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            <title>
									CONECTAR ANTENA VERTICAL VHF/UHF Y YAGUI VHF - Antenas				            </title>
            <link>https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/</link>
            <description>Unión de Radioaficionados Españoles</description>
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							                    <item>
                        <title>RE: CONECTAR ANTENA VERTICAL VHF/UHF Y YAGUI VHF</title>
                        <link>https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399829</link>
                        <pubDate>Tue, 21 Jan 2025 21:21:46 +0000</pubDate>
                        <description><![CDATA[Otro conmutador.
No necesita cable de alimentación, pues se alimenta por el coaxial mediante un Bias T.]]></description>
                        <content:encoded><![CDATA[<p>Otro conmutador.</p>
<p>No necesita cable de alimentación, pues se alimenta por el coaxial mediante un Bias T.</p>
<p> </p>
<p>https://www.astroradio.com/p/mfj4712_conmutador_remoto_2_antenas/</p>]]></content:encoded>
						                            <category domain="https://www.ure.es/foros/antenas/">Antenas</category>                        <dc:creator>EA4NI</dc:creator>
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				                    <item>
                        <title>RE: CONECTAR ANTENA VERTICAL VHF/UHF Y YAGUI VHF</title>
                        <link>https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399828</link>
                        <pubDate>Tue, 21 Jan 2025 20:38:36 +0000</pubDate>
                        <description><![CDATA[Lleva un conector para suministro de tensión de 12 VDC, se ve a la izquierda en negro. En las instrucciones da detalle de ello.
O sea, hay que llevar un cable para darle tensión al conmutad...]]></description>
                        <content:encoded><![CDATA[
<p></p>
<p>Hola, lo puedes hacer con un chisme de estos:</p>
<p>https://www.wimo.com/es/as-3000?queryID=070113e8fde23271440ddcc716d66a46</p>
<p> </p>
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NVXbJKqV2Zkfp39gVJRMpc7y4yTSfSSu6Tvy7PFm6HpHv4ipFVbCqn6TxuBL74VK3dO73DzRif95TfdZ7uIdLxDxlzW6k2Haqmrho2MfKSA92XQX/XaqrEHxPqmMjBEdNJIHH67Lc3/ALk+Ws5Z55F1uQ5rWm93E9uipmvZCwPc4u6y466+vjHijxKd/wC1cXnkOtPQuyRN6jKdrlidY2l4R0L6u4pmRHk3W0DnbSqyn4OVk0lRUYkx2bq5cWFtwUFLh2XJS09ZVt3Fxjg/+I9idzLU8kgG6ioh/uP/AIUVFNKwRyAU1P1U8J2/fcPwUcTIWMjjY1rW6BrRs9SJa3a4Bcp9VpPo+Nl8qdw/7vgpa6ihzcpWXLdS1pvYdzerim+jd6OIqRVOwqq6fjcBXXpa5u6Rp9Y80V+uI1X+n/aOIdLxZakRSxRlhJebAi360T8QqHMicAAyVkclwNWNe8DX0FGnqpw8Fpkic2dkeY9HPbK43T6VkgpmvNxEf6rtLPxUVJBCxjWsvZpFzqedt27/AJ6nGI8H6yrvRyVNJM/OHRC5COL0lUzK7DKuUfUdT3UQlvekwCOH7c2SP2MuV4HUyi9bXHL/APTh+SZ69vtUMdPTsyU8Ia3cxu30r5U9Qb36+5SzQxZTLUdK+Vreu261yn4rTRXewBzSyBzHHQfLEgFzt2iqZqh8MXgzS92ZnKGO2jHbSwu0KdQ1ctSJHy5WCSN7DnOdrWjVltmp61HhNJFG1kl3DknxG5tdr3Z0ZWjZc9352T3l4tYAeviupFUDQqrHP8bgI+z8QZ2MPqv5oqzevqj9v3cQ6XFPVSMNSGMb8jGHkuO299NO5Mn5ad4mEjLZOTZZ2twDfTcdEQS4EONtyfTsklY95vkddot1hRwwwi0cbWjsHzluOy2LlGeTr3BDOdjAO8/BSywxFgmqQ0u2C+Xav2tC1ulI50uabmjU2hfkvdVE9dVQ4lFAHRSsu2IZLF1ra5jpqn0NTU+E553sD2xcmHG9stswcBprZQYZBTvErnDPyr5NOYy725NB3KKOkp2tbFEAAxrNB5LNg1Rld1NA7/ysi952uPo09y0V1fjtqphzViItLp43AV379WN/yb+o+aJjerqz/mv9h4m7eI00JldKWXcbXudObs07Pm+vxs7QbX13bfcruOxnr091052X6SZrezZs777FBU0dQ75F3KcwPzbdpI6+5ftKsnhzU9Lzmy5Xs2m1vJNrKCgrW1cjzI6NnhUsmj+kx40GXZt1T8MpzUNnfI+4a1tnEEHIbjb3oQ0TMtoGmznOHNvYvNztXKu6mgd/5WRe/wCsfRp7lorq/j+UpRzVirbPv43At+TFyPrQv9lvNBN5pzvkefbxN6R+fHH1KtrqiCXweCmzyvZmiJ6Lst8wTmYnWMhfnMTJXPEkZ5rmRk6W+1YJuDsdTZKucyPz5uVHNPNGS3q2qOmooXSOjhF3v5Q6X52/VcpuaB+uyyzP+sfR+S0V1dX+Y13LKUWJ7e9VVHDOOe1VGGlmsbrjcUQRodD4nBR2XHKTtzj/ALT5oj1ue3ibtPzwHiF7B1+rX3LldzfX+SLnnyrdy09Kurq/zOUrJvQA4ynqRTqqb4mAPyYzh/8A1QPX5nOxQdAcTNrvF3eJbxcwG1wXKDqBP67UXuPZ+u1HXbr38V/me5Wcsm8rKPHKcpFMqrxMKfyeJ0Dt1RH7/M8xywync0qHoN4mbXeKJIy4tDwSNoB2cU1RFAzM9wAzMaezObL9oNzPtGSwTiLNY9YB/Hjzt7+5F56hbvRJPler8loFf5qzll3oNHzZT09TKq8SndkqIXfVe0+rzPWG1JUn/Kf7lF0RxM8rilr2MqBTRRPmm0Lg3Yxp63ErF8U8EfBTtmbFJNryjhfI0dnWdypm5aeMco+W4vmk6RzepUskLah0IniL8g5gddwt+CFFO6sknLgBnfl3tBZYEfBR0MbNZCM3yezm/RG42361aK5cI9Sb3t1+lZndg/Xarb9e9XV/mbFZd6DR8+U5PUyql1ocQ2hRP5SGB29gPr18zYgctDWaf4ZHrUeziZ5XfxUL6iiqKyGahme6apc8TMbdha/Zc9VlW4b4VPDUxVLoJ4gQHgX5p6rJsY8H5Gol5YltnkjpX7lFHDTtyQU7I27gLe5Xcdp9S0Cv81lKy/wZT09Sqq60dviYY7Ph1C7fBH7vM2KG2H1Xc32lM2cTDYOvpqjI3quVncdwW3ab/NehWKyq38K+ohj6UgUmJ07d/p0RxWE7v6l4bE7q9qe5j9jlVNIvcI7fE4Pvz4Nh5/y7erTzNjBy4fP2lg9qZs4tPmrFZd6sAutZW5y7KL2tf+DfUQs6Ug/XcpcWpovz0U3CEDoewfFT45UvPZ2lPrKiTpSn0ae5E8Qe5uxxHcosQmZ0ucO1RzxVLNNezcqmExP7Ds8Tgo8OwOl+yXj/ALj5mxu/gXfI1N+ZsVl/hNm1PqYGbZB6FLi1PF+ZVTwmYzoXPcPiqjhNUuewZOYTYkm9rp1ZUSbZT6PyVyeLLmNkGMaOdLc/Z/OyOUnQG3b4kUphe1wTwyphuOvYiC02O3j4GvzYQW/VmcPcfMtdVeCQ5rXe7RoVRPPOAZZXO67dXqChfmzA9Xi2Kyq38GSANTZPq6dm19+5TYzBEPifgjjjpOh7B8VU47GCQagF27b8VU4oI2RuLpHZtzbe9PxundoY5AjUwy9B/oU4zMfbaqeS4APzVDUZHcmdjlWQ3+UHp4+CuK+AVvISH5Gc5T2O6j5lxt156Zm5hPr0/BP6KgaQX3G1arKrD+DJA2kBPq4GbX37lPjdNF1j0lO4SCYvbHe7dotZSYnUSHbb2+9Omlf0nkqR1on33Keqnne6ONxDN29UVBTWzPdJKevJYMHe91gqptHGxvItpz2OmdP/APzZb2qeVh6UFP8A6Wvb8FK0HnM9V1BI5wynXtUDdUPEPig2VLMJ4rO2jQqeLkn26urj4M4t+0qINkPy8Nmv7dx8xyyxwsL5HWAVZP4ZOJA3K0NAaOtZf4O9tqfVQM2vv3J+LwgkNsT2n4KbF39TrdyfXTOJvcHt/NYhJDLhlWXykz8uwMF/JsbpmkEQ+z7097o54Xj7pTHh4uraKp1glH2Uzrt1rCsIdUvbJUVDIgOvKJn2/wBXNb6liNJgApvleEUkrwNGyVv4MVbHRjN4PNcDdKT77J3Xt9Ko5mslax2okjcO5xvZMjy+KfGp5nQytd1damY2eK47wtnFguJOwuujm15M82Qb2lMc2RrXtN2uFwfMVdVGpqHAH5Nhs30df8E+eFnSkH67lLikEX5mymx4eR7B8VLi08n56qpqJXsuZD60MSZTQxx07PlteUedhvssqWDFJnNkmm5Nrut8nJfiFicGHcqP36K4bY5Dyuo7QnRASDk6kOHbp70KyoiOSTUfrcnOa9rSN6EpiZcdyilY6mJMjGu+rlv61LK4F4GgIt2aqAEu0sDvPUEQ2U5XSyujHk7/AF7Flw4sEbKEZ/rPlJPsyhFjYH8xzWncHX2+tS2d02AdoQJ5eEdTbW+bHFh9R/hH0KriyuzjYePgdinhFM6hkPPh1Z9w+YZ3cnBM/wCqxx9Sh6I+edIxg5zgO9SYjTs67/rtUuM/UAHtVTjFQb66dp+CqK6pfoZiB9nT3KmmdFOYXPJa7VhKvxV+bwY232TBydyDbtWFYfXVs4fT0skhJ+lDQP8A9k9z6gscwXF4i6SWTT7dYXH2BoVQ2Rjue+/dJm96eoImvp84cL5rEXXg947da5CcOFjbfppr3XTKZxHymoHtupIoxL8nmy/a3qomyzuiaeaw277LNYOT3Kllc4uYdRa/cqeEPkaeoHxz4zHFhDhtCjeyqgvvT2ljiDxUNZLQVUNTEecx1+/sVNO2pp4Z2bJGBw9PmCtNqOqP+U/3KHYPmrp9XTx7ZR6FPjcEey1+0/BVPCCS3Mv6NFLjGQZppQL9Q1KGMxyyaskLew2U+KOa9wipXBv2pM/uaFNinLjIYi09Vim1EUrG2eCesKVvykTvqqGTMNVfRVU7JKN4G3MNVGx0rgGtuVDwhxhgjZC+Jpbpyr7a2+9osRxnG6hgbNj8MgI6DGn8GJ0jJ2htROSRsIU8XJus1+Zu8LDyS1t76l3X4lTBfntHeFPTyOkzjW6ZT1Ej8jInSH7LSVPgWJQgPlpJImO2GQZL+tQURYbnaoo+Tb2+NZHxbKyopuSkyk6OVVHcZx1cfBp2bBKH7rh6nHzBiJtQ1X/TcPWotgQ8Zz2MHOcB3qXE6aPXNf8AXap+ETBoy3o1U+M1EhO30n4J9TPJ0pD+u5XVXLyUV+u+itnfnkJPZf4rDY2zcnyVM23W5kJm9ZeWNVZJNHK5rZgB2GBv+wqWd8rWNkdygDi4AhvlW629yLWiVpbsPsVnlrcwUDbBBGgfIeSZ17DdNErXvgHSzEO9HwQlYX5WC/2j1p8z4srm2v2i/vXLu67FAhzWyAaXtqqY3cwBtg1vUN6v4jomO8nVCPLseQiC7pOJ71a2zxLeKQrKyyoMTIx1qmfTCvy1ebkmu52XbohUUlS6Twa/JA2Acbm3oUrMjiOLgk7NgsH2XvHt8wYs8Mw+o7bD1lR7EON9XTx9KUejX3KfHKaLZt7T8FUcInu0Zf0aKXEqmXyrfrtTnvf0nE96a7LsGqEcrhfLbtOnvTm5Ta4PdxV30bD9pZb21ssIqOC8LIJK+MPlZoRLnk2dmxYxivBidwFFTNb2inACqohpJFG0ttrZlkek1RDPBTg9Tb7LJotxNc5puDYqcOiq3udqH31+9tTGvgn6JNipH8rsRY4iwChjkEWTqzX9ahj5NjR12F/R/A2VkAEAgFayqIIpMxz5SVQweCy5mkkHQ33FTNzsuNo4uBj82EvH1ZnD2DzBjP8Ad83ez3hMIAudAp8UghBtzrepVPChrLhlj90XT+EFRU9n3jdPqp5Nsh/Xcr+IyRzL5UXOdtPHXfRtt9ZM5NjDcXe72KJ4iOjI832m5/YbhS1j5i50nJX7IWDZ3AJlZI3QP9CI5VzjoomtYGNaQQGDUdfr8SSNkzbOCdRyDovuBs7FStFPIHvoIJbG/Pv+BCq/3t+YU8MLfqxMDLepMhZHs2/M24rcdlZZUI3HqTaWV2xpspYmRjnTRg/e+CBYBfOCOwoSN8kEq8p6gFyZO1xKEbRsCKgfcZTtClZldpsK4EOvQ1bN03vHmDHHAUEhd9ZvsN1XYjZj3F1o29Sqa2WqdqbN6m8Rux2YelRvzDT5gBA5A67Ljcm3Bnt02tOXvHwVOecblPPSsnFMPMhcOlbX0FRR5M3X+XGPHPj2VlZZUI3HYE2lkcL5dN65KBnTnb6NfcjPSs6Mbnd+nuunVstrMY1ncPjdPfLJq95PeVlVG27pCd6aEOMoHK66eM7PcuA7uZiDPtM/HzBwqLhhzLdcov6isXceTiHVm9yHEU0mJ32SmuuPFbqUyAnai2GMXe8Afren1uEDQTi/ePzVUymlk5WlqGE9bc2qMTQ92dpaT6Le9UeHU09xJitPCLbXh/wUlJC2TKyYS28oA6+uygpLFrndXzo4gFZZUIyepNpZHC9tFyUDOnO3/Tr7kaimZ0GF3f8AldGul8hrW9w+N06SWTpPJ/XarK3H1qk6cw+0h4pULtrVwNIFXWt+tGHeo/n5gxGibXUc0DtMw5p3OCxGhf8AKwSNyyMPtCc1zHFp2jjcLhRPLTkPoQPiU7Lm5WIYg+NskdPbO0ancpJJZnZpHuce0rTcrXUVVNTmwdcfVcLhUTqSuiJ8HDHjboo4uQkez0j52yATYyepMpZHDo6LkoGDnzD0a+5GopWdFhd3/ldOrpdjGtb3D43T5JZNXPJ7/wA1l3qyt49N9PP95DxSoRtcuCDHHEZXDYITf0keYeEWECri8JhHy8Y1H1mhYlR5xyrBzht8R7b96hlvodqvx0x5rgq1sjJZHfXuE12Qu5t7tt6+PRxWHNLeS7r+tTt+UYfmbKyDCm00jvJXJRMHPlHo19y5emZsYXd/5XXh0lrMaG+j43TpppOk8n9dqtfarfOQf2qZDxRHfbsUMMk72RQsLnHQNCwPChhdJldblpNZD+HmLhHg/g7/AAuFnyL+kPqk/FV9JyL87BzD7PEeCDmbtUUmcIK6jeWOuFPAyoBcwA36TVNhlzzHa/VdofanYfUtP0Tk3D6l/wDhlU+FFhaX+pRRNiFynHMb8duOyDSmU0jtjSuSiYOfK0dg19y5amZsYXH1J1Y/yI2t/XbdPklkPOeSsu9AIBD56L+2S9yCDXHqXJnr0XJt71BRVU5+QpZH/dbdUnBOvmINSRA3+p3sWH4TR4Yy0EfOO156R8xyxsnjfHI0Oa4WIKxrCTRTPheLxP1Y7s/JVNO6nkLTs6j4n0bsw2daY++vECg4jUaLlsws9od3ocj1Nc3uKzs68573LlLdBgCNztQCssqDCUKd58lGJjOnKB+uxcrTM2Nc4+peFv8AIY1v67U6WZ/SkJVlZW+ePitLWVl3bCFTUFVU25Cke/uaqfgpic2smSEfaNz7FBwOo2az1L5D2c0KHBcLprcnSMuPKPO96Ats8zYhQRYhSuheNdrXbisTw57XS08zbSMT2Ojc5rto4zsTTyZt1JrkEEEGIMWRBZbpkTB05GhGWlZsu4+pGsdbmRtH67U+WWTpPJWVW/gb+PwPZFJjuWSNr/3dxFxfUebMdwgYjDykTf3hg0+0NyxGiL8xDbSN2juR043C4Uby02PrT5MmXtVTBFHRQTMqWOkfe8YJu23xVK97jlcstmC/ES0LPuBKzyjYLK38HdXV1dXV9UD4mEYicKxOKq5PlLMc0tvbpLD8RhxOljqIeierrad3mzhJg2cOroG84fSt39qxCjt8qwfeHEBvXWgLoxZh3LkJibh6pgYR0Lk9aL5n20AQjPW5CNg6uJ+xXV1dX+curq6vxXV/EvxAKGkqJ/o4XO7gqvDqilkpuXZlEgeBruXA3HvA6nkpn8x/Nf8Ag7zYdVwiwXwR7qiFv7vIdR9QlVtLyLszegfYirIIIJjlm1ageIqQ80q6ugfnLq6uj4rWPdsaSvBZ7fRlPjczaFAyCV1pKlkQ+0D+F0ytwOF9pXVMva1oaPabrCBgtXHnpI2uI2h3SCa0DQCy4UNt+zXbnvHrsmSup58zdocuCGNjEKXwZ77yxNu0/WZ+XmySKOaN8cjQ5jgQQVjmDmgmcwjNC/oOVTTugfbq6jxBBAIBNQV1dSnmnxB4t1dXV1dXV1fXiKax7tjSUyimdtsO9Q4LK8B2R5HYLD2pmG0kNuWkiYdxdmPsuqZ+DRaZJZ3bmtsFVEyRnwfA3NG8hV4qGudmhylPe6+oTpTHd7HWO+3xXBGqqX4uxt7tLH59OofmrLhQ392o3bp/eFO200v3ysAxWXDKyN7D5Vx8PSontliilHltDvX5srqOGvpnwSjQ7DuO9YthclLLJTTt1HRdv7VLG6J5a5BNQQQ8SXonxBxXV1dX4rq/GGPdsaSmUczuq3eocEmkGbK4jfaw9qGF08OstRCy23XMfYmTYbsZDPMf6fcuUrBrDSxU7frOtf2qWRriPCcSfJbqZ+dkKuhi+io853yu/wDCdwiqYhlikjhH+W0KfH6uW/KVkz/9SdiIO1jj6VJVQ21jN02OWseI6eJz3HyWi/uXBjADhUTpZwPCJBrbyRu4uEzf3CI7p2+4qaKWWrmjjjc92d1g0XPsVDwSx6vczLQPjYdr5eYBfvVHTmmpKaAvLuSjazMevKLebcYwqPFKbJfLK3WN34LEaF7XPikYWysNtVlLTY6FNQTeIccrXZCbeLfxmsc7Y0lNpJXbbDvUWDzOF8jiO6w9qGH0kH000Y7jmKE+HR82OKSZ3q9y8JrwzmUkFOPrO0PtUr2uN6nEnSHdGL++y8JpI9Y6S53yOv7rKXGJAMolawbmC3uUuIZje7nHtTqqV2zRDl5jYZnE9Q19yg4P4rUaikcBvfzfeqfgZM7WoqmN7Gi6puC2FQaujdK77Z/BCkphFyYp4+T+rlFlDTwwi0cTWD7It7lZdy4SN/5W87nsK4NRQDC6aVkLA92bM4DU6+cMewNuJs5aKzaho/q7FW0D4pHR1EJZIN4RpnN2ark3jySmtduKEb9ybFvco6cvIayMuO4fkqbg3i9R0aQsbvfzfesV4LzUGF1NXNVMLmZeY3tIG3x2sc7Y0lMo5neTZRYNO8XLHW32sPWV4BR0/wBNVRNt1DnlCpw6PRkEs56tco9QujVVluZSw043uAHvupZ2vP7xiDnn6rB8V4TTM6FNmO+R1/dZS4s9oy8u2MbmCykxAHZmcd5KNXM7ZomRVdSbMZJIdwBPuVPwYxWe14RGN73WVPwMGnhFX6GD8SoODeFQW+QMh+266ip4YG5YomMG5ot7lbQ+L1oLhLIxmHGMnnyPaGDuXBu37HpLfb/3HzjVUVNWMyz07XjtCqeBtHJcwVD4zuPOCfwLrhfJUwu77hN4G4odskI9JVPwKd/7mtHcwfFU3BjCKe14DKftm6ighgblihYwbmttxcLh/wCnq49sf+8KysrLLdU+HzTahhsm0FNDblZWN7zc+oXTanDotI4ZJj6h7Lp1dW2vHTxU7d5096lqMx/eK9zzubr77I1NOzoU9zveb+6ykxaZugmEY3M09yfXXPlOO8o1Uztmihpa+sPycUsncCfcqbgpicti9jYvvO+Cp+BsDdZ6pzuxgsoMAwuntaka47385NYxjcrGBoHUOK3F1cVtFs2q21VGL4bTX5WtiBHkg5j6gp+F9AzSCGWU/wBIU/CTF5b8lTsgHaLn2qWoMshmqq7lJ7Wb1gLgxjwjqPBpHgQv6vqu393nnhXG5+BVjWtuTk06+mFDgdfN/g5fvGyi4NNY0vqasNY3VxHUB2qqdQv+Too3ZRtnkO3uCbMyLSNuY7yhUudpLObfVavCYG9CC53vPwT8Ue0WEzYxuYLKSuDjfnOPajVTHY0BQ0WI1n0cMsg7BoqfgjiUtjJkiH2nXPsVNwNpGfT1D39jRlCp8Dwumy5KNl97ud70GgCw0Ctx24rcRs0XcQAOsqfG8KpunWsJ3M5/uU3DCnGlNRyy9rjl+KqeEeMTjmMigb2DX2qerqqj+1V8jvsly5WkZsiJ7XORxB4FmNDPui3uT6mV51KzO6yqacxnMDqPauDONDE6XJI68zBtv0hv+PE5zWAucQANpKqOEeCUxLZcSiuOpvP/ANqo8SoMRaXUlUyW23KdRfePOmJ60jx2t96touFVfM4+ARA5Rz5LddvwUkri1sbNiyiNuZ7k6qkOkbLDeVDQ4jWdCGV/cNFTcEcRlsZMkQ7Tc+xU3A6jZYzTySHcOaFT4LhtLbk6OO463DMfasthsVuKytpx2upJYYReaVkY3udb3qo4RYTBsqDKd0bb+1P4VveP3XDSftPPwVRjeNy7Zmwjcxqnc6XnVFVJIftG/vujJAwdEE79qfWOv2Lwp/Z6U6R7tqJ3+JfXRYHis2HVTZIiM3VfZrvVdwxx17y19cIbeTGAPzVTi0tSbzVUsx+04leGO6mgLAMalocRhlGnUftA+SoZY54o5Y3ZmPbcHv8AOeI/2V33m+9WVfhjZqhtVGBymQsd2tKl4P4h4U5kUD7bVQcFIQOUriZHdTGnQKDCsOp7GOjjB32ufbdZbdSAQVlZW4rKerpKX6apiZ952qm4TYXFowyTH7Lbe9P4S1839lw9rR9Z5v8ABSVeMVP02ImNu6PS3qRpqYHNLK+R/aVmp4jzImj0fFSVjySASnzvfcXunlydb63qRLB5PrPwss1ldXQ47JpssQlbNyTrc/LZ5324g5NeQQQdVwDxzwuHwKV2o1Z+I854h/ZnfeCsrLaurxANiy9iqMSw6l+mrImnde59Sn4WYczSGKWY92UKfhTiUn0NNFCD1nUqWtxGp/tGIyW+q02HsWSmZrlLz2n4WQqQwcxjW/d09y8Jd9dcrn2X704uR02j2/8AlOcPqj3+9Pk6r2TnIuV0SsyB4yQNrk6Zjeu6E+bY1Swxz0wezQt2pwtpxBYLiMuHVsUrH5edt7VRVTK2lgqGbJGg+csQH7qfvBDZ4ltNdinxbC6b6WtjuOppzH2Ko4X0TNKemklPbzAp+FmJyfRNigHdc+1VGJVdTfwivleD5IOnqXKxA81l+9GocNlm92nuXK63JuhNpcrlXO7kCjMGjW3pKNdEzrLu781+0KZzczn5Tu2+5HEoNlz/AE/GyfVsN/lLITNfoHXKL+2yJ+1dZkSgx56k93J9pRmcVyjz5R4xoVyr2bCpByjc42jbxBNXAKsdU4GI3uGaCQs9G3zliH9mcerMES1oJc4AdqnxrCqe+esaTuZzvcp+F1OLiCke873GyqeE+KydF0cA7B8VU18tRrPWSy9hOntRnb5LB6U6d58rTsRe5xFySigrolBB6fVcl5JN098tTzsmzRclLbYoMPdJ9JcL9kwjVPpW5bZQUYWs2MCfESuTcsisWlco4KQ38VwuEDdRPynsUkVjcbDsQa0Jmq/4e1pjrqmlJ5szLgfaZ5ye1j2PY4XDhY+lcLMEGEMhnimlfBI8tynyN2qM2yzB6UZ5D5Sc5x61dZOu/Fdy2IFXCJaRsRvbo+lO5Qu0cAE2EPDb696gpLjZooqGPr9iigpmMcDFc9RzbEY4vqp8EXW0KWljI6KlpgNhToXBMhBT6UWUsOVPCsrKyFuKRhYb9SzKJ4e3IfQstio7DaVwUqWw43R2fte0evznieHwYrQz0c3ReND9UjYVieH1OFVktLUN5zNh6nNPWFdX4tFmbsIRLbaBX0sr6q60G0qY6ckNnxUMZcRZQxNb2phshLZCZzrAap/KxnK8WO5GS7bFF1wpNUQmNHWsminiuqhuUlX4ggE0Ixte0tKMMmYgNJVLgFfLTmq5jIwL3c7bZPw+WVmYSgEe1ULII66NleyTkg60mXaPWsL4N4BRNhmpKNjjYOZKTnPf504T8Ho8co+bYVMf0bv/AIlSxSwSvilYWvY7K5p6iFdX4rK9tqdM0DertIuDdPe7qKBJe25602Mvc0dZUTGt2IGyvdRsvqdiAsU/kuaWX2dZThe29EkJxR2JiClYq1lg7iDSUIn7kIihYdauFHMxjgTFmG69vcqrF6qpibDlbHEPIZ2d65WT6xU7PCmsqGj5RlmyDfucuBuNU/grMOmma2Rh+RuekD1edeGPBV+I/v8AQx3qRpJGP8Qb+9MwbFZZOSZh1Rn3ZD+KpeAeNzi8rY4B9t2vsVJ/w5p228Lr3v7I22VJwTwGk6NA153yc5cMODZwupdNA393k2diLcpQPJnTYUU3pt71FBzM1tSrZUNiGiYTsvofwVtO1bLJ3Un3y5b6E3PoRRTEE/Yq5ujk1rR1IG2gCuePqQHHTS8jK0nonR3cVCfA66mkGoZIx47VHI2WON7djmhw9OvnnFKCPEqGenda7m80nqcsRpZKKqmp6iNzXMdYhE+pRm+hTYxmCLbRjuThbvQQFxomhDYVI3Lt17e9ZNNbgJ7b2Iuf12KRpvdFqY1BPKrDdbFZW8ULKrbyqCRkjGxy3+SOYHryqhGWjpBuiZ7vPXD7DIqieCRjPljGSTvyp7cpIOhCDrFQnNYdYUg5voU7uUeXWA2bOwJg02JjXZL206ygNUB2KVhaG6aWVrhGIt16k6NcmsqIUuxVO08QR1WVWWVCJ7tjEzD6uTYwqHgpikjOU8Gkta/R3J89DCSMkjyPQv2i0mzadrb9d9VwPx4YvQiGV37zALO+03qd564Wt+WoHfYk1v3LG8NueWhF77QEKCpcdI/WoqCUWzPt3KQaLk3HXqTGWGqYLAbLH8FbMfQg3ZdSlsjm2ZYbrrJoi1uTcfgi1FuiICIUouFUt2r1prHO2NTKSZ50YVT8HcVqjaOjkPo0VLwBxF9jMYmf6r+5U3AChity1Q5x7BZQ8GsGpgAKQPdvcbqKmp4PooGR/dFuLh/wc8CqP2lTM+QnPPH1Xn4orgniM1FjNC5jjzn5HDeHeeMQxJtC6BuXM6Q6dllWcLqxrnsZDFHldbMedsVdj89TJFLPUh7o+joFXY62r18GaHdbm6XTqxzjo0Bcq4+UgMwv1LkgW7EI01rg0h1icxtb6qZC5rQd/UhCWkhwsjFqmx9eYbrHrUlPl1GoRCIRRTwpIrv1VHwDpSyN8tR0hezRvVPwSwWnt8g55H1j8FBh9BS3MFJGwnaQPHrKSDEKWelqGZo5W5XD9blif/D/ABmnqXimi5eC/NeN3aFwX4DOoZY6vELZ26tYN/b544etrYqWjq6fRjHFsjhtbfYnyveSXPJPaVe6I4s1joovoo/uoDRNasihytNy25Qj6y219iLEcp5uc3HsUuZuhTgb7Lo36xZFHainN1VCb0dIf8lnu/kOoghqoJYJmB8cjcrmnruuEWBzYFXvhNzC7nQv3j48bhbUI3Cg+hi+6EwXaexMCDUxq1O0klZVykTjdjLPaLE22271KHEg6ZD1Wtb9dSeNU7YnIoohYW7/AJdQn/Ij938icIcDhx2gMDrNlZzon7nKopZaWeWCVhbJG7K5p6rIRvJ0ao8PqpdkRUPA3G5i1zaN9jvFvemRmMNjdoW6H0IDRMCATAgFewCnl5KNzxHfK3Zfq9O5BznwsLog0kX0O9PCciinGxb2rrWCuzYVQH/JaPV/IuK8FsMxao8Jka9k2l3t67b1TcGMGpgLUmdw63m6igggGWKFrB9kW4q5uWtrG7p3+9N2ICyamBBHYiSDoiBawsOxPCcnI8RWAa4RRfc/H+ScR/vCu/8AuJPeh1JmwXTdqZsQXUnBPUicnoooXsL7VwaN8Go/9f8AuP8AJOJ6YjXf9Z/vQN7dijTE1BHYnJ6enJ6PEVwWdfCIOxzx7f5JxT+867/