![](data:image/png;base64,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)
LIQUID GUN BLUE
SUPER BLUE
EXTRA STRENGTH GUN BLUE FOR STEEL, TOUCH-UP OR COMPLETE REBLUE
100% BRAND NEW
Available Size: 3 FL OZ / 90 mL
A DOUBLE STRENGTH BLUEING SOLUTION FOR POLISHED STEEL PARTS AND HARDENED STEELS
A double-strength blueing solution designed for blueing highly polished steel parts and hardened steels containing nickel and chrome alloys (except stainless). Super Blue Extra Strength Gun Blue is the blackest blue. Use caution to confine the solution to the area to be reblued, as it will have an effect on the existing blue.
• Double-strength blueing solution.
• For blueing highly polished steel parts and hardened steels containing nickel and chrome alloys (except stainless).
• Super Blue Extra Strength Gun Blue is the blackest blue.