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años 3500 AC                                                                                      

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Primeros pasos en las telecomunicaciones 

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Primeros pasos en las telecomunicaciones 

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había comunicación a partir de signos abstractos dibujados forjados en piedras o murales.
link de imagen https://s3.amazonaws.com/s3.timetoast.com/public/uploads/photo/12371010/image/9db0e2b14d875d1702182312ad176a3f

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fueron creados los telégrafos de agua que almacenaban información detallada y luego se transmitía por señales de humo o fuego.
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este dispositivo consistía de una columna con un 2 brazos movibles y un rayo de luz atravesada la estructura, con las combinaciones de os rayos de luz era posible mostrar diferentes cuadros que incluían como 196 caracteres
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https://i.blogs.es/21c3d4/telegraphe_chappe_2/1366_2000.jpg

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Principios de las telecomunicaciones eléctricas

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Principios de las telecomunicaciones eléctricas

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uno de los descubrimientos significativos fue el el primer teléfono con posibilidad de transmisión de 90 metros, inventado por Philip Reis en el año 1861.
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RADIO
el ingeniero eléctrico y Premio Nobel italiano Guillermo Marconi, realizó la primera transmisión de radio de la historia.
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televisión
los primero experimentos de televisión se iniciaron en gran Bretaña, pero no fue asta 1936 que se realizo la primera trasmisión de televisión publica.