rOTUxRdZ3JiCPRTk9OGvYnbU/rR4iuCRvhZG6Z34fyTjH96Vv30xMQ6LR6Sm8RRUrHNaCRtT05PR4iuB5/wCXTjdOfcP5Jxwf80re/wDBM2KIJmpTeNyepFInahO4iuBp/dasf5g938k43/etZ94e4JiZsTNibsQ4nJ6kUg1TkQeIrgWbtxAdsf4/yTj+mL1ne3/aExM2BMTdiGxdSKenqTanCx4yuBZ59cPss/H+RyOLH/73q9Otv+0JibsTE1DicE9PT7J6O1FFcDj+/wBQP8n3EfyOdATa4QGg61wh/vWfuZ7kxM2JjrPyHQ5cyYhxEE3sn7U8p0LRVVEguWObzLno6dienbU7rRXBD+8pP+g73jiH8jAWC4RNtik2t7hp9iYmoBo1DACRr22TBYIcTk9SKRPTk5FcE3WxZg11jfs/knGMGraytdNEGZC0DV25M4O4iOqP+pDAq/cz1r9j125nrTcKrANjfWv2XVbm+tfsyp3N9aOFVZ6m+tOwatOwN9adgOIO2NZ/UncHsSI6LP6k7gzih2Nj/qR4L4qfJj/qR4K4sfJj/rR4J4ufIi/rWB4BieH4hFPKGCMBwdZ19o/nP//EACwQAQACAgEDBAEEAwEBAQEAAAEAESExQVFhcRCBkaFQILHB0WDh8DDxQHD/2gAIAQEAAT8Q/wD7Vcv/ABViZ7QAluBuo+2idZrsHi4BZWgAvsWDJjX+IYj6DC7ix4jGv86T5zMKlsFvy/tVE4ujYrRhxY1DhlmCNmNb8V3no/w0BagdWX4VOD95iEp0CxC+9i3xjL73NAZlBx6sOGHEMSIGxOIQm4H7vcz/AILTKfW5JdK3jrL4b4Q+xzMQOwfZDdsd8fEA0P8AwOGCAye8TCK6a/gWXcf8DQFUA2suxIl0N/cxFUeSlXtHIevRPfL7hcrlNq7ZQeqzn9Fi1ZexcG1EpGk9NIMRQx3gVey/f+AFct13oMXwcwwvHkrPqzPkth92EVvszJ8agWiB+tTZCDbO+iFajwLYJtPcv61KqhqP3H7EqaQYZkfS0y3vHfxuGtGA2Jon4pv/APEoCqAT3tIZ5zqVRDOKWPEVYiyQTwn8oGyKbS194AP/AAAtWXQXFtA7v4gtsdjBDRDvz8wr4m5V3uFMT5FfsegxBlBv1MkQvrT+n8rTKfU8OcCNvmXwSa/kKykN9IV+7j6jI9mdPjUwwH/gGyEFaadXBNAeBcDciu6Vg6dCUlpBfnmIf/ZpePMqs3KpblFbYaLsPprBlBXqdtv4Ae4Q5RRcg/EP/ooCrQcwp/oYqjkL4n0XNndI/fv7hcsXaWvvADX/AIAWrLtmCqo7lO9fGIIUHFm5t4IBtlFyTqEDA3BTTK7zF6i5ortCY3uZPPD930EHDBhjt9aWcLVfyDZO6GiI5grdU92v0Mtz3t+9D6lhRLdn6a+oJQA/8HYQg7h3cEEcB2FwstFOuVw0o9iAnEaEtAF54gfP7IE9womQxVImbldK94ZXUAAlgnWWXWo2qoJwwK/qdc3CtsV+1+76DEGGDDHbz6qdCF1UVAyfBvYfxiBADKvETDupXvw95inM8D6Icg+H95n7iFLvNa+WBoOa5f8Awq8vAuWGjy3CxkdtSxoF9IZpvU5b3BijkSPtdwgIBFmAPm2AFVoXFoX4qyFCpgtpMR7MVIRELhS7bSF40Mbay6YKB+oOs+8tsrXmVnpGhgzC93HK39x1dzRrEFf8d+vZLob/ANGI5bXH4sMjdYJZ7efLiLEjs/0B8QxglfrQbYcxXVxBNBfAuFmbd8pgxUICmvmEQ0VAfSGKIV7IgEKO2B7uMGyBA8DD4EWYWmX3rMpA0+Fx8SMnibZW11mZh1B2B8Nu5VjoouphdwAAKDjtLzm5hLrEWxriZszMdag53DPNSualb6+Jg09tQBVz/D6aw4fQvv8A6HILANI8o+zo/HL4/EnCoRegFfoqAAGoa/UBxZe0HaB3Zo2PbUFoHWiLXhzDD2gwJdUp8cpZMALeFRIXs0FdWcY/Wo9Gg0WjtLgSsttVfKFFyu0GBiOc5t1EnzfKAD0vSXr5c2ddChRZNI6uAc31tbY4yQQi/CN0M+ZaKnsy743MtGbhkxcMAOZi6LnW4PH/ABAxZ9yq4xMVX3Ec4x2laxA2dv4+gxBl6VjHn9CKLQVwr+iP4jzD4gmkPRQ21C2l5cRHAdi4I2inXKdumpvBKcVftKlW9uKhxGlaAtY9wGNsgOaQFSt4RYzzP4YAPktw4a6uXiLJgsVXVsTYP1oIhwxNZSLj8LUmBsld1R9sQlFaSgQTJA3OeuE25owzTKy4xI3gFg3fAN2AjFpWwMAPkgVTtKzib8StkIc1rtKTMMvcgcZuWeMRKntmVPrL+3ppBlLJCp8/owD0Yzrba+B/EUk8MfWDEyoUt6xrxYXlDG0yjUhVM8M7donfADzg/u15jYce3E2vcMQM+I6uomNyxKOkqmc2JnNqguVqpb+LmloOoOyDmgugUJjmNh2hQK3QYgBKur51fzQviE8mPQAF5J5ERPSNrtKFrDCQIhnVr7mfeJ0DwsZXDBvjEOkC7wcwabSC+cw6VmVm5g2WTi2ZcTGmuxr/AKCI9he1+zxacGfeGZuvpZdhaaxeSC8E53xDBtqY8PDw+sYZZI1+oEFs+sH4i9rl16AmqcHaDUlPFba3KdS0S7vkTVwAADgCoFazAS+k1Bw4nVzLvviOovFGYMhl2gFrBFlK6gXhbcb5hDcC1ZINNKdJfm14b0NNWHiHXHg1oL9pq3xPLqDZVxYplW41qORlgW8ezAycyuhEMFwhPh8C4v1qs+9HQe5AAWzGY9k+JLu8U7tVjJbyF3HLXW6qGwBTcgA/WoWrwErJeIZnxR+z6aQ4YLga836uuR8dfiFzq+bBpB9kNZnaGmjJLQvrFshjV3EqhrOJzqv5l9rm87lYsiEG8ZD7TfM6amcavvGwtcSrc/UxcCklbuGMfU4qsSqLJso71OA6vQZYSAqggeP2yZqKDUUzWKKCsFtNxRAWLKqksltdc2W7R2xcYIPmi04g95wuBgN4O423hCniDodBwQKJlrxPvMOvgv8AHppNGCArzfofQeoX9vxDKGwvz/JDUx8DKuN7h0l4sjj/AFL3/EbM8/tFs1HBbLMa6voZ38R6UXKof3gcnmJ2KgVu8y+2IG7lIacwxUN9YmamAL0h8vAjSjFb4DovnxERewjKgBQK7JHK+I3nK+iykqP0rD1U1dQSFsbKVFqlvAp0TkaGm6b5cdnVItS9j3cFaDwMEHOLmfjNThlVqLLt+ynHo0YICl+hjG/+1n/EFpawEE1+H+IO3pLpxuL594MmOJfOwiuhuEUtFqiEIqFKNKr0ALXSP2nLCDw6UM3KrE3HQu0Ua84mVM0pSr4cOheCOeMQvdzTBmO8ylN4lg4JbxiDfTrE11mnATk58QmuanKC9UqiUVpokhMPwxMxVrggFU2ndhg9c3nhSgSwyI12aQ74wzF4JHhe5TuwoTYQDoEGqRe1CJep8UPmhl8F/W18f2YuQHlC6rRsvy4JT/MB/wAeSceh4ZlAUv1DyP4hBWhsEeJGpo8M1Dc4i6SWrZhhhVq7qmWoCbc9WLmi5rrCRVYqV2DZpQ05aiIL2nJZB8k0pBarCELtYlWX2gl9IDVfMD7gKI8wK7Ss/wBR3fDxAvOoFlU1AeuCfEBrUN3lZPbTRzTSMzzC7Jv3xEF1w1HeiSVdjIew3X8IWti8AXV0XusLMC3at8f2g6WZsKxaEpQXRcbzUIQ6uTc4xDpBXlkYSmPYzEjUMgCw51N2bI/VEKty1zfNy2PYv5gsbBTar+JdRwmQxbKxKvd+lhp8jPY/EZKvT4B/HoPgTzK2V+QyKUx3TcLYgBFu9lhwVmCRAyAz5f6qIsOCgAS12761GXMRVGuNThxHde2JW/4l8x966R7a3PaBTK+CVXmAdQwVAICy40VUA23qLOS3vHzqLWZvInt/aK3gKRbUd9oblE4mrkivOU5xKdUyqRB6/QEPYkYusdivRp1qBADAgBRxFOu8wTk3O5rHYL6sV8wr+oaBHSDBWs9fQwvoho6hWAKqGwKHP6XUATyPw54mmNXyHpt8RmBZ9lXJwu26lUbld+Iaqc1HH+5dusw04KuBjt0jkQ11g4blNKYWajvD/uVUqrdwHHaNs8At8ZQMr11f9j6lwFEWlJBb1KHFQlSKWQAHOrbKiawze4BAU23K4IwI2bRE6tbJyRMhoJUZqo3sJBbW6yIMOtquGLfKJYI3mgwbrPXmMMLL9agSspmSg/U7bT5L8PxMlD+6PQ5OQP5nNXMCVMvjpccwKNsrXZqY1iGeviIl8wcamm9+0ArUATGyVV1AW/cripVtQOWe0GZCS7hU0gY7sImPH6qYWYm9sVNpSYhFm8OPWrCQ7qex6G+JYKNNXn6gtsu2EAFQLeesfQYv1qBKmOsBaUH2h4gmbb8y0pV7xIIvCNJLGneX5iqCGx9eI5BQLfh7iMoZFp8+m8dCF3l9oc9GViuJxm42PWVmc9GGTJ9yjF/tEurIjzTKtlcNL2gVAf7JTzph2cmWKNheggrnDhVfX9opnwCvvf3KtbnqcvqMLM+lSoEwbYC6FgnQgOSwWiUQhgxBhgsYSqmTmPrdev7d+HVJ6EVp1LnMHjo/mboxOKzKx1m95mBtyehq3iYujHaWK1Uf2gVC75uOsUyg1HouZUe5aP8AniJYonTL/wA8TLm88rD2l1qMLL9alSprcy6fUG6EOoYDoJUJUr0JrNYMMOGHcMnj1BNoavav4fvi/qGvBDcVezCqzuUctT3ilZZjbcAvl0h35mZ41ZkBXoWwrKJWgp1KvLUxU26zCqOzdxZaewy+9RV0Dqr+v9zZKumEBqA9FxZfrUCJW8QzoXxBuAh1n2gNBAgeieh+gmsE1YcMO4YZXprvlO4fw+RqpL98FeD028yG0JqMuRygUdQysC9gSjtIcq4MFQWHddkqm9UVqX7mu112cZxN/JJiDPNN5USgqQcatjZJbWwMk6uNAu8roDUX0j2Lf+eIhpSu6/UuX61KlVMcZguivMG7fEFxcCGvUh/46znDhgwwYY7TLHoqTvBN/rx+GHtL+MqaYQD/AMcEdVjzDzxWaArjCVXBGCKdl2NYSKtWC4i1iYm6gkA4Z+IbFpfGH+4GgL6+i5cv0qBAlkVC6o7wTb8QIq5gVr0qV/5v6NJozlNWDEbITeZyTO+39Y7/AApIS1D4CaIQEIHJaOIC9joRFQfax6gdHXxqa0VFl/oqVMHMLdODNKEDzb5gDRK/VX6CEPWs/psqL0G2YIs9xDVH1xDuHUtA2oejiEWDzMUd/QcxwzNOvtsP4Wk8/TYsJcq10X1ly5frUqVW4Z1nxBOAhfZYEwRK29oEAGFXKdPSvQjCbh+moerFreoPg9huCHN+QJcFPm+4oBYuWa9iXYE6KkKqrb3ZfSOWwdVREF1+XzEYqcrcI+cy9dnicjP2t+GqdaC/NzEJcv8ARUsgLo+YNtrxAHeVK9QlR/SQ/WoLQHVm0L0yhznXQIAgT/vM1EFuaWjWCo5qPCohuqq83GG1C+rRAFHYXfmDQk7lsuLzBzHL1s6nSC1ulroxwaBpIQagWFvtSfhA3BIll7V9XsSoBtE0Hro56RZgJU1uGdCwboQHKsAa/wDcPW5eiHVaguFdMo0SvP8ABD6NDrR/aaE4or+oNLZ0pr3ixGkdaH+Y7gV5YYouDHmOiyG4OvR6MQJdRcxcQYOZm3Ni+GVK8mP7w9FOiazWv8IG4+Vr5NASyoFKxAXFeYdS+0C49K/Q+h+mu/6gbI6rUsKF0Fwdxvkfgjnlq+BTmoswtztDqdmXHxAwpVs4qKG+ENU6r0gaoNO79H++LHGlMMh+H8oHWXyr81FMCBwtXvv5ja0Zr+0SnoIxyei+s1GGSWMTEpKl5OsRefK7eg0iQkpG9s/ym/wYtd5f2jojSbFrb8wHOfMAP/I9T9FxAVAdVmtV0ylW52DZ7QcrI0Y/7hoy9DcBXt/1nYa3C85RjcWr3Cr/AIhkMA2plC2rV+OZhQWZVV261r5wTL1sYfY4/SsIswQG+DES0i4q9fYxTIbD/wBuBIZ1baBax0hEmsRZfTcubYmoz3l5lw0XwHUghRat6xFIlJ6HdWB+R7myDaA4iJY/gs69AaXBggfqP0c/ov00Jeg2wc5vuQi7GvtfcJNYvlKgIXNIUK8e0YnkUXY09paMmBl98PhZUsfrRyIrBK64U18kGyOO912dou+bYdmP9yui2gO8QtMGa+fH3BltVWwPqALU14ut5hBp4tfdWnlTGx9xf31pVKPaQ9jmj2uyVchyf8QGRYUt8zj0Yk1O0ZUfqMUGnEut+9/smEOrXD65ATueU/h/AqBsH2LD8EP/AAf0XLgP3VA2k+xRFA0Rzt/UBQuhxfEGqvwv35Q5zrNo8lwyub1KQdWFnim4ismq4T349swh0Ft3cO7wxrIwUq3icMSa1/qpVSwMvAf6fqH0DW265+oBscrFMDAod2ugFNtntUoyzMXT/ARgkMMVvNK9o1S3ac9l7dJYi54iKzBO0L/zEVJtX0hn0fROZUE7MdxJXMYpKJYnEFGqNJ0YIWRr0ogYTgcrsmJ9EmguvwHYpvvB8UIfoI+qAVaJuInGTLM+xfGURawWgw/O5mY6WJAAPcgJPLdfDCSDor5hux4tX098dIQUGkw3ErYUv1HK2YZXoXMyotT34OPMrrBh6f1AiQtgtOc8qxguDf7YodmsuWcqRWftfySlAjjUygiGCh/38ygMemojyng/eKmeR5hfSxmPq4EdLxR2xlKLeCDVWWWBm4uPRlRUETMSMCeEvMMjG26eGUQZwfHoxWrr4A/AbaF/EVBIYh+i5eD+6oG215MHzF3ldt/nULPZm+tI5ovA0QdUUBnAO9QSWltFH3cCJBWInDyFsFgqofMdGiXF4WQHLbgYiwVmw3bpe/mWNLMD1jgvMyKdSjoCtPp9QIadc7VVL0pHoK//AAHTzC1DhSPgVHeRu2z+pcEvpweTvuV6UbQCafv6Lg9YMXtp1GJesrsxgVwq1cDojCVCAlSrlY9BjLiDYkU1hF2jMOzReDzUdcoEdBbtF4zZ49KBVfyD8AwLVD8gQ4TT0UC3BLvL6K0EpWnafjKW3w1fncUXG8mX5h23+quWHJTdamUAew+Y2KdVZNMOQ5P4Q2KB6W/6jgo3zTYSh0JijFPs/dMVZJaE6N3+0zxojpt+9xBDoXqoP4hiDADgyJxBSQtBV0T90pCC7WzrGHAuglsCwhS0idwH8QGOKu4qXCXm/SsXz6VKiSvSuZUSJK9G3ogxXo9yK2zUpzMd6aFFkHcZDvGXDoT3T8B1ySrWAGVZsg2boe8sChx+8cRNq8qpUe2CC006DRHdLuD1jMkAtZrPs8Ra2XzAmzO5ZPJLY8Rp1bA6PXzLSc5sl7j9ETADGOadCSlECVhQ+0t0DVh38TFMlEOp90vUGDM4xwmzxEQ68YfBjU0KXj5AJ2iVTuLdl5vuxwpfVOIy4ahA6SpUcJUYqB6Ly3BNApmeqPHzLV0RR+8CEW5yCfMVjwJAOA9259DBoieEmBiWqdDxMwOQnZIfg/APBV1P/DRLhtQc/wC4lWtwuDz1ZsnSrh1gkqx9D6hLl9ITMV4l1ujMATdw7s/cZhpVWLb1lotLjUS/KaPVQPqVbLZoVujSZgxQl5zGXZB9BC4QIQLJULTb03uMZGZwA5YPmNVJ1M8P0z1YPiCqK6jfzB33eMBcAzaQAYPUwWRyPEDF5U7+F+h/+8I6aBgqtzS+Rj0EFkpfJ8Mym5sxNvpdneBohFxQv+VAg0S5tx9EXh9ukW6nXxOhfV5PjCM5S7N9qlWbVAh4AX1NPb2HNyiXUuDTB9CMPXx6Az6A6xBvESwlmcJyXASxidTL/D7hxbDt0Pt/JGYF/wCs2R6/NKxm5b8yvSVRHTEwzBXSP0EvHpUOI6Jxkh9S/rp/AE2FYncDK6yB4/ghoolJD0FhLGXt1t1IT4j1nEKuG2olyC+xr26sULPNksatA8KZTIbT9bf4gAxwGD3O0u0wt38SpWYkqAlwIQafQlSoKWzQJlywG1wEzWDxm/hHaa6oPr+SZQ3qF/NkWtXdcNm0r3YEmxDiocx9HvGYB3P2+glSvR4jlmkohfOfewPwLeyurf8AMJY9Azk6zTD0p4wMj0lVxHCQsQzmBCeVdzITBvOkmcZwZqnlM8TreiGQ2+YLUpLIB5QNwKlRJUrMBgQIeghwMIUVG10RsB9skZl11VfUHAd1MvmCAod24yNl8wMoiTmcsdkuidZxDUYzAe4wQl/EuXeoivHo5YhG6W1mYJgnDwOx+B1HdIuMx/Ci4zH5Q9RGr9kEU3FjEO6GveOs53iWlep0ZcYv+gbe0zbyBiV+A6p/UQssyIo+NvxNS+c7Zb+wgSowlQIWinAwW1BzUbpy6stDeo3VpFFE9Qt+YW666txsZL5gk2eg2xcTrGMfTj0IYGLj0wHqX6JkTQJg+xAe1+kPFxyo+ZzcLpPAqmaAqz/c4Ox+DWecTCRDBFHP9oKm1nqHqlxvmen8wABuCTuRkRXaWod2RBtTvn8xehH0R/mBsdx5m2lnUhaHIJQUQPCqZJvpdsVPqQiWs8W/MM3ZYq8QzLlSIsgRMQNQh6MfR8x+5zuDiKDbCMdTJemY61EBZcsh5dELA6T6m8eo7gn87HGvQNv3wBQAOD8Mfo4vPGn8yxjEF69fDD6RKT04gvKLe3cdpaGYrluYbYta9EBAHEsgDMCup2Ln4lgA3akDQnrVsa4ul4mWWAKxANTidIs6Q1H0Nw59GXh8S8Rigxyl5YuYMEjqOoOEUZgQyXAAAKD8WsIafHe9+kBVviFL0eYFIlJx6mwzgXxAjqVYnKpHTYtqmHYWmR6kTiLqYmQUPMTrwhLhguL5lM2q9WUU0Ql4nE4g5ly459DUrE8TmDlly9y9zSJI902bmm42jQS4vWbGGwhRzndTGuaaXobXeXj8XR1RYGnT36y443Bx3lQFtURDTUtZCVhdbECVgOBboihvvJmcXcZzFOd7GIDye8QNBHl656S3Bx3hD0vDFl36DgZcpcdo/aOTLwx9C9xcNS24ZHmGYrFq7sqfMD8NAWUL1rcYczL/APnC0wbPxYAiCOEYl64LrheHiWpZcd3SC4SKfS0YgkF7n8SyXiL0JkixgziXLxLzLly/2g7lwcRi14jCyRcy0GLKxBae7Fy5KB3m2sRiFC2y/FBMDtuHTAJdG27j+5iAohVY1CsWCDqGjShOpyQvSBTnRnu/xmoOsyRIltQ46PciJZfuRghwQoUteTEVVNJb0K4OIMUWDLgzaOUY2mjNO82hklxamF8YTQPKz8ReL5H7SGlQFaV7Sy26xYv5mFtYZfmWhaEqqlwVQUKusC1FAxZVECxUIKFrLBZpPklL6D9sqEIFXF6V2MB1A4eAX/P4y2yOjPGO5CobA0ODBipPuH1T6CViMchgkGKXKRg09CxyjRZc8xkGuxFrQXqz8S+icuC94IR5u1bsaX2gUzjxW/HCULm1hPfOPCgoJa96IuKH1h8EPBTgT81cDBDsvT7RFu3a2l2ltRZj5i83w5e/CIaiDkbsoi/Es3LzBgTudMvEGS+AqHKqrLEimyhb8YRIsnR09fZi2FIFZ6RSNDZNfRuQ1FLxMuoZCAn7QhiD6LuXmXr0SJAx2LldQXqlydWPsQYK5lP2LEaLf0YuelmCAz1WR2XcZ9TZ9pW8D5y+KIq6LCkK1g2uKYB7EAS0QKfaAxX6B+KsCAPK38tQkIubT4USsQOJH21A3TQRAB6eYcUiLt/aVC8dQRLmX8gmwHOA9Xfozbw0of8AZFswfc0n4pb/AIojo8zoh4jIvoFX2ijeukr7Rr4aVHnVSoEIvEzxAa1Fq8QXKNxPWBLhm0QZSWyftYjfdta9mMxxdAe7XxLRY8qT5kWI8DPpRFg6Dv2R9fDKY4hehO68E/EWRTwvoWwi9u9eNsQ+WHwUTsxtiFcHiVgolb5uJV1uVRx