Descripción detallada
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+++2LLgXlJyCzu/fffj32nkg9+97vfFdQZDOoVkRx+220yr0GDSPU/bi3yowYNovU5uMYP11hDxjRqJO+cfLLMmjy5JLzdmdXo0aNlpwS1f7/TxV1j2xUZh5dUotJewuECs9H58+dHP85Z1ymF+LBmgA2TXz9XfFxaKUXYGsxPF028rAGRDYOMW9+kjyGUvrb90qVLJTSQoTTx3HPPRa9OmDBBsB/zy851WgcRDIS+2Jb38dhUjQHuVvuUHtP0a8WVPum2kbaVf6Qt9Z26wgE7Pb/tUGRxFXeQGPhxMFPCVrucEKfT4BJJxMohrdDnn38+c9ZTpkwJpuVLgVAe8usLtw2xiTN9QboW9736++aqqHbEiBG16sB3oP1J+wLKSeXgzDh3+OGHF9SH+iWNC6uUuHXI44/nNeeSxKyqqdinbVvp+/jj0YJwmg+3Vit5F4DIehkfjd9p0l5rh8CIdkXNnNxqsO7CALzxxhtLo0aNonOMcueWwFmjzebXG1X0cnct6datW3CG+8ILL7hVKXrO4HLUUUfJ+uuvH9WV+sLRnXXWWUXf1Qg6KDORiDPrefDBBzV6dDz66KMLcAEnREy+9l6tF2suGJB9XLlGDb/aAqIzjPgZFMGXI6LykOlCqOwMgoj8GGx5P+5HupjTuN8M63NMPHr06CGIQPkxMLPGhxH6iy++mL+vz+OOiPhx/OHirt+qzyH+8Y9/rBWPd37/+99H1dP+EqprsXsHHXRQQbrk5aYZ17eeeuqpYskXPB82bFhwMjZ48OB8XPpiiHOlvWi7kNar4sa39vLLL+fT0pPQkkSHDh2EyZIbmGyzFqp9omHDhrLddtsJjhtKDeSBUwS3nTknDybBcWGVIZK4W5u5996R6DSOg1Qfq/N32UUG3nlnrQ4WB0Ca+7NmzYqdgfiAF7vefPPNC1Ss05ShEnFCqtcQEeqXNTz66KMFnQ2CywywnBD68MC0V69emZLlAw21BQNNloB2H4bampYOAlzvv//+ESfupkc5mSxofD02bdq0YCBw39Nz8NN39Aj3oM7uNV41HEOalpRZ7X2LlZH1eK1jsSOEkrbQgF1g6B0UW+BKGFBDz7PcQxHHXQdm4hVSnCnXfAvuaN999y0or+4jq3U+9NBDC+Jss802JREOn6NTXJhIa2ByCO76TI8QNSZ8jBshPDQe44GuTyqxDy3RwJ374f/+7/8K8oXAlhtCmrVsfJ8UVgkiyYJrj+OPj+whUb7JE8kasSumHIhWp2yzjYx/8EGZO316Up2LPtMGJSIijkqsP9JxGGD9mWnRwlQoAtxiaFbIDK0UIhmyYeKjSBJbpKnKHXfcUfBxMPvLmu5LL71UkA5tQPpZAuuQIekBInfEqwS3v6CKH9J2RuNXlbSS8g9x6BDJUlT8k/KpxLPQoE0fT0Mk+aZDWo46wPpHJhmuNAitVj8O1yopoG2QmITiJN3TSRAiRZdzBS80JP13WddL065JeKObELKvZuxxAx6A/PxRCssa6K8h5Rn6qKtAA7eOuzg/T6Q9GtiIITSu6DvXXnutRo1Epb/85S8L0sNrkRtwvRea5HTu3NmNlvmcdN1tCrWMLKElhVWCSL574YXfa6W6BLLGaPlT7u2+u4zt2lU+W7Qoqa6Zn/3hD38oaFAFtpQjIjv3Q89coDJeQJ4f0txDrJEkaghlCbcTUq5p2bJl2ZxkCHN8VWYNIa08RIFZiO3HH38c+ZYMtbVvcO2WL0ToSYM1r6TAmgmain5+DMTlaE4m5VnOs9AaLfcQxRULoUmWX2/3moHY5SQZzN3nnMPBu4QtxLX474SumeRAhP0QIpIoqpUb4hS+3J2A+H5DAzwKbaUEuGS/7hdffHGtpBBfhyaI/kQfO3E4Wj89vVZCiQhc77lHJBJuuOaaa2rF04kL98sJ+Jp189XzYiLcqieSk4cNk0VNmkRrkSjkqF9