Es un controlador que no tendrás complicaciones para usar, además es seguro y confiable. Esta conformado por una pantalla LED que permite hacerle seguimiento al funcionamiento de los frenos. No necesita nivelación porque no tiene partes móviles en su interior. Entre sus características claves, encontramos:
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KbaxxrkEto23FH0qNESSOvDZdQCTtqOCZ0w1tpZttWU2mdatzWfUrL5nGExOWEtk6/CturJJHDmZJ2lngsnu6TGFzWTphnWlrWbN6DcOImNKRSDmFMTVxoy7rglmeEqPBEbjZ5bXjdlOdxKIbbunTJ8H7Y3a6bfyb4AyLBa9NK0Lqe0VzOUyqHaTcankrmVKRSiwpbpJ+iQpn9i8lJJ8SkoPmIwGH3g6NCFl9U2lOsqzuTFVExN5XVKpbDFJ5i2w0bJQzLpbRKaWZq2nFb8luxuFqOEm0iWt0n1taaX2yiJ1EsVJAzB6P78xqHzSphbCUbBpbRjc6rOc9AyccDPAxkr0M3YlsfDPQUdCXFdYiYd5s0LacRBQyVJUk95GRkZGR8xkI3cN+rF1tO5nvxKJvu/66EAQ80U8HnWeqyBXWc6my6FtXDRJsKmxscbETFxJ+G1DNmZEezuJTij2SM8FtGRkWY2U8EFpIgZK1DxrdWziJT6+JiJ6lClH7SGiIvwCZulymZJSHBw2Ok8gg24KXN0TLXiQ2RES3HYZDrjh9alrWtZn0moxg+1pa0tclu9dlayKQuzO2FCyuYuw1Poh6dZdamMKhWERRvPNL4w1lhXgmSSzjoAX4vZwMtvYiiIuZ2RuBMqfnjDSlpltUOoiISIMsmSeOQhKmurJpWXXjnGvHOpZEyOrZrJo0kFFwEW5Cvk08l1G22o0K2VpM0qLJHhRGZGW8hkVu1wmeoy6ujA7ST1cBJI2L2mp7UMraVDxc1hDTjiFI9a2SjztqRjaLBYSWdrGypRrMzVzgPmAAAAAAAAAAAAAAAAAAAAAD6NNqdim20JNa1qJKUlzmZngiAZ4OBVsycbW9zr8TFnLMvZRTclNSSP6K4SX4pZdRpQUOkj6nVEJrcIZqsidPt3tMsjlMYbDkXWaJ3Uewot8qh/5ndaUnpJzulZl42fFuk3ousymw3BqWvoKKgWoCfplSJhUBJSRKOOifozxLPpUg1E1nqbIuYiFw61tlYi4tTtTe4FGUjWM3h4coZqJnUBDxTrTZKUriyNZGZESlKPBdJmA7XstrKr4aKq/trFLaiIOpqfdhoSILCkodUjah3knzeC4TayPxDR8nkmmMgrKaySbQTkumcvjHIWLhXk4Wy62s0LQougyMjL7w30JQcoZkUNAyXuZuWwjaWIdmFxxbKEkRJQRFuIiLBEXVgapvCp2XXazhSZ9UkG1syCv4VE/hTSkySiIP6FFoz9kbqONPqJ4gGzFp1PPB9WKM9xHb2S/F7I8acaXNOVQXAmNVz+zFIzmoo+LOLjo+NkzTzsQ8Z7RrWaiPaMz58849jTvu4Paxh9JW8kvxeyNXPWJqGvvTfCiX3kVP3jrOSyWBrOOYg4CCqSJaYh20uGSUIQlZElJF0EQDaHuzee0+nexL9S1tP5dSkgl8MTcDAM7CHX9ksIYhmE71qxgiSksEW/cRGY1s9N14Zrf79U3UFdubsFBRFQVVFPMwiVbRQsOiXvNMNZ6dhpCEmfSZGe7Ixw1LWdX1rUpzmr6omtUTbZ2SjJtMHYp0iPJ4JTijMi3nuEtODqUr59PYUzPJnOYjJn/cMQA3CKgkUlqmh5tTVRy9ibyKZwi4WYwMSjaaiWVpNK21l0pUkzIy6jFqKN05WAtvWDVQ0RaWlaWnrRGTMxgJQ0iIZIywew5jaRktx4MsjztVM1mci4NC/s8kswiJTOIC382iYKNhHlNPQ7qIRxSFoWkyNKiMiMjI8lgaekZqW1DxsE7DRV8a6fh3UGhxtVVRZkojLBkf0TpIBsmcIrrRoqy+k+q7cUlUMNNrt1RLXpbDQcBEEtcpZdSbb0S8ac8WokKVxaTwalYMtyVGVgOBGMi0vXwIiMy+aqD6f+SmNcx2JiIh91595bz7qjU644o1KWo+czM95mfWNjPgRCzpevl++mD+CmAy13Is/aW6ypQV0KFkla97DcOWpnEGl/uc3dnb2CPm2thGf3JD1aNt/bu1lDPSygqRk1EyJJnEPw8pl7cK2o8b1r2CLaPHSrJ4LAxD8MHcSs7bVDpkqCi6kmFPR8LMprFEcFFraQ6tlUCtHGJSZE4kjz4KslgzLpMZTrBXdk9+NHNB3WkZE3Dz+WIffhiXtHCxCfAfYM+tDqVp8eM9IDW/4THWjIdSt2afoO3DrkTbSknnHkzBbam++kctOwp1KVYMm0IyhBmRGe0s+YyGxnpiI/ncFhd+/k9k3wFoayHCT6akafdfkzmMglxwdvq1NycSIk/rbDqlfzVDF1bDitpKehtxsugxsS6ELjyi5nBSWXm0piUPOyynYeSTFpJ72ImCQUMtJl0GfFksvEtJ9IDWA16E6fDEagyXz/ADXPFu6tlOPzYGwXwSTcQngaKXN7cg6imhs7+dHdHpbQhRrp4NS91yNe9RXTs3AQFUySr4luKj4Z+ZMwjsriCaQ24a+NUkloUaTWRpyZZURluIzy46R7Gu6bNA9D2nmMyZm04lrbz8zi4bPEuRL7y3nCRkiM0pNeyRmRZJJHgsgMC/DQkaeFFozB7uTiD6f+Xxwr3gYqbukvU7cKqZVEuQNqGZOmDnyX2zU1HRhq2oZtreRE4gjWs1YPCFbJl9EIytJwksTFageHRZt/bhHzSTqEgZdSkM1DHtkqM4xx11O7mJtUQaVnzJ2FZ5jGwxpqsTTemfRtSlr5Opl12Xw3HTuapQSO+MavBvxCunBnuSR+tQlBdAC+U8ZmsRRU2YkMWxL545Buol8TEsm40y+aTJta0EZGpJKwZlkskWBo13okFcUxqruDI7lJiDr6En0SmeuxJma34k3DUt0j+uSsz20qLcZKIy3GNrvS9rZo7UdqmvbbeVvMMuUtNdumHyVhU6liSSy5EJT/AGr6TVnd4D7W7ORB/hedKbM+oSB1LUZKjXOpO03AVm2zkzfg/WsRZl1tGZNqPpQpHQgzARh4FL2R65HucP8AxjBDJbwvPsOE7/fVK/fFDGpwKiTRwj9yCVuPk4f+MIIZK+F59hwnf76pX74oBbfgV/Y0q/8AdGifgMGMqb1eU7D39gbaRESbVURsjcnEIwssE/DtPJZcNJ9JpUtGSLmJZGMVnAr+xpV/7o0T8AgxbbhSbv1HYfhJdJ11aWdNMzkUvmLrjBqNKIthTzSHmF4+tW2pafFnPORAM2cLTkhl1azepIOVQsLPJqywzMY5pkkuxSGNviUrUXriRxiyLPNtGQ86lq2p+sJrVULII1MedPzlcomLjR7SERSGWXltkfMZpJ9CT6lEoudIxMXA4YyxRafalXb2V1E9cNcrWUkYmUpSiFRFqTsoN1W36