6Br4gvjlK2t9qJfcwvkcTKo/IYb+g5jw7PaOLbQkmURxlv0xIB+r/ABk3hF7b91lgGcv9CidnNgfUzDfTaHU1gnQW9pSeBFxhdeIyoeC8Ce1kbwKpHXnOAyC6n2oi2c+fb2ogDpao/vhM2vaTDEPYlIsemHvgSlqeSX4vABR0J+W4cifV+rj4JW1WBoPaIjkginiAWVUC+Up6YucgV1imwpxmYZaICNxfu9YonelBvm2B3fzQ/wDe0UxdIXKKzgPBUv8A7cqB+rrl4/MIuUQlqJw4XkPpuAUxAo2FUDbG5g/UPVzHgp8GPiAo+5k/1KdoXXfUPumA/ZmMPJRqb6hbFcs5d+WiVxbs+ovERfEwG+bYknnhv5u8BgBgDFSgVmuJVGMxCwbPQXeIackDJXiJOYyoBCkJ9ZeNyHrQ0A+aLxeIMib8mwFQ3aE+NQdrTGFfjUeGuoqESrwxTZ8wBzurqnJBxA8suOvU1FQ7bWigO7OXjkUexYYCInsCzJ+UoMYf2kCdGISwjzjRL7YjlENcwxXHjljCHzkUKl5f7ag1n7xntedkJI37sSRKnEve7KUACuCphu77yremZgatiGAtqGqOHUuDF9pWqdikK0nkW91EadrwT2NQFdTpD85Yo7Dtf3IEBQbRRAhyAqKF0vC48YVvJAcAHqQQN08TFYvMs1UGWwqHbK960ZCJhgq/B+y5hl1l/fWIJ55I6wroNKyjuag/ADcn5Msf/VIWPqPHE7rBHyVANmpUAL6rL8nsQ/JSspzjhVPeyApQCulSi/EFf7hmylXXtMkgYIL2hmd6Cew2x10SFZfNZcCLSvdxh2Y7K30y8DFrjX9/uBmowt198oUDRZTAgo6GWJctU0269oMLHgRTFiqzPvC2jXjEU3OHXiYZcvptozFGmItpEXAUQ5MPxLp9CpIGxOGbLmouR3/IfkzZf82QsN6jkXnErDGYlxSVAv4iTYgno8wRDPT+FbEemKWvnMArUVvtrRD2w92D2qQzS3NRcGAT2C93bU7xsrLeOIIZKs0HEADd5qlzLoVovhBm7i6v/gjN4F5DH1KrrZ1nUzUa444gJsh0TB3gtQV4lrQdlg138CCqEvqwV+E7xWopINRS5cAnA4X24ZUdivR5PZx+SRX/AJuDR3zBeSVrioCkKJoDNuJjQ7vqV2WAJzX+RgCLeSl7yYrkyS/wIMDVe/8A19RcXQ6JB3LK4Skdy421+6Z63TWI2sTWAiGVeZ9wEWnNxR8JmJC8Vh7w1J2B/McV7EcTPmh2sHYAcxtqWvWUCbc6ggtbMnB7zTAR2Pkl27jSZlqSGLQOUGYr6CO42G0ivndVsV/JKtQKvQshJHtVGpSg/Wd/OdHKDPwWwRtuSta83glKW7r7BUQyFLq7YZQzoFEYAAovgir+ogXBKm5kw4irNzCNgks1gt6IcBUcoKAavFTPAOAjQsqdWE0rtmKtC+SM6o8yqsmOGFzCEaCUKZvwYMGWxbDZGFckw7th8QbzmjuEAjExxT0H5IGO6TpMEilc2cdX0MwwyQZtd94blB0MTYqKoMdJrS3aFaHPeUKPEpBeblrnEasl9ZSNpRgqOWoRlRNEqS05V3EIKd2CERZ4EQU5koeyszWCRIhu9RolK3X7y6W949qztMSmaiEhmo1scRBSWhIRggL0SgSlENJuIn8pdBJg0HvHghd8Kn8mQnCd5R9xivxsHYOyzWKGwG8ZlHWByuHSN7rM6sXC2AqYKdDGk5WvuIBVKq+Vw0GDmd9dWCC2LpklBBaK2txBwUuegLrrMBt/eEtc54jSPmIQaJaIdsFYHmXpiZTEEjCfEwirVhiNi34JHQAs1ZcioRU0G6VXlOXiW3G2SywK/lDeLrrvqvRjrKAUopElqh1amzc7EuIN4VzLKPdRKEgTELwHaKCLTcAPWXocQEMAlgrzLXrruJiLkb5qB1hiSQlRocwDTV0G4KotXmXLXSZKDMGJcKEsEDM1QsZUAq2oNkY9rCFE3ZW8wKKZQIdF2blAajWYFPV1w1/AzGXUGbVe5+VoTFKQeEdsvtZCg/ZD3k8+F5bE9pDA3vmXFKLLTnLoTH7ktLXxRiWTIepPuCaGXwcSiBl3TJ/UFs1bkzcAF11p1il6cFgW2xwwDYs17RJVBQNKGn7hcjxBXnEGk5msFqDm6Qqqr4ihAPVnfhlzb5mNRKijbbDdSptVgHnZGf3JHS7JcVnQpoU/M1DnUr6D46xqAk4T36TM0Vwg5GGWO9JKIHH9oRCt8+MR4AM3aw0cNRO+Cz5gUHHeWgoKKpVkWSnhUXcU6Bnin3SwRnmWXEogolQzMO8CDNevSK2UV1hrMq9/Mwsp4IF1vmC6V5jVr4JpgAOoWe13ERERo7MPzVS7p4sAjA7FIwqFxBacSdyUYcQlIEICsAH7RXCLTIU7EqfPFOooIAb+rgCrYDuv9RxFs6sIuWnDWISiGIk4uBHBXMoiyjvyQyVcxaUgpPGB1eIaYWJFz7So3y8EfqujTyC8S1cqyBi5orM0/aH5T371/mgsBFE7DNNdYGzfWomuK3aoojZnky5+I3KYrvmLRanJ3JW6tcru24VgykZ9gU6vmPVUVW3x7xWVNdf7jrA6U4eqYdTAghQBW34P6m6WkyxR0U3KyofAnfj24PdxOMJw3fVhDP7DHy3CJjNr6amH7cP7PRVo4NrOfBPVyQ0wEjvUj+YpzXAtA2WGqUuKeoGgnRFegyNUAMyd/NpZXk1GiQ7jl2gnyAxAysd3gPEAKM1q4hxL/HADzzBk5eBnGcvTxFDqsSgIeZvOFs1J7RQsLjHHtMFPSYKg4mZjpLCAYLFzGrqHTRe1j7Mk4n2rHWtsG18zEx+kpKv7BOiskHdsgFicm+P6CIv8w+j0rNvE7ZtbFjR35mOwhhxPOdIrR5DMV4jNWQt7sKukrcEVMgrteSEVTbXSX8KtRcDjxAyhfLMwdwumDKxdGHPaYUG4buG2hDNiv1/wNfYAMCMh+pMdPx0ww+ZuKgLHCSos5m/44CLrHHWImqlQQ6gUtA2sb6Frg3K55qKISj3dyWUdymx9nk/ZiUwfpBNiCpcyznv7X/BEvW5Paezpjym7RRSFfBGQeuissL/q4teawWKdXRwY1C5ip2S+YCYCFoUvIlzF0zna912fSBkLmONNzd5mrOc0ihrFi/aMCBx8JX+CpVOia4irhlGHImXWtQyLlUP7PQjuD94KEzudZOYL95ZUEEWDB1XD2hKYhgFBKhxyw1DsdkNETcFMQsRzPt/hP/N65p7YWja4apBXlBiJWVj0SBv0DLBibL1IcMsDW6iTYIziovZ0/wAJiCDm+0QC7picILTrcywcYggvugobIKfaMzcOZp7TnHc3lWv+4v8AhJQE5PuPTnc3IKF4Y7s1YMQG2HpUNkuRrr7JS1wUicozjHU4h8L/AAk15r9EWCbxUV3g7/8AyHjrAxNMMzNzPSbR2/8AmZgtx3mIve8xZSM3JfyV/P8AhPRUcf2zVe6JY5aCJsZuQ8zi4MTI7wI4zBSxgF5MMyek8wajNvSfP+FO3LxMdOdzGPqgsjgnObV1m0zHvBbiklgyJ9+mkHlRP8JkjRVbBWaHGeNzDyJUFbYn0hw1KLmHLcFq4GADMq7vhlUzSCX9r8P+Clr0wJmq0NS9XiFHaXG2Y8IbDuzNo1MQlLxEqDDBnvGlLL8wZm/zMGKyV2dt/wAFS1FpClt+JdJVLQZ8QKHQG0n/ADemZKwVSslTSmCFymsfM1v3lkBjgYBszxDSuyZE5h0GMulSwFu83KjMLbp9BVcbItRKNlZ/wWsrbkqukoDfd5gLEPDYENkQqmtzBbwy4IF+hNzRmcFNwYvvNLlYm2PExA6XQYvMuH+DIJSCd46MGaGxKOyqC7LwYc0oQaziQZXLUlxUt36PAPDLBT9LNd8WeC+if0AlRqBkiV/i/T/9n//EADARAAIBAgMHAwQCAwEBAAAAAAACAQMREBIyBBMgISIxQDBBQiMzUFEFUhQ0cUNg/9oACAECAQE/AP8A4ixb8R/0zqbz9Ey09xCpT6Ef8JeIJqL7G8bHLhBQhXo5ZHVkaVnz7GdYM/6JdpxiGkhCEXCdQpsug2uneN4vmco7m8X2N43BkY3akQq8L6hTZNJlzdJVp7qpK+PYl1gmp+iXae+MK0kUzIsYW431EGyacNqp50zL8PFglm9uDIxFMyrHBcv+uN9RBsmNenu38SMMhkWOCPRsTywfUQbJjtvan4kfIjV6tsJ/WNTvhsk9WO2aI8T2cjV6kYXL41CDZNWO1fajxJ0sJq9e6qbwmo0k9RBss/Ux2mPov4k9hNXpzKwTUU3jF2ktwXKFRUqXkp1Kb9sK0fSqeI/YTV6EusGcu08Vy+MGzzZhR+pKniPpKerC2F1g3hnbiuX44KOoXxX0lPUZ1gmoXaeG5f0s6kVFKDrLciNODxZ3/wC+HU08Vy/oy6l76TqLKRhb5KbHtG+p5Z1phWi1Wp4d2nvhcv6OdTOXYmn8pcp0llbyhCLHOCY6uGnUahUzwI6uuaDa6X/pHhPNuRf0LqXPqT2JRs1s5FOy2hzLdRIae5MewjLHSWutuKx/H17NuWGVWXKxUTdtlnwI7lTVw3Ll3nshCVXEX2JE08y3Vcut7F8rWJkjmJGSpzHb+vFcnp6lNnqrWoo5tqckbwF1D6sLnUWIykDxdRYXLzJ5ZJJ5kSVY6k/qRly8F8bly5cuQ3sxsNfdVsvwc2v7UeBHKTqduRkU08GaxOkTnqHxv8ePMXLsKW6cVFq77Y+etPAmLifrCeeMyzNlUjZl+TkJZbGfKxM345kzMWYsvB8cYKLNE5fBdflBE3XCYwvka4tSnJNanBfM1y5fDMZsMvoLpwykU3kRMnhNGRrxpxmCSYUspcudRl9SlCzNpIpJBC27eL9trTowuTCjcyZL+vsk02roklWnkblp8aYhotJHTybCSS2FvRusG8/Rnb3yKImddZVodDsbHy2miMuaXSfHdc8ETfpkknCOKZWDPfsfUk3bT3