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Imp8D9LdxSc9pGHKCyx+dUHheOS3mzpmzdAunpm2ol+I2Tvbf2T9KDoGK+lY3UKAC3mEEqGJjnBO2nOK5xxbErcvM6mQY/IVDgrqB2YgzMqAAcx1yqwOwkrMToCI1oziPCTYQG42W6xzd2Ncqnk2vgYfZNBA4At24G+ck+eaPwAHvXuGvEa66EGROnSjX7trNox8KnTaTPimOrCgAhKTykwOUjXTziT8qDqeJ7SWjhUvuruVItt3eUESGyzm81Yewqfs/25wTEWVw19mZp8SWWjaSTn0UAEz5mqv2V4e2LttbByoyG3dIXMVIIuW7gUbkEEb9aJucAOCVzaz3FaQ13IVygRKFZJQSZk76elA+udobb4gtdtg2lY5QoVY5CYHjXaRvoSOlOMLxHD2iuJFu6S2YFVNvKhPxKQWB8xGkbSBXOVuAA3CTpMAxBgASOvOPUmmeFxSlMtwxadR498rCYYCQSQdwYMSJ1oL3f+kOyn/sXtPO3/AOdJ7n0okOYsys+ESAQPMyQT6RQWI+jq4wDDE2SrRBKuJnUH4jQ136LMSNResxpsr/yNAzx30l97ZuW7dgo7IQHLhgJ0mI6TzrmfEsQzOssTBET60043wZ8Heaw7qzBQxKyBqJA1A1j86r+OuwZnlNAywaLnUswEk6TG0HnprOnpVu4SAe8RiVzW3U+hBBNLsHwm27GFEe9NeLcNSxgnvW/C4ZVUbr4iAfCZHw5tRBoEWAf92qg6lTAP1lOjFW5MpX4SNRSm8irCjkJnyGi/MkE/KjMM5RFZgxtOSyERNt9ipJBGViI8xlO4NRY+3LExHeMW8sqwq7mRz08qAvhTE2lnfxc/vGPwr2vMAwNtT1n8zWUF07V9h715Qwu20VDJkOx10HwiaQL9FOJKhmxVpVJEZlcanQaGI10rqycQuPdZFtkIpZS5mCRHoRrMROw2mRDisVaZnttDFApfcBBEqM3WRm/xA0HzTxPAmzeeyzKxR2QshlSRoSD0qLdvKpcdiBcvXbg0Du7j0ZifyNa4dWdgiKSzEAAa70BGHm4BbKz4pDDVlHNf4efrXVOwnBHW5h7jFSAjN4tcrkA24WNgrqZncfIB9k/o+uFu8uugU+HIMwaecEiCPTpvTXjXaG1gbd63bYFram3ZUtJDbKNTMKSWP8NBxziakOcxlhMkc2mWPvNPLuGH7Kl3MjB3VBB1ViMxDDkQoPuKrrOPM7ev9xXi3DAX7wMTzEgH8aA+xcvZVTO4Q+NRJgxKZgCY0IYT5GiO8KicxdjzPXYbcqNTCO+E71SCmHtW0PUtcuM7CPulxJ+6POlNt+fMCB8xqf760Fh4DijbuoSSNQDudK97a4wXcXoZhAv+Wf1LUuwFwyI3JVR6sQJ/P2oPHXM192kZTcaD92TG2u0UDvAv4UH3RXrYa299syK3gQGQDqznX1CKdaGwjiFjoR+JovBNNxz94eyoB+dw+1A1vcGw2R27lAQpO0Rp5VrguBYZwAbI+PEbFxolxkUaNylfaiXf92/8DfkaFuNd/Z7hs/GO8Ij4oe9cLZfvQlBX+I4+1hsR/wDZIFdPD3ktcIY6HIGJAI2mJ1MU84Bwe1cVbl9O8uMrG5nJJDd466id/CZJ5zQnY7GC3etvisKhtqwZG7sKwKsJYEamDB10MVYrFnu8ViVIiblwg+t28yx5FTPzoFXabh1pUJRETKLeWPCoBco5IGn11Mxyqk4dyxy5gATOpIEidZ28tatHb7HMMllQQGUszdROi+6A/IUi4Dwc3jmZstsMATzJ5gfIjWgccE45+y3FNtSBlQsUdgWYb/CwBQnkZiur8E4grXEvKpy3lGe3qxUtqxO+YSCZ5g1yntDwJLIW5ZLFI1BMweRB/wB6uPYDiH7Rhms/XQnLqQYMkAEbaq/yigsfF+xeFxLM9pjZuIQZQAoSdZyba+UVQOPdnb+GzNcKsnJ7bAqIOhKGGQgmZ1+IyaccU4K1xGzFg/MyZ/MzNVB+AMZAtsSIhu7jNEkgEEySNB5x1oHHZ/iLreRc8gk7Ox39ND6U+x3a25YIthjlJmJIjkYO8a1TT2fe2QbdzI24EnN6lIkevl515jOIqFCX7lm+RzRG7wf/ALFZV0MaNPpQOcVisNeY3LisXaJbvH5AKNyeQoFUwiNKWlY6mXJuH/qJFVq7fGmT8T/QVGuKIOx9/wClB0Pg5CklQBOoXl6DpUPb7Fxh7Vn6zO1wgcgoKj3LH2qmWOKXlP7vfp8VO8WruBculXcgAgEALyygHcA/qaATDuVw3dvBV3JUa+UyY8OsQR1qfHqz20ZtCyIB5AAE/Pl56mi8NeJTuxIzGCAQd4By6aGP0qXjdqLh1OQEKijWD8Inygk89z0oAcE6hAAAIkcuRIrKzCKMo05n8zWUHaU4mrsUZMlzx5VObVA2UPOWBpsIO/Oql2w4xZTC31ssshIbJlIVss2w0jXYjy2qw4llsI8OxJJJL3GbUyV8RExsI22578h7eYk3SzyREKRmBDSQRp5GRrrK0FJCk6Ac4A69K6X2W4Hbw4h3y3yyA3BByZiPCuYEAxOsc6qfZ7hbEi+dMrKEGhzGQGaD9VQSfWKsvFOJd2e8thQ+bffNodT6Gg6jaxy2ilpDJMT91fX7RmdddSTvXGfpL4eLWPYb57dtpO5gFCSeZOSSepNXns/eLIlwmW5k6knr+NafSPwRL17D3XVgGTJmXSCGLAbETDyARyNBxx1AO+mnrXqgwXCnKpALcgTJEnqcrexoztFw4YfEvZV84TL4iI3VWggcxmiljNQX3sFkupdwtz4bylSehIMN6gwaqKKVLBt1OUjzEg/LSmvYnE5MQnSf9qzieCY38QFBP765Ajfxf7+1BrwS33lwnlbR7n+Ub/LSgXgrprEH4SNq2V3tNdSSrANbYjTeQQT0IU/KhkLDY/j/AFoDcNilVo5f0Gopxwps2duRYge5/TL7VXAZ+VOeAYlVQKwjnOux5aetBY3bwOPut+RongDg2y3nH+r83NDDF4fKR4pynk3TzrOzWMtLhrYYNnIJaI5kxz6RQMeK2g9tid1BIPSNSPSKi4WTcQXCZe0ndv5pM23PWPEhPQpRL4y2ylcjagjlz061X+GcRuWXN22hZR4WUiQwYCVI5jWgTdumJxC9BbWP8zk024ZZ7vD2k2JGc+reLX5GPlS3Hh8XfUvbyIoBY5WAjQlFJ89I9TUmP4hBJ5D+4FAT2j4zktC2sFn/AAA5/p79KF7BcbaxirYkZXOUz1aMuvQsAP8AEarGKxDXHLtufwHIVrbYzoYPIjkeUUHYuK9sicQ9mzhgHzETcIILASIVRJlQSPF0qs8W4zctyt+6Qf8Ak2YQxqYYjVVk8yfQ0s4r2va547VsW7rIq3LuhckDUJ9gee/pFVcmdTqTqSdz1nqaBhjOKPcBURbQ/UTQHzc7udeenlQlptQJgfl/IVFMVkigcX7NxIBC7cx676Dp57itO6Y7W1MdB+dBWMW6jKDKj6p1Hy5j5RTDD8XUAghkzRmjxDQgjfUagdaAjh10K+W4rLodANQdxppTxGt3WyKVkg/EI1/GtsBwK9eVbgRU6XLjNakaAHWGPtrypv8A/T6atfx9pAkSVtg9NQzFc241igU28GUYSykiCFUGSZGkzqfX3qw9qeAXFZ4MAQVg5tJnWIZZM6ZW9aOwnD+HW7i3GxxOTKZJRFMGdj4uXLlVlvYrD3UMXw06yGUEDaef40HLMFZuZB+7u8/hAI3OxG9ZV8/4NaOpuH5qk/Pw17QB8azi69w3S63CBbthoRRAIMgnMYUnaNee9c443buXCiXCss8QDsurTrrOWdPSrt2jt3Avd2pSAviYhmAzEwYBkmN/PXzpHGrsXkUgFRqARB1JJkegMUDGxcUqMq6IWXX6okyR16T60l4jfUqADmhiAdDOk8t996OvXyq+GJEiAZGp3j396UcRcaBRA1MescuVB0PsNezW0TzHtV64rxWwtxcLchgVlgdY1GT0Ok+1c6+j3C3Lqv3bBHylUcgkKxBhiOcGDHlS7jXZfF4JjcvYyw2Y5szvcDOecAqSW9JoG/b3sAbjticK2dyAXtHQsAIBQ8zAHh0n135guDaNRB1BBkEEaQRyrouA+kIwqm27ZIllEgDr9qPlTPieAt8RtDE2La59dcpHeRuA4IUN5NPyoOYcKburqP8AeFMu0kjE3ArABnLDeddSD11NNcf2eZbaObF4BmG3ig81hZKtH2spqycH4RdukvcwTiQQtxhkgER40uQYlRqs8+tBzVbO4+sWM66aSOnm3yNDCww2B9jV7452MfD3BczqlloCwy3GznVgcw2358qsjXbNpVtgwqAKJOZoHU+mlByfD8PvXDlS27MdNEP57AeZq78F7JC2A+KYExpbUmB/EwOvoNPM00s8aQkrb112UT+VRcYx7AQ4KArOsFvksyPnFAa2AwjadzbjyUL7EQRQ1jsxh5/dhl12LkgHyzTpS/h4wuXXEXwehFs/iF2pumIw6ghblwmDBJQb+UUFLu9ohauOnd5lR2UMGgkKSs6gjWJpPc4rDO6Z1LPtIjJGg0PxAxyil94ZWZTuGIPnBioyaCwWeJ51MtqOVJ8fic3hG3P9KEIrygyKmwqSwqKisCvinzFBmMsZSDyaffn+lQCnv7KLlorMFW3PLQke8xSO7YZCQykR/Y12NB6K8IrVQTsJ9KmWwdOc+1BJw3Cd7dW3yJ1I5Aan+Xzq+cH4Pat/vAoB0ykyWEgzqQYPPSN+m9X4JadbmZUYjnlE78ojXXpVlfiBa2QwuqT9hH06kHL15igYPZJuC4CGEQys7Ec/EGymToB7URet22UAAGeUIRB2O4+RPSkQ4hlQ92tz4pgh41MudBvGvzrZcambvA0zbyeIQHAkg6rz050G4twGGZwMz7kDzGVQxkAGPlSzFYWSS5DGTAKzAOpXbXUb0TjMYXTvE00JjdoymRo+hGnLUqKXYm3cATQmIB5Zhr5R/vQO+H4y6LagXDGseN+p+9WUHg2OQTpv+ZrKC28SwLNfVpBtJJFsq2jFiQ0EeODqOmURXPeN389xrmYkBgNZnbLJnrB96v8AhOJC/b7xRBltJlgRI0YfV10HQjauccWuDPdQTCvoTzysy/6h7UExfVmg6qBpz8/76UHibROZuQjXrJ0HtJ+VT4K+uiurH+GP1orjVtFtIVVlzP8AWI1gHpPWgtPYjj64PBYi8QGZB4F2zM3hUdYk6+U1z/jHFbuJuNevOXduuyjkqjZVHQU9sYI3OHYhx/7ZtufkwX8mPtVRY0B/CsNcuXAluM8EiXRNhsGZgJ8pro/YjH3cPcvWL2ZSUF0q8TKnKWH2hljUaHITyrlSXIM1aey/GVw5uFlGeEyFgNACQwGnNG250F57TPhsQiXTcaxcBhb1uQ22z5SCyjTmCOtAcDXixKm1j7dxYJk3FuAACfELi5wOXqfnVex3FVxF7MtpUQKAiKAoAHMwIzHc+oHKi+zt8reybqQTHpv/AL8qB7x3G3LuTD3soYkLmAyrn7wI7CDGUAGGG8toKqWGxVu2x72bjgkHMZWRvAGh1561b7HCsLed1uPcQOAbbyQ6HXMhDDLcXYzqd9aGxP0ZGC6Yg3ASTKrB5x4ZPLp7UCm52tYLlt+AfdEflSHiHE2utmYmes06xPY3u1LPdCqObMoH4ikItW1MKS3mQP1BIoIVxUbGpVxzdfxou33REOra8wV09lH4iixwDDuJW46k7fC4+eVQRQVTFGXY9TPvUQqw3ezbFmAuAx5GY3E7VA/Z24NMw9jQJa8ps3Arg+sv41GeEMNz+FAvtoDueY/rRWHuKG3gTz296nTARWNg6B1hkK6tAzqwMHSD8JJ9NaKc7ox8JhT+I15RBFVlEe3qpPQjkQdwR0NNLePDjYqwCgjdYE+IHlryoI8OxAoRLeuUbzp86PtoVWYEnWKDxGJRXQjUqwzdInUTz+VA9wOEY50LEiF8I1IgkcyNZI1ExNFNfuLGV5lgseJTvBBBGg6nrRzutosdgAmnPVljTkdvMg0DgnL4dcw1yHw7ExMAEbCAI660BRa7bDsysy/GNNdpYGNCCOvU9Kke4oQkjQKpiNYgjXlEflWKQsn4CBmMaRprJWOXn+VaYwtkRg+isrANBED7R+L4dYnagFxOGU3CmUsSsgmI0OsHcbjU+VKTw5Vk7SSQdt9Yj8PlVifFBl8QBGmqvqToDvp+P9Fj5bdvRpy5pz6NzjLuJPQGg34ZhSLYkzq3T7RrKI4Srd0pyjUsR6FiRy6EVlBYbXChctG3bYoCylY2OUq3hcQeUb7sdZmqRicOr3McpiUW4666wlwE/wDTv6U2P0g2/wB2Vs3UyMzFFdQpLcgY2HSPPfWq2eMqWuuLbTcS6nxQRnHMgagNr5wBQR4G4ikElgPtLDEH+E6MPKmfaLH2rlm0qAZ1d8zKrIrKQuU5T8LTMgaVXsJcdXByZvLX9KIxl644XOuXUwIjp70F47NgfsV23A/fW3BnkArCfLUjXzrl9XbFY57ODVV8LMpXUa5SDm0Oo3XWkfZ7gxxGfkFA+bGYEnYAAk/LrQI6Kw511MT86acc4KMPHizFttAOUsdz5e9Kk0JGlAZac5pFOeA4zJeLtqAjfLUUitGjuGXwpcnnbI9yP5UF3TtCEQHMI6sP5bmh8fx27bwy3LbslxrmdcpIhQToZOoOs/0qni6TBbYagfrWl3HXHGVnMdP79aBhjeIM9hi7M7lz4mYsSCQ0EnfUmkrPW19/Ao9T/