tag:blogger.com,1999:blog-27867965108434145102024-03-19T08:38:22.862+00:00siblings together quilt groupA group making quilts for siblings separated by the care system in the UK.mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.comBlogger54125tag:blogger.com,1999:blog-2786796510843414510.post-27281516063705591622021-10-01T00:31:00.003+01:002021-10-01T00:49:22.230+01:00Carol’s aka @therunninghare ‘s quilt ! <p></p><p class="p2" style="-webkit-text-size-adjust: auto; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;">This beautiful quilt top was made by Carol and she has kindly agreed to me running a block drive using this design. It’s a great one for using up scraps so I’m hoping to reduce the mountains of scraps I seem to collect. Are you in for another scrappy project with me? </p><p class="p2" style="-webkit-text-size-adjust: auto; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLXxIRJg0W-XeRmHyazdmHF5DB01FmG5T0pkQHDM4gZbvCskTr-CdGbTs4JmtwOfLx7Z4Gud4DbDzzKMoVgKlFE9CWGGaZjutdXJt9SepEK2GlwMsgt70incshP137gVBAQLm8AqjhsW0/s1094/74560B26-1912-494B-BB06-7A85F0E2FB61.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="990" data-original-width="1094" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLXxIRJg0W-XeRmHyazdmHF5DB01FmG5T0pkQHDM4gZbvCskTr-CdGbTs4JmtwOfLx7Z4Gud4DbDzzKMoVgKlFE9CWGGaZjutdXJt9SepEK2GlwMsgt70incshP137gVBAQLm8AqjhsW0/s320/74560B26-1912-494B-BB06-7A85F0E2FB61.jpeg" width="320" /></a></div><br /><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 9px 0px 8px;"><br /></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p4" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">This quilt is made from two different blocks - each block measures 8.5” square.</span></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p4" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">The first is made from four dark coloured 4.5” squares, sewn together in a four patch.</span></p><p class="p4" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;"><br /></span></p><p class="p4" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDklPIABJC-ULYDKHgdEDSRgw6r6PXacKM4eL9S_uEespMGbLTMD-NBF2dR7Drmw57SPJht9NDU3RmNom63Jfbkr6VOHl5v_O7ZePRip4IK_S87uivzF05nxI0fZzNd2Y0-JHYFB8YqNc/s2048/D3450EAA-8CC6-4779-A5A7-9ED55E9DCC8F.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDklPIABJC-ULYDKHgdEDSRgw6r6PXacKM4eL9S_uEespMGbLTMD-NBF2dR7Drmw57SPJht9NDU3RmNom63Jfbkr6VOHl5v_O7ZePRip4IK_S87uivzF05nxI0fZzNd2Y0-JHYFB8YqNc/s320/D3450EAA-8CC6-4779-A5A7-9ED55E9DCC8F.jpeg" width="240" /></a></div><br /><span class="s2" style="font-size: 17.41px;"><br /></span><p></p><p class="p4" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;"><br /></span></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 9px 0px 8px;"><span style="font-size: 17.41px;">The second block is made from sixteen 2.5” squares. </span> <span style="font-size: 17.41px;">Eight low volume squares, and eight brightly coloured ones. </span> <span style="font-size: 17.41px;">Arrange them and sew in rows, as below:</span></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p4" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">1st row: <span class="Apple-converted-space"> </span>LV - Bright - Bright - LV</span></p><p class="p4" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">2nd row: Bright - LV - LV - Bright</span></p><p class="p4" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">3rd row: <span class="Apple-converted-space"> </span>Bright - LV - LV - Bright</span></p><p class="p4" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">4th row: <span class="Apple-converted-space"> </span>LV - Bright - Bright - LV</span></p><p class="p4" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;"><br /></span></p><p class="p4" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;"><br /></span></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsh_pf3jZ63pVPenhOf6Uhog0jdssexVPv_gX1xhO4Q6F7FJUcxA3221bQ__427BpOh4E41u_u7d0nBmeKG-hGzqdldpCgQiP6fLKZnGaPvfZEM_e3GmHMDOjARagqufCr3Yfrgc7ck9A/s2048/0E7DD150-1074-4056-90C3-02730FEE8AE5.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsh_pf3jZ63pVPenhOf6Uhog0jdssexVPv_gX1xhO4Q6F7FJUcxA3221bQ__427BpOh4E41u_u7d0nBmeKG-hGzqdldpCgQiP6fLKZnGaPvfZEM_e3GmHMDOjARagqufCr3Yfrgc7ck9A/s320/0E7DD150-1074-4056-90C3-02730FEE8AE5.jpeg" width="240" /></a></div><br /><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><br /></p><p class="p4" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">The position of the low volume and bright squares then makes the chain pattern across the quilt as though can see in the top photo.</span></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p4" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">Sew rows together to make an 8.5” block unfinished.</span></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 9px 0px 8px;"><span style="font-size: 17.41px;">Thank you ! </span> <span style="font-size: 17.41px;">Our quilts make a difference to the lives of young looked after people and are really appreciated. </span></p>Nickyhttp://www.blogger.com/profile/12437815900953193788noreply@blogger.com0tag:blogger.com,1999:blog-2786796510843414510.post-45431802502020627292021-06-01T18:12:00.003+01:002021-06-01T18:27:13.029+01:00Mini block drive tutorial June 2021<p> </p><p><span style="-webkit-text-size-adjust: auto; font-size: 28.670000076293945px;">If you would like to help me make more quilts for Siblings Together here is my tutorial for the next mini block drive. </span></p><p><span style="-webkit-text-size-adjust: auto; font-size: 28.67px; font-weight: bold;"><br /></span></p><p><span style="-webkit-text-size-adjust: auto; font-size: 28.67px; font-weight: bold;">Cutting instructions</span></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span>Please choose sweet pea coloured fabrics: purple, pink, blue, turquoise, green, and yellow. The background should be Low Volume or plain, light coloured, unpatterned fabric used throughout the block thank you.</p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">From background fabric cut: </span></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">Four 4.5” squares</span></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">Five 2.5” squares</span></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">From assorted pink, purple, turquoise, blue, yellow and green fabrics cut :</span></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">Four 8.5” x 2.5” rectangles</span></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">Four 4.5” x 2.5” rectangles</span></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">Four 2.5” squares</span></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">Use a scant 1/4” seam throughout</span></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s2" style="font-size: 17.41px;"></span><br /></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;">1 Join a coloured square to each of four background squares, open out and press seam to the darker colour - unit A</span></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;"><br /></span></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOCXKUWtdxRU9xUZPpfMA7HlbMkJwIMt8Udaff8iFPGIBf3kSHq8uvSB93KsSKUNymtCzauf_8gwyna1yBrCKGcuKd2dUsorTXwDvfkjqX9N0Uazwwf_SWPthfHDsJxcLobDVk71NeAWg/s2048/714ABB5D-27BD-4B18-A907-BC0EE3A25F7B.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOCXKUWtdxRU9xUZPpfMA7HlbMkJwIMt8Udaff8iFPGIBf3kSHq8uvSB93KsSKUNymtCzauf_8gwyna1yBrCKGcuKd2dUsorTXwDvfkjqX9N0Uazwwf_SWPthfHDsJxcLobDVk71NeAWg/s320/714ABB5D-27BD-4B18-A907-BC0EE3A25F7B.jpeg" /></a></div><br /><span class="s2" style="font-size: 17.41px;"><br /></span><p></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><br /></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;"><br /></span></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;"></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;">2 Join a background 4.5” square to each 4.5” x 2.5” rectangle, open out and press seam to the rectangle - unit B</span></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7C2_sWsvTCZkw_0_0vmWkVnogPbYHdTt4y5cLOEkDDVCPvWjQyW7lZgfIEq7xD9rcLCUvyGaOBR7sSEe4lFYzUYpCxargV8RtmRLO3Y6Nlhbwcq1CWqEUXUa22h9Ur7f5-j6sDespPaM/s2048/FD639DCD-AB43-4EE3-8322-C4678CF1BDD9.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7C2_sWsvTCZkw_0_0vmWkVnogPbYHdTt4y5cLOEkDDVCPvWjQyW7lZgfIEq7xD9rcLCUvyGaOBR7sSEe4lFYzUYpCxargV8RtmRLO3Y6Nlhbwcq1CWqEUXUa22h9Ur7f5-j6sDespPaM/s320/FD639DCD-AB43-4EE3-8322-C4678CF1BDD9.jpeg" /></a></div><br /><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><br /></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;"><br /></span></p><p class="p3" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s2" style="font-size: 17.41px;"></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;">3 Join each unit A to each unit B, adding the two squares to the coloured rectangle as in the photo. <span class="Apple-converted-space"> </span>Unit C</span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcdn7Gy5LTLIAut5wHl3xX62_-BLAHiaxfG7hTiwYfSdPMMr7b4KgB-8sbOCNx0IhshHgOHmMM6ajHpfMtaMsQG68Z1CdagNX0d4vzXeER09w7EpnlHQf9sY8Hw1z0JFqtrGExNQrHtqc/s2048/E8AC505A-FC05-4117-9BFA-E6453112FFAC.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcdn7Gy5LTLIAut5wHl3xX62_-BLAHiaxfG7hTiwYfSdPMMr7b4KgB-8sbOCNx0IhshHgOHmMM6ajHpfMtaMsQG68Z1CdagNX0d4vzXeER09w7EpnlHQf9sY8Hw1z0JFqtrGExNQrHtqc/s320/E8AC505A-FC05-4117-9BFA-E6453112FFAC.jpeg" /></a></div><br /><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><br /></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;">4 Join each rectangle 8.5” x 2.5” along the length of each unit C as in the photo. </span></p><p class="p2" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 20.8px;"><span class="s1" style="font-size: 17.41px;"></span><br /></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;">All four should be joined together in the same way but with a mix of different colours.</span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHJIiJEKmcvnxMBbW39KWu6WSKe5xo3Z1ZPOyp0W7gwJSiwVU3YavSIsoMIYYywtEjXBYBmVOCLPGjvbJLCHnIPqbBp5oyRILGMtI7tnbv7dGdK_NFFU8NKKogTfUFcyaYp6joTnijV6I/s2048/7D4DBFEC-28DB-4021-B112-35EEBBFF51D6.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHJIiJEKmcvnxMBbW39KWu6WSKe5xo3Z1ZPOyp0W7gwJSiwVU3YavSIsoMIYYywtEjXBYBmVOCLPGjvbJLCHnIPqbBp5oyRILGMtI7tnbv7dGdK_NFFU8NKKogTfUFcyaYp6joTnijV6I/s320/7D4DBFEC-28DB-4021-B112-35EEBBFF51D6.jpeg" /></a></div><br /><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><br /></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;">5 Take last background 2.5” square and stitch, but not across the whole square, to attach it to one of your completed units. This is called a partial seam. (Stitch further than I did in this photo to make the final seam easier) </span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidS2wgF0wj5YkEQ_5RA5l_B7mgPnjhknl-Rin7-c0MdO5GElkpy7BxLpZdlEZFwWMb9tEFIieGtJhFqJxRbebxD62fkw18bpWrV87GnIXS3kxESTHWeLhLqLwXKrkW_2MNaZusTnMDH3M/s2048/1A8C387E-7A18-4994-8E97-E43FA1D11485.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidS2wgF0wj5YkEQ_5RA5l_B7mgPnjhknl-Rin7-c0MdO5GElkpy7BxLpZdlEZFwWMb9tEFIieGtJhFqJxRbebxD62fkw18bpWrV87GnIXS3kxESTHWeLhLqLwXKrkW_2MNaZusTnMDH3M/s320/1A8C387E-7A18-4994-8E97-E43FA1D11485.jpeg" /></a></div><br /><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><br /></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;">6 When you open this seam out you will now be able to add the next</span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"> unit entirely. <span class="Apple-converted-space"> </span>Join the next unit, and then the other two. </span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn8aC2zNqdogpRY1XYBxsvLNmW62zriwVakEPjTIuZCX5EbjSzrohY4RNlvyX7Ym1q92epsDbP6iy1b_ILWG-wrLpM6cy69I66PLwKtUzkZnqIWTlY95zGKRs41k-CD3HRlYozfdw5_Ig/s2048/0536D172-716F-408D-B67B-2ED74E82B471.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn8aC2zNqdogpRY1XYBxsvLNmW62zriwVakEPjTIuZCX5EbjSzrohY4RNlvyX7Ym1q92epsDbP6iy1b_ILWG-wrLpM6cy69I66PLwKtUzkZnqIWTlY95zGKRs41k-CD3HRlYozfdw5_Ig/s320/0536D172-716F-408D-B67B-2ED74E82B471.jpeg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5eTeaqksmWenDpiNHwDqGhyphenhyphenFNH_vL0QfDFtVxNV0bTSz9yq9cZBk6-PIPu8CTPsvPs79k2b4MkSi5tqwhO9Vql4suaA9B8IvQWBf5cyxs_dc-LVuq5xRoq7S_LvYziJaIQD8S1KjX4Wg/s2048/161B5AEB-1386-4061-B219-1463C6069C66.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5eTeaqksmWenDpiNHwDqGhyphenhyphenFNH_vL0QfDFtVxNV0bTSz9yq9cZBk6-PIPu8CTPsvPs79k2b4MkSi5tqwhO9Vql4suaA9B8IvQWBf5cyxs_dc-LVuq5xRoq7S_LvYziJaIQD8S1KjX4Wg/s320/161B5AEB-1386-4061-B219-1463C6069C66.jpeg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmChUSfhAEZw0HOAfuUkjXRRaLGPdi7NmCs1fW6nlvqNteiUKQOjVMwiW77LzLnY1qO9J54pQ8IjCLZTkp0oxun28hmVdTKD2zsR4SgLO5m0FGpK8CDEpLpJIYEBi5dG9nXmTrd9kCQiY/s2048/D6CB7CED-1FEE-45F7-98C0-C735012B4986.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmChUSfhAEZw0HOAfuUkjXRRaLGPdi7NmCs1fW6nlvqNteiUKQOjVMwiW77LzLnY1qO9J54pQ8IjCLZTkp0oxun28hmVdTKD2zsR4SgLO5m0FGpK8CDEpLpJIYEBi5dG9nXmTrd9kCQiY/s320/D6CB7CED-1FEE-45F7-98C0-C735012B4986.jpeg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><br /></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;">Now complete the partial seam and press. </span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBEGH0rIuwnNSkXELy7PLOIjO_TjpKwm-91bnt0gKyJ3u1jGwW6hYpDKvFZoGLWZOAiF2XrlkKsijd1HZ_ELzjcsCAw3e6hj2ZOWcFzwljirf5fy2kkLTwSZ9HT0U9y1XJ8vGI9eYhSqk/s2048/DACB1DFB-BEE9-497F-B29F-B4AF7A735F75.jpeg" style="font-size: 17.4px; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBEGH0rIuwnNSkXELy7PLOIjO_TjpKwm-91bnt0gKyJ3u1jGwW6hYpDKvFZoGLWZOAiF2XrlkKsijd1HZ_ELzjcsCAw3e6hj2ZOWcFzwljirf5fy2kkLTwSZ9HT0U9y1XJ8vGI9eYhSqk/s320/DACB1DFB-BEE9-497F-B29F-B4AF7A735F75.jpeg" /></a></div><br /><span class="s1" style="font-size: 17.41px;"><br /></span><p></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><br /></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;">7 Your block is complete and you have aced the partial seam!</span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;"><br /></span></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioFDWD-HtV2e2KO0kijHkPse3qMCS6EywK8meWERS2nCj8KfctYBLW1CWWBV5SzANOcwVaGZqrGkFj4RD-qDAKxEo39e622SlgLWdHAzBWxXz6MeMA_BCBvrub_8HTrwhHerRSrGGQD08/s2048/E4FB5DA2-B898-48AA-A870-88BE0EA3AD40.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioFDWD-HtV2e2KO0kijHkPse3qMCS6EywK8meWERS2nCj8KfctYBLW1CWWBV5SzANOcwVaGZqrGkFj4RD-qDAKxEo39e622SlgLWdHAzBWxXz6MeMA_BCBvrub_8HTrwhHerRSrGGQD08/s320/E4FB5DA2-B898-48AA-A870-88BE0EA3AD40.jpeg" /></a></div><br /><span class="s1" style="font-size: 17.41px;"><br /></span><p></p><p class="p1" style="-webkit-text-size-adjust: auto; font-size: 17.4px; font-stretch: normal; line-height: normal; margin: 0px;"><span class="s1" style="font-size: 17.41px;">Your block should be 14.5” unfinished. </span></p>Nickyhttp://www.blogger.com/profile/12437815900953193788noreply@blogger.com0tag:blogger.com,1999:blog-2786796510843414510.post-80023810603707755762019-10-05T17:16:00.003+01:002019-10-05T17:49:17.092+01:00Siblings Together Quilt Drive "Crumb Blocks"<div style="text-align: center;">
