePlVabE1XQ6uZu0Ecij6wN7SVK/29+//vlbt2540oAcrXvaC24HygOJUUJQSVLL2mdTc4E3fxpvyHHxwbWr1krnS3xdt/q6M9b25+9k4D+IcEYoouEh9+Dl5fNqZtwxsGrgY8GisDSheMTLN3QC9WLCh8JwavNGevZeXEWjRIsUXVELW/ssAzfA763CNzIwtJtzZSbtXRp0wB84SxlGZnk0aXM3NEqg3k3KTLnfhGuuvfbaeUGQolOc9trWwBo6ZowNAgfTAm9gJV9jncv6gbX9a1cHwY5GetclV65ixqeFt8wTWOP7fbfeKuaqNK9dHjGjX9GF0Qfh4vUr1/fOhhkT7y/TM3MEQ9DwlGfvR5K8H2tTXHXXOOg9V2Qzj18YGBhoq4KNezgC6fOtBrksm8FRFDbherzc/4S/6WPmLrimLkH5JG2ezV1+QGn6asPuaN5THXwZfFydEkztpPJGQSbP3INKkjwfbjGRumXNq9ecbsDi7mv7r1vpsr6fgJd7Cq/lF8W7wq9CnuiP167K33bNNdcsrGRWp4ioNZSPT29JfmX+tGqM+idF+pVVuSU9EDcefEd7Rs+XiXYZv5IS/SmtdfmrRkm7BPVRq29DJEgjLo9pet68eQsMiNxbudXnZ2gLLfNnAOW5tjxYVoFXBLU5359/sSme6/uey668AOCtQb6kaHvwOZU04cQ4Os84z1TpOQ42rIyYFnn5otvSj4ifCrSFyWBED6KOASq/n36GmKOmaWOgND5JqNSnJJOHIP1CLkZ3KVW5iY5MucEx/cjH8WFrYQwFgyN3z7SjqiYOBmyu7+UXNBXGhGHSuI+BIyAsB9DuvYBGKcB+KP4ZNOVA8k8+kikH9mAXlBUcEEblcvICnBrIqkvmV+Zfzay3BYYiH6bC1+A8BsYoGML/FBA6vYJ6OPkUvvS4loU/XL9+/Xm19k3BcR13v8O5uwC8uESv8isrAOT9wj9iGIffqTL4SscoycEkNtwGl6MuQa2zk0/jMID7iaiykOhimAj3MeMIVKldhJfplMBTYH4EVGqXSpnM7vvAOCkAK4K6LQdbqrR2BOrpHPS9kLaHN6Asq6mBzIwf9NqcSXnzSLH7AicDgZfeUJWXhL3FLelHc3rtufSVz2OeviWoIJGUCNvSF4S/AZCYv84E4J8daPqC99Uw350NT1L8JDPuB0P6xUleexr6PuF9IM/csICIo009IoXpL6aNBF9kJFw5sGrgbUPbhj6VQFZ/PUBoyF9Fln0A/wLgH4TQ+BYYnVBYCsYLassZeIiID4KpxSvz5XOJkGPgRQHJvWLSulhL42g8G3WmzntgVf4GAG8KEibC1wa3DlbZCqU8f02+W7fgjUT4iAcfbFyRUPNrhrYPha4yr169+hSHc49V4VUaVLIfZMZnco7aEbQjyqx2kbPoPNfhXyfGO0BwzOBX08l2Dm0bvNKjH/KfLEQQqe8FOpEvCuP/bdo++PshKF7WqlWr2luodS8YqszPAMvynVbnb95x490mq/Y+sCr/Vc/uWt2CmjTOHNw+GDnoe+1CpXYp6ZmAwcFtg+tqecizmDfGesd+IQse5XLCUy3P5J634dsb9pfzAom1q9b9AYE/Wa6X/5I9MbR1UAbaqmv9K9cvmVrg/iZp9m3kwfoInuKVQ1uGdlQhNfFh5JprFhYPTj1MhBPE1GBsvQBGTrh9Z1+zWOf787/JwBfK9EttU6RcavbJgVXr/hjgjwXbhQmf3LR18A/LfCMS+ZX5taww5BWXZCuDlt43VaRlG7+xcbicH5LIr8qvY+DGoAwyDBNw9uC2wZ+GoJSz1qxcd7kivrkGF3F8B1bmPw7Cu6px+PcS/lCUeTcjkarZoU5AaRTzMnnT/UBXDgAPfnOwsGnb4D8rptICVqmwjEu/FwCvSjo6589Ggh1C0h4u/fXQtsGzN20f/Fhw4BUC3/zmNw9t3LHx9k1bB98FzaeD+dtlwoJfobfC77Tl0qqEt3JK8Ac7I6+w92e+VbDBhxzNW+ENvJJp+BmeMsvK6RVB+JC0by82Bb5t9QdxA68HKi1u+JRwvdVgQ6fm/qm7PjXNQFdN9mI4CH6IVhUrlnephk8NT4MgA/imLRv/HcyvNXllfYgeXXpdOX8OEu6hqdtl4A1h9fWQvNSyyKXHg/VOjXCAEBH777tpC+lnpq0CcA2TgX7uvWclerpVb26IKwBBfB9BH5o+1HABTCldP1EBMNXiRI5j5MA/X1FklD/hTZATa476FSn0bCVjoGIDNMR09AsrIBu3bRTTgT/LESVVFPay2gUegR9YNfAWkPe5ZjiU7wxaP7Rt4/XljJiEuLYNbRu6mimw0lvVQfhjMlONIkGMm7yySuPK47niWxyFA/BVIZ2wDE462vTg2ZPFDlatI8HdWSYQkWAd0i7i4hZ3Eb8bRB8s/4H/auGRhRWzRg2uNgsqRj6v3BuQq7QaRBvaPvRVAh7w2rxUID/VrFg+G+fk2n3pim8yw7Mz18x6xbze1Nm369ASr5JBnRECBtIUVMDwP8sNKemvUMlMj9JDPPjAXdBNnpemCwf6B/7MkI+8B3FKQIucRZHvl6HD7ITaapU6UrEjG+DKfYci+qD8ef0X9EEwUvVYqbCySyVTvB3NCnRQycF0BaI+pfmrUHRtdaNi8XG5404BUG2TIvqwRyBIW15Yonds2rLxa/XE43M2bR18w8CqdctB/LIqSALmYd5fAPjzqvzSAyu+GUy/Vx4M/SGGWnSL0Am1ExJwdbmOtUOS1IfwCvED/cAHQraxhs2q5RNZsf8jECZkWF7wRQ8rL+UNbR36t5ji+qLgiyqltfWrx/ByNGEnMc72HrwvJTE5UcwPWAShGWTvuvSKzzGjbhXc94ZkPd06By9srZ78fjCD2oSjlLwQ/ULzziSdfhmbr8EL9p2g3Ez/uGbNmo2bN29+NFyKUq6pWxA3FqEGLwksgMEtgzcDkL9j7kqqenvBjVJr7w0oMTnDVYNSCZ+LXLUSK94NYHTVw9Id3mdsAz5RxS3sDHhlgc4hImjmt8lgGIanSd/syWE6ZumuCS8Pgx8YGBDbZ603xD4wKhsXGB333XXfBWH4gLeYVz3rAKaePvL07RHwlexgexh5K6XppMwSkdFhQj6KS+5MIoXg+PhG4nRkC6Gy6+Ir/55Ab6wtMrNfAm47ZefOWW12qKUd+mzqHCiUVbKmXV7HTkg95NuIyZsM1bneKe1UeYlEckjYL6rwTW+YCW4VoaP/EDqYpCJWUDlGYQkIK9bzy2CBzqiVLvutSjkxVxbuhH4ZVv9JGX8GiQ3bN4yA6YbyLFZI+3Vp+/EP7wv1Qti8efMe75M5yM+TSYcOvlxUrywNLD6G0Cf+H5C/KcKQYZfD7b6Miz18A+hPLr8nduxAVnTS6EsgLNommmBIiVenQL6vw0BGfVIbU4opEtlqdGKK0rrvvuSKd5Livyy1cXCBzWMh+Qz61yT85OMjCVwiGL/uiUBnBDQTSYM4UlnGfcT4u9q+COD0tavyfxcpl6Ejd+kXCfpGmVYIrJqWXVq/eldzzQ6iD0u1sGLZaut34wouUyv9skq9xNUDkN+Qjw1tHQpzValCbfTAcD9NUL9d9Sr5ixMyGIZ+2jPoJoDPLg/anux0kXgLyKJVNc+SvVdgRG7CNGn6FAPiVbHM8GXyBl/fA6REQOzIrD33mSodMQn/BFdFpxVgcdNJ85JZknGDC+MXwYuAa8pF5gUFN9zpV8axTOy6ZMVrGPiE1wRi5gjI6tmbzTPRr++6+MpLSLG3OcBUrTxzIRI/6oOPLp7/p9ixw998YymLB+73YR9TeJd1MBNiETiGh6lbBFhstqFB9NLBbRtfO7Aq/zuey6VB8r1E3juwcuBrQ9uH7jHZVfcyjarcxg8Gz0AScN7LzvvF0A7fEcNk/yrcmz/41iqrgVaY6XcFxRu0vYSX/tng4GDBoJa2KPr+fgbG76vfMjCzue8/tP8HbYvaZWdQ1SIIIXxxzxOXcDMx/rBKbmDx3mV7z8Nd+GFQHgJ+rfyj5Hsp/Hxo2+BP8/35J7wFn/KLQZfVDt6KlQR38WtdhhPvCgt7r2AbXLkTvXxgtberzykPmmZk0Z4NXYlTNrXwBwYHB/cF6xKZDvLw0kqMEYZrHdra/rzYlX0zkl87D5qY/rcOOIWM3Rf/2iUgvcGb2fqDRRVVMxD7/jm8XiIumDxVks88SwER3rl8x46K2aiKmsVDoO41fcmCSALQIJ8E4DA2X8Hz+ozc2XMddJR6nav1T8s/FmUY2lLyLa7nEOwJwXQ9ZH1Omb4vyz0/uueGgZX5cTglbw7BkF9I6cMsXRetrGnjpm03fqOe2NHLaf7gK3UzDU36QFRVV6xYkWs7rmMjiHvLr2i5UVgasXJNQfwt61dujctXBXJGqZ07dxYH+vOPgPBST5aSHKTQE0Ww1XVunnaKfscU+FIHYZmhozL4rutfd75m9nfxlGCIybPVsuYfgmhNgMfi0d7RlwK4w+QpUi8vv/TlTkiHnike/p6BSXw3+MyngKk6mI+Z3pWbj+EedmWAbDz4mhfVCOLpj+eLlwYzu0TkyN1xHNmJdzoregvAA+V2L+GJTXFo22DqLl6/vHjFcihdtwhTNdv1fpMqA66pij8Ym6eyoG864Y6bPl+Ta/9o+o1gmraxpxKPUerL5QHU/MjGY1VKq2XUElDpxs03PrRu1bobNPi3y4C+/CcOrBr45NC2oXeU82ebMPILHZNm+i1PXxKiR67SzX93/dkNiMXl7Dk0+AaV4K1e06lrV133KsW6RSvRVM4VGy8TnQvgjQCLR0PdpbT6eDCTwfM841xZ+eXSyMG9DJE0wXiqFpQ1KvbomsINOzaMDazK3wPCeX6j+wCsvUW3Txhwl/nq2heYCd4Aoxz1bc18fblTeUiOmDrKg2/VYpvRL/j2HTafu0G9CQ3zbIQM5hke0odb2H5mZ/CBPgYelnbz2BHBlemJNzspWUsrsJ5M7Lj+4qeRK4X7rouuWgpyv8eyyzHiqm