xBntHjnJOC5yFzeCLnExqHgxqmn03jHJjNZhciaRMZFPHlb7q2oZS1qPpNSjMz8ZgMeXDZ/V1Wk/eIfw18eZwN9ljq3WpVd4ZnAk9KKIlPc8vdcT4PfCMJSEmnPOaWUv56ttB9JD1OGxStWuy0hJLP+oQ/hr4yr8GvZVFmuCnoVMXBOQdTVcSqknRO+u2ogi4hOOjZh0MFj7La6wFG8JrqNiLCaXLdNyGOcaqycVxARrUOy7sLdg5c+iMfLJfWqcRDtmXMZOmR5LcJzRsNSl7tKEVBmSZnRlcUupBbREfGwsbDbj9vYcI/bH4a5t/Zu40wgVXGpOl6xiZaS24Xv5AsRSoXaMttKeMI9nJpTki6iFc07B01JqUgZFS7MDAyaXMIh4SClxISzDNpLCUJSnclJEWCLm3ANGC5tATq1moKsrdVEhKJ1Tk4iJbF7J5SpbLikbSetKiIlEfSRkMy/Ae/Tn1BfcWV+/RAtRww9kk0LrukF15RAKYk1fSsjjnE70d8IQktOe1tM9zq8Zks+sXY4D36c+oL7iyv36IASS4a72PK2Xuht/F0YNZhPryGzPw13seVsfdDb+LowazCfXkA3WtFmPnSunfO4vmBlfwZAu9NKztfLZ/EwU7qSm4KaNKIohmNjGEPIPBGRKJR5I8GXOLQaLSzwSWngi7ASv4MgYdNY/Bx6nb0cJVdW5lDU3KImlJ5HsOy55+ewzK1oRCstqM0KWRpPaQrnLx9IDJrrerO18w4Ji/cFJqnpuLmb1Jvph2YSNYU6tWU7kkk8mftDT9UWDGTZrglNZCF5OlZGXj+aaFL/AM4xy1TT0ypK5dQ0pOW0NTiSzN+XxyG1ktKXmXFNuESi3GRKSe8txgPBG8zp59j/ALHfvAk3wFkaNBdI3ldPP1Adjy/5gSf4CyA1E9b3suGof9/Uw9+MbKHBebXzkKzRLTjfNcb+jvrFDF7qE4MjU7dzhIrp1xI5RJIGjqlrCKjYOYx09ZTsQzrpqJxbaTU4W484JJq8QzradbPQFgdF1v7RwEd3ybp2W8S9GGnZ7ofWtTr7hF0Ep1xwyLoIyIBgD4QH/wDUwW6/umlvhCBssTP+hyYf3M5/kmNV7V1cSVXI/VKkumMjikRsqlFaSCSNPt42VuQrzDb5EZc+HuNTnxDahmf9C0x/uVz/ACTAasvBIezQw/715r/IgbPFc13TlvKMZqGq44pZJ1zODlxxKkmaG3YuJbhWTWf1qeNdQRqPckjMzwRGY1huCQ9mghf3rzb+RAzY8J0s2eBUu+6ham3EqlikqSeDIymcMYCa02panqhnlOzScyeHmcbIo/vhJ3ohG0qDiDaWzxqOpXFuuJ/vusiMvOjq9pmV33pq20TGn81s9lcZM4GDQg1H3NCqZQ64oy3JLafbSWeczPHMYw26euF2tVJNHtGSG9rVSxdyZVBlBTOYQMvTEIjybPZbiDVtF4a0Ek15L1+0fMZCj9FOoybanv1SJXlx4pT7FP8AJ9MIOmpe+rJwMA3FwvFJMuYlqypxePrln0EQCbHCv+wrV/8AdeV/DGxYrgUvY+roe6Cv4BCi+vCv+wrV/wDdeV/DGxYrgUi/2vm6Pugr+AwoDLNUlSULJIqFbq2cSaWOupUcMmavtNmsiwStnb5+jOPEKbK4FmSSZIq6kUmZdEfDF/nGNbhN9H17NUFwbSR1pZJAzOGp+XzBqYuRs1ZhdlTzkOpBJJaiNWSbXzc2PGQxbnwSmsoy/oTkX36mhPTARBui7DP8JPcF6EdbehXLlxy2HGVEaFoOYrNJpMtxkZYxjoG73D473s9HgF/INJu6en+5Gm/VtSVBXSgYSAqSIKDmKGoONREo4lyIUhJ7aDMs5aVu8Q3ZWSI4Fkv7Qv5AFq7PXYpK+NgJXXdLu8fL4s3IaLhHSyuEiWlG2/DuFzbSFkos8xlgyySiMfotJaunLO2zmFIUm2cNT7k8jpnCQZIJKITuuIXELZQRbthK3FEkuhOC6MjXR4PbVqdjeEbrG2VZzNTNsa4qV9g3HlKNuVTHj1IZfIuZKHMpacP9wozwgxs9tqJbZKLmMskA1cuGRPZ4WWRqyacW/gDyR4Mv5pixk00ecJjZ+6FlqbpK7NUwNubny6BRDR7k3dKHgZkbaSTx7L6vASa8EZtqMlEZmRbRFkY2OF/lkfOuGCpiUyqCfmUyi6ElzMNCwzRuOvOKioskpSkt6jMzIiIhUUv4HO8ky0iSOqGqrlMuuhFJVERtJTHKG4dpSUm013QnaLji8LaSZEkskW1uMBsRS6rLdVzKTZllQSCroJ0/1tiLZi21/eIzIxDDV1wf9o7+2Hn0ZSFHSmi7tQkC45IJrKYdEE1FPpI1JZikIIkOIWZbO2ZbackZHgjSeHK1XBfa0ZZqIpyLclsLbaHgo9LqqmZqSHUcHsqzxiEsOKcUeOYiLfzGZFkbQsymUvp6iY6czyPZgJXL4VcTHxsQskNstoSaluKM9xEREZmYDXi4FKGdgtXl94R5pTb7NNQ7biT+tUmLwZfhIS74aP2Lii/dJg/gMcIu8DrM2Zrr91KTOEIzg42VlEMbt2wuPUpP5jISi4aI88FxRZ/9JMH8BjgEjODRPPAiWHMubuKYfGsXkYLuF0U8fDG1CThYQVNyvivGniTz+fIy/cErcuV1lwTEho5mJb79URNYyXRsMSvDS28+uLacMufCifUkj60H1Cx/CU6BLp3/ANQciu9Z2EhJ9NO9TMqnMniI9uGdPi3HDbfbU6aUGWyskqSaiPwSMiPJ4D8PAiHFnphvgay/mH5qIPif3fcytv8ANxYp7hwcHQmnJJeu7vnR/wDdwQnnwfGl6faWNE8ZS9YRcJFVlP50qcTRuCc4xqENTLTSIcl4wo0k2ZmZeDtKVgzLBnio4am5cun2py0dtZfFNvxFMSWLj5ilpzPFuRrjRIQouhRIhSV7ThdYDO5p2Iy4Pqxp4zi30m+AMj7WtvHTN1ZpcaUyhZQ0+oqrYynZ5L1upU4y6w4ZIdwW/YdRsrSZl9kXOkx8dOm0fB+2NI+Y7fyb4CyNeyX6p4vS3+qQ76z+Odeet9Pa7jJbVkE2e42Df8CJIulbKjNZdJpNxP12QGxbQ9raat7cG4s+pqG7hOs52mdTWGQRE2UZ3O2w44ki5tsmkKUX2RqPpGDHhwPpraefuTOPfoQbBUqmsDOpBBTWVxbMfLYtlL8LEw7hLbebUW0laVFuMjIyMjIa/PDfINd2dO6EpNSlSmbkREW8z46EAXJ4PfhHLaQWmmkrIXzqFFIT+QMIl0kqGYnswMbCJLDLbrvMyttOy3leEqJKTzkzIZiJNca2Nby8mpDWtOVVCvluRBzRiJQ4R+IlGRjXGsvwSt2bo6ME3AndRQtv6ymJoiKep+cQ6yS5Cmkz24hSSNTKl5SaC2VbiPaxksW5l/BXa04W6kLDMUfL4BpEWRInrNTQqW2S5yeLZc40iLxJ2vEA2B9QGiqwmoW1kfK51Rkrp2pVNLOWVLJZe3DxcI9smSVq2Nkn0EeMoXkjLmNJ7xp7XFomb23v1WdAT5BNzmnZ1EyyMIiMkqcYdU2ak/2p7OSPpIyG8Ja6mJ5RGmahKSqaoV1bUkkkELBTOcumZKj32mUocePa3+EojPJ79+/eNN/WPU8nrLhSr8VJIH0RUni6wjChn2/WOkhfFmtPWSjQZkfSRgIzgAAAAAAAAAAAAAAAAAAAC71iJ1b2m9XFv6jupDxsZQUpnTUfNoaXsJdeiEMnxiWiSoyIyWtKUK3+tUrpFoR2I8FgBs2VBwy2npu3E9XTVNVdE1KmXvHKmY6WsoYcidhXFJcUTp4Qa9nJkR7sjWwmVSz2aTyNmUZNIp6Mi4hb77hvqyta1GpR8/SZmPCyWc4DaIBlX4OzXjTGluTXHp26jc9nVMTlcNGSlErh0xC4eKRtoeMyWtOCWjit+edousVZwhWtfTvqz06UnAUZKKklteU5OTiIKImssabbXCutmh9o1pdUZZNLSy3Hvb6MjD3ktohyZkZ8wDZKtRwtumyidLFtaKmsjrJ+ayGlJdK45cPKmTaU6xCtsrNBm8RmnaQeDMi3DA/qOuHJbr67br3IpxqJZkNR1LFTGAbjGyQ8lt1ZqSS0kZkR/fMWVyWB1Ac7RiRWky61O2R4Q+2N1KtZi4inaej3oiNbgGicfUSoZ1oiSkzIj8Jaekt2RHQAGxjfjhXNOlztE12rdyKR1fDzmpaRmEqgVxUtZS0l1+HW2g1mTpmScqLJ4Ma6G0Y6gA+hbyGWvg5NclpdJ1mLk0/caXT6Njp9O4eNg1SiDbeQTaGTQZKNTicHkxiSI92BwZkZkAyocI9rRtZqyldpW7cS+eQK6bcmJx5TiEQznujubY2DStWf1leebG4ejwd+v6mdLVCVxQdzoKdTejI+KRMpKUqbS8uEijLi307C1pIkLSTatx7lIPd4RmMT+SDJZAZwNbmu/Svqq0Yx1GQckq2XVtLIpEypeYRknY4tqIT4K2lqJ01JbdbM0njODJCsHs4EDtIuta4mku40c/IGkVLQ80URzimIx1SWXFFguOZVv4p4iLG1gyUWCUR4SaYXljG8c5T1ANoWS8MlpljaeYiJrIKxk0apJcbCnK2nSQrpwtLpkZePcI16ieGQhJxbeZUxp5pGYSiaxjamVVRULbaVwaVJNJrh2EqVlzflKlmREZb0q5hgOyWekMkAyO6EtRthrBagqpvFe2GqSrbhRG2zInIOCRE9y8dlUTFuOOOpNTy87BHg8Eazye1um/qo4WW3Nf6J6uoSy8pqWW1hUDHe5yYzOHbh0QcK5kn1oUhxSuMNGUJ5sbZqz4O/AD0gAvnp2vfUOn7V/Rl1JE644uURqe74RKt0dBrPZiIdWd2FtmoizzK2T5yIbAM64XrSXUVHTWQz2kKxmknmUG7Bx0I/J2TbfZcSaFoUXHbyNJmR+2NY0jwQGZAMmejTU/YnSrwkV1a7abqaaWumsiiJbTaTgm1zBKHIuHfbS+k1kkjQhpSDURnkyIyLfukXrx4Rax+pbg/pjbGhJVU0HUL88goxDk0gGmmOLZUo1ZUlxR537twwfgAzJ8Hjr5s1pX0e1RQdwpZUUbOZjVjs1ZXKYFt1omlw0O0RGanEmStppW7HNgWZ4R3VvbTVlcW185txBTmBh6elkZDRqZxCoZUanXG1J2dlaslhB55ugY0yPAfXAO4zV6A+EJsnpf0Kv23ryWVJGz5ypouZbcqgGnWSadaYSktpTqT2stK3Y5sDCntEOMkZ8wDJ1rX1VWQ1U6/rNVpDQtQy63ckgGICpUxMC2mLWwUap54mUE4ZKM21GRZUW8ZRG+GN0tQcpRDQVL1mhphokMMolTCUkSSwSS+jbi3YGsAeMbhwArutq+qCuLv1TWMymcScxnk2iZjFYeMiJb7qnFEWMbiNR48QnNweGsundKl6rgRdxm5zNqRqSTstm3LWyfdbi4d0zaUaVrSWzsOvkZkfOadwxvkeBztEAzc669emmbVXogfoqQyeq5fW0rmrE0p6