Today we are launching another mini block drive again hosted by Tricia Johanson. Thank you Tricia!<br />
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The blocks Tricia would like are based on a method by <a href="https://www.chrisenglishquilts.com/project07">Chris English</a> which he calls "Crumb Blocks", fabric scraps are sewn together to make a new piece of fabric which can be used in various ways to make new blocks of various designs. We just need you to make 9.5" blocks of this "made" fabric. Tricia has lots of design ideas for the quilts.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis5clWkAxwqmQPGklXVP6X7ZViDp0V6x5iK50FbFSLg9teS0eVLWJrWBgrntYVEe8o0SD0l1j65nR1alQJOtzDrr6h4yLH6bxt1_rv4MmtomUkHijkY7Rs6AYO9Yck0G08t4P0kGy4pEE/s1600/8BCD006F-0E58-4289-826E-75953D3DEFA0.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis5clWkAxwqmQPGklXVP6X7ZViDp0V6x5iK50FbFSLg9teS0eVLWJrWBgrntYVEe8o0SD0l1j65nR1alQJOtzDrr6h4yLH6bxt1_rv4MmtomUkHijkY7Rs6AYO9Yck0G08t4P0kGy4pEE/s400/8BCD006F-0E58-4289-826E-75953D3DEFA0.jpeg" width="300" /></a></div>
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Thank you to Chris English for the instructions for the crumb blocks which Tricia has adapted slightly for the tutorial.<br />
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<br />
HOW TO MAKE CRUMB BLOCKS AND TURN THEM INTO<br />
QUILT BLOCKS.<br />
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The photographs that show the steps in making these blocks are also in Instagram and can be found on Tricia's account @yondergirlie <br />
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Please contact Tricia tricia@johanson.co.uk if you need some help and for the address to send your lovely blocks.<br />
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<u>Materials</u><br />
<br />
For this project please use new fabrics only<br />
Scraps – any size, and shape, any colour (bright colours please)<br />
Leftover binding<br />
Leftover blocks<br />
<br />
<u>Method</u><br />
<br />
1 Cut and press strips up to 4” wide x any length.<br />
<br />
2 Take a scrap, place it right sides together on the strip and<br />
sew together. *Important – do not lift your presser foot. Add<br />
another scrap and continue until the strip is used up. Start a<br />
new strip and repeat. Keep going until you have a pile of<br />
strips.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1aStZjkavOmdXhRn3wgVzcuV-6UfFCqqwqXEfD9zyMDeW4N7m2_FBtQrRqwsaEZJjVWeIQIey6DC4iydINFvHqUR0HJX5HJkrUpRIDFUkgy6KyvqxXH2wHJNrBJDo6APmgctFv9NhEdU/s1600/Yonder+Girlie+hsts.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1aStZjkavOmdXhRn3wgVzcuV-6UfFCqqwqXEfD9zyMDeW4N7m2_FBtQrRqwsaEZJjVWeIQIey6DC4iydINFvHqUR0HJX5HJkrUpRIDFUkgy6KyvqxXH2wHJNrBJDo6APmgctFv9NhEdU/s400/Yonder+Girlie+hsts.jpeg" width="400" /></a></div>
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3 Press the seams then press towards the strip. Cut the pieces<br />
apart, using scissors (Chris’s preferred method), or rotary<br />
cutter with or without a ruler. Congratulations – you have<br />
made some crumbs!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzkQflXaG1jYTHU71zWnXRPHE01vQhLccyyUE-bnCxe_HQiHWR9p7tktWFgSQkTJT6yxk8mol-bJ2DqU-RrBK2v1m0k9xuri5ubXPrrFnf9xsz2XwlNX5KqCgWfQidw3ZtZJNJ6Mdj4cE/s1600/7CAA14AF-D291-4230-979E-E63BBF2D7941%25284%2529.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzkQflXaG1jYTHU71zWnXRPHE01vQhLccyyUE-bnCxe_HQiHWR9p7tktWFgSQkTJT6yxk8mol-bJ2DqU-RrBK2v1m0k9xuri5ubXPrrFnf9xsz2XwlNX5KqCgWfQidw3ZtZJNJ6Mdj4cE/s400/7CAA14AF-D291-4230-979E-E63BBF2D7941%25284%2529.jpeg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguZCCEmebWbBqh87VToeKaIUkulgBgi0Tr00ndSqlD-MsIGsb-XdfMRqNwXGGWbx0XBTHTDR-bHxPuq4RnQsZxcfZsJd-OeMookpLYTjgcZ2PgdnMBSg1aI1ZSFJ8rckzSUrbQz9mNYjk/s1600/8C3F2A64-5E7D-45E1-AFFF-C1B12A43FA58.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguZCCEmebWbBqh87VToeKaIUkulgBgi0Tr00ndSqlD-MsIGsb-XdfMRqNwXGGWbx0XBTHTDR-bHxPuq4RnQsZxcfZsJd-OeMookpLYTjgcZ2PgdnMBSg1aI1ZSFJ8rckzSUrbQz9mNYjk/s400/8C3F2A64-5E7D-45E1-AFFF-C1B12A43FA58.jpeg" width="400" /></a></div>
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4 You can repeat this by sewing these crumbs to more strips,<br />
or you can start sewing crumb blocks together.<br />
<br />
5 You get a more interesting block, if the pieces have an odd<br />
number of sides – 3 or 5 work well. Trim each crumb as you<br />
add more pieces, making use of any angles to join pieces –<br />
in other words, your crumbs do not have to be rectangular or<br />
square. You can also add single pieces of fabric to your<br />
crumb – it’s your block, have fun with it and you will soon be<br />
making pieces intuitively.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgidq4AZOZtDjFFFX5E5SF-aukRsmA0La2EytN0o-1s39nXS-v9txwNVx5ukegEsrYVNXfWZZ2-zYs0LcXAqFXzEYBLFrixxcxsNdWsRKmBuQyPkcMPPqL2AmCPY-wcedyA58Z9EcvaIoA/s1600/1EC83F7D-96B0-40E5-A412-17B9253F18FB.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgidq4AZOZtDjFFFX5E5SF-aukRsmA0La2EytN0o-1s39nXS-v9txwNVx5ukegEsrYVNXfWZZ2-zYs0LcXAqFXzEYBLFrixxcxsNdWsRKmBuQyPkcMPPqL2AmCPY-wcedyA58Z9EcvaIoA/s400/1EC83F7D-96B0-40E5-A412-17B9253F18FB.jpeg" width="400" /></a></div>
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6 If you find that you’re creating a log cabin, cut a corner off<br />
the block and add a new piece, but remember to add the<br />
piece you cut off to your pile of crumbs.<br />
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7 If you find that your block looks too uniform, feel free to cut<br />
through it and add start adding new pieces to the smaller<br />
block.<br />
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8 As you press and join pieces be aware of the existing seams.<br />
Always iron to the side with the least number of seams. Try<br />
to avoid sewing pieces together where seams will meet – it<br />
adds bulk and your block will lie better without.<br />
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9 Keep going until you have a piece that is at least 9.5” square<br />
– you might find it helpful to cut a piece of paper or card to<br />
this size so that you can hold it against the block as it gets<br />
bigger allowing you to see where you need to add more<br />
pieces.<br />
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10 When you are happy with your block trim it to 9.5”.<br />
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11 Give yourself a big pat on the back then go wild and make<br />
more blocks!mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com0tag:blogger.com,1999:blog-2786796510843414510.post-76041642480695801952019-05-21T10:14:00.000+01:002019-05-21T10:14:13.705+01:00<div dir="ltr" style="text-align: left;" trbidi="on">
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Yup this is happening - do come along as I have lots of our wonderful donated quilts to show you ! </div>
Nickyhttp://www.blogger.com/profile/12437815900953193788noreply@blogger.com1tag:blogger.com,1999:blog-2786796510843414510.post-33086851269007335162019-05-08T09:11:00.002+01:002019-05-08T09:11:53.203+01:00MINI BLOCK DRIVE - MAY, JUNE, JULY 2019<div dir="ltr" style="text-align: left;" trbidi="on">
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Hi everyone, it’s time for the next round of the mini block drive, this time with Kate (@timetosew on Instagram). For the next few months we will be looking at two blocks:</div>
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Half Square Triangles (HSTs) </div>
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Snowball blocks</div>
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Quilt inspiration </div>
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There is lots you can do with just HSTs and Snowball blocks. We hope to be able to make up different quilt top designs depending on how many blocks are made. In the meantime, here’s some inspiration:</div>
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Caption: (L) Indian Summer quilt, (R) Lake Michigan Quilt, both patterns by Suzy Quilts<br />
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Caption: Fractals by Jeni Baker, and vintage snowball quilt (image from @allpeoplequilt)<br />
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Caption: (L) Mexican tile quilt from cloud 9 fabrics, and (R) variation on a snowball quilt by Suzy Quilts<br />
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BLOCK DETAILS</div>
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Unfinished size: HSTs unfinished can be 6 ½ inch or 3 ½ inches. Snowball block unfinished size is 6 ½ inches. Please leave all blocks untrimmed. </div>
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Colour: white, off white. Prints are fine as long as the fabric still reads as white. No cream please. For the colours, I’d like mainly blues and yellows, but it can be anything you want as long as it is bright and happy. See the pictures for some inspiration.</div>
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For the snowball block, the centre can be the white or colour, I don’t mind. How many: as many as you want to make! If you have big squares of fabric you can make 4 or 8 HSTs at a time. </div>
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Where to post: send me a message on Instagram @timetosew or email <a href="mailto:kate@timetosew.uk" rel="noopener noreferrer" style="color: blue; cursor: pointer;" ymailto="mailto:kate@timetosew.uk">kate@timetosew.uk</a> for the address</div>
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Colour inspiration: </div>
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HSTs - How to make </div>
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For two at a time </div>
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Cut a square of white and a square of colour, each 7” size (for the large HSTs) or 4” (for the small HSTs) and place right sides together. </div>
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Draw a diagonal line from corner to corner and sew with scant ¼ in seam allowance on both sides of the line. </div>
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Cut on the diagonal line</div>
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Press seams to the colour side.</div>
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For eight at a time (see pictures):</div>
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Cut a square of white and a square of colour 14” (for the large HSTs) or 8” (for small HSTs) and place right sides together. </div>
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Draw guidelines: along both diagonals, then vertically and horizontally on the halfway points. You can see mine in blue chalk. </div>
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Sew ¼ inch on both sides from the blue diagonal chalk lines (4 lines of stitching in total).</div>
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Cut on all the blue chalk lines, press seams to the colour side.</div>
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Steps 2 and 3<br />
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Step 4 / finished blocks</div>
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Snowball block - how to make (refer to picture)</div>
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Cut one 6 ½ inch square of the white and four 2 ½ inch squares of colour (or cut a large colour square and 4x small white squares).</div>
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Put a small square on each corner, right sides together. </div>