0fAQsOzPLjZ2CI6G9SGXiNLKYtRBdBfZjyNO/CKymPoAdLRUbWep7n/rVx28Y3D/TnVwLoru5P9AdrV6398qZtm24ti27wJcNGBkPAyGxwg/QMTXMvwZLmuoVBQ+5o3W1/9+zkNEoRBfjv18sJ+uussEX27ivobd5uF/DfhA68gkd8/cYdG/3gIyXuRORvDyzRLXeg4L5xO0nroBmYH6DrdVIGamy3tWi8s6oz+Q1ftRmCiCtbin39aMppb4PHuRecK/bq8SBVQmXRTXydmekir9zU3Xvghv69QZrldBWNwIsYbLcysAw4FLLmHQCISxqaBsbwlvxg2oebBPGVmzenG16S1693kCveQYSlZvAUcWrT5S8LI2vgHixjxmdPuP2mvw0Uzy4pemj2JTyCfAJfOA1ZmzaspmF8W+Qlrw6GVOJDpIaMpxCzH8u1Ia8oACN7sN8IrMk3eOZZ4GTioCgyTotBmet78wbfmsp7FatRmNeWAuclAveSFgjYPLR16K9rleIqLxC6warga2/vei34jJ5JlfaQG/n8QKvxn9yqxp/Ql/Bk2QItQqxfv34Bgy4r19eX7A4Ts9X36S0tnBn9gS4xG0xaVesFYF5Ygy8mYLvBVxYPTb1EBsIRIuz24l4QRiF/8GJg+HdA7O2jWs9LNvMNG6LL9al5UYL5nj7osy0Lcj1DW4fs6uTrMvL/x1/xir7du8eeAKjKxU/0IANqcFA1RIJ5Jm0GamZ866Q7d3qhDg38rO+VHu2Tqn2eNYMSAaEreq/TfQIGQZmCaQD+Yjf/S5lKpbzj3h/c+9+Sr0n5O86C/CtwZdTYRD38XmLs9vptfd+VPjwG7fXhWLJzXRj56ZWaIKaBjcLkbvKEick3DMvP9G+DWze+02QH75s3bx4e6M/LYFEVEYoJlwbhZpq+rv+6U13WElCm9ooN8t4y1XLLdK5oTP0+rhhXOCcxWX8x9bS+nKhkujC0WQKrBC7W3wHRdV6O6Il54Txnnsyed0IFgukYfGD/xMGJqgW9ALXwpAw2gTZgxrdbjsutPXjwYK7ncE+gxEc/1HWIFo4t5Bt23mC3km8oiawmLXcju0kHyoj5BWGBjMIrkjzXcXPrmXlKKdxWO5AKFV8lLG615xBRVVAgM0B7cL7sD514x86KZ0ZyMZJDGh0lx0gGGWwLwbCdftW2WQ3XoW1D7xlYtW4twFUBkZjwxvw1+T91neL34Tp+HxBapu1r6EQ+Gr0E8FylVhw4sO/hk3Fy6Hi27/h96sCBA8kmDpGM0y8IFTYVNkZJtY1tlGbKhZnk+XAFgL+ttfrPzds33hIjh0CLfdUffA0txsXrr13fJfbXGNyGRVrrgbpO4YXbp9gI+Bu+sWF8oD9/FxgvDeIzk/j7fhGk5VSBSn39uldtW9WO/pbSgc4pMKwkrvFOxbikPGgaOsCtskDYsFK1AAbfNwcd2bBhg3w+Bj4haxEsnmsX3Pz2nWTQR5RmrYmUUryQGfIjc3p5MPa7wZUD/fktQ1sHqz9hLdiHgRZb+VOn7NxZtr2HwUjerktW3E+EZTJAm0E3mAYwwTwvlR/5UBnC3o9QwFlkmvdFSBh+jchJm8pAHeg3USiOotWu5kqQnBI/3YLP5Yq5t2svmiE8pxHzQxhFKzS/Ml54xfOLqrDFfwfs34NQBnOT