69.56 €
69.56 €
69.56
EUR
Delivery time:
28 days
144.93 €
This combination does not exist.
Add to Cart
Did you
find this item for less?
Add to compare
Add to wishlist
Reduced 90° tee with joint DN 500/100 - TEGJ500100
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