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Sew a diagonal line through the corners.</div>
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Press along the diagonal line</div>
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Trim corners with a ¼ in seam allowance and press back to get the finished corner.<br />
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Finished block</div>
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Nickyhttp://www.blogger.com/profile/12437815900953193788noreply@blogger.com1tag:blogger.com,1999:blog-2786796510843414510.post-79701519136530783912019-03-21T15:35:00.002+00:002019-03-21T15:35:25.564+00:00Siblings together start furtling <div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: Verdana, sans-serif;">Hello there I thought it was about time I do more with this blog so here goes. </span><br />
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<span style="font-family: Verdana, sans-serif;">I’ll try to keep you all updated with what we are doing above and beyond our <a href="https://www.instagram.com/siblingstogetherquiltgroup/?hl=en">IG account feed</a>, give more of the story than is possible on Instagram and also link up with my furtling friend <a href="http://archiewonderdog.blogspot.co.uk/" title="">archiewonderdog</a>. </span><br />
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<span style="font-family: Verdana, sans-serif;"><b><u>MINI BLOCK DRIVE NEWS</u></b></span><br />
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<span style="font-family: Verdana, sans-serif;"><b><u>January</u></b></span></div>
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<span style="font-family: Verdana, sans-serif;">So March has been a lot about making progress with the January mini block drive request that I’ve called #expandinguniversequilt. I asked for one 6” friendship star block from all those contributing to our campaign, past, present and a few starting in the future! I hope everyone will enjoy seeing their star in our quilt at Festival of Quilts. And please take photos! </span></div>
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<span style="font-family: Verdana, sans-serif;">I’m almost there I think ...with the top anyway!</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBg0VNOjijRcVt4DBpJUo4xasot6jkeS7Ch8-wBwwVTJQY7eY-2JL12nD3ekX6_mmaP5VgPV0IErcDuwJfYhMBxIG2sH_PRqro3tZ1ynGLzZm5mdQPqEpaji_KCe51FLVIj0MLSI8XMv0/s1600/BE81FD31-389D-4B99-8BCF-B9E573361DF2.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: Verdana, sans-serif;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBg0VNOjijRcVt4DBpJUo4xasot6jkeS7Ch8-wBwwVTJQY7eY-2JL12nD3ekX6_mmaP5VgPV0IErcDuwJfYhMBxIG2sH_PRqro3tZ1ynGLzZm5mdQPqEpaji_KCe51FLVIj0MLSI8XMv0/s320/BE81FD31-389D-4B99-8BCF-B9E573361DF2.jpeg" width="240" /></span></a></div>
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<span style="font-family: Verdana, sans-serif;">And at the last session of Sussex Sewing Club I was just talking about the need for fund raising to cover the entry fee and wondering how I would get the quilt there (my quilts last year were sent by courier and insured - that cost quite a bit ) and the ever lovely and generous supporter of our cause, <a href="https://www.instagram.com/quiltingonthego/?hl=en">Carolyn Forster </a>kindly just gave me the money to cover the entry fee! She is just a lovely person. </span></div>
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<span style="font-family: Verdana, sans-serif;"><b><u>February-April</u></b></span></div>
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<span style="font-family: Verdana, sans-serif;"><a href="https://www.instagram.com/thepurplestitches/?hl=en">Viv</a> and <a href="https://www.instagram.com/trudi_wood/?hl=en">Trudi </a>are still looking for more stacked coin blocks all through March and April - so please send their requested block to Viv - information on The Purple Stitches website and Trudi’s too. All one graduated colour...and almost any colour</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ4-aVaotsoPYSlJ8PjCxZB-olTFh-8M33DjmesoSKVsndGOjZC17HrbhpNQAlRi0NkdVta3goJBcY-e04pK1Gur9IvCm3bRo4Ld6Pkgl-4tStsu7iZGFXmjE1Xj0GvKGhjEu7Y4rgP0o/s1600/6CCFB36F-7DCA-415B-B732-F6664F77144C.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: Verdana, sans-serif;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ4-aVaotsoPYSlJ8PjCxZB-olTFh-8M33DjmesoSKVsndGOjZC17HrbhpNQAlRi0NkdVta3goJBcY-e04pK1Gur9IvCm3bRo4Ld6Pkgl-4tStsu7iZGFXmjE1Xj0GvKGhjEu7Y4rgP0o/s320/6CCFB36F-7DCA-415B-B732-F6664F77144C.jpeg" width="240" /></span></a></div>
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<span style="font-family: Verdana, sans-serif;">I am looking forward to teaming up with <a href="https://www.instagram.com/timetosew/?hl=en">Kate Ng</a> in May to add a different design to our mini block drive series. </span><br />
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<span style="font-family: Verdana, sans-serif;">We are not trying to change every month now - it was just too much - but will try to bring something different every three months. We’d be thrilled if you would join us.</span></div>
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<span style="font-family: Verdana, sans-serif;"><b><u>INCOMING QUILTS</u></b></span><br />
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<span style="font-family: Verdana, sans-serif;">Quilts keep coming in to my house. I picked up lots at the <a href="https://www.instagram.com/explore/tags/threadhouseretreat2019/?hl=en">Thread House Retreat</a> in January, I got a few more from Trudi and Viv when I met them recently at Eternal Maker. </span><br />
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<span style="font-family: Verdana, sans-serif;">Then at the sewing group I now run in Horsham : <a href="https://www.instagram.com/explore/tags/horshamstitchers/?hl=en">Horsham Stitchers</a>, I met <a href="https://www.instagram.com/suespatch12/?hl=en">Sue Blake</a> and Suzanne Foster who both handed over lots of quilts. </span><br />
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<a href="https://mail.aol.com/webmail/getPart?uid=AI6kzgVkrItUXJOo9QO1OHachig&partId=2&saveAs=92959662-E5FB-43AB-9D65-F1FAA62FEC7F.JPG&scope=STANDARD" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://mail.aol.com/webmail/getPart?uid=AI6kzgVkrItUXJOo9QO1OHachig&partId=2&saveAs=92959662-E5FB-43AB-9D65-F1FAA62FEC7F.JPG&scope=STANDARD" width="320" /></a></div>
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<a href="https://mail.aol.com/webmail/getPart?uid=AM6IoQ9RK7LVXJOpCwE4gCDquRQ&partId=2&saveAs=DE6AD433-EB18-4BAD-8F60-13FBC257B2A2.JPG&scope=STANDARD" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://mail.aol.com/webmail/getPart?uid=AM6IoQ9RK7LVXJOpCwE4gCDquRQ&partId=2&saveAs=DE6AD433-EB18-4BAD-8F60-13FBC257B2A2.JPG&scope=STANDARD" width="320" /></a></div>
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<span style="font-family: Verdana, sans-serif;">I really need to catch up with washing and labelling where needed and get these quilts ready to hand over to the charity. We are well on our way to meeting our target of 100 quilts if not busting it! It would be great to hand over extra quilts as last year Delma was able to offer quilts to young people who had left the care system but didn’t get the chance to receive one of our quilts. The quilts do help make a difference to their young lives. </span></div>
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<span style="font-family: Verdana, sans-serif;">I still remember one 50 year old that received a quilt saying that all her life she had been told that no one cared about her and her quilt made her feel validated for the first time. No one should have to wait that long or feel that way - it still brings tears to me eyes. It’s why what we do is so very important, so please do continue to make these beautiful quilts that shine a bit of light on these lives.</span></div>
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<span style="font-family: Verdana, sans-serif;">Thank you for all you have done, for all you do and hopefully all you will continue to do.</span><br />
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<span style="font-family: Verdana, sans-serif;"><b><u>MAKING QUILT TOPS</u></b></span><br />
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<span style="font-family: Verdana, sans-serif;">I have been inspired to put a few quilt tops together from orphan blocks and scraps ...</span><br />
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<a href="https://mail.aol.com/webmail/getPart?uid=AE9LM0dXHTsmXJOsJg86cKVF98M&partId=2&saveAs=9A265204-9ABE-4653-AB71-85CC8095EC94.JPG&scope=STANDARD" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://mail.aol.com/webmail/getPart?uid=AE9LM0dXHTsmXJOsJg86cKVF98M&partId=2&saveAs=9A265204-9ABE-4653-AB71-85CC8095EC94.JPG&scope=STANDARD" width="320" /></a></div>
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<span style="font-family: Verdana, sans-serif;">A couple have been adopted themselves to be completed by <a href="https://www.instagram.com/francispaul61/">Francis Paul</a> (bottom left), and <a href="https://www.instagram.com/noiram98/">Marion (Noiram98) </a>(the one with butterflies) but as you can see there are more...if you would like to volunteer to quilt and finish one or more that would be absolutely fantastic!</span><br />
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<span style="font-family: Verdana, sans-serif;">If there is anything you want to find out about please ask questions both here and on our Instagram page. If I don't know I'll try to find out! </span></div>
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<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Nicky</span></div>
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Nickyhttp://www.blogger.com/profile/12437815900953193788noreply@blogger.com4tag:blogger.com,1999:blog-2786796510843414510.post-80614358250888303052018-12-31T16:45:00.001+00:002018-12-31T16:45:14.840+00:00Mini block drive for Siblings Together will be entering a quilt to theFestival of Quilts 2019<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: Verdana, sans-serif;">Having entered two quilts into last year's festival of quilts and having seen some of the community quilts there I started hatching a plot for Siblings Together Quilt Group to join in the fun!</span><br />
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<span style="font-family: Verdana, sans-serif;">It is scary putting your work out there but both my quilts were joint ventures so I was not alone and I thought that would be an excellent way for others to put their work forward.</span></div>
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<span style="font-family: Verdana, sans-serif;">So here is my idea - I am the mama for the January #miniquiltdrive for the #100quiltsforsiblingstogether campaign. So instead of asking for lots of blocks I <span style="font-family: "helvetica neue light" , , "helvetica" , "arial" , sans-serif;">am looking for just ONE 6" finished Friendship Star block from everyone who has ever been involved in making quilts for Siblings Together. Whatever you have done and whenever it was I'd love as many of us to be represented in this quilt.</span></span></div>
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<span style="font-family: Verdana, sans-serif;">I hope you would all love to join in - in fact I'm counting on it! It will be a very small quilt otherwise.</span></div>
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<span style="font-family: Verdana, sans-serif;">So here is the block - a 6" finished Friendship Star block</span><br />
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<span style="font-family: Verdana, sans-serif;">You may have seen my photos on Instagram </span></div>
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<span style="font-family: Verdana, sans-serif;">Here is the tutorial:</span></div>
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<span style="font-family: Verdana, sans-serif;">Cut five 2 1/2" squares - one is the centre square in a light colour.</span><br />
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<span style="font-family: Verdana, sans-serif;">Please write your first name on this centre square in a pen that will not wash out. Let's make it easy to read so not your most undecipherable signature! </span><br />
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<span style="font-family: Verdana, sans-serif;">Tip: I did this before any sewing so I was happy with the result and didn't have to unsew due to unsightly wiggles - if you don't like your writing you can ask someone else to or send to me if you don't have a suitable pen, just make sure I know who you are!!</span><br />
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<span style="font-family: Verdana, sans-serif;">The other four 2 1/2" squares are the background, which can either be light or dark as seen below.</span><br />
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<span style="font-family: Verdana, sans-serif;">Make four 2 1/2" HST (half square triangles) in your preferred method - they can all be made from two fabrics (star and background) or be scrappy but best if the stars points are all in a similar colour and background fabrics too so the star will stand out. </span><br />