2bzB1ygoMNYw4XuA/ntmp9zkEizDW/kmZ7ezwPnphg0bEm3qYaYdRNxfVlOJ4rSali3A7ynnzyRhoiCZjiY0GNxadBq6shHjZhYvCXPJlAr8Enkk0KVe7zV0GaND24YkLGX5km2ZA6vyPwfhheVMsLfTjZnO84+UKJV4ndrS5CCogbbx0roUiq/CMJ1U6aUrveD7ao+HAfC+gVUDj4PoeWWGvmz9Ehi/NhhSGWYGiVN27vQ/d2Nwn7xkhZzQcU5wsA2YGbzBmFx96bLvfaPKLh9D0q6o/FbUtJEdlXhoZlr+rwAADEZJREFUw8O0jY3NN55yuVTaLb8y/5esUNn+7/nJ49Wa8B4mPELAGUaExD8AZQ7ViSMtR8QldFYTrmqKc/PUvMFXNFt6yT0le/sm+GdDWzdVu43NsJ5FHPlSC1o/WZ41GX5E716zZs1HZdfZTEgP9A/IbqcTDF2vCjKAKmyXmW1DmuzZfd9j6i7wBJywZs2a5XD5tKqORhwR4IO+A7A/+Po6PHXtyrUvYnCf9+6Ue61Q11a2UZlulGcbRme2n56NlGBWxqvkZHENLPWIMgEmpncwwe8TAXiX9UcByOr5nF05ol/XJeUEB+CyAISrl33vlsqMrlyQYiKggxSp1pOqbYl6iPAc7z0uma1iZB3cPvgPA/359WCcX9XqxH9AEj/aXLZyeC9ACVn4B58NzV+Re9qvXXW1TeOYu1bHVwPM/Gnbtm0T3jZgISENYBqRAcd1Iga1eH7+sUX092V6nntcCcfViSKk5aZy4lJT/flDWETaeQtQCmUn+vD/wuUUu6+5BI7Qo0i9mSRamNGlX75vaNvQjw1okruuxvflSILowyTq6uVOFYQOpgP8BrcPShyAh2vqJRDXyuw3ANr0pAbnDRMz45V76e+tJ9y2sxJ21ACmea9tmwidhbBMDinIwqfES047TXQFflBrxYzCLyIX9Fk3YApyYoaRISkxgy33IE4wHYSpSRtvC8kOpmvA5vSxeTPf2mqIkpI2dC1uxHOLdv5sWhUrjt0lOAbOHliVv7XlSK4/KuB3LUnvNAxgR1XDCpDfrb+V9MRT4TewKi8LYBUXM8ZCAr1GNokF6dM0hQ6+ruN+1ztdudKxjmdgjRwPVCW3P8uuQFUVRjyY1zSAleSk6Xx/fgMzXwTQNMg7iWJKK/eKzZs3y2py1SVfsh4b4RHCrwpY3iVW7yLSXw/qRtJF1nKW3rW18M14Hrn88lNcF+d4IhuZPdkARXT9sttv+mwz+Dai6ThTgZaqh/aD6vPLoGga/gkh02qaVkQGNQ9Qkx8VndDs4GoJBlxCDtCol6iSIwfg5vvzb2PAP+FC9Gpwa9MVtPiU4AdxZVhpENthYOW637rnB/d+aGBVfkreoHt+dE/L2v5112/auvEz8cyaW1r9MjeXV2W/f0p8vIU14nqPCP/luWx6XvHB/Kp8bDDu9a9a3zHQv+4fWeII+3jV0snCSyveUJ3Z4Imp2t/XC8vKy6s6HvhHEkQ+jJJ35Luu7IoDewcOvtDDl85n/mxdzMKYeWYIb5U/rLSc5x/H4tlmX+j5ZDNOn1dysC8DBRPmJZO8YDoIU0rLts+qwESldiDCq9deu/asEJTUs4ouDQRNDWXTDPHnl91+U527Y+oCGIJSd9MPGdi0aVN1TBMDZ+