SAABOTÖR

Danke für Deinen Hinweis ! Hier findet Ihr Kontakt http://www.saab-cars.de/saab-stammtisch/55009-moechte-nur-helfen.html#post778980 Die Beiträge # 639 bis #645 haben nichts mit dem Thread zu tun und können besser am >Stammtisch< oder per >PN< diskutiert werden. Seid so gut Jungs ! Danke ->

Wohlschmeckender Beitrag........DANKE! Neben den vielen Beiträgen von Blinden die über Farbe schwadronieren, wirklich ein Lichtblick in diesem Thread. [ATTACH]60831.vB[/ATTACH]Mehr dazu Herzlichst ->http://www.saab-cars.de/images/misc/pencil.png

[ATTACH]60819.vB[/ATTACH]

So kann's gehen http://www.saabforum.nl/viewtopic.php?f=84&t=110668 gruß->

Hat sich auch eine Lösung für die Falten am unteren Rand ergeben ? Gruß->

[ATTACH]60792.vB[/ATTACH] Bis zu seinem Tode blieb Galilei der Aufsicht der Inquisition unterstellt. Gruß->

Gemeinschaftsleistungen............. [ATTACH]60791.vB[/ATTACH] http://www.saab-cars.de/image/jpeg;base64,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http://www.saab-cars.de/image/jpeg;base64,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 Gruß->

Such doch selbst............ Ich hab nur noch "frischen Nacken" im Angebot >klick< Gruß->

Die Begeisterung schwindet...........das Tattoo bleibt:rolleyes: Gruß->

http://www.saab-cars.de/members/highpassion900-albums-saab+900-picture61130-endlich-habe-ich-mein-tattoo.jpg http://www.saab-cars.de/members/irle-bierle-albums-mein+baby+und+ich...-picture58941-ich-habs-getan.jpg Gruß-> http://www.google.com/search?client=ubuntu&channel=fs&q=saab+tatoo&oe=utf-8&um=1&ie=UTF-8&hl=de&tbm=isch&source=og&sa=N&tab=wi&ei=WsUuT-nYHIzitQb6x8DyDA&biw=1000&bih=524&sei=XMUuT7qDO4nzsgaF1YjyDA#tbnh=157&tbnw=209&um=1&hl=de&client=ubuntu&channel=fs&sig=104274257260840031427&tbm=isch&sa=1&q=saab+tattoo&oq=saab+tattoo&aq=f&aqi=&aql=&gs_sm=s&gs_upl=0l0l0l2330237l0l0l0l0l0l0l0l0ll0l0&bav=on.2,or.r_gc.r_pw.,cf.osb&fp=81dfa3d5b3b9fac0&biw=1000&bih=524

Für Unseren fro(u)strierten Josef. [ATTACH]60783.vB[/ATTACH] Damit der Wippzeh nicht friert. [ATTACH]60784.vB[/ATTACH] Gruß->

In jedem Fall ! Doch nur im "Freistaat -Schuppen" konvertierbar Gruß->

...hmmm.... http://www.grouwstra.nl/saab/99/saab_99_turbo_combi_coupe-733705.html Gruß->>>>

Immer wieder tauchen sehr reizvolle Angebote bei TRADERA auf. Doch bei etlichen Teilen taucht dann leider > Endast köpare inom Sverige - Only Swedish buyers accepted< in der Rubrik >Om säljaren< auf ! Da hat dann leider nur Chancen, wer einen Schweden zum Freund hat !!! Gruß->

-Die Mindestbreite der Felge hatte ich auch im Auge. -Freigängikeit ist klar. -Tacho - hatte ich anders verstanden Zitat:Mit Hilfe dieser Vorlage läßt sich ganz einfach der Durchmesser und der Abrollumfang von einem Reifen bestimmen. Zusätzlich läßt sich auch der Unterschied zwischen zwei Reifen errechnen. Bei der "Originalen Reifengröße" sollte ein Reifen aus dem Kfz-Brief eingetragen werden, der serienmäßig gefahren werden darf. Ist die angezeigte Differenz negativ, dann ist die "Wunsch Reifengröße" kleiner als die "Originale Reifengröße". Wenn die angezeigte Differenz kleiner 2% (bei 185/65R15 = 3,5%) ist, dann kann man den Reifen ohne Tachoangleichung fahren. Ist die Differenz größer, dann kann es passieren, daß eine Überprüfung der tatsächlichen Abweichung vorgenommen werden muß die nicht über 10km/h sein darf. Ist die Abweichung zu groß ist ein Tachogetriebe nötig. Gruß->

@gendzora Hier 'was zum stöbern http://www.wunnerful.com/sahb/home.html Gruß nach KIEL->

Sei letztes Konzert im TOP TEN hab ich leider verpasst! Den Weg zum nächsten Gig in Bremen (?) hat er leider nicht mehr ganz geschafft.........schade.........war ein GROẞER. Gruß->

Von der Zulässigkeit wollt' ich gar nicht erst anfangen:smile: Bei den 185ern muss dann wohl aber der Tachometer angepasst werden. Gruß->

http://blog.jensihnow.de/uploads/Logos/gruenspan.png Gruß->

Schön, dann hatte ich Dich ja richtig verstanden. Hierzulande werden erschlossene Flächen ab 6€ /m² angeboten. Aufbau-Ost eben:smile: Gruß->

Hilfreicher Link ! Ich habe mal ausprobiert[ATTACH]60759.vB[/ATTACH] Ob die Dimension auf 5" Felgen passt bezweifle ich allerdings. Gruß->

Aber gerne >=!!!=<

Bei Uns im Norden......... @MATTI Vielleicht als Wochenenddomizil geeignet ? http://www.ebay.de/itm/2-Fam-Doppelhaus-ca-160-m-Wfl-160-m-Tiefgarage-/320740924049?clk_rvr_id=312973623486 Gruß->

MATTI möchte auf einem zu kaufenden Grundstück eine Halle bauen....und wissen was ihn das kostet. Gruß->

@Klaus Das lese ich ganz anders:rolleyes: Mit was für Kosten hat man eigentlich noch zu rechnen wenn ich mir ein Grundstück zulegen möchte welches laut Bebauungsplan einen Hallen-, Lager- oder Garagenbau zuläßt? Notar, Grundbuch, Grunderwerbssteuer z.B. sind für mich absolut nicht einschätzbar. Und Deine Prozentangabe is nach wie vor FRAGWÜRDIG ! Gruß->