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<span style="font-family: Verdana, sans-serif;">In my example below I have used all the same solid for the background and the star triangles in two fabrics</span><br />
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<span style="font-family: Verdana, sans-serif;">Assemble all HSTs and squares in a nine patch as shown above or you can spin that star the other way if you prefer - I am looking for a mixture of dark/light backgrounds and clockwise and anti-clockwise spinning stars!</span><br />
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<span style="font-family: Verdana, sans-serif;">Stitch the squares together in each row.</span></div>
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<span style="font-family: Verdana, sans-serif;">Press the seam allowance in alternate directions in each row to nest those seam allowances when joining rows.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuO-LvyBriY-GjNlaO5nJGjf7Agjx3T-C3GrCuu8UOSnKBY_KFb1Zk4-pLfU68A16OWu8jeaZkAtc6JcxSB-xH_JpbQJdRgeJtyaJUfZOuJpy0u58rBSJ6cWq4qrMOvKcwjbPHHhZ2_AU/s1600/8F85E385-65CB-47D0-A498-AFD3291CDF64.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: Verdana, sans-serif;"></span></a></div>
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<span style="font-family: Verdana, sans-serif;"> The finished block - from the front</span><br />
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<span style="font-family: Verdana, sans-serif;">from the back...</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_NcyXIRd-q7LGCse3PEEPnGi5zr8ZCLG4QXZVLZ4Y6hoI5oF0XMIJrrpFpU5MrteEgNQU3pDVS0D198RfGGcEJx3CMJLQn1fgPH0eteSfUBfczBVZAmoFYdbQ0DWgZ9znHYhbOqUcwBk/s1600/C6C5FABF-C11C-4A45-91EA-8B63C6D2921C.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: Verdana, sans-serif;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_NcyXIRd-q7LGCse3PEEPnGi5zr8ZCLG4QXZVLZ4Y6hoI5oF0XMIJrrpFpU5MrteEgNQU3pDVS0D198RfGGcEJx3CMJLQn1fgPH0eteSfUBfczBVZAmoFYdbQ0DWgZ9znHYhbOqUcwBk/s320/C6C5FABF-C11C-4A45-91EA-8B63C6D2921C.jpeg" width="240" /></span></a></div>
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<span style="font-family: Verdana, sans-serif;">Just contact me Nicky Eglinton on IG or nickyeglinton@aol.com for my address and I hope to see you at Festival of Quilts in front of our quilt!</span><br />
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<span style="font-family: Verdana, sans-serif;">How to make the HST blocks:</span></div>
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<span style="font-family: Verdana, sans-serif;">Cut four 3" squares - two in background fabrics, two in star fabrics.</span><br />
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<span style="font-family: Verdana, sans-serif;">Draw a diagonal line across the back of the squares. Pair up a background with a star fabric, right sides facing. Stitch a quarter of an inch on either side of the drawn line.</span><br />
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<span style="font-family: Verdana, sans-serif;">Cut on the drawn line. Repeat for second set. This makes four HST blocks.</span><br />
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Nickyhttp://www.blogger.com/profile/12437815900953193788noreply@blogger.com1tag:blogger.com,1999:blog-2786796510843414510.post-83275321450865736152018-10-04T22:32:00.000+01:002018-10-04T22:42:13.054+01:00Mini Block Drive October/November 2018. Welcome to the first two months of our Siblings Together Mini Block Drive. By the way the blocks aren't mini, just the length of each block drive! For more information about this new project please see our earlier post <a href="http://here./">here.</a> One slight change is that, as you will see from this post, we have decided to post instructions for the month's blocks here on the blog for those of you who do not use Instagram. <br />
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Our first Monthly Mama is Tricia who wrote a wonderfully inspitaional post about why she supports quilts for Siblings Together which can be read <a href="http://blogspot.com/2018/09/mini-block-quilt-mama-for-october.html">here.</a><br />
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Now over to Tricia who will tell us about the blocks she would like us to make.<br />
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SIBLINGS TOGETHER MINI BLOCK DRIVE<br />
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by Tricia (yondergirlie on Instagram)<br />
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The quilts we are going to be making are based on the pattern Sunny Skies by Missouri Star Quilt Company, who very kindly gave me permission to use this pattern for the block drive. Their only stipulation is that the quilts are not sold. There is a YouTube video available if you want to make a whole quilt yourself. For the purposes of this drive I have resized the quilt into a square so that we don’t need half or quarter blocks. Please make as many blocks as you can, and when you are ready email me at tricia@johanson.co.uk for my address. Thank you so much for supporting this wonderful cause!<br />
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Block 1<br />
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For this block I need half square triangles. There are a number of ways to make them, either as single units, four at a time, or eight at a time (the method I chose and for which there is a tutorial below). <br />
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For this block I am asking for low volume fabrics with a white or off-white or pale grey background, or solid fabric in each colour, and a black or mid to dark grey which can also be patterned or solid.<br />
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Each block is made up of 4 half square triangle units, each of which will be 4” square when finished, so the unfinished size should be 4.5”. However, I am asking that the units not be sewn together so that I can distribute them within the quilt to get a more balanced scrappy look.<br />
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For the 8 at a time, I started with a 10” block. This is a really economical and fast way of making two blocks as there is virtually no waste. But if that makes you nervous use a 10.25” or 10.5” square to start.<br />
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Draw two diagonal lines through the centre of the light square.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNbsmFloWH83TKLcJ2FMkF75bylv3ZHcWEr-ZXtjwsi12PKNtPiptK9TwAJ4rc8VQ-CBrG9bBIgAsKrVMLtGIzpEDtsuxLYpgiLrNja5EbmzW9MMpG7KGlb3mblFfdRhKL79zEjnJIee4/s1600/Yonder+Girlie+HST%2527s+big.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNbsmFloWH83TKLcJ2FMkF75bylv3ZHcWEr-ZXtjwsi12PKNtPiptK9TwAJ4rc8VQ-CBrG9bBIgAsKrVMLtGIzpEDtsuxLYpgiLrNja5EbmzW9MMpG7KGlb3mblFfdRhKL79zEjnJIee4/s400/Yonder+Girlie+HST%2527s+big.jpeg" width="400" /></a></div>
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Pin or hold the light and dark squares right side together, then sew a line of stitching a scant ¼” either side of the drawn line.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF_O5nhpqP0S-wuj42ehZNO60ZZKQTjiCtkMoyAa2X3jMCe_KTUIsb4-oOIKACCNj7MORQlW3ztdsachtMmp5mVsoQbr6e6BoFivsVqd0pNq5UZb4KBCkgSTTdVMpWSJ6X12xbUTYStH8/s1600/yonder+girlie+white+square+stitched.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF_O5nhpqP0S-wuj42ehZNO60ZZKQTjiCtkMoyAa2X3jMCe_KTUIsb4-oOIKACCNj7MORQlW3ztdsachtMmp5mVsoQbr6e6BoFivsVqd0pNq5UZb4KBCkgSTTdVMpWSJ6X12xbUTYStH8/s400/yonder+girlie+white+square+stitched.jpeg" width="400" /></a></div>
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Cut into 4 x 5” squares, then cut each square along the marked diagonal line.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpQ3SuPv8nX4N2QD94OlUu4SXFxyOSUhwGm7YGOsa7uSgow8w7yjFUOzQi9LToEgEvSb_fC3-WqIfi0WAFQv2VN9xajG4eQGGTBZiDDCkx44zlzbnj6vzRB9qp2amuMwhFYN2JKH4nnZ8/s1600/Yonder+girlie+triangles.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpQ3SuPv8nX4N2QD94OlUu4SXFxyOSUhwGm7YGOsa7uSgow8w7yjFUOzQi9LToEgEvSb_fC3-WqIfi0WAFQv2VN9xajG4eQGGTBZiDDCkx44zlzbnj6vzRB9qp2amuMwhFYN2JKH4nnZ8/s320/Yonder+girlie+triangles.jpeg" width="240" /></a></div>
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Press the seam open to set it, then open up and press to the dark side.<br />
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Trim each unit to 4.5”.<br />
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Block 2<br />
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This is a very simple 16-patch square, made up of 2.5” squares. It will finish at 8” square, but unfinished is 8.5”.<br />
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I’m asking for bright colours that will contrast well with the low volume fabric and the mid-dark grey or black. You can use patterned fabric or solids, and mix them up if you want to. And you might also choose to fussy cut the blocks.<br />
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If you would like to join us in making some of these blocks to put towards some more quilts for Siblings Together Tricia will be accepting them until the end of the year when it will then be the turn of our next Mamma to present her blocks.<br />
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<br />mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com2tag:blogger.com,1999:blog-2786796510843414510.post-48929613330837796852018-09-30T14:52:00.002+01:002018-09-30T14:52:50.889+01:00Mini Block Quilt Mama for October<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Verdana, sans-serif;">Here is an introduction to our first ever <b>Mini Quilt Block Drive Mama - Tricia!</b></span><br />
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<span style="font-family: Verdana, sans-serif;">As you can see she has this cause we work for at the very heart of her being so I hope you will respond with great enthusiasm and give her a wonderful warm welcome! Over to you Tricia...</span><br />
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<span style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">When
Nicky Eglinton told me that she was looking for people to host a mini block
drive for Siblings Together I volunteered to help immediately, because this is
something close to my heart. I was subjected to serious abuse as a child but
somehow, I don’t know how, I knew that if I told anyone what was happening to
me, my family would be broken up and I might not see my siblings again.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">When
I moved to California as an adult and I did not have a visa to work, I decided
that I wanted to do volunteer work instead and that maybe I could use my
childhood experiences to work with abused children. I became a Court Appointed
Special Advocate, working one to one with children in the foster care system. I
had access to all aspects of the child’s life and would meet with them
regularly and also make reports and recommendations to the court when their
case came up for review. It was through this work that I first became aware of
how often siblings were separated because there weren’t enough foster care
placements that could take them. Whenever I worked with a child who had been
separated from their siblings I did what I could to arrange for them to get
together and share some fun activities. My thinking was that if I could help
them to create positive memories together, it would at least give them
something in common and something they could reminisce about as they got older
– ‘Remember that time we did…’.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Searching
for activities for them, I became involved with a charity that organised out
reach programmes for children in care, and I ended up becoming Chairman of the
Board. We held week-long camps in the mountains for the younger children, where
they slept in teepees, with no running water or electricity which was quite a
culture shock to them! I loved driving groups of children to camp and hearing
their questions and concerns ‘But what will we do without tv?’ When I picked
them up at the end of the week they had always, without fail, had a wonderful
time, and were left with many happy memories. We also ran backpacking trips
with donkeys for teenagers, and day long activities, and I organised a talent
show for the children every year. I could see first hand the powerful effect
that these activities had on the lives of these children.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">However,
I often felt frustrated that I couldn’t do more to help them, so when I
returned to England I did a post-grad degree in psychotherapy. I wrote my
dissertation on dissociation, researching the lifelong effects of early years
trauma, and in my private practice I work with adults, many of who have
experienced abuse or neglect as children.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">The
volunteer work I did also had an impact on my family, with my son giving up his
PhD because he wanted to be a teacher. His wife has become a Special Needs
teacher, and often encounters children within the system. My youngest daughter
is a senior social worker, and works in Child Protection, which means that she
