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The practice's name comes from the fact that it originated in England in the 1770s.<ref>{{Cite web |title=What is English Paper Piecing - How it's done and its history {{!}} European Quilting Supplies |url=https://www.eqsuk.com/news/consumer/what-is-english-paper-piecing-how-it-s-done-and-it-s-history/226 |access-date=2023-03-04 |website=www.eqsuk.com}}</ref> Once a shape, bloc, rosette, or finished piece has been made, the papers are removed, leaving the fabric as the remaining item.
The practice's name comes from the fact that it originated in England in the 1770s.<ref>{{Cite web |title=What is English Paper Piecing - How it's done and its history {{!}} European Quilting Supplies |url=https://www.eqsuk.com/news/consumer/what-is-english-paper-piecing-how-it-s-done-and-it-s-history/226 |access-date=2023-03-04 |website=www.eqsuk.com}}</ref> Once a shape, bloc, rosette, or finished piece has been made, the papers are removed, leaving the fabric as the remaining item.
[[File:Patchwork pieces (AM 17441-3).jpg|thumb|243x243px|Backside of fabric pieces, shaped into hexagons by pieces of paper]]
[[File:Patchwork pieces (AM 17441-3).jpg|thumb|243x243px|Backside of fabric pieces, shaped into hexagons by pieces of paper]]
English paper piecing should not be shortened to "paper piecing", as that term includes [[Foundation piecing|Foundation Paper Piecing]] (which uses a sewing machine to sew the fabric shapes together along lines on the paper) as well, nor should the two distinct paper piecing techniques be confused with each other.<ref>{{Cite journal |last1=Leake |first1=Mackenzie |last2=Bernstein |first2=Gilbert |last3=Davis |first3=Abe |last4=Agrawala |first4=Maneesh |date=2021-07-19 |title=A mathematical foundation for foundation paper pieceable quilts |url=https://doi.org/10.1145/3450626.3459853 |journal=ACM Transactions on Graphics |volume=40 |issue=4 |pages=65:1–65:14 |doi=10.1145/3450626.3459853 |issn=0730-0301|doi-access=free }}</ref>
English paper piecing should not be shortened to "paper piecing", as that term includes [[Foundation piecing|Foundation Paper Piecing]] (which uses a sewing machine to sew the fabric shapes together along lines on the paper) as well, nor should the two distinct paper piecing techniques be confused with each other.<ref>{{Cite journal |last1=Leake |first1=Mackenzie |last2=Bernstein |first2=Gilbert |last3=Davis |first3=Abe |last4=Agrawala |first4=Maneesh |date=2021-07-19 |title=A mathematical foundation for foundation paper pieceable quilts |journal=ACM Transactions on Graphics |volume=40 |issue=4 |pages=65:1–65:14 |doi=10.1145/3450626.3459853 |issn=0730-0301|doi-access=free }}</ref>


== References ==
== References ==

Latest revision as of 09:12, 9 February 2024

Star shapes made by paper piecing

English paper piecing is a method of patchwork where fabric is wrapped around fabric shapes made of thin paper cardboard or heavy paper. Once the shapes are wrapped and ready, the sewer will hand sew the shapes together one at a time until the shapes become an intricate design. The paper or cardboard is removed once the shape has been sewn to another shape on all sides. This is an art for those who like to sew by hand.

The practice's name comes from the fact that it originated in England in the 1770s.[1] Once a shape, bloc, rosette, or finished piece has been made, the papers are removed, leaving the fabric as the remaining item.

Backside of fabric pieces, shaped into hexagons by pieces of paper

English paper piecing should not be shortened to "paper piecing", as that term includes Foundation Paper Piecing (which uses a sewing machine to sew the fabric shapes together along lines on the paper) as well, nor should the two distinct paper piecing techniques be confused with each other.[2]

References

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  1. ^ "What is English Paper Piecing - How it's done and its history | European Quilting Supplies". www.eqsuk.com. Retrieved 2023-03-04.
  2. ^ Leake, Mackenzie; Bernstein, Gilbert; Davis, Abe; Agrawala, Maneesh (2021-07-19). "A mathematical foundation for foundation paper pieceable quilts". ACM Transactions on Graphics. 40 (4): 65:1–65:14. doi:10.1145/3450626.3459853. ISSN 0730-0301.
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