VNFZnbLSRvHv99fJlgspxKaAyIJX6gSnw/pHBb2WKzBi4QrNC1nSyBjgFv35co+VZjriVAa5x48YFaSMiyRLwnoEfSL+MiLrTrAtqXth6+mlwfcIJJ9QasDW+HnFlFnoP0VSSU2Vm+CFxEK7XVGyleVTDMaS4BfFLE9DIvOqqqwRtUdZb+cFRMEkKKYRg+uASyZCWKVqT48aNy2ePGDNkdxtqG+6xjnbRRRfFLoeECDPEptzgEwXKgvjVFfXGiZd9wpamLHyjoX7mS1lIO4QVxM4PIbMl913aOyReR0Lg23iyxuu+yzkTxVLWXt1y/uY3vylIl0mASoTcuO55VRPJKRMmyIDttovErDgBwDvHuDXXlLGbby4DO3WSCSm9uLsVLnb+7LPPRh72/UYq5VpnQLx76623Fsu6Tp8/9thjwbUylBmyBsQToRkmnoP8BfgsaWOEHcIZBZwsAQfKIa4ZApxWOw7Hx4if/PIgYnTTYCBztTMZgDARCq0xkZauv7giWq0b90J2XBh9V1ugrCHj+7REMqk+IXG1ciO8xySIXTP8toGTRKRGUHyZHCqm7veo70KYIUBwTTgCiAsQaAze9T09Yh9ZblB7Y02TI1qYbghxsegTqDs4N27cuWKCcp2bl+Liiz1DvmlZZgj5OsVMJk65jbxgEkKTTsSq/sSVyZNbPs7pa+4kKa6OSfdDdqFIPopp91c1kRx95JGRmJV1SMSqk/faSwY8/3w0SBWrWBJYoWes2f31r38Nrg34DZb1mhmZdtBQ3iviXkh7jnqkNU1wywiRDCmn0AnLaZcQd4CGmytCc8sRdw6RDJlR+I6b497HSYS2sQ4gXDObZY1SA+tqePGAmKoWHkeI8QYbbJBPQ9PiSPw4kS+DP+u6bnzOffGW5r8yj3hTCnliKXe2D74hTtLdHQecQqJHxNmhpQPW/HxM9Zq1OTftOExRYtF33GO5pjlMnt309BwzKDeEiCT4P/300260oud8nzq5cfs2UhZ/whyaFMDp+0HHNiaPIfMt6sSaa6i/0N/5jtwQ4iSPOOIIN0rmc78PaN1//vOfF02raonkRy++KJ/XOB6f3a6dDL/vPllWRx5H0CILrQVphy3neD57L1ZB0A/DrQtckWsonbaYcUQS0QkEqpSAhplbNj2HGGPknSVQhpA9mau5F5ceH2ycIgI+O92AfaSWM8sRjjkUIDChdFhfrbbAPoSUVQcbLTeDTohQpS0/mpOalnuc4/i/RVrBvo3uc86TCHSXLl0K4uv7abaZijPNQWKBwX0pAcN6Hz/KRJ/3RZohIklcxL2snacJcGKuprbWnyOTNzfwjYe+IcxSkgJmQdiAu2knnWMO5xJJlIVCdujlEEnMtFgKCpXDFzGH6laVRPLdF16QD3M5mbbttvLhU0/JghLs+EKVDd3DqLbSjnS149MB0nbgUNkqeS/UcTG3KCXEEUlEsIif6NCIi9L+GFgRHdGJFTvt0KGZa7Eyh8REpOdygaE0mBHHeeTwuVAG7dDHrOVOOoZ2d6A8IRs80gFTZuhp8XTjYaT+ah1s1AzXEdLIpLyImrOWF81Nyu1qpGpfYO3TFeNjZhPy2oJZUlxADA6OlE/T1TZCElDMDCDESWo6cGEsCbi4J51rXVkDDZWHAd0V6VOnOCLJ+zvvvHNkb4qJF2u7KAL5+dMebOqsdfaP/v6VtG+obIhCiwUkH4qNHv389Bri7IpRWZ/UZ+4RfYqs4wrx6TuKs5se57jggygXC1VHJJd+9pmMPu00GXDOOTI3tCN8sRplfM4sBvV6bKvwy4l9DlwXgwvyatTU4wYDH3T3GtFclvWCjMXOFB1DfEw93PJxXqqBOuJPP61iH4MfP3StaeiRWboquqhIp1jFiceOBKH0MRoPBU3bF7NqORCh+iLfOA3WUL7+PTQB/UGQcoXEzVoGP40s16VIC0I4uffALGTLlqVccXH9OvvrnHfffXewfYttoMuao4rBNQ898o2r5yS3nnoOkYYQ+mXW9/37aa/99yEGobVRpCCk6cePu5c2f+KxluhOQqgzZfDTYNLvatwqNqHjdSk3YPf3wUT07ecbqrMfp9h1KI20SotVRyTfvPZaGXrEETLOsxEKNcSKuMf6EYOnztJUCw8PHSHCo41Viv1SXdUnjjuiI5cSmJVjOqJ1rYsj2JYixmLwVkUNt1y4DkMUFBdwfRUa9DGm9suBGQ/KD1dffXUt7UxXU5O9RdGQDk2w4Jo/+OCDgqLEicLcemQ9x1RHJwEFGZZ5I4kzyVrOuPihPopvUD8+ZUmjPY7oWgmlnwYmTHCMcSGJm/PTKuUa7tjn6LQs2DLDsZaSbtI7MAKh7wJtVP894mYJIUUdP02dBGu6cVq8/nvlXjMeuNrDmn/oWFVE8s0uXSKPOmyAPGfjjaX/IYfI60ccIT0PPzz/e+OQQ2TIeefJ1HfflSWLF8uC+fOjH1tFLa2wKUgIML2H8gANykfHjISZF5wKnRyiVEytWNNZEceQijmihlJs73TAhQNP0mYrpxOj7l+KQpFiGTJST3KXhwZkaM2WOpQjqkTrlXXaEBZ+eZBkIPYLzXhD7yfd0zRQbsGRdV0F1opdgqP5JpUtyzM4xpBd8UknnVSAqU5KtX8m1TlJCsDkV7Ut/bQoC3aJWodK1hdpBZys5h0qP8pSITMuLU/WI31eCaRbVyaM/k48pI2HqSwBJSHMpZLKhXs8DcQPfbtJ76d55rYTE1TamIk+wa23lsM/rnQiqYVcMGuWzNthh8gOEntIvOrMrvGkMwei6fzYKHlqw4YypEkTGda4sQzdYgsZuumm8tH++8u4hx+WEQMG5Pe1G9Krl4x5771acm8fhEpcQzTRNGOn9FKVVypRDj8N5P0nnnhiQUdF27XUoG3GzLp9+/YFaafpuKE42BEy2JUzsLMGHFK8ufHGG4PVpS5xxJ4PNiQWDSYUcxOlgVBdGXDctRhMEELxyrmnhCOmaBW5jclFpTxSaV2RBMTtkBNno4sNXNoAtxjyOKP5873E2aUykJNXaMsqfT/LkSUF9AVCItZQfRC7hpSWsuSJkiKaq+r0Qb9nzS9uXRCb06wBwu5OpNxyIrlxOXe+B/d5Jc+RTLFO6/qm9esdV7eVTiQp2OJFi6TXwQen3v4KAjrZ2QJLt8LSo+52jqu6RbmcDChRrBgHmn+fAQ4lDtYhfdGcH3dFX/Ox4/QZpRU+RH6UMY3rsDRlpWPT8XChpelnPVI2Pv64gSlNOTQOCjV8mH5949y6MblhnQVM3HJTH3f3B00/65E0fGyQOCCBcJUGOId75plbjlLOyQ+PMZXAM219MbT3Mcxadi130uDF8gdKJS5O5JtVcgO3FGoX+g2KQUpA4urPZKwS9cUZe9aAhAIN6az4Ujf6RTHtY74Jt268B954/Skl0DZuepSbaz892h1LA5657Zu1nn580iuHcakKItnv+OMje8i8T1bP/VzW+0pAp+27r0zp0ye17LlYB3A/XmaUNChrczpTQgxkwRAwBAwBQ6D+ILDSieSMt9+WBeusE7mdy0oM/fiIadkJZGEuJ73320/mOaYjLoErt/mYqeCo1zWOxb6LGZ4FQ8AQMAQMgfqDwEolkhNGjZIhW28tM8rkHJVYsob5XosW8tpVV8mslAa2aZsSjzysL+Hb0ZeVs+iedg+9tPlZPEPAEDAEDIGVj8BKI5ITR4+WIU2bCpqsqqijxC7LkXdxer4gl5OhzZvL+Pffz6NaCe4RxQ38bcbZ3kEwSzXKzxfUTqoKAfpNJfpOVVXKCmMIGAIlIbDSiOSojh0FLdUsBNGPC4FESWfMD34gg849V6Z/9FFJIIReQhWbBXy8Nvico3tdihf+UH6VvociCCYq5XC4qEmz7tq7d+/8Lu8oKal7NxbDUdioFEFJSgdOHpsqlApKDTgEcHeJ8NMhDyZEGPujHv/KK68ETRD89+zaEDAE6i8CK4VIDujWTSausUbEAfqEL8s1YloIZZ+HHqpoC7GrPe6SXGIYOsfNlXqqSBrgK1q4IolpOe69996o/Kydlps4KSIAAA4xSURBVBogkNQbH6+4o8LdFWYFupMFxu/YUykGpeTDu2yhg3vApICfS7SHk7QBte5x6SANwE1VKLC9FTsSYBqDKzzs4TDexuY1KRTLM+lde2YIGALVj8AKI5I6mMybOVOmtmoVKdiUImblHbRXIy50gw2kf0Yv+G6TaJn0HurReJVwFXJ84qiGqfgphdOopqD1YRNR7ILw6Xj22WfXKiJOAFABx1UZxuCoYceZCmDaQf1xaxcK7LqAvZhyd3CepMkPFXs3kCceUSCGmGmokTh+HsmDjVdVNZ0yoj2MvZYSTzhA7FDV2BolKZ6jig/XrOlBdDH3oAx4KXHNLLC/Q8HKD6TRvHlzOfroo2vZLmJKghcWdS+I+YHWAfwoJwEzGIyyyQsHDeSv5iOYEkDY4VK1frQTz3lGHYjv44WYn7rzc80RyIv2oiw8432e0wZgxrnvSQRMtG/4dbdrQ8AQSEZghRFJLUavTp0iAsf+kFm4Ro07JZeLNGGHn3KKzJwwQZMt+cjAgviQAdJ1hKvE0CeSXGPykXWLmpILWMKLcD8Y1LMPIfVSQkNSONeGo8KuE04Qbgkj2xA3+NJLL0VOoeO2EsKoeq+99opKCHHgHP+WGGNjsAxHToDYkidECmcLyqEx2OMeCkwxSIf7xT6qXbt2EedK2SHy7F/He+z1SYDTw90bxs24I8OzDHUkPZxHs30Re/TBGZKvElDSPfPMM6M03D8crONUmr5AcAkKkwgIFmWAkIIbkwP6AG7oCDwjH4y8SQvnBOCPpyMwoexsn4WbOgIEEWN2vKdQR+LjbUcN6CF8OGmgXcCHDXLVzyRxeBecqT8/dmvAMxDtxDl7h2pgwsT72MpaMAQMgewIrFAi+dpll0WKOuwPqUQv7ZF3cBYwb/vtZcDtt2evaeANiMAZZ5wRDdIhYhh3j0GvWgOGv5QbggLnwrm7meoll1wS3YMgEdjPDpEpBrdugLAweLMVD1tE4UMT/7V4roErIjDoQwjhhCAerocXtgiDABDwLgMR0C2izjnnnChPBnXlVtX9W+fOnaPykZZyV7ojPFshsQP6lltuKawF460DH6hcY4gPt4lIWP2iwgGyOS/cH8/x6OOvScKBQaA7deoUlTX0x7ou9WMnBdapCWeddVa09yNcKB6CwBlRLdw05UUaAaHU3SXwqsL6NgFxNfER6VMH8Nt+++2jSRocKc4NmAgoF4znH8pOgCjyLi7b4KrVAw11hbtFwoHfWAIcO+9V84QuKqj9GQJVjMAKI5J9b7gh8qgDJ5iWMGo8xKvYP0475BBZkHFvQbB3OQMGRQZ2FDNCGwczACX94E50EK62dmXQhPtggGZAVy4NQkhA8QWOhvU9DYj9IGYM1G5AlIjIFpwQiXbr1i0ivN27d48GZ4gN/l/henQfxLZt20bx4YIgTuQPQYXbY31TA4REfTbef//9EeeohFeJpFseuCHahLhwa3DAbqAMECsCdWMdFscOcLQQGPKDqIKLzzEjYofbCyk4qTiVSQL5uw604Vy5BxFkiyvE9Cp2RjLBps9K+CkXmEDgCHB2iMKVc+UeExmkF4iIKQvlpQ7HHntsRPjAmkBbga0G3MJRjkceeSS6BXdLG4MfWtc88+us79rREDAEiiNQp0RSidPCmTNlfqtWAoHMug4JB4l7uTeOOUa+WLq0eI1iYjBQMGgxo3f3oksSqzLAuD84LhxRV1tQnOHyKC9uu1izY02NwRruioArNJ4rN8Q9lGbwGuQHCC4ixXPPPdd/FF3rJskMxhBO0mXwh+DAfXKEYME1QdhCAeIFF4iSjAbqAM5KNLkPt4QonLKieYqDYg0QFV3rg/tiOx+4YogYviERaRLY7Zw0lPDp+0x4EF+y64Ef4BYheNSD+rHOqaFr164RYYRwIu7FkbMG1nCJ726vBaeIKJiAwhdbsbnhvPPOy4vIcYoOkaQO7EADcdc2QszKBEiDEknlWCGW5I3IlXrpfY1vR0PAEMiGQJ0SSYrCTh39Dz004iKzrkNG3