is the person who has to remove children and place them in foster care. Through
her I have learned how the system works in this country. I think it’s a shame
that social workers are given a tough time by the public, often seen as child
snatchers, even though removing children is always a last resort. It is
actually enshrined in law that every attempt should be made to keep families
together whenever possible by providing support, and when that can’t happen,
siblings should not be automatically separated. (There are times when siblings
have to be separated because of the nature of the abuse.) My daughter has told
me that when children are removed they can often be moved several times in the
first week alone, and the chances of them staying together at that point are
very slight. Extensive assessments are carried out to determine the needs of
each child, and if the recommendation is that siblings should be kept together,
placements are sought where this can happen. Unfortunately, there just aren’t
enough suitable foster homes to cope with the need, and it then becomes the
duty of the social worker to try to maintain contact with the siblings,
although because of the pressures within the system, this may only happen 3 or
4 times a year. This is where an organisation whose sole purpose is to
facilitate these sibling relationships through the activities they organize in
the way that Siblings Together does becomes so important.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Throughout
my life I have been a maker. I remember knitting for a new sister when I was
nine years old, and embroidering my Irish dance costume when I was still in
primary school. A few years ago, through my son’s mother-in-law, I discovered
quilting, and a new addiction was born. When I joined Instagram I eventually
discovered this group and it felt like the different strands of my life fell
into place.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">I
have been asked ‘Why quilts? How do they help?’ and I wanted to share my
thoughts. <o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">The
life of a child in foster care is a hard one. Although we want children to be
removed from an abusive or neglectful environment, how much thought do most
people give to what happens next? There is often a stigma attached to being in
foster care, and it’s not unusual for these children to become disruptive or
develop learning difficulties. They are often moved from placement to placement
with their few possessions stuffed in black plastic bags. <o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Imagine
then, how a quilt might become a prized possession for them. If they were given
the quilt while at a camp with siblings, it becomes imbued with happy memories
and becomes a tangible connection to each other. Add to that the idea that a
stranger cared enough about them to make it for them and it can come to
symbolize hope. <o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">These
are not random thoughts, they are firmly rooted in psychological theory. Donald
Winnicott was a British paediatrician and psychoanalyst who had a huge
influence on how children are raised. He coined the term ‘transitional object’
and wrote extensively on its importance. This is an object, often a blanket or
toy that gives security to a baby or child as they encounter changes in their
lives. More and more the importance of these objects is recognised and some
schools allow children to take their favourite object into the classroom. Adults
also have their transitional objects although they might take a different form
– a favourite armchair or item of clothing, a piece of music an activity –
whatever it is, we draw comfort from it. At a time in my life when I was going
through a huge trauma, I was often seen wearing an old sweatshirt of my son’s
because it brought me comfort, and I knit or stitch when I’m stressed. <o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Making
a quilt for Siblings Together is a special activity for me. As I cut and stitch
I think of the child who might receive it. I put as much thought and love into
the quilt as I possibly can, and I hope that it will provide many years of
comfort for a child as they travel on their journey in life. I am amazed by how
many people participate in this project and beyond happy to help with the block
drive. I look forward to putting the blocks together, knowing that each one has
been made with great thought and kindness.<o:p></o:p></span></div>
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Nickyhttp://www.blogger.com/profile/12437815900953193788noreply@blogger.com2tag:blogger.com,1999:blog-2786796510843414510.post-53463643871329905932018-09-30T14:31:00.005+01:002018-09-30T14:31:55.738+01:00New project for Siblings Together! Please read on....<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #454545; font-family: Verdana, sans-serif; font-size: 17px;">At the Siblings Together Quilt Group we love to think of new ways for people to join in making quilts for the charity Siblings Together. If you want to know our history as a group please find out about that<a href="https://siblingstogetherquiltgroup.blogspot.com/p/siblin.html"> here</a>.</span><br />
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<span style="font-family: Verdana, sans-serif;">We have now got seven bees up and running which is marvellous ( thank you Jenny, aka @thelilaccat for all her hard work in keeping those going) <b>but what if you cannot commit to making blocks every month ? </b></span><br />
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<span style="font-family: Verdana, sans-serif;">Our answer is to join our </span><b style="font-family: Verdana, sans-serif;">Siblings Together Mini Block Drive </b><span style="font-family: Verdana, sans-serif;">! </span><br />
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" 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<span style="font-family: Verdana, sans-serif;">We will introduce a<b> Quilt Mama of the Month</b> on our blog on or around the first day of the month and provide a link to information about the blocks she/he is asking for. </span><br />
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<span style="font-family: Verdana, sans-serif;">This will probably be on the Mama's feed/blog not here so that you can get answers to any questions you may have. We might run the same block for two months or change each month - this is still to be finalised. </span></div>
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<span style="font-family: Verdana, sans-serif;">So you can start each month with a nice easy block to get your sewing mojo going. You can join in every time or you can opt in whenever you have can. </span></div>
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<span style="font-family: Verdana, sans-serif;">You can make one block or as many as you wish, in the colourway requested. </span></div>
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<span style="font-family: Verdana, sans-serif;">When your blocks are complete please contact the <b>Quilt Mama of the Month</b> direct who will tell you where to send them. We are hoping to receive enough blocks each time to make one or two quilts or possibly even a third! </span></div>
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<span style="font-family: Verdana, sans-serif;">If you like the idea of the quilt so much that you’d like to finish one off for us then please shout out and blocks can be sent to you. Otherwise our <b>Quilt Mama of the Month </b>will make the quilt top(s) and we will arrange for the quilt to be finished. </span></div>
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<span style="font-family: Verdana, sans-serif;">We are hoping you will enjoy this new way of helping and being part of our community. We could not make all the quilts we need without you - every little bit helps ! </span></div>
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<span style="font-family: Verdana, sans-serif;"><b>So when is this all starting ? </b></span><br />
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<span style="font-family: Verdana, sans-serif;">...on 1st October with our </span><b style="color: #454545; font-family: Verdana, sans-serif; font-size: 17px;">Quilt Mama of the Month </b><span style="font-family: Verdana, sans-serif;">Tricia who you can find on <a href="https://www.instagram.com/yondergirlie/">Instagram @yondergirlie!</a> She is raring to go and introduce you to two blocks which will make a fabulous quilt or two for #100quiltsforsiblingstogether. </span><br />
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<span style="font-family: Verdana, sans-serif;">Please be sure to support her and the wonderful children who receive quilts from us. </span></div>
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<span style="font-family: Verdana, sans-serif;"><b>Any questions?</b> Do ask but as this is totally new to us please bear with us as we iron out the wrinkles.</span></div>
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<span style="font-family: Verdana, sans-serif;">Our schedule for the coming year is as follows:</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>October</b> Tricia @yondergirlie</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>November</b> <span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);">Tricia @yondergirlie</span></span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: Verdana, sans-serif;"><b>December - winter break</b></span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: Verdana, sans-serif;"><b>January</b> Nicky @nickyeglinton</span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: Verdana, sans-serif;"><b>February</b> Nicky @nickyeglinton</span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: Verdana, sans-serif;"><b>March</b> Maria @sewlovetosew</span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: Verdana, sans-serif;"><b>April</b> tbc</span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: Verdana, sans-serif;"><b>May</b> tbc</span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: Verdana, sans-serif;"><b>June</b> tbc </span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: Verdana, sans-serif;"><b>July</b> tbc</span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: Verdana, sans-serif;"><b>August</b> - summer break</span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: Verdana, sans-serif;"><b>September</b> tbc</span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: Verdana, sans-serif;">As you can see there are a few spots to be confirmed - if you would like to take a month please do contact us to see what is involved.</span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0); font-family: Verdana, sans-serif;">Many thanks and I'm looking forward to seeing all those wonderful blocks and how they become quilts. </span></div>
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Nickyhttp://www.blogger.com/profile/12437815900953193788noreply@blogger.com0tag:blogger.com,1999:blog-2786796510843414510.post-20741152294740337752018-08-24T11:50:00.000+01:002018-08-24T11:51:14.815+01:00Siblings Together Quilt Group Update August 2018<div style="text-align: center;">
We're now heading towards the end of August and the second of the 2018 Siblings Together camps is in full swing. This post is fairly long but please stick with it to the end!!<br />
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This lovely report was posted on the charity's Facebook page.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf6Wn-1Hb5x3WKJqBiyY041RwXESSffc0_kYGvh817yrT89v6lXWC5F10b-vP-ifHo1sjAvlQrZLR_CwSCQyoKPUvzp8acNjqTr_7kbDUu-uldRyaVP_KpPRs3q4U2lyuPr4ALDCzIBkQ/s1600/camp+quote.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="295" data-original-width="547" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf6Wn-1Hb5x3WKJqBiyY041RwXESSffc0_kYGvh817yrT89v6lXWC5F10b-vP-ifHo1sjAvlQrZLR_CwSCQyoKPUvzp8acNjqTr_7kbDUu-uldRyaVP_KpPRs3q4U2lyuPr4ALDCzIBkQ/s400/camp+quote.png" width="400" /></a></div>
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We've had another successful year receiving donations of quilts, quilt tops and blocks. The donated tops needed quilting so over on Instagram we requested for volunteer quilters to step forward, and of course some wonderful ladies from this generous quilting community of ours put their hands in the air. They set to work quilting on domestic and long arm machines. Here are just a <i>few</i> of them.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik-1howBWndy5XepFCqTEz81LS_37Wmx8_iTxN3OxCg2bRqUPLFaD3EpXwm62vYtpxm4ukYwFEpbdHRCeVnCBeTuNOoiu14Bw8MiF7lZbAh-roOdLHqdp6Iacge_xDD86djIzn4mYCfiU/s1600/Sue+Blake.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="591" data-original-width="625" height="377" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik-1howBWndy5XepFCqTEz81LS_37Wmx8_iTxN3OxCg2bRqUPLFaD3EpXwm62vYtpxm4ukYwFEpbdHRCeVnCBeTuNOoiu14Bw8MiF7lZbAh-roOdLHqdp6Iacge_xDD86djIzn4mYCfiU/s400/Sue+Blake.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Top donated by Sue Blake and quilted by Amanda Ashton in gold thread.</td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKRsdyPNJyoVebz1YjgqlpyKhVuhyphenhyphenU5GBjCoEnjU9GT8xnL90JIlaMdiEJob_BMqlATazhyphenhyphenFo2V05b8QSsVVTtHMtllG-lLUg2_uRDboPQ8j8DCy_m7gm03yUJBTsWCbFYBbQVDFD9BtU/s1600/Sue+Jane+Nicky+2018.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="654" data-original-width="702" height="372" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKRsdyPNJyoVebz1YjgqlpyKhVuhyphenhyphenU5GBjCoEnjU9GT8xnL90JIlaMdiEJob_BMqlATazhyphenhyphenFo2V05b8QSsVVTtHMtllG-lLUg2_uRDboPQ8j8DCy_m7gm03yUJBTsWCbFYBbQVDFD9BtU/s400/Sue+Jane+Nicky+2018.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The centre panel of this quilt was donated by Sue Blake, the borders were added by Nicky Eglinton and it was quilted by Jane Ingham. A true team effort.</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfhGusMFYOPu_DqV5xslgGhwGSxroMmVyS5RnxjHy1nwJjWWKCmjNs9sHZhbwh1D6ALJCOjg3Pqv1yT9Dcj2H9-p6oVuUlE0ndQnQzI5eHl6C2vC5hIVp0yN5HKQWbNzbctE6dexTRRkI/s1600/Linda+and+Carolyn+2018.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="654" data-original-width="670" height="390" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfhGusMFYOPu_DqV5xslgGhwGSxroMmVyS5RnxjHy1nwJjWWKCmjNs9sHZhbwh1D6ALJCOjg3Pqv1yT9Dcj2H9-p6oVuUlE0ndQnQzI5eHl6C2vC5hIVp0yN5HKQWbNzbctE6dexTRRkI/s400/Linda+and+Carolyn+2018.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Top made by Carolyn Forster and quilted by Linda Phillips.</td></tr>