6EczybucYLITsVgdP0Ah0e9zZoFzVfdYRE0dpyCrEnVBhxau+DWwflANLvVuVL/aRPBOtaBZDwoaSnlkUtj8dhsESEVZ4b6gvh6YmeR/5RV3FoTS+bu5lvk6oisWbz/fkrGHiNxyLYsIxlTPjSQH/+rwDaRMQ/oiLtLSq0EvHJBL5yGsU15RgOQRkNHcX5wcGh0EEyCF6VdvROaPpL6WAyuyiPPeWE5FG1i1kVAc/G/B1CaeHOdFSBMTSErnat7L0eiyAtw1Ph4oHVAwPk0iF2yv4UXim5xAxuLx9sWOrwIM+0Eu8dYXRo+MTcGfwuEFV/1nv6U18fWLnuvaT4F4NbB2+LITGrImIMlFVbqiNr7DzxzpurjsKaFZNGyEa3AlfS3cDKgfcR6Pt17ULEcNHGjJ7yYO3juLKAbVj19/ef4MA5X2n1DKPkihnkA31OfmVe4hgf5+bcB2ri8FJ+df5y0rSImSvuj0I8rB8ZprX3HF+HaZIFMTk7sdKHDZ1a+EbPpqEEjoDiM8X35tfk7+SaUzlIdFSUiA86X/5FK/FnTjmYVCOZQ8qbP/gGlJ3YvhQiaFyWnAs30J/fDkJ1EPYK0osAfpHMZthheAHovM4THBkrwCbFTG/ftGXQOlySxNU9rnXhETDmlWdQhmjprkpbimuyy48EOdaI/qI82JoS8+Iwhjdt32Qd8Ys800eJiGkb8TbQGPTCkpixt/RyVeUZGfzOT652jTSmpHI3tCUnGqoMP7R16DsD/Xk5gFMOJK1c3oyFP89MEi7TP4m3UppKSrYcM1zxwS4vRhLxIyfceeVVCQ4HSUUGh5mqLABGZ0TXe01SE7fA61dGx6W2KumNXLfVYKMFLTKj/zfTrOW2MDiglaz8hU3SjrjivctUaP369S3Th4s7Odggpm18DtTqxvSBEiHZRLS2f93rCbzB0PbuhlZVZvSDYi29t3KV6sAaH/QzS4Vy87yMjHtcaZVQgEo4JEvoR/maGwFKOklqX5qJToa2Dq5khnzi+JdpWLmbtJQE0/IsspXkK2HKbRrEr920feN/BvISJ724uhr+oZq19H1eky++8MXBeA11tI+4R24Dwz+qR3BMPUp3muGoQGJEqb2EpuERLDM8fZmDJZIO28dWgRHc4FX7HCwrpbWmPypnG55GBubGniZlZMtEi9svA6+5iPgppfRlhJBTRAxQyndv263IEJCjzMLoLlhm9FICChRVvdPsB5Qpk6rq/4ZG6U7a+4Erw7Y/1i4lvt4lVX85bmvjwVfQNm3d+DViVE6XMXU193raYTn+zDlQWa8+pUVRD0HKamUN5lVw4/tvGPeU86oaKlXachqwqbRRhmrwws5SgE3bBt9GhDeAUW8nExnkT2QyDWDkMny9ct6uHfesoS1DcjrwzC/iWzx+hofhKewZ3w49HijAzQ+Uw34wEkMjUE6K6qJyBYrjknurdGAgDQ+5m7SUBeT20pUydhY5odutScuCXOkq4RMax4Uobay5tYqnoaPKwS5NTmp3ZuS9r6JS3bTmy/puvXVO/UZdVk9W6b2i50o9Jc/8VXK9VPALa8GCis8raaqnVJ/j0ZBYczVkhV8lL9gXJNc7ZVuH9oE6OrI75dDE6wH4J16X8EvUkw2EKuS9FkZmlhuUL0wAKa/wrR8jwnCamFd5SVJmQsz