nNatpT3u3TJe23PVr3vY8M5IiJl8Cjnp2tQpZShrt9BkQOi4Dt6Zl0MQskAjykH5+6ecHA4yqW4ZWTwZw1O18ncZ5yjaIO2KeJC9vsDV1fzVLkoCDNrkKr8g+IJRBvCquJgCAIBwsiGvao9q3nedtttERcG4cdxA+t+Gti6DA5NRbJK7EgbLpI1OgLrtKw7hrgq1ioRUyL6JSC2hHCzATDlZB2X+rH2SEBMz7WWG8KMkwkNcN0oNCkecIzUS3f+IL/NNtssz70///zzst5660XibESllFt3Z4DjRmQKx4unJ0S47h58bIBNWSCmBOIw8UA8rOJuLZcdDQFDIDsCdU4kp3XvnskvK5wmxBHnAG+1aiVTR4/OXquaN+CkmHWzHsZAUs6PgVk1FksuUB2+CHcI56eiYOUudUBnsIXDYmNpNyAmhLj6gTVLBlvEfRBedg1AfKlEky3BdJdyxLgorrD2iLgXrFjnU64NQgw3xDM4KBR4sLFE0QYC06pVq4gAQaQgVhBWDXC0cKhXXHFFdAuRK5wWaWLOgfibZ4h/IYhoo8J1sZ6KOJ1yII5lX8W4vfrADoIIAaLs1IO+onsZUlYIG+WG8EDgyAciSPk6duxYa60TIulOqIgD90v/gSumzBD7Nm3aROY1cKJgS4AoM6mgTRBXww0SFyypO33Z3eKM+GChBJk0Tj311Kj8OPC2YAgYAuUhUKdE8oN33pHJW2wRET1dX0w6wmminPNBw4bS89BDZdL48Zlrhwo8s2kdJJUwZhGr6jt6ZGDU9SYlPpkLVscvMIiyLudzSmhmIpLkPoO1Ei4tDsoxromB3uce6UEgUEzhx1oZaRFIRzHhGk6WtTu4Hjgm5YR4BmeGuJNncHqUiQCHxTO4XESvpAcH65owgDd5uukhAsWUA0UYyqcBrgplGAg/xAjOlPqRHkosSW0HAWM9FA7sgQceKPDDS/ngRhGZooCkIl7qwDM3UD+w1kC+qoQDFw0Hjpi6S5cukWjaV5pCZMrEAMUo2gCMSIM8wQJuXAO4gL0GnrEGDAYWDAFDoHwE6oxIjnrvPRm22WYR0UsijO4zXNSNXWcdebfGdCBL9RisEPuhYajEjWM5xFHTYd2nmkPS4F/X5V6Rea/IvBS3rHm68d1zTY81XvoVXLQfQvH9OEnXEEscP7Ae7O7Tl/SOPTMEDIFkBOqESH62eLGMO+CAyNxjYs0Gyi4xdM8Rr6LQ8ykbKe+zjwzr2TO5xAFtVdZ00MKsBEFUwqhHRHkQYAuGQCUQYMKFzaPLhVciXdJgzRSR8xNPPFGpJC0dQ2C1R6BOiGTPzp1T+2Vl/XF8LicjL7lEFsyZk7pBEKGxlsRakRI0jpUklK4WYbmz/NQVs4iGQBkIYN9qfbUMAO1VQ8BDoOJEcsrw4TK1hjt0OUb/HNMOfK+yBvlGjR2fV7bYy+eeey5SuXeJY6XPWTdyFUhiC2MPDAFDwBAwBOotAhUhku7MdWjHjjKniMMAdQ4w/aCD5IOXXioKLumz3oLWIEoJlSaIfnpoWCLCtWAIGAKGgCGweiNQNpFUAolW3WtnnRWtL8a6natxTg4R7XHmmbU0MTWdUHMgQrryyisjjT3U8FF5x5RAfyjroLaPJxKf4JVy7bpxC5XH7hkChoAhYAisHgiUTSQVpjfOOCOyh4RLjFPWYe/Hha1by8h77qmlxq5pJB3VSXVcHJ7jvgyflpgb4CoMwur+rr766siGDLu8OOKJaUFI8zAuX7tvCBgChoAhUH8RqAiRnD1yZKSoExFIX9Rao93K1lZ927SROUX2DaxrqLEXxOAejzAY2rs/DLNDPjzrukyWviFgCBgChkB1IlA2kZz58ccysl277809PAKJecfUXE4WNWwoI089VWbVOKGuTij+V6ok0e//YtmZIWAIGAKGQH1HoGwi+cFFF0Vaqr72KraPrD0OatRIJvfvX99xtPoZAoaAIWAI1EMEyiKS495+WxZsvnmtra/U9yoc5NAmTWRY3771EDarkiFgCBgChsDqgEDJRBLiN3izzSJxqirq4HsV5wAQyl5du8riRYtWBwytjoaAIWAIGAL1FIGSiOSMiRNlzJZbymxdg6wx7cD3KmLW/k8+WU/hsmoZAoaAIWAIrE4IpCaSrjJL/0sukfkOgYQwIl79+IQTZJyJV1en/mN1NQQMAUOgXiOQmkgqCm/ccYd8yC7tEMka93NwlK9dfLE5AleQ7GgIGAKGgCFQLxDIRCTHvPlm5GsVpwBos+J3ddFuu8mgu+6qF2BYJQwBQ8AQMAQMAReBokRSxaxsFzWiQ4doHRLiiLi19377ycK5c9307NwQMAQMAUPAEKg3CBQlktSUXehfO/30SCkH5ZwRW2whg6+7ThYtWFBvgLCKGAKGgCFgCBgCPgKpiOSohx6K/LLOzeVkcNOmMnbYMD8duzYEDAFDwBAwBOodAkWJ5IzJk2XuNtvIklxOPjzxRJk0bly9A8EqZAgYAoaAIWAIhBBIJJLTp0yRATvuGGmzjr/jDvl62bJQGnbPEDAEDAFDwBColwgkEsmxxx8f+V815wD1su2tUoaAIWAIGAJFEIglkoOfeUYG3nCDjBo0qEgS9tgQMAQMAUPAEKifCASJ5KQhQ6T7LbeYc4D62eZWK0PAEDAEDIGUCASJ5LIFC0TtI/WYMj2LZggYAoaAIWAI1BsEgkSy3tTOKmIIGAKGgCFgCJSBgBHJMsCzVw0BQ8AQMATqNwJGJOt3+1rtDAFDwBAwBMpAIDdzxgyxn2FgfcD6gPUB6wPWBwr7QG7c2LFiP8PA+oD1AesD1gesDxT2gf8HQhabMP0CYXQAAAAASUVORK5CYII=)
Con la idea de brindar una manera fácil de saber si el sistema de pararrayos ha recibido una descarga y para cumplir con las normativas, TOTAL GROUND diseña y fabrica el contador de descargas TG-CDA.
El contador de descargas atmosféricas, o contador de rayos, es un dispositivo electrónico diseñado para detectar los impactos de los rayos en las instalaciones de protección atmosférica y permitir el control y la verificación inmediatos de las mismas.
CARACTERÍSTICAS:
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)
FUNCIONAMIENTO:
El TG-CDA es un contador de descargas atmosféricas (rayos), cuya finalidad es detectar el momento en que se produce el impacto de un rayo, para tener un control constante y fiable de la cantidad de descargas que el sistema de protección ha recibido.
El dispositivo registra cada uno de los impactos incrementando en uno su contador electrónico.
El TG-CDA se instala en el bajante del pararrayos a dos metros del suelo.
La instalación de contadores de rayos está indicada en las normas UNE 21.186 y NFC 17.102, que dice:
'Un sistema de protección contra el rayo ha de ser verificado después de cualquier impacto de rayo registrado en la estructura'.
Ficha técnica