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So, if you have a quilt top to donate but are unable to quilt it give us a shout and we'll try and match it up with one of our volunteer quilters. Alternatively if you are a quilter who would like to quilt a donated top let us know, we would love to add you to our merry band of quilters. Email address in side bar.</div>
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Here's a selection of more donated quilts.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx_Bsb129xeSAtu8ggoJ6BlfQwjVt2mfxSa2mKCHVULIV51OVzA2Sm-D1ZrpV7jnRpTUwaWOZELkzwkJJ0zLaC-I8Bnns-TgWEWJw_D7EXvbIGRONHwAR6qZXQNGaG3-XoyX_znCjxc_A/s1600/budsmam+2018.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="654" data-original-width="669" height="390" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx_Bsb129xeSAtu8ggoJ6BlfQwjVt2mfxSa2mKCHVULIV51OVzA2Sm-D1ZrpV7jnRpTUwaWOZELkzwkJJ0zLaC-I8Bnns-TgWEWJw_D7EXvbIGRONHwAR6qZXQNGaG3-XoyX_znCjxc_A/s400/budsmam+2018.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A stunner by Sheila Williams. </td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdMzlpoGXu81l82eOPfl-QcHmRnlllqM2srRv-2UM7iBsYwypQgSu6M9ezbgbQCRHRFEHtJjOfwn8n7lZrKExslCKEOWGcVAWpTV4oICW1NZTSxYlefJONojRIKO7-x0H73KHvby_IGaE/s1600/Janet+Goddard+2018.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="654" data-original-width="701" height="372" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdMzlpoGXu81l82eOPfl-QcHmRnlllqM2srRv-2UM7iBsYwypQgSu6M9ezbgbQCRHRFEHtJjOfwn8n7lZrKExslCKEOWGcVAWpTV4oICW1NZTSxYlefJONojRIKO7-x0H73KHvby_IGaE/s400/Janet+Goddard+2018.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Beautiful flying geese by Janet Goddard.</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEianZWiHADIFRXSTdBYUBTSGNdCRQ2Lq5U9ivUaHdvzj1Y1kMHdQlu2heJAkpi30tfIIwq2UiGGuPZPmJW3NmNk6Yw8BnEvqSWGXtlA9peDG6DZ29dxxjD9GOM3nDsHPh2djVLTkMT1Sao/s1600/Jane+Quilt.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="655" data-original-width="709" height="368" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEianZWiHADIFRXSTdBYUBTSGNdCRQ2Lq5U9ivUaHdvzj1Y1kMHdQlu2heJAkpi30tfIIwq2UiGGuPZPmJW3NmNk6Yw8BnEvqSWGXtlA9peDG6DZ29dxxjD9GOM3nDsHPh2djVLTkMT1Sao/s400/Jane+Quilt.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A Lovely modern design by Jane.</td><td class="tr-caption" style="text-align: center;"></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIYe5UF21facbE2phkL0PVTx0kBumDv_3D-yPM3lCkuGoR5jw8DnjR_cU4Sdf1K6boyh37GwlDiC4tJLzm8klqu-laJ5XDTNP3nYFCoxpg6YTtsYvDFXl7DUE6JCyVuj-WZKQrMz_pwfU/s1600/Bee+4.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="654" data-original-width="698" height="373" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIYe5UF21facbE2phkL0PVTx0kBumDv_3D-yPM3lCkuGoR5jw8DnjR_cU4Sdf1K6boyh37GwlDiC4tJLzm8klqu-laJ5XDTNP3nYFCoxpg6YTtsYvDFXl7DUE6JCyVuj-WZKQrMz_pwfU/s400/Bee+4.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A beauty made by the ladies of Bee 4.</td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-ROQlLQ_FONtmNMP7uXYQvx35KSF3d7kjOjFwpxsrv27Eg9Xp0kBhf4chKikvPUWCMOV1ydZujqB7Sm7e3qydBMO6qrpezIzQqAvGUYEP9lx2oedLxexV6Uo9BdnjJgjcVXM7RjQ-vd0/s1600/Fiona+2018.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="635" data-original-width="705" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-ROQlLQ_FONtmNMP7uXYQvx35KSF3d7kjOjFwpxsrv27Eg9Xp0kBhf4chKikvPUWCMOV1ydZujqB7Sm7e3qydBMO6qrpezIzQqAvGUYEP9lx2oedLxexV6Uo9BdnjJgjcVXM7RjQ-vd0/s400/Fiona+2018.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A bright and beautiful quilt by Fiona Calvert</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnac72wUWN3bDNEhLyFXoLg37o7LVW5mGdRuDxq0Gj81aCpGuftRvDHe1D2W5wVRX3j3LpbXnKzGqmY-sWTHvAHRp4Ylc0SBgu5Hw8N4In_x0LUXv4HrwDPK4kZlw6pRvo9Gts7vtfuFw/s1600/lynne+pussycat.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="654" data-original-width="707" height="370" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnac72wUWN3bDNEhLyFXoLg37o7LVW5mGdRuDxq0Gj81aCpGuftRvDHe1D2W5wVRX3j3LpbXnKzGqmY-sWTHvAHRp4Ylc0SBgu5Hw8N4In_x0LUXv4HrwDPK4kZlw6pRvo9Gts7vtfuFw/s400/lynne+pussycat.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Another wonderful modern design, this time by Lynne.<br />
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For anyone with an Instagram account we are @siblingstogetherquiltgroup, there are lots more photos of the wonderful quilts there.<br />
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As with 2017 Nicky had the quilts sent to her home. The Siblings Together office is small with only three permanent part time office staff so it makes life much easier for them if the quilts are collected elsewhere so they can concentrate on their work.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc5D9JLrk-EWL_G6R8byI5_LkYb9FGjMibXOC2XjFpYG_COuRrJS2VzNe18NZX_0Vu04uz5gJajqPmrQqlJXDDtQdf0tz3qf7kuGrqoNq5fNKSn9tl7zIj8rsP6rUJnmw1Y3XDTk3K_Nk/s1600/quilts+on+table.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="654" data-original-width="710" height="367" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc5D9JLrk-EWL_G6R8byI5_LkYb9FGjMibXOC2XjFpYG_COuRrJS2VzNe18NZX_0Vu04uz5gJajqPmrQqlJXDDtQdf0tz3qf7kuGrqoNq5fNKSn9tl7zIj8rsP6rUJnmw1Y3XDTk3K_Nk/s400/quilts+on+table.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">This what a pile of 100 quilts looks like!</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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Back in June Mary Campbell, who is a volunteer worker for Siblings Together, came to Nicky's house to collect the quilts.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZPwr-VPzIdHBgylETEUEdDjOt8qg_prG42iln5mrTe94EgLS98xrHBheVppoUiqHTvW_d6NsM33qLHAjVLwdVw4NSq3SXYmOaUKAolqi1ZMxRYpPcF4gL_KUjMN8n5GlECfdO7Saffyc/s1600/Screenshot_2018-08-23+Maria%252C+Nicky%252C+Jenny+and+Jen+%2528+siblingstogetherquiltgroup%2529+%25E2%2580%25A2+Instagram+photos+and+videos.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="654" data-original-width="703" height="371" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZPwr-VPzIdHBgylETEUEdDjOt8qg_prG42iln5mrTe94EgLS98xrHBheVppoUiqHTvW_d6NsM33qLHAjVLwdVw4NSq3SXYmOaUKAolqi1ZMxRYpPcF4gL_KUjMN8n5GlECfdO7Saffyc/s400/Screenshot_2018-08-23+Maria%252C+Nicky%252C+Jenny+and+Jen+%2528+siblingstogetherquiltgroup%2529+%25E2%2580%25A2+Instagram+photos+and+videos.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Careful Mary we don't want any quilt related injuries!</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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Mary reported that some of the children see as many as 30 changes of place before they leave care and the quilts are truly special as they are the only permanent thing in the children's lives. We still have a long way to go improve the lives of these children but giving a quilt seems to be a significant one!<br />
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Mary told the story of two brothers at one of the camps last year who had trouble reconnecting, but by the end of the camp they were best of friends - both under one quilt, bonding when they should have been sleeping!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj6R872SFkZffJ8pEKlW8yn17ea1ahJFOZSbkVIfR5L9YTrTbvN9VgVdc3qJpYt0JC4_tVzpIipOO07B8IS_w5waH9ii_5x8vv4248HXEa1iuLTOK39s2BhFj-sqjCCPuhZNKwLscfF2M/s1600/Mary+and+fine+cell+work+quilt+2018.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="594" data-original-width="715" height="331" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj6R872SFkZffJ8pEKlW8yn17ea1ahJFOZSbkVIfR5L9YTrTbvN9VgVdc3qJpYt0JC4_tVzpIipOO07B8IS_w5waH9ii_5x8vv4248HXEa1iuLTOK39s2BhFj-sqjCCPuhZNKwLscfF2M/s400/Mary+and+fine+cell+work+quilt+2018.png" width="400" /></a></div>
This quilt was made by three young men with the help of the organisation Fine Cell Work which goes into prisons to help prisoners onto better lives. It is going to a care leaver with a baby.<br />
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<tr><td class="tr-caption" style="text-align: center;">Can you spot your quilt amongst the pile?</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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Mary and Nicky spent a good few hours talking about and looking at the
quilts, they are all hugely appreciated and loved. The thanks of the
charity go to everyone who has played a part in making them.<br />
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The following quote is taken from the Siblings Together (Charity) Facebook page.<br />
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<span style="color: blue;"><i> "I would love to thank the people that made my quilt. I love the colour
and design and I honestly have fallen in love with it. It's very homely
and comfy and I just want to say a massive thank you for bringing me
something that makes me feel like home xx"</i></span><br />
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Anyone reading this from the quilting community will know about the Festival of Quilts which was held a couple of weeks ago at the Birmingham NEC. This year <a href="https://quiltroom.co.uk/">The Quilt Room of Dorking, Surrey</a> kindly agreed to collect donations of quilts, fabric, wadding etc. which they loaded into their van and brought south where Nicky collected them from the shop. Enormous thanks go to Pam and Nicky of The Quilt room for supporting us. When you've finished reading this why not head along to the Quilt Room web site, Pam and Nicky Lintott are the authors of a range of quilting books with beautiful patterns for making quilts from Jelly Rolls and Pre-cuts, ideal for your next Siblings Together quilt !! They sell a beautiful range of fabric too.<br />
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The donations were loaded into Nicky's car and piled onto the dining room table. I expect great fun will be had sorting through them all!<br />
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May we again thank <a href="https://prinfab.com/">Prinfab</a> for supplying us with our quilt labels. If you would like one please email the address in the sidebar.<br />
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Again many many thanks to everyone who has contributed in so many different ways. It really does help to make a difference to the comfort of the lives of the children supported by Siblings Together.<br />
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Thanks very much for reading to the end!<br />
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mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com0tag:blogger.com,1999:blog-2786796510843414510.post-27231006297774775962018-04-28T22:19:00.000+01:002018-04-28T22:19:01.343+01:00Lets get quilting for the Siblings Together Camps 2018.It's incredible to think that we're fast approaching the 2018 Siblings Together camps and there are lots of quilters busying away making quilts to gift to the children attending the camps.<br />
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Jenny has been busy putting together, and
quilting, a quilt made from blocks donated by a group who met at the
Thread House Retreat. These ladies have formed a bee which will now be making
group quilts for Siblings Together. What a wonderful way to keep in contact with new friends made at the retreat.</div>
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The blocks which make up the quilt below were generously donated by Carolyn Forster and Jen kindly volunteered to work her magic and turn and them into a beautiful quilt. </div>
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She is now busy with the quilting using a combination of hand and machine quilting.</div>
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Jen has also been busy putting together a bright and cheerful quilt from blocks made by members of Siblings Together Bee 1.<br />
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Maria is also a member of bee 1 and has been quilting her bee quilt. Her next Siblings Together quilt is on the design wall above the machine.<br />
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Although she's still ploughing away quilting the bee quilt she has already put together the second quilt which is next in line for quilting.<br />
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If you would like a label for your quilt, kindly sponsored by <a href="https://prinfab.com/">Prinfab</a>, please email the address in the side bar and we will put you in contact Catherine who will send you one.<br />
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In July Siblings Together are hosting a creative retreat for careleavers and we are hoping to provide this group with their own quilts too. The siblings camps are in August and the October half term. Nicky is kindly collecting quilts until the end of June, if you have a quilt to send before then please contact <a href="http://mrsssewandsow.blogspot.co.uk/">her via her blog</a> or email the address in the side bar for her address.<br />
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Any quilts that are ready to send after the end of June can be sent directly to Siblings Together.<br />
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We would love to see and share your Siblings Together quilt so please do feel free to send a photo and tell us the story behind your quilt.<br />
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Happy Sewing!<br />
<br />mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com0tag:blogger.com,1999:blog-2786796510843414510.post-19723673456923525542018-02-12T14:56:00.002+00:002018-02-12T14:56:26.794+00:00Siblings Together Quilt Group - A Review of 2017.<div style="text-align: center;">
2017 was another highly successful year for Siblings Together Quilt Group. With the help of lots of lovely quilters from both home and abroad we surpassed our aim of providing the Siblings Together charity with 100 quilts for the children they support.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizpDWcxR1Y-jz6Ip9hMt5f6lwDgCBN2YiRxOVxjo9mkq3yQK1IAOTmAQ4Wl5APfcn17jG1Xm5_oMpi0Fg3LA29Dv0GDdIYcHru438rUdy0G0JhyGrgUb4gTDD08dANenlLa4WwuomeEtg/s1600/PicMonkey+Collage%25283%2529.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1600" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizpDWcxR1Y-jz6Ip9hMt5f6lwDgCBN2YiRxOVxjo9mkq3yQK1IAOTmAQ4Wl5APfcn17jG1Xm5_oMpi0Fg3LA29Dv0GDdIYcHru438rUdy0G0JhyGrgUb4gTDD08dANenlLa4WwuomeEtg/s400/PicMonkey+Collage%25283%2529.jpg" width="400" /></a></div>
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The quilts are born in various ways! Some are made by individual quilters, others by quilt groups who get together to make their quilts. We have had quilt tops pieced by one person who passes it on to another who does the quilting. We now have four 'bees' making quilts, with a fifth about to start. The bees are groups of quilters who each make a block or blocks every month, these are then sent to the months 'bee mama' who makes a quilt from the donated blocks. Many thanks go to <a href="https://thelilaccat.com/">Jenny</a> who has taken on the task of co-ordinating the bees.<br />
We have also been contacted by the charity "Fine Cell Work" who work with prisoners teaching them to sew and ultimately sell their work, as one of them would like to make a quilt for Siblings Together. We can only guess at what may have happened in this person's life that has lead them to want to support Siblings Together.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimdq7n1ZP9f8Fq7ZVUPXsbF2nu2lb-t6cJsV11UbgtoSFhTLy6M5jVc-TxT36xtbvUHfrOZk0rC3xfmWM3AIZD3Hy4sAHha5c60FWvybvQjJxrQZyXLbTybpPF4ACEJnAJDN_YNYnRGKs/s1600/PicMonkey+Collage.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1600" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimdq7n1ZP9f8Fq7ZVUPXsbF2nu2lb-t6cJsV11UbgtoSFhTLy6M5jVc-TxT36xtbvUHfrOZk0rC3xfmWM3AIZD3Hy4sAHha5c60FWvybvQjJxrQZyXLbTybpPF4ACEJnAJDN_YNYnRGKs/s400/PicMonkey+Collage.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A selection of quilts made by Bee 1.</td></tr>
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Siblings Together Quilt Group our now are own little community of quilters working together to provide these children, who have had a rough start in their lives, with a warm comforting hug in the form of their very own quilt which we all hope will remind them of precious time spent with their siblings. The quote below is from the Siblings Together Facebook page<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjhoHJuJJDcaf8m7ast3HvyLPzFhJOuG2evW7OAdR6uxq3bFKYQoTRODZjbcLHJE8ZH_IiD3S0ONyUys6h0WGN-TJ8EKpKQQ-c1KCLn_AB3m2_-nYvc41CT_D7S1XQEwZjU-y_gQpjiY8/s1600/Facebook+quote.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="298" data-original-width="768" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjhoHJuJJDcaf8m7ast3HvyLPzFhJOuG2evW7OAdR6uxq3bFKYQoTRODZjbcLHJE8ZH_IiD3S0ONyUys6h0WGN-TJ8EKpKQQ-c1KCLn_AB3m2_-nYvc41CT_D7S1XQEwZjU-y_gQpjiY8/s640/Facebook+quote.jpg" width="640" /></a><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUaKWTtL26zSblo65mp7wh0vI3sYt-WPbGNxOvH8nFcGLWGTN2IoxxfVrnYUBwDh4c2bmyDQUavZJLa-vjH2PgCWjVw729QeWLuZTlBx5tm1tImScJX4LewuzV8YDHdlPD-yzmXKBkr4E/s1600/bee+collage.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="800" data-original-width="1600" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUaKWTtL26zSblo65mp7wh0vI3sYt-WPbGNxOvH8nFcGLWGTN2IoxxfVrnYUBwDh4c2bmyDQUavZJLa-vjH2PgCWjVw729QeWLuZTlBx5tm1tImScJX4LewuzV8YDHdlPD-yzmXKBkr4E/s400/bee+collage.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">More quilts made by Bee 1, special thanks to Mark for his quilt holding skills.</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnEJEhVVO-BxJ4EDhRPJvmnlYtwCTglEmcCM7ObYZ4VWAs8mbzyRaV34Y-AVxI1sYGdxzbkJOE7QfWo3blgWEPheR3xuNCS-lXIfGDSwuihpzUv3KbrzetRLmJBydnErACSPfuplgKkOc/s1600/Bee+2+collage+2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="800" data-original-width="1600" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnEJEhVVO-BxJ4EDhRPJvmnlYtwCTglEmcCM7ObYZ4VWAs8mbzyRaV34Y-AVxI1sYGdxzbkJOE7QfWo3blgWEPheR3xuNCS-lXIfGDSwuihpzUv3KbrzetRLmJBydnErACSPfuplgKkOc/s400/Bee+2+collage+2.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Quilts made by the ladies of Bee 2.</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZwoCVkyNNPdQMZiqroP4xIrAqsTjcQUmnHHgBycgsDLEaKlyFpbo34krMP_LarmCqMSBSd4SD_6crsE5RPP6dTe3OpayFz5pC_ucpMfc0f0pOoOekazXu2FGFyIXUqWqlqevkyN2GkbU/s1600/bee+2.+quilt+2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="240" data-original-width="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZwoCVkyNNPdQMZiqroP4xIrAqsTjcQUmnHHgBycgsDLEaKlyFpbo34krMP_LarmCqMSBSd4SD_6crsE5RPP6dTe3OpayFz5pC_ucpMfc0f0pOoOekazXu2FGFyIXUqWqlqevkyN2GkbU/s1600/bee+2.+quilt+2.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">This beautiful quilt was donated by the ladies of bee Blessed from Ireland.</td></tr>
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The quilt top right was made from fabric purchased with money
donated my Maria's parents who asked guests at their Golden Wedding
celebrations for money to put towards Siblings Together quilts rather than gifts . There are still enough funds to make more quilts
for 2018.<br />
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In 2017 Nicky made some wonderful quilts from donated blocks as part of her 'block drive'. She put out a call on Instagram requesting Shoo Fly and Courtyard Garden blocks, and of course lots of generous quilters answered by sending her many blocks. Here are some of the quilts Nicky made from the blocks. Nicky was helped with the quilting by Pippa, Terri and Carolyn on their 'longarm' quilting machines.<br />
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Nicky is again bravely going to take on a block drive for the 2018 campaign for 100 quilts for Siblings Together. These are computer mock ups of the quilts she is planning on making from her own design.<br />
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Gorgeous aren't they? If you would like to contribute please visit Nicky's blog <a href="http://mrsssewandsow.blogspot.co.uk/2018/02/time-to-make-quilts-for-siblings.html">here</a> for details. If you are unable to commit to making a quilt these blocks are a great way of getting involved.<br />
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We've been very lucky to secure sponsorship for quilt labels over the last few years. Firstly we were sponsored by Spoonflower, and in 2017 and going forward to 2018 we are being generously sponsored by <a href="https://prinfab.com/">Prinfab</a>. Many thanks to <a href="http://www.knottedcotton.com/">Catherine</a> for securing the sponsorship and for sending out the labels. If you would like a label(s) please email us for Catherine's contact details and she will forward the label.<br />
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In previous years all the quilts have been sent directly to the Siblings Together office which is evidently a small space and so many quilts take up a lot of room. Nicky therefore offered to have some sent to her home where they took over her dining room! </div>
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Delma then collected them from Nicky and they spent a lovely evening admiring each and every one.</div>
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Nicky has offered to collect the quilts again this year and has asked that they be labelled and washed before sending. Contact Nicky via Instagram Direct Mail @nickyeglinton or email us at the address in side bar for her email. They will need to be with her by the end of June for the summer camps and the end of September for the October camp. <br />
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Siblings Together Quilts have been featured in Sewing World magazine in an article written By Kerry Green, and in an article in Quilt Now. A fantastic way to spread the word to the wider sewing community.</div>
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When we first started making the quilts for Siblings Together our aim was to supply enough quilts to for the siblings attending the three summer camps. In 2017, Delma (CEO of Siblings Together), was sent enough quilts that she was able to gift quilts to children at other events organised by the charity. She was recently able to give up to 45 quilts to children attending the charity's monthly activity days and reports that each and every one of the quilts were very warmly received.</div>
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<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody">Delma also gave some quilts to older care leavers as she hoped they would "assist their healing from their lives in care". The following words are from a recipient of a quilt.</span></span></span><br />
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<span style="color: blue;"><b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">“I know that the people who made this quilt for me did not realise what a powerful thing it was to do and receive.</span></b></span></div>
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<span style="color: blue;"><b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">It
was fantastic to know and feel it was made with love but it was awesome
to be validated after all this time. I spent all of my life in
residential care where I was
made to believe no one actually cared. I’m now 51 an the pain is still
there.</span></b></span></div>
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<span style="color: blue;"><b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">I
lost my sister in the system and later we were parted by death and it
brings her close to me and we continue to wrap our arms around each
other through love and comfort
of that quilt.</span></b></span></div>
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<span style="color: blue;"><b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Thank you will never seem enough, but thank you so much for the love you put into each and every one of the quilts you make”. </span></b></span></div>
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If you would like to make a quilt it needs to be made from good quality 100% cotton quilting fabric and be suitable for a child age 7 - 17. The quilt colours/design can be for a boy, girl or suitable for either. We ask for a minimum size of 50" by 50".<br />
We are always grateful to receive donations of backing fabric, wadding, offers to quilt a top, binding and lots of cheer leading!<br />
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Many thanks for reading to the end and for supporting Siblings Together quilts.</div>
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Here's to a successful, quilty 2018!</div>
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<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody"> </span></span></span>
mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com3tag:blogger.com,1999:blog-2786796510843414510.post-21750375556693854812017-08-02T23:10:00.000+01:002017-08-02T23:10:13.847+01:00Kate's Siblings Together Quilt Story.<div style="text-align: center;">
Kate Bennett is a wonderful supporter of Siblings Together quilts and today she tells us about two fabulous quilts she's made for this years camps.</div>
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"I have been making quilts for this lovely charity for a few years now.