IpqTC+5vKMdjf9XJCpUapy+Js3TWplWp1v5DKrG7Y3LC0P2RTSMWf9H1GN209yKawTlXub6mvY37eyEu8/MtcsZSKT/wBClTytcqrKtf8At5jNZbiTVrVMpEKhOWO5v6cdia7fFCXqN3csWIW/Y3LEUBaC/wBCEsZFwTrXdybjLrc3dKdL+U2lylUalUSompSpUqO2YsWIRm7EUKhFBTdqplIggtwWGln5zhUi/X5LaSEaexFBpI2dfkRSpx8DLhYhP7DxTUh19hZX3IS+kiivuSqq3Tgwj+zFrFrr5VlniqQqDyzEo0kIJmNm1dQ9FWW6jxla3BTbecoJbJ5Uci36xthUhs3MsWIgWChHUJpNoj6hdYM6kvchsukiFrLedfnTFoFNogsWIgRMxRpi8lNr+5wXKTMjXHizeZFNmGnpRCMsFWnnJp5SxksUVWRIw21bMnD3Gm/mZplbYr9umPBYmfaNRRgQg/kY5U/wc4LoGi5MEos8yhDRFmIw/kftU/wtPRTJJIgQXD+Qj6FP8LT+1THJIF5izht/+vH/AH8LS+1TJJIII5EG2/6z/haX2UJJIIwQ2rns7/haX2EHzdFiSCHKUZCCv/r1/wAKu01FWFg/yqhv3N+5/k1D/KqH+bW/ZO2VWVlnt63/xAAtEQACAQMCBAYDAAIDAAAAAAAAAQIDERIQQCAiMTITITAzUFEEQUIUUmBicf/aAAgBAwEBPwD/AIRcuviLlpFhIZCfNh8HfS0i0eFlR41Loi8o339zmLFuC5fRDKvcUJ2lju7ly0i0eC5fiWlXu0hPON9vc5iwlwXL+itK+lGdpbVlvvguX9VDK+tKecdo9Ll9gtK+v4/XaPZrSt01od+0ezWlbt1o+5tP6Q9pW7daXuQ2n9D9SxbjqKUo2HCUOukPchtP6H6Fi3oW1ZUXLpHu2n9D4bFuO3oVO0ltV3DLFtjYtIqLlJaR7YbNd3Fb0rSMTlMtf/SvTwlpT9uGyZb1LSMTET+io5RlZDdxcM4eLTsSWMsWUJ/xsl5+jiWEo/sWONxzyOkh4ickVFJ8xfj/ACad+eInj0ITzjfYMXFYtEeERv8AZ1H1E+Wx+tX5E3nT8hL741/qypDCVj8eXNjsH0I6W4Uxvm5TuIjKLjjMfd6dtPyKeccih7mwfQ7S/CkLuKmK7Rax9CxbidPw6+xf3wpRjG7PELj84+hb06i/exT/AJGsdFp3RsOMhQkdsceC3rOcRvLZLz8tVpeRzaW9abtEzkddr11TFsaylGlORTnkvPb9fNaIj6lpFvstEbtIhU5rFfzpTOmElt08Ri9G0i32cpmOYn9GEn1MP+4lFdCp7cyKvGG4TkjJGcTMcpF9MDlM/ozkLz6GEjCP7MYl9c4k3eJTd1bevGEbncLz6GEjCP7EorS5czPEHUGy+kuXnR4l+hlNbuUIzjZiUUX0vFGcTMzLjfGlFeWkPLl3WUUOcR1BuT4LiyLDyG8RuX6E5aIa06Sh8AnJiRcyGVu0hUkpC5uCXJ1Gst3f7Li1T4agym+UtJmBYtkPklvk7jKb1bG8Sc9KHbwzWcSHbvHJIS5si0iE7CnkXLk2N6UHy6c2vQW8tzavuISMiP2yoPT8V80/g1pIRcU7FR5S8h6fi+5P4WXdohjHp+P3/CvuqERDGrD0/G934WXdMiIaHoyh7sfhX7k9EMejKXuQ+Fn7kyOP7Fo0VHcZT9yHwrpRcrngxPDieHE8KJ4ED/HgKhCMr+t//9k=" alt="" /></p>
<p>Saluz.</p>
<p>Fernando. ea1lz</p>
<p> </p>
<p> </p>
<p> </p>
<p></p>
<p> </p>
<p>Muy curioso ese conmutador, EA1LZ.</p>
<p>¿Se alimenta a traves de la/las antenas?</p>
<p>¿Se maneja con mando a distancia?</p>
<p>Gracias.</p>
<p> </p>
<p></p>
<p><span style="color: #ff0000">Lleva un conector para suministro de tensión de 12 VDC, se ve a la izquierda en negro. En las instrucciones da detalle de ello.</span></p>
<p><span style="color: #ff0000">O sea, hay que llevar un cable para darle tensión al conmutador. En el manual dice qué clase de cable es el idóneo para hacer esa conmutación.</span></p>
<p> </p>
<p> </p>]]></content:encoded>
						                            <category domain="https://www.ure.es/foros/antenas/">Antenas</category>                        <dc:creator>EA1CN</dc:creator>
                        <guid isPermaLink="true">https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399828</guid>
                    </item>
				                    <item>
                        <title>RE: CONECTAR ANTENA VERTICAL VHF/UHF Y YAGUI VHF</title>
                        <link>https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399820</link>
                        <pubDate>Tue, 21 Jan 2025 16:43:38 +0000</pubDate>
                        <description><![CDATA[Muy curioso ese conmutador, EA1LZ.
¿Se alimenta a traves de la/las antenas?
¿Se maneja con mando a distancia?
Gracias.]]></description>
                        <content:encoded><![CDATA[
<p>Hola, lo puedes hacer con un chisme de estos:</p>
<p>https://www.wimo.com/es/as-3000?queryID=070113e8fde23271440ddcc716d66a46</p>
<p> </p>
<p><img 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" alt="" /></p>
<p>Saluz.</p>
<p>Fernando. ea1lz</p>
<p> </p>
<p> </p>
<p> </p>
<p></p>
<p> </p>
<p>Muy curioso ese conmutador, EA1LZ.</p>
<p>¿Se alimenta a traves de la/las antenas?</p>
<p>¿Se maneja con mando a distancia?</p>
<p>Gracias.</p>
<p> </p>]]></content:encoded>
						                            <category domain="https://www.ure.es/foros/antenas/">Antenas</category>                        <dc:creator>EA7LGA</dc:creator>
                        <guid isPermaLink="true">https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399820</guid>
                    </item>
				                    <item>
                        <title>RE: CONECTAR ANTENA VERTICAL VHF/UHF Y YAGUI VHF</title>
                        <link>https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399813</link>
                        <pubDate>Tue, 21 Jan 2025 13:13:30 +0000</pubDate>
                        <description><![CDATA[Pero... Quieres usar ambas antenas al mismo tiempo? O por separado?
73, Maximo]]></description>
                        <content:encoded><![CDATA[<p></p>
<p>Sería posible conectar una antena  VERTICAL VHF/UHF Y YAGUI VHF, con el mismo cable</p>
<p></p>
<p>Pero... Quieres usar ambas antenas al mismo tiempo? O por separado?</p>
<p>73, Maximo </p>]]></content:encoded>
						                            <category domain="https://www.ure.es/foros/antenas/">Antenas</category>                        <dc:creator>EA1DDO</dc:creator>
                        <guid isPermaLink="true">https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399813</guid>
