Surgical Mart Barber Hair Cutting Scissors 17cm
BARBER HAIR CUTTING SCISSORS FEATURES:
PREMIUM QUALITY STAINLESS STEEL BLADES: The 6.5″ Lightweight Hair Cutting Shears are made of Premium Quality stainless steel with superior durability which will not damage or split hair ends. The sharp razor edge high quality hairdressing scissors have a smooth cutting action, which is great for slicing wet or dry hair.
LIGHTWEIGHT AND PORTABLE: The ergonomically designed handle has large comfortable finger rings. These Hair Cutting Scissors are lightweight and offer easy handling with less stylist fatigue. Seeing many clients back to back is no issue.
PRECISION HAIR CUT: The strong, sharp blades have a pointed tip with concave edges to provide the highest quality performance. Attain optimum control to always give the perfect hair cut with our Professional Stainless Steel Hair Cutting Shears.
FOR PROFESSIONALS OR AT HOME USE: Don’t be intimidated if you are a beginner, this is the perfect pair of hair cutting scissors to start with if you are new. It is customizable and adjustable for your needs. The high class design is also more than suitable for experts in the hair industry who require a high quality and reliable pair of shears. The simple yet effective design is deal for barbers, hairdressers, cosmetology students and many more.
TECHNICAL INFORMATION
COLOR: Silver
STYLE: Professional
BLADE: Razor Edge Sharp
BLADE TIP: Blunt
HANDLE: Plastic Handle with Finger Rest
RUST PREVENTION PROCEDURE: Passivated
ULTRASONIC CLEANED: Yes
TESTS PERFORMED: Boil Test, Performance Test, Shape Test
QC PASSED: Yes
PACKING DETAILS: Individually Packed
Surgical Mart sell best, top quality Dental, Surgical, Podiatry and Veterinary Instruments for competitive and discounted prices. We have a 30 Days hassle free return policy and we facilitate free shipping over $50 purchase value.
Check our entire product range by visiting this website’s Shop link. Please do contact us if your wish to buy larger quantities, we can always arrange great discounts for large order levels.
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