JjpY0lknUmbTra1E4ZklTLjnMXrkpEcuDf1d2z0l19dSaXIgZ1HM1FL4KHgCk8Ih40qZcdUrb2lpwWHCxjPSMae0Q4MyMgGY3hENelmtVmkykKLt7LaigJzKqrRNH1TaCbaaU0UK+yZEaXFGatp1O7HNkYcknhRGY4ABsS6eOFX08Wp0N2ntvUEkq6JnlN0tBS2PchJayplTrLKUK2DN0jNOS3GZELy/Pl9MHZ2tvJbH6YauoANok+GV0vrTg6erZPjKVMfphrZ3UqaArTU5cWsZWh1uWT2p4+ZQaH0klxLT8S46glERnhWysslnnFBAA7J6S5hsmWr4W/TXROmK3NHTSR1k7M5DTEBLItTEqZNtTrEM20s0mb28tpJ4PBbhrZEeMjnJANoc+GX0u7J4p2uM/clj9MIc6l+GBmtc23mNHWFpaPohuYQ5sxVTTdaDjmkqIiModpClJbVzlxhqMyzkiI8GWD08Y3EOSPBAK8t5U8NTGo6h6wnBvxMHKakgplGm34briGYlDq8ZPeoySeMnzjZBi+GR0xRMriYVunK2Sp5pTaTVK2MEZljf9GGsFtEOp4zuATX0KahaK03cIK1dOuoSZxkgRJI6D4qVw6XXzceJOzuNSSxuPfkZEdZXCX2G1A8HRcG1NISaq4KpJymE7icmMvabYy1GMvK2lJdMy8FtWNx78DAwR7jHJGRYADPnITj4PzUbQ2l/XLMblXAhZlGSR2lIqWIalMOl543XX4dadylJLGy0vfnqEGukAGdPW7wkdjNRnB61Na2ipPU8FUMwj4J9lczgWm2SSzEJcXlSXFHnCTxu5xbjg7telm9KmlSsaMuHLahjZvNapVM2FSmBbdaJo4ZloiM1OJ8LabVuxzYGHXJdQZIyAbRPz5fS/wDtBWvtd6Wf0wfPl9L/AGerXyWz+mGrr4PUHg9QCfuufU5b/UjwhtJ3UoaEmsJT0vkUDBRDczh0tP8AGMxTzq8JSpRGWy4nB558jMS3wy2l9DTbZ09W+5JEZ96WD/8A7xq9ZT1Djp3AKiqOaszO5s/nMFtoh4yZPRDW0WFElbhqLPUeDGevTTwu9v6U0h0zSt8pZUs0rmStdwnM5ZCoiEx8O2REy64pbiTJ3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- Tiempo de rampa adaptable.
- Interruptor de potencia adaptable.
- Botón deslizante de freno manual.
- Funcional con cualquier remolque con 1 a 3 ejes que es equivalente a 2 a 6 frenos.
- Compatibilidad con control de crucero, frenos antibloqueo, sistemas de poco voltaje y sistemas PWM
- Soporte de montaje adaptable para conseguir la máxima visibilidad al programar.
- Instalación sencilla en caso de que compres un arnés de enchufe rápido exclusivo para vehículos CURT.
- Valor neto $ 120.000 (CURT U.S.A)
- VALOR DE INSTALACIÓN APARTE , DEPENDE DE MARCA MODELO Y AÑO TIEMPO ESTIMADO 7-8 HRS.
- Envíos a regiones , Starken ,Pulman cargo o Chilexpress por pagar.