                    </item>
				                    <item>
                        <title>RE: CONECTAR ANTENA VERTICAL VHF/UHF Y YAGUI VHF</title>
                        <link>https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399777</link>
                        <pubDate>Sun, 19 Jan 2025 11:01:35 +0000</pubDate>
                        <description><![CDATA[Buenos días,Gracias por vuestros comentariosSaludos 73]]></description>
                        <content:encoded><![CDATA[<p>Buenos días,<br />Gracias por vuestros comentarios<br />Saludos 73</p>
<p> </p>]]></content:encoded>
						                            <category domain="https://www.ure.es/foros/antenas/">Antenas</category>                        <dc:creator>EA3IYJ</dc:creator>
                        <guid isPermaLink="true">https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399777</guid>
                    </item>
				                    <item>
                        <title>RE: CONECTAR ANTENA VERTICAL VHF/UHF Y YAGUI VHF</title>
                        <link>https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399775</link>
                        <pubDate>Sun, 19 Jan 2025 09:27:14 +0000</pubDate>
                        <description><![CDATA[Probablemente un buen relé coaxial arriba también serviría aunque hay que alimentarlo.
73]]></description>
                        <content:encoded><![CDATA[<p>Probablemente un buen relé coaxial arriba también serviría aunque hay que alimentarlo.</p>
<p>73</p>]]></content:encoded>
						                            <category domain="https://www.ure.es/foros/antenas/">Antenas</category>                        <dc:creator>EB1DNK</dc:creator>
                        <guid isPermaLink="true">https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399775</guid>
                    </item>
				                    <item>
                        <title>RE: CONECTAR ANTENA VERTICAL VHF/UHF Y YAGUI VHF</title>
                        <link>https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399770</link>
                        <pubDate>Sat, 18 Jan 2025 20:10:14 +0000</pubDate>
                        <description><![CDATA[Hola, lo puedes hacer con un chisme de estos:
 

Saluz.
Fernando. ea1lz]]></description>
                        <content:encoded><![CDATA[<p>Hola, lo puedes hacer con un chisme de estos:</p>
<p>https://www.wimo.com/es/as-3000?queryID=070113e8fde23271440ddcc716d66a46</p>
<p> </p>
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" alt="" /></p>
<p>Saluz.</p>
<p>Fernando. ea1lz</p>
<p> </p>
<p> </p>
<p> </p>]]></content:encoded>
						                            <category domain="https://www.ure.es/foros/antenas/">Antenas</category>                        <dc:creator>EA1LZ</dc:creator>
                        <guid isPermaLink="true">https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399770</guid>
                    </item>
				                    <item>
                        <title>RE: CONECTAR ANTENA VERTICAL VHF/UHF Y YAGUI VHF</title>
                        <link>https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399767</link>
                        <pubDate>Sat, 18 Jan 2025 16:47:06 +0000</pubDate>
                        <description><![CDATA[Yagi. Un conmutador no necesita, necesariamente, un cable extra. Por el mismo cable.
Me llamo Diego.]]></description>
                        <content:encoded><![CDATA[<p>Yagi. Un conmutador no necesita, necesariamente, un cable extra. Por el mismo cable.</p>
<p>Me llamo Diego.</p>]]></content:encoded>
						                            <category domain="https://www.ure.es/foros/antenas/">Antenas</category>                        <dc:creator>EA1CN</dc:creator>
                        <guid isPermaLink="true">https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399767</guid>
                    </item>
				                    <item>
                        <title>CONECTAR ANTENA VERTICAL VHF/UHF Y YAGUI VHF</title>
                        <link>https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399763</link>
                        <pubDate>Sat, 18 Jan 2025 09:48:32 +0000</pubDate>
                        <description><![CDATA[Buenos días,Sería posible conectar uana antena  VERTICAL VHF/UHF Y YAGUI VHF, con el mismo cable ; diplexor exterior? Un conmutador, necesita un cable extra.]]></description>
                        <content:encoded><![CDATA[<p>Buenos días,<br />Sería posible conectar uana antena  VERTICAL VHF/UHF Y YAGUI VHF, con el mismo cable ; diplexor exterior? Un conmutador, necesita un cable extra.</p>]]></content:encoded>
						                            <category domain="https://www.ure.es/foros/antenas/">Antenas</category>                        <dc:creator>EA3IYJ</dc:creator>
                        <guid isPermaLink="true">https://www.ure.es/foros/antenas/conectar-antena-vertical-vhf-uhf-y-yagui-vhf/#post-399763</guid>
                    </item>
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