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Kategorien:
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Baja Polished - 172:
Polierte Alufelgen von American Racing
ohne ABE
Radmuttern und Nabenkappen müssen gesondert bestellt werden
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Alle Preise inkl. MwSt. zzgl. Versandkosten.
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| Art.-Nr. |
Größe |
Lochkreis |
Finnish |
ET |
BSM |
Load |
Preis |
Bestellung |
| 172-5773 |
15x7 |
5 on 5 |
polished |
-6 |
3,75 |
2000 |
| € 187,00 |
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| 172-5761 |
15x7 |
5 on 4.75 |
polished |
-6 |
3,75 |
2000 |
| € 187,00 |
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| 172-5884 |
15x8 |
6 on 5.5 |
polished |
20 |
5,25 |
2000 |
| € 200,00 |
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| 172-5868 |
15x8 |
6 on 4.5 |
polished |
20 |
5,25 |
2000 |
| € 200,00 |
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| 172-5866 |
15x8 |
5 on 4.5 |
polished |
20 |
5,25 |
2000 |
| € 200,00 |
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| 172-6868 |
16x8 |
6 on 4.5 |
polished |
0 |
4,5 |
3100 |
| € 211,00 |
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| 172-6183 |
16x10 |
6 on 5.5 |
polished |
-25 |
4,5 |
3100 |
| € 223,00 |
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| 172-6185 |
16x10 |
5 on 5.5 |
polished |
-25 |
4,5 |
3100 |
| € 223,00 |
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| 172-6135 |
16x10 |
5 on 135/ 97-02 Ford |
polished |
-25 |
4,5 |
3100 |
| € 223,00 |
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| 172-65970 |
16.5x9.75 |
8 on 170/ 99-on Ford Super Duty |
polished |
-29 |
4,375 |
3100 |
| € 235,00 |
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| 172-65982 |
16.5x9.75 |
8 on 6.5/ 5.15 Bore |
polished |
-29 |
4,375 |
3100 |
| € 235,00 |
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Warenkorb:
Technik-Tips:
Links:
Lagerstatus-Info:
 | ab Lager lieferbar |
 | im Zulauf |
 | Lieferzeit 21-28 Tage |
 | Ausverkauft |
Versandkosten-Info:
GLS Vorkasse (€ 9,50)
Es fallen ggf. zusätzliche Versandkosten für bestimmte Artikel an, die Höhe entnehmen Sie bitte den Artikelbeschreibungen.
Shipping costs:
GLS (15,50 EUR) |
GLS (25,50 EUR) |
GLS (25,50 EUR) |
GLS (30,50 EUR) |
For certain articles there are additional shipping costs which are mentioned seperately. |
Umrechnungstabelle:
| Bolt pattern: |
| 4.25" |
= |
108mm |
| 4.50" |
= |
114,3mm |
| 4,75" |
= |
120,7mm |
| 5.00" |
= |
127mm |
| 5.50" |
= |
139,7mm |
| 6.50" |
= |
165mm |
Load: |
| 1400 lb. |
= |
635 kg |
| 1580 lb. |
= |
716 kg |
| 1600 lb. |
= |
725 kg |
| 1700 lb. |
= |
771 kg |
| 1950 lb. |
= |
884 kg |
| 2200 lb. |
= |
997 kg |
| 2500 lb. |
= |
1133 kg |
| 3040 lb. |
= |
1378 kg |
| 3420 lb. |
= |
1551 kg |
| 3700 lb. |
= |
1678 kg |
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