L8KizCgnW7TPAYojST1BG9JqJw10qQZ26cuYoLv2KxIGNtW7njS6roZ1BBU3B7Nb+Rq78V7JKRmsEfwMf8Atb+fvXL+GYhbOKtXVbwAlgJ2JVlI/wCoe1dMwPaZWjxA0FdxXA3Qw6MvqNPkdjWtjswz6scq/j8qsvGO0SJbzZiDpp8xQnDu0dq5AcCfb8qBPc7IoQfHB5N+U8jSHiHZq7bkiHA+zv7fyrqtq2lwSjj50LjrfdglvCNNSJB+Y+dBw7GEqRp61HYxQRtfGvkI1+f5V0XjuFs3Q028x+qfhPLcjWPKqLieDAE7j+/OgDx/E82iAqOZO5/lS1mMEUzbhyjma8bhw3k0Fkw5Us8aic7CSdcp2nfXXXaK94feyppJMrI6DwqSCBygH50lwVxrZMyQwjeI/mNtKI/aLalmLHxEDUaROpOmkAnSge5P3jAwQVCwTPhJYkwT8UkiK0VldchBCiUhhEwcmsxqREdKGXG6xoNBqTOpljl8xpHPWst+NWV9IaNSB4tCrbTJ06jegltYFEvulu2cxSSQ09ZBJOkH32NZh3LrLLB2I6Qdh1PMe1GpZXJ4RJZyTlMAHMSRPz2iD86EvOwLuzrkgEECCNwTHWR7igkwFwKgUsDBb6o+0a8pjgrKFAQgbfWd9TXlBUbXAgNzNTJw4KdvwqyuiCJP986gJX+g/v8AuKBThSNdoG/h566fxHkBrz2k0R3NtmlrhfI0MQuZR/8Ajtx/6j6a5dB1qZ7VotmKDNrrtpsQetQti7Nv4QB/CPegQdoOIm9cEAqAMqod1UTAPKetOezvELFi0VdmDEyYBPly8qqweHY+e56fpWNd1oHXaHiKXmQ21ZQmYS8SQY5CY2HOkCLqaIe8W2BPoKinWglAit7ZEbazPl5VA1yvc2gFBM7k1p+v61GHqSzrryH50HuJgBBzgn5TA9sp96iBry6+ZvTQfL+s15m5UG4iiLQB6+9Cg1KjUDmxw9Gt3mBysltnBHVSsgjoQaX4HE3AdHy+9GYXDXbqNbt7NAY9QPFH4j2rG7OX1GYZYjaYmgticIOKshUxaFtDDpAkcswJI9YNJzw6+hIlCVMStxSD5g7R6xSHPetciPQ1YsBxy2RPeKhMZkcEaiJggQRpQMMFjsXabLkiDze38/rVduF8YvFRnyMD9XMx+R8MfjVRxGNW4Sbdy28knwFSdzGg1mnfCcVCQQ09INA+xHD8LcUtl7t4k5WUD1g+EieYqprw63iCwssrohGe64KID0EEm4eekDbXUSs7e3LhRFRXmXLZZ0UgAho5toY+7UHY/iANhrROqvPdkgSDOonfXf5UFnw62MO/d2kBM+K46gsx55ZnIulVztNgl77MseICYAGvWB/elMMRauXHJFshZnMz5TtyUKdJ6kHyry/bVvjYk+Q28p56/rQVZ8KKhfC+VO7mFiY/GBUHcHmKBIlp0k22KHy25jUHTmfeosRi7uWCEOoIYLkII/hgEHoRTx7Ioe5hfnQGcExSXJRSJIzZSw3JclSp108hG2vXbIwZjcWVYjLofrCGEQPmDrrSO/w1TrHzqG5dv2wALjMFIZQ3igjmCaC9cOtsttRlUxOoJ11PU1lKOHcXZrat3UTOxeNztXtAW+/yH5Cg33PrXtZQLrjHTXrS3FbVlZQKMR8QqJNzWVlBIrGN60esrKDxa3fasrKCOjB8K1lZQBDnW1ZWUEg51vWVlBfuyCjuF05sfnJ1ps23t+tZWUAfFMOkN4F26DzquXcJbgeBdvsjyrKygBxVpVdcqgegAoixj7vgHevBKyM7a7edZWUHReFWVFsQoGnIAUdaQQ2g3NZWUEb/ABH0NK7gr2soFTfW+f5Co2+Een61lZQCtufSo3rKygifl86AvCsrKA3h3/pr8/zNZWVlB//Z

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muchos intentos de crear la primera computadora pero la primera computadora que funcionó de verdad fue la de Konrad Zuse y eso fue en 1941 en el salón de la casa de sus padres en Berlín.
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