+gXgBhTBzR8ps6sgNbh38YtvTS04jwrsBVD7LRY6g8s2zUPBts5uheeXQ1qFVNXavOh6JMqhmkUGQSvw1x9t7DX1GjQ3U0BCRXYv4vYagbGEruhIhbk+p0/syiVxymbtJ1z77UB4cEd4TuSGGdZ15gAm9Bj3uPs1TawHcWZbPyMLJ8ONoh5X9YsWK+cEg7ky88qQ7b6n0mzCkJuRt3nHj3QC+5NXb6F3uJi3JmmdPjGCeb0X7i2C7MEoBZQydILwQMPnSp5gWB6s28YIJKV3qwUiqMgz7YMR/vmXLlsiDVIO0JO3vxOTryvSCADJZa3ANbh28lxlfrJND8IKyBepUzjfy+zq6/enppwcbsGt6cdNsvorUX7Hm/9BKa1G2kh2loBltfLDVwg07b5DdTOKk/9GBVQMXgHAZMZ3JhFMAWiRLVdC0F6R/TkR3s8u3D359KHbF1FaGlgUtt04dnloju/kIrtc1zM4+dqarF5YiiLceyX36yDzXO5aeqELDYZ5qeER8BM3NX9/88OrVq09V3PoKZvZWxT3apsOaewi+tKGGmoZTfHxo06YHQ0C8LEXqf1jxPbKTWDJ8HXgmlOArEoru+W8Dl0i7MTk9SusWF8SKdLIjkkKpRme2HMErSfmHBLPG20+64+aq7d7RmOmXDG0b/I11q9d9jF3ucYmU6TdmgCwrr6aNTLtowhNbtt74QFAyzrlDSqsnvbYI4tWkS+/nw0Hcs88+u3jPXfe8Sms13/QRjxeraY/XlmpeQdyotNj286vzEia1TUNr8344C1sTLWpv2jb4hjUrr/u44+heV5My70Udv2D9TB8kl1k7+xuELqgjlWVkGsg00AQN7L7kyv/dfekK3n3pCn8rbBN4ZCQzDWQayDSQaaBGA7suWcG7Ll3RMGZHDVr2mGkg00CmgUwDM9XArkuv+JM9l66YE1PYTGXM8J69GmjagtuzV2VZzZ4NGpBTLcQDwy3qK54N9cnqkGkg00CmgV8JDfCKFU1bbP6VUEAmZKaBTAOZBjINZBrINJBpINNApoFMA5kGMg1kGsg0kGkg00CmgUwDmQYyDWQayDSQaSDTQKaBTAOZBjINZBrINJBpINNApoFMA5kGMg1kGsg0kGkg00CmgUwDmQYyDdRp4P8D1MbnkMVTOFsAAAAASUVORK5CYII=)
Características destacadas:
•Volumen de aire y la temperatura son ajustables.
•Se pueden cambiar las boquillas cuando el equipo este apagado para las diferentes necesidades.
•Sistema de auto enfriamiento.
•Diseño anti electrostático.
Datos técnicos:
•Encendido: 20W (2W Con equipo apagado).
•Tipo de bomba: Diafragma.
•Bombeo de aire: Boquillas.
•Capacidad: 23L/min (Max.).
•Dimensiones externas: 187 x 135 x 245 mm.
•Peso: 4 Kg Aprox.
•Temperatura de aire caliente: 100°C - 420°C.
Ficha técnica