Description
KIT 7: Kearing 3 Piece Pattern making Ruler Set – Buy as a Kit and Save
A 3 piece ruler set that includes the following rulers…
1. Kearing Full Scale Metric Dressmaker Square Ruler 360mm x 600mm
A must for your fashion workroom.
This 60cm metric ruler is used for squaring up individual blocks ready to commence new patterns.
The curve can be used to aid the user to draw design lines straight and curved when creating patterns
This transparent acrylic square ruler features:
- Acrylic material
- Transparent
- Curves for hips, side seams and waistlines
- Measurements 36cm x 60cm
- 3mm thickness
- Black markings, cm increments
- Ideal for fashion students, all types of dressmaking, patternmaking and a variety craft work
2. 1/2 or 1/3 Scale Transparent Metric Ruler
If you are working with third scale or half scale blocks to do pattern-making exercises, it is useful to have a third scale or half scale Ruler to use with them.
For the purposes of learning pattern-making principles, making patterns at a 1/3 scale or 1/2 scale proportion saves paper and requires less desk space than making them full-scale.
If you attend face-to-face classes in pattern-making, you generally make most patterns at one-third scale or half scale.
- Use for both Patternmaking and Grading
- Metric measurements
- Clear rigid plastic
- Transparent ruler
- Black markings, cm increments
- Measurement markings are 1:3 Scale or 1/2 scale increments
- 1:3 Scale (260mm x 150mm x 3mm) or 1/2 scale(350mm x 210mm x 3mm)
3. Kearing Flexible Transparent Metric Pattern-making and Grading Ruler – 50cm or 60cm available options
A very versatile ruler for all areas of the fashion workroom.
- Use for both Patternmaking and Grading
- Metric measurements
- Clear flexible plastic
- Transparent ruler
- Red lines, cm increments
- Length 50cm x Width 5cm x Depth 3mm or Length 60cm x Width 5cm x Depth 3mm
Other items available…
Kearing Metric Pattern Master 40cm x 3mm Rigid Acrylic
Kearing Flexible Curve Ruler 50cm/20″
Kearing 60cm & 24” Aluminium L Square Ruler
