Der Kfz-Meisterbetrieb in Brücken
UNSERE LEISTUNGEN
MECHANIK
Wir bieten Ihnen fachgerechte & zeitgemäße Reparaturen.
Währenddessen stellen wir Ihnen ein kostenloses Ersatzfahrzeug.
DIAGNOSE, VERMESSUNG, KLIMATECHNIK
Wir verfügen über alle relevanten Gerätschaften im Klima-, Achsvermessung- und Diagnosebereich.
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FAHRZEUGHANDEL
Aufgrund unserer langjährigen Erfahrung im europaweiten Kfz-Handel bieten wir Ihnen immer eine objektive Beratung sowie absolut günstige Preise bei Ihrem Wunschfahrzeug.
ÜBER UNS
Als Familienbetrieb der seit 1992 seinen Sitz in Brücken hat, legen wir Wert auf persönlichen Kontakt und ein Vertrauensverhältnis zu unseren Kunden. Das heißt: Ansprechpartner, die Sie und Ihr Auto bestens kennen und mit ihren Namen für die Qualität unserer Arbeit bürgen.
AKTUELLE PREISBEISPIELE
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ACHSVERMESSUNG
AB
95€
modernste Achsmesstechnik
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INSPEKTION
AB
95€
nach Herstellerangaben
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H3d%2Bq1p45z%2Bv1EnA%2F5W0f80xJXNPQHc%2BgLjc6487v0UtNv%2BZUpuAo4njWpt7ArrzAcTlXn%2Fc%2Ba1p6dh%2FkRK%2FDvhiprGtzD0B3fkA4nKvP%2B78lvTQ%2FGdybwKel3RR5jEuxT0B3fkA4nKvP%2B78VpQ89j9caMwfzjzWywqNc1vuCejOBxCXe%2F1x57egp3f%2BM2%2FRsLnINdYXJL2s0Fi35Z6A7nwAcbnXH3e%2BW4%2Fv%2FH9MeZv%2FWUlfLTTWHbknoDsfQFzu9ced70TzP1%2B%2FVGi8O3JPQHc%2BgLjc648736VU899Qf83%2FTyW9stCYd%2BSegO58AHG51x93vgO%2F8z9fL0p6d6ExL8U9Ad35qGOfpCvcgwDmuNcfd35tpd75n5X0JUl7C4y51Dv%2Fsxo2Q1buCejOR3lXSXpU0gkNGwGgFe71x51fU6l3%2FpvrtyUdyDjmUu%2F8z0q6PeM41%2BaegO58lHWjhqO52b%2FXJ7zDAUbc6487v5YazT%2F3JmDyzV%2FyT0B3Psp4uaS7tfW%2F2U3GcQGbudcfd34NNZt%2Frk1AiOYv%2BSegOx%2F5zY78F%2F2bnZJ0tW10wHnu9cedX5qj%2BaduAsI0f8k%2FAd35yGv%2ByH9R8TwAWuBef9z5JZV84K%2FUJiBU85f8E9Cdjzy2O%2FJfVMcsIwXOc68%2F7vxSWmj%2Bs1p2ExCu%2BUv%2BCejOR7qdjvy3qyP1hzviXpwo7%2F0fPb%2BElpr%2FrHbaBJT8U79mm7%2Fkn4DufKRZ9sh%2FUT0r6drqoz7PvTBR3vs%2Fen5uLTb%2FWS3aBIRt%2FpJ%2FArrzsZ51jvwX1eOSLq07%2FJe4FyUqrVJFz8%2Bp5eY%2Fq%2FlNQOjmL%2FknoDsfq0s58l9UD1T9Cc5zL0hUWqWKnp9LD81%2FVrNNQPjmL%2FknoDsfq0k98t%2BujtT7MV7iXoyotEoVPT%2BHoyrzb7sh6X8Weu0vnXv9Eq99W9rlrMs9Ad35WE7OI%2F9F5XgeoOTPQ5WvVNHzU5V65z%2F7Yp9XSPpyoYwS1c07%2Fxn3BHTnY2dXSzqpOjfQHXV%2BpJe4FwwqrVJFz09RuvnP9LIJ6K75S%2F4J6M7H9koe%2BW%2Bu70n6QKWfaTP3okGlVaro%2Beuq1fxnWt8EdNn8Jf8EdOdjazWO%2FGf1DUmH6vxYF3AvHFRapYqev47azX%2Bm1U1At81f8k9Adz4uVOIp%2F0X1KUn76%2FxYW3IvHlRapYqevypX859pbRPQdfOX%2FBPQnY%2BxqR%2F5z3MvIFRapYqevwp3859pZRPQffOX%2FBPQnY9BlCP%2Fee5FhEqrVNHzl9VK859xbwIm0fwl%2FwR05yPWkf881wJC5alU0fOX0Vrzn3FtAibT%2FCX%2FBHTnRxftyH9e7cWDylupoufvpNXmP1N7EzCp5i%2F5J6A7P6qoR%2F7zai0cVJlKFT1%2FO603%2F5lam4DJNX%2FJPwHd%2BRFFPvKfV%2BMaUOUqVfT8RUp%2BvO%2FhAuN9paRHCo35rDr7eN9VuCegO3%2FeIQ3vjE%2BoztF46fq2pC9o2L2%2BWtJNlX6uU%2BeygJa51x93%2FlZ6eee%2FGV%2Fssyb3BHTnz%2ByRdJ%2BkMxnG1Go9VynnpIaPDwZa515%2F3PnzaP7jmnTzl%2FwT0J0vDc3%2FoQxjoaRjkvatdvkBG%2Ff6487fjOY%2Frsk3f8k%2FAd35knR%2FhnFEL4780SP3%2BuPOn6H5jytE85f8E9Cdf0jTPvavURz5o1fu9cedL9H85ytM85f8E9CdX%2BtP4aZarT%2FlD2zHvf6482n%2B4wrV%2FCX%2FBHTn1%2Fqe%2B6kVR%2F6YAvf648yn%2BY8rXPOXYt8A0vB3qSUm05Sr5Q%2F2AVbhXn9c%2BTT%2FcYVs%2FlLcGyBXfrTiyB9T0vv6sw6a%2F7jCNn8p5g2QMz9KtfpZ%2FkCK3tefVdH8xxW6%2BUvxboDc%2BRGKI39MVe%2Frzypo%2FuMK3%2FylWDdAifypF0f%2BmLLe159l0fzHRfM%2FJ8oNUCp%2FqsWRPyLoff1ZBs1%2FXDT%2FTSLcACXzp1gc%2BSOK3tefndD8x0XznzP1G6B0%2FtSKI39E0vv6sx2a%2F7ho%2FluY8g1QI38qxZE%2FIup9%2FVmE5j8umv8CU70BeslfZK%2Bkj2UY3zLFkT%2Bict%2F%2FJfJp%2FuOi%2BW9jijdAT%2FlbuUrSoxnGtkxx5I%2FI3Pd%2F7nya%2F7ho%2FjuY2g3QW%2F68GzXcbCVuhhrjB3rivn9y5tP8x0XzX8KUboAe82f2yvPNhEBk7vsnVz7Nf1w0%2FyVN5QboNV%2Bqe%2BRfYvxAr9z3T458mv%2B4aP4rmMIN0HN%2B7SP%2F3OMHeua%2Bf1Lzaf7jovmvqPcboNd815F%2F7usH9Mx9%2F7jv%2F61qQ9LhDD%2FbVg6r3Few31ZozJPW%2Bw3QY77zyD%2F39QN65r5%2F3Pf%2FfPHOP5jeb4De8t1H%2FrmvH9Az9%2F3jvv83F80%2FoN5vgJ7y78iQl7uAyNz3j%2Fv%2BnxXNP6jeb4Ce8g9KeiZDZs4CInPfP%2B77%2F6xo%2FqH1fgP0lv%2F%2BDJk5C4jMff%2B473%2Baf3C93wA95n8yQ26uAiJz3z%2FOe5%2Fmj%2B5vgB7z90s6mSE7RwGRue8f131P84ek%2Fm%2BAXvNTnweYfX2v%2B%2FoBPXPfPyWa5E5F88dLer8Bes4%2Fsmbm5q%2FvdV8%2FoGfu%2B6dEo9yuaP4Y6f0G6D3%2F2Ip581%2Ff6x5%2F72ovwFTeStV7%2FipF88cFer8Bes%2FfK%2BmRJXJmR%2F6tjb93NRdgKn%2Bl6j1%2F2aL5Y0u93wC950vSldr%2BBtp85N%2Fi%2BHtWawGmylSq3vOXKZo%2FFur9Bug9f%2BaGBa8%2Ff%2BTf6vh7VWMBpspVqt7zdyqaP7bV%2Bw3Qe%2F5mxza97qIj%2F3ktjb9HpRdgqmyl6j1%2Fu6L5Y0e93wC95282ex5guyP%2FeS2Nv0clF2CqfKXqPX9R0fyxlN5vgN7z510had8K%2F%2F%2FWxt%2BbUgswVadSOfOPZsjfqjYkHU4c2yKHz71%2BiXHfVmjM2EbkG7CF%2FFS9j9%2BtxEJG1atUrvzbMmRvVbzzx0qi3oCt5KfqffxuJRYzql6lcuTT%2FMdF8zeKeAO2lJ%2Bq9%2FG7lVjQqHqVqnY%2BzX9cNH%2BzaDdga%2Fmpeh%2B%2FW4lFjapXqWrm0%2FzHRfNvQKQbsMX8VL2P363EwkbVq1S18mn%2B46L5NyLKDdhqfqrex%2B9WYnGj6lWqGvk0%2F3HR%2FBsS4QZsOT9V7%2BN3K7HAUfUqVel8mv%2B4aP6NmfoN2Hp%2Bqt7H71ZikaPqVaqS%2BTT%2FcdH8GzTlG7CH%2FFS9j9%2BtxEJH1atUpfJp%2FuOi%2BTdqqjdgrfzeC4isxP1D8x8Xzb9h7gbSe37vBUSW%2B%2F6h%2BY%2BL5t84dwPpPb%2F3AiLLef%2FQ%2FMdF8%2B%2BAu4H0nt97AZHlun9o%2FuOi%2BXfC3UB6z%2B%2B9gMhy3D80%2F3HR%2FDvibiC95%2FdeQGSp9w%2FNf1w0%2F864G0jv%2Bb0XEJn7%2FtuqNiQdLvTzHj73%2BiXGfbTQmFGQu4H0nt97AZG577%2F54p0%2FqnI3EHd%2BqRuih%2FpuhusH9Mx9D24umj%2BqS%2F3H7z3%2FZIYx9FqPZbh%2BQM%2Fc9%2BCsaP6wSJ0AvefflWEMvdadGa4f0DP3PXhWNH8YpU6C3vOvkXQ6wzh6q9OSrs5w%2FYCeue9Dmj%2BsUidC7%2FmSdG%2BGcfRWd2e5ckDfnPcgzR927gbszpek3ZIezDCWXuq4pEuyXDmgb657kOaPJrgbsDt%2FZrekezTtXwec1vDOn%2BYPDBz3Ic0fzXA3YHf%2BvIOSPqLhCflSH5hRszbO%2FSx3it%2F5A%2FNq3480fzTF3YDd%2BQDiovnT%2FENzN2B3PoC4aP40%2F9DcDdidDyAumj%2FNPzR3A3bnA4iL5k%2FzD83dgN35AOKi%2BdP8Q3M3YHc%2BgLho%2FjT%2F0NwN2J0PIKajKtNENyQdLjTmwyr358lHC40ZDXM3YHc%2BgHhuU5kmyjt%2FdMXdgN35AGKh%2BdP8cY67AbvzUcc%2BSVe4B4HwaP40f2zibsDufJR3laRHJZ3QsBEAHGj%2BNH%2FMcTdgdz7KulHDAjn79%2FqEdzgIiuZP88cW3A3YnY8yXq7hmwe3%2Bje7yTguxEPzp%2FljAXcDducjv9mR%2F3YLJ99MiBpo%2FjR%2FbMPdgN35yGv%2ByH9R8TwASqP50%2FyxA3cDducjj%2B2O%2FBfVMctIEQHNn%2BaPJbgbsDsf6XY68t%2BujtQf7kiJxTZStYjmPy6aPxZyLwDufKRZ9sh%2FUT0r6drqoz7P3UB7r9bQ%2FMdF88e23AuAOx%2FrWefIf1E9LunSusN%2FibuB9l4tofmPi%2BaPHbkXAHc%2BVpdy5L%2BoHqj6E5znbqC9Vyto%2FuOi%2BWMp7gXAnY%2FVpB75b1dH6v0YL3E30N6rBTT%2FcdH8sTT3AuDOx3JyHvkvKsfzAM7mOYVyo%2FmPi%2BaPlbgXAHc%2Bdna1pJOq01DuqPMjvcTRNKdUTjT%2FcdH8sTL3AuDOx%2FZKHvlvru9J%2BkCln2kzV%2BOcSrnQ%2FMdF88da3AuAOx9bq3HkP6tvSDpU58e6gKNpTqkcaP7jovljbe4FwJ2PC5V4yn9RfUrS%2Fjo%2F1pYcTXNKVdvRxPEuqg1JhwuN%2BfC51y8x7qOFxowg3AuAOx9jUz%2Fyn%2BdqnFOpmnjn773%2BmCD3BHTnYxDlyH9e7YY5taqF5u%2B9%2Fpgo9wR05yPWkf%2B8ms1yilUDzd97%2FTFh7gnozo8u2pH%2FvJrNcopVGs3fe%2F0xce4J6M6PKuqR%2F7waP%2F%2BUqySav%2Ff6IwD3BHTnRxT5yH9erYV6qlUKzd97%2FRGEewK68%2Bcd0vDO%2BITqHI2Xrm9L%2BoKGvxV%2BtaSbKv1cp85lAaui%2BfvWPwTjnoDu%2FJk9ku6TdCbDmFqt5yrlnNTw8cHAqmj%2BqxWQxD0B3fnS0PwfyjAWSjomad9qlx%2BQRPNfp4Ak7gnozpek%2BzOMI3px5I8UNP%2F1CkjinoDu%2FEOa9rF%2FjeLIHylo%2FusXkMQ9Ad35tf4UbqrV%2BlP%2BaBvNP62AJO4J6M6v9T33UyuO%2FJGK5p9eQBL3BHTnl%2FqWrilXyx%2Fsgz7Q%2FPMUkMQ9AXvPj1Yc%2BSMVzT9fAUncE7D3%2FCjV6mf5oy9HVWZ%2Bbkg6XGjMh9XuSSGQxD0Be8%2BPUBz5Iwfe%2BY%2Fr9gyvASRxT8De86deHPkjB5r%2FuG4%2Fl5H6OkAS9wTsPX%2BqxZE%2FcqH5j%2Bv2TTnu9Q%2FBuSdg7%2FlTLI78kQvNf1ybm78yvB6QxD0Be8%2BfWnHkj1xo%2FuOab%2F7K8JpAEvcE7D1%2FKsWRP3Ki%2BY9rq%2BavDK8LJHFPwOj5i%2ByV9LEM41umOPJHTjT%2FcS1q%2Fsrw2kAS9wSMnr%2BVqyQ9mmFsyxRH%2FsiJ5j%2Bu7Zq%2FMrw%2BkMQ9AaPnz7tRw2JXquGzgKAUmv%2B4dmr%2BypABJHFPwOj5M3vl%2BWZCIAea%2F7iWaf7KkAMkcU%2FA6PlS3SN%2FFhDkRvMf17LNXxmygCTuCRg9v%2FaRPwsIcqL5j2uV5q8MeUAS9wSMmu868mcBQS40%2F3Gt2vyVIRNI4p6AEfOdR%2F4sIMiB5j%2BudZq%2FMuQCSdwTMFq%2B%2B8ifBQSpaP7jWrf5K0M2kMQ9ASPl35EhL3cBqziqMvNwQ9LhQmM%2BfO71S4z7aOLYuH9h5Z6AkfIPSnomQ2bOApbFO%2F%2B%2B1x%2FgAu4JGC3%2F%2FRkyW1rAEAPNfxrrDzDinoAR8z%2BZIbeVBQzTR%2FOf1voDvMQ9ASPm75d0MkN2CwsYpo3mP731B3iJewJGzU99HmD29b3u64fpovlPd%2F0BJPknYOT8I2tmbv76Xvf1wzTR%2FKe%2F%2FgD2CRg9%2F9iKefNf3%2Bsef%2B9qNoterj%2FNP876g%2BDcEzB6%2Fl5JjyyRMzvyb238vavdMFq%2F%2FjT%2FWOsPgnNPwOj5knSltl%2FANh%2F5tzj%2BnjmaRqvXn%2BYfc%2F1BYO4JGD1%2F5oYFrz9%2F5N%2Fq%2BHvlahytXX%2Baf%2Bz1B0G5J2D0%2FM2ObXrdRUf%2B81oaf4%2BczaOV60%2FzZ%2F1BUO4JGD1%2Fs9nzANsd%2Bc9rafw96r2BpKL5s%2F4gMPcEjJ4%2F7wpJ%2B1b4%2F7c2%2Ft703kBS0Pz9%2F37ufATnnoDR81P1Pn633hvIumj%2Bbfz7ufMRnHsCRs9P1fv43XpvIOug%2Bbfz7%2BfOR3DuCRg9P1Xv43frvYGs6mjieBfVhqTDhcZ8%2BNzru%2F%2BtWH8wOe4JGD0%2FVe%2Fjd%2Bu9gayCd%2F7juj3Da6Ry5yM49wSMnp%2Bq9%2FG7lWgsLV5%2Fmv%2B4bj%2BX4f73c%2BcjOPcEjJ6fqvfxu5VoLq1df5r%2FuG7flOP%2B93PnIzj3BIyen6r38buVaDAtXX%2Ba%2F7g2N39leL1U7nwE556A0fNT9T5%2BtxJNppXrT%2FMf13zzV4bXTOXOR3DuCRg9P1Xv43cr0WhauP40%2F3Ft1fyV4XVTufMRnHsC9p7fe2F6aP7jWtT8leG1U7nzEZx7Avae33thWmj%2B49qu%2BSvD66dy5yM49wTsPb%2F3wnTQ%2FMe1U%2FNXhoxU7nwE556Avef3XpgGmv%2B4lmn%2BypCTyp2P4NwTsPf83gv9o%2FmPa9nmrwxZqdz5CM49AXvP773QN5r%2FuFZp%2FsqQl8qdj%2BDcE7D3%2FN4L%2FaL5j2vV5q8Mmanc%2BQjOPQF7z%2B%2B90Cea%2F7jWaf7KkJvKnY%2Fg3BPQnd%2Fid4zXqu9muH6oj%2BY%2FrnWbvzJkp3LnIzj3BHTnn8wwhl7rsQzXD3XR%2FMeV0vyVIT%2BVOx%2FBuSegO%2F%2BuDGPote7McP1QD81%2FXKnNXxnG0Hs%2BgnNPQHf%2BNZJOZxhHb3Va0tUZrh%2FqoPmPK0fzV4Zx9J6P4NwT0J0vSfdmGEdvdXeWK4caaP7jytX8lWEsvecjOPcEdOdL0m5JD2YYSy91XNIlWa4cSqP5jytn81eG8fSej%2BDcE9CdP7Nb0j2a9q8DTmt450%2Fz7wPNf1y5m78yjKn3fATnnoDu%2FHkHJX1EwxPyGxnG566Ncz%2FLneJ3%2Fj2h%2BY%2BrRPNXhnH1no%2Fg3BPQnQ%2B0huZfp%2Fkrw9h6z0dw7gnozgdaQvOv1%2FyVYXy95yM49wR05wOtoPnXbf7KMMbe8xGcewK684EW0PzrN39lGGfv%2BQjOPQHd%2BYAbzd%2FT%2FJVhrL3nIzj3BHTnA040f1%2FzV4bx9p6P4NwT0J0PuND8vc1fieNl%2FUP33BPQnQ840Pz9zV8rjpH1D5PjnoDufKA2mn8bzV87jIv1D5PnnoDufNSxT9IV7kE04EMq00Q3JB0uNObDKvepmEcLjXlZ7vXHnY%2Fg3BPQnY%2FyrpL0qKQTGjYCUb1F0gvK30R5578%2B9%2Frjzkdw7gnozkdZN2poULN%2Fr094h2OzX9KTyt9Eeeefxr3%2BuPMRnHsCuvNRxss1fPPgVv9mNxnH5fJvlL%2BJ8s4%2FnXv9cecjOPcEdOcjv9mR%2F3aNK9I3E%2F6QpOdE82%2Bt%2BUv%2B9cedj%2BDcE9Cdj7zmj%2FwXVaTnAT4nmn%2BLzV%2Fyrz%2FufATnnoDufOSx3ZH%2FojpmGWld71b%2BRvoVldk8Rfid%2Fzz3%2BuPOR3DuCejOR7qdjvy3qyP1h1vNPklPqExD%2Fe%2BSDmQca7R3%2FjPu9cedj%2BDcE9CdjzTLHvkvqmclXVt91HWUePCvxCYgavOX%2FOuPOx%2FBuSegOx%2FrWefIf1E9LunSusMvrsSDfyU2AZGbv%2BRff9z5CM49Ad35WF3Kkf%2BieqDqT1Be7gf%2Ftqt1NwHRm7%2FkX3%2Fc%2BQjOPQHd%2BVhN6pH%2FdnWk3o9R1E%2BrXLNfVKtuAmj%2BA%2Ff6485HcO4J6M7HcnIe%2BS%2BqKTwPUPLBv51q2U0Azf889%2Frjzkdw7gnoYXmwYgAAC%2FNJREFUzsfOrpZ0UnWa2B11fqRiSj%2F4t1PttAmg%2BY%2B51x93PoJzT0B3PrZX8sh%2Fc31P0gcq%2FUyl1Hrwb6datAmg%2BV%2FIvf648xGcewK687G1Gkf%2Bs%2FqGpEN1fqyiaj74t1PNbwJo%2Fltzrz%2FufATnnoDufFyoxFP%2Bi%2BpTGr4pr3eOB%2F92qtkmgOa%2FmHv9cecjOPcEdOdjjCP%2F1R2Q9JTKX7N16iuK9%2FG%2Bq3CvP%2B58BOeegO58DDjyX5%2F7wT9H9f7Of8a9%2FrjzEZx7ArrzwZF%2FiqskPa881%2BZeSb%2BT6bVK1hTe%2Bc%2B41x93PoJzT0B3fnQc%2BafJ9eDfUxp%2BlfAKSV%2FO9Jolairv%2FGfc6487H8G5J6A7PyqO%2FNPlfPDvpza9bqubgKk1f8m%2F%2FrjzEZx7ArrzI%2BLIP13OT%2Fw7vsXrt7YJmGLzl%2FzrjzsfwbknoDt%2F3iEN74xPqM7ReOn6tqQvaFjAXy3ppko%2F16lzWVOV68G%2F5zVsyLbSyiZgqs1fSr82vecjOPcEdOfP7JF0n6QzGcbUatX6lLqTGj4%2BeKpyfuLfv94hy70JmHLzl9KvT%2B%2F5CM49Ad350tD8H8owFko6puF4fMpyPfj3pJb78h7XJmDqzV9Kv0a95yM49wR050vS%2FRnGEb2mfuQ%2Fk%2FPBv3etkFt7ExCh%2BUvp16n3fATnnoDu%2FEOa9rF%2FjZr6kf9Mzk%2F8%2B%2FyK2ftU7682pvR3%2FjtJvVa95yM49wR059daVKdaU33Kfys1Hvzbyjsl%2FWGm7J0qyjv%2FmdTr1Xs%2BgnNPQHd%2Bre%2B5n1pFOfKfqfng38xflfSfM2UuU9Gav5R%2BzXrPR3DuCejOL%2FVFKVOuqX6wz3ZqPvi3V9Idkp7NlLlMRWz%2BUvp16z0fwbknYO%2F50SrSkf9MzQf%2Fah73zypq85fSr13v%2BQjOPQF7z49SU%2F0s%2F52U%2FsS%2FmdrH%2FbOK3Pyl9OvXez6Cc0%2FA3vMjVMQj%2F5l%2FqzzXcNGDf47j%2FllFb%2F5S%2BjXsPR%2FBuSdg7%2FlTr4hH%2FjM5v%2Bp3qwf%2FflL5ThdWqe9L%2BlDapZmM1GvZez6Cc0%2FA3vOnWlGP%2FDc7rjzX8o803kS9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HU / AU
PKW
141€
DEKRA Prüfstützpunk