This year I decided to make two very similar ones with the thought that
two siblings could find lots of fabrics that are in both quilts, yet
they are different. I backed these with some interesting African fabrics
that came from Zimbabwe. These were fun to make. I love scrap quilts as
I think the owners can find something they haven't noticed before."<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwrkxJTGHasDzpPwPqAE7A5lVYmnaMC8QsaMJU3TwpFC572MvIVQwrjIt9Fz4MKB-01__DDAmJGM99UWFr6qryqdL68j5y2p6jpdC0WyQZBc0456mhgPYn-LLqS9rQBZi0pmTlZTMOXLI/s1600/kate%2527s+quilts.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="320" data-original-width="240" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwrkxJTGHasDzpPwPqAE7A5lVYmnaMC8QsaMJU3TwpFC572MvIVQwrjIt9Fz4MKB-01__DDAmJGM99UWFr6qryqdL68j5y2p6jpdC0WyQZBc0456mhgPYn-LLqS9rQBZi0pmTlZTMOXLI/s400/kate%2527s+quilts.jpg" width="300" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCt-Tw-ZKYSPzvysWKoolWlWsONhhNBuzvXj9qjgzs2-hw87j68-bpPADsmkLSNoGb6efInimsqGHy_FNxyom0wWLDBu_pWnk1c8-F7gJP-LNp1dEyfwH71IzqZbXREeLNs5VKe1s7Blw/s1600/unnamed.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="320" data-original-width="240" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCt-Tw-ZKYSPzvysWKoolWlWsONhhNBuzvXj9qjgzs2-hw87j68-bpPADsmkLSNoGb6efInimsqGHy_FNxyom0wWLDBu_pWnk1c8-F7gJP-LNp1dEyfwH71IzqZbXREeLNs5VKe1s7Blw/s400/unnamed.jpg" width="300" /></a></div>
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As I write the first of this years camps is taking place, I really do hope that the weather is better there than where I am in East Anglia, however whatever the weather I'm sure the siblings are having a wonderful time together.</div>
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mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com1tag:blogger.com,1999:blog-2786796510843414510.post-61630326262611033602017-07-09T15:26:00.002+01:002017-07-09T15:26:57.422+01:00Medallion quilt for Siblings Together <div style="text-align: center;">
It's incredible to think that the 2017 Siblings Together camps are nearly here.</div>
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The dates are: 28th July - 5th August</div>
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18th - 26th August</div>
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20th - 28th October</div>
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Lots of lovely quilters have been, and still are, busying away making quilts for the children.</div>
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We would love to share lots of photos and stories about the quilts so if anyone has any stories to share please do let us know. A photo and a quick description of the quilt details will be fine.</div>
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Here is a quilt I've made.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7Rcx-qfWHbzk1Wt-bFacQdT0w7nPj_bnQpNWB4_y-Mi9ih2qxPSEHfJrJctc8WdacrQSng0RSj9of9g0NkIIW8h3KDbh7-JmirirIM8YPb-qrFoLMN5QSiXXao9cZ63Bp6tc4zW4l-yM/s1600/FullSizeRender.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1245" data-original-width="1230" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7Rcx-qfWHbzk1Wt-bFacQdT0w7nPj_bnQpNWB4_y-Mi9ih2qxPSEHfJrJctc8WdacrQSng0RSj9of9g0NkIIW8h3KDbh7-JmirirIM8YPb-qrFoLMN5QSiXXao9cZ63Bp6tc4zW4l-yM/s640/FullSizeRender.jpg" width="632" /></a></div>
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The centre of the quilt is a block I made a few years ago and although I love it, it's been sat in a drawer so I decided to put it to good use as the centre of a medallion quilt.</div>
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Most of the square in a square blocks were kindly donated by my friend Fran and I made a few more to make up the numbers. The piano keys border is such a quick and easy border which I've used a few times.</div>
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This picture is the back of the quilt. The square in a square blocks were made for a border for the front but I decided they weren't right so used them on the back instead. As all quilt makers know, fabric is expensive so although pieced backs take longer they are a great way of using scraps to make up a backing particularly for a charity quilt. They add some extra interest too. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpVEduS4S7K3ZIyhr2uNa2Nfw7cyfc-U_byyXNwOmKocJYPNk3ne4Bxd5jFm5UIPHLlOu9T9wdMwnw1aD3EWwexmxE36jCFibdOVvBpJ16S4ChenjnywuBIm2_wUy1eGguOjLVbkGftvU/s1600/back+of+medallion.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1482" data-original-width="1481" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpVEduS4S7K3ZIyhr2uNa2Nfw7cyfc-U_byyXNwOmKocJYPNk3ne4Bxd5jFm5UIPHLlOu9T9wdMwnw1aD3EWwexmxE36jCFibdOVvBpJ16S4ChenjnywuBIm2_wUy1eGguOjLVbkGftvU/s400/back+of+medallion.jpg" width="398" /></a></div>
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I hope a young lady will enjoy and find some comfort in this quilt.</div>
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Maria </div>
mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com1tag:blogger.com,1999:blog-2786796510843414510.post-58402059805506305272017-05-28T22:14:00.001+01:002017-05-28T22:31:07.733+01:00Siblings Together Quilts In Sewing World Magazine.<div style="text-align: center;">
Exciting news. Siblings Together quilts have been featured in an article written my kerry Green in Sewing World Magazine.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf6KttKGgJhf3Z3zM6IZQireCCagcKLYo5QUYzpr2ufitHTwCc4iCVqvTtvwiv7xrYkergP5P2rYDCVkUV3jpWpEwjkxZm272h6I1iZv2g_0bMsl2e2zptyzkkb_kVlyTDQKWy0wF2Bsk/s1600/IMG_1629.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="768" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf6KttKGgJhf3Z3zM6IZQireCCagcKLYo5QUYzpr2ufitHTwCc4iCVqvTtvwiv7xrYkergP5P2rYDCVkUV3jpWpEwjkxZm272h6I1iZv2g_0bMsl2e2zptyzkkb_kVlyTDQKWy0wF2Bsk/s640/IMG_1629.JPG" width="640" /></a></div>
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This will be great way of speading the world to the wider sewing community which will hopefully lead to more quilts being donated.</div>
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Sewing World Magazine can be found on the following social media platforms:</div>
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<a href="https://www.facebook.com/sewingworldmagazine">www.facebook.com/sewingworldmagazine</a></div>
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<a href="http://www.sewingworldmagazine.com/">www.sewingworldmagazine </a></div>
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Instagram: <a href="https://www.instagram.com/sewingworldmag/">@sewingworldmag</a></div>
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twitter.com/sewingworldmag</div>
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mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com0tag:blogger.com,1999:blog-2786796510843414510.post-32822707316411663872017-05-08T20:16:00.000+01:002017-05-08T20:23:08.290+01:00Sheila's Greek Crosses Siblings Together Bee Quilt.<div class="separator" style="clear: both; text-align: center;">
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<span style="font-weight: normal;">Today Sheila tells us about the splendid quilt she put together from blocks made by members of a Siblings Together Bee over on Instagram.</span><br />
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I am in a lovely bee for siblings together and December was my month, I
have this idea of doing a quilt to commemorate every holiday I go on. I
have wanted one to remember my trip to Athens a few years ago. I will
never forget going up to the Acropolis on a beautiful sunny day and see
it in all its splendour.
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<img alt="" data-json="" height="281" src="https://farm6.staticflickr.com/5502/30992028290_ce667fb8f5.jpg" title="Recently Added-2" width="500" /> </div>
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What really struck me was the gorgeous blue sky and the creamy marble.
It was a mental hop skip and jump to putting together a Greek cross
block in creams and blues.</div>
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The lovely ladies from my bee and some other IG chums who weren't sent me a ton of blocks to put together.<br />
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Which gave me more than enough for one, so I might have to add a second one to my Q2 list!!
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<span class="post-author vcard"><br /><span class="fn" itemprop="author" itemscope="itemscope" itemtype="http://schema.org/Person"><a class="g-profile" data-gapiattached="true" data-gapiscan="true" data-onload="true" href="https://www.blogger.com/profile/00292481376213250080" rel="author" title="author profile"><span itemprop="name"></span></a></span></span><span class="post-timestamp"><a class="timestamp-link" href="http://mindfulquilter.blogspot.co.uk/2017/03/greek-cross-final-finish-for-fal-q1.html" rel="bookmark" title="permanent link"><abbr class="published" itemprop="datePublished" title="2017-03-30T08:43:00-07:00"></abbr></a></span><span class="post-comment-link"></span><span class="post-backlinks post-comment-link"></span><span class="post-author vcard"><span class="fn" itemprop="author" itemscope="itemscope" itemtype="http://schema.org/Person"><a class="g-profile" data-gapiattached="true" data-gapiscan="true" data-onload="true" href="https://www.blogger.com/profile/00292481376213250080" rel="author" title="author profile"><span itemprop="name"></span></a></span></span><span class="post-timestamp"><a class="timestamp-link" href="http://mindfulquilter.blogspot.co.uk/2017/03/moroccan-quilt.html" rel="bookmark" title="permanent link"><abbr class="published" itemprop="datePublished" title="2017-03-19T13:42:00-07:00"></abbr></a></span><span id="blog-pager-newer-link"></span><span id="blog-pager-older-link"></span>Thanks so much to Sheila and the ladies of the bee for putting together this lovely quilt. </div>
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Jo Avery of mybearpaw had written a blog post about a lovely quilt she's just finished for Siblings Together. It's a beauty, so pop over to her blog, <a href="http://www.mybearpaw.com/2017/05/feathers-quilt-for-siblings-together.html#.WRDCH8a1vIU">mybearpaw,</a> to admire it and perhaps be inspired.</div>
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Do you have a finished Siblings Together quilt that you think we may like to see and read about?</div>
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If so leave a comment and we will be in contact.</div>
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mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com2tag:blogger.com,1999:blog-2786796510843414510.post-46997305516111833042017-03-31T09:47:00.001+01:002017-03-31T13:33:03.190+01:00Star Bee Quilt. <h3 class="post-title entry-title">
Today Jen of <a href="http://glindaquilts.blogspot.co.uk/">Glinda quilts</a> tells us about the quilt she made for Siblings Together from blocks made by the ladies of a quilting bee.</h3>
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<span style="font-family: "verdana" , sans-serif;"><span style="color: purple;">This is my 3rd year supporting the great work of this </span><a href="http://siblingstogether.co.uk/" target="_blank"><b><span style="color: magenta;">charity</span></b></a><span style="color: purple;">
- and being part of a wonderful 'online' Quilt Bee. Each month - mine
was January - the Queen Bee decides on a block and the other bees make
it, send it to you and you make the quilt from them.</span></span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="color: purple;">For the tutorial of my block, please see this </span><a href="http://glindaquilts.blogspot.co.uk/2017/01/siblings-together-quilt-2017.html" target="_blank"><b><span style="color: magenta;">post</span></b></a><span style="color: purple;">:</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZRn9AM-Aw6WHBaNARUD2uFByhJgMSEh6as42OPfgR3Q_lo-73drTaWy89GII8iKwzY0Gw82JwbRTL0ekJy3Z-3gi1P7fyimYYTR1rotjnaREUsWwC-gbmCskX8aAqA7yy2ZICwkJBsDg/s1600/IMG_9143.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZRn9AM-Aw6WHBaNARUD2uFByhJgMSEh6as42OPfgR3Q_lo-73drTaWy89GII8iKwzY0Gw82JwbRTL0ekJy3Z-3gi1P7fyimYYTR1rotjnaREUsWwC-gbmCskX8aAqA7yy2ZICwkJBsDg/s320/IMG_9143.JPG" width="320" /></a></div>
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<span style="color: purple; font-family: "verdana" , sans-serif;">A simple
design and I just asked the bees to make scrappy blocks in red, yellow,
green, orange or blue. A big block - unfinished at 18.5" - and with 12
of us in the Bee, it was always going to finish a good size. Bridgid
from Australia joins in too so when she and one of the bees sent me two
blocks and a newbie follower on IG asked if she could make me one too, I
ended up with 16! Aren't they all fabby?</span></div>
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<a href="https://3.bp.blogspot.com/-QWr4G8n5OFE/WNWmj4mEHYI/AAAAAAAAZEk/aIzx1Dv8VakPa8FdLGO98m3dDKQNva1yACPcB/s1600/IMG_9395.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://3.bp.blogspot.com/-QWr4G8n5OFE/WNWmj4mEHYI/AAAAAAAAZEk/aIzx1Dv8VakPa8FdLGO98m3dDKQNva1yACPcB/s400/IMG_9395.JPG" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYJrgQwrOMfN6-4eJIihsI4-iem9VqDilcmawUB8c_leMPhlsjUPufG_6U8qRIQGolzDuGIl9pG-UHs6pzSRK7QTcxRxc6fqTIFB2ADbKC2Y3IT2jF8GnoEl5xCkfHmyXevH0RphCgOu8/s1600/IMG_9398.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYJrgQwrOMfN6-4eJIihsI4-iem9VqDilcmawUB8c_leMPhlsjUPufG_6U8qRIQGolzDuGIl9pG-UHs6pzSRK7QTcxRxc6fqTIFB2ADbKC2Y3IT2jF8GnoEl5xCkfHmyXevH0RphCgOu8/s400/IMG_9398.JPG" width="400" /></a></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="color: purple;">I went to </span><a href="http://simplysolids.co.uk/" target="_blank"><b><span style="color: magenta;">Simply Solids</span></b></a><span style="color: purple;"> last week for a free motion quilting class with Charlo from </span><a href="http://quiltification.blogspot.co.uk/" target="_blank"><b><span style="color: magenta;">Quiltification</span></b></a><span style="color: purple;"> (what
a small world; she's in the other Siblings Together Quilt Bee) and
whilst I'm very comfortable and competent in stippling, the class gave
me the confidence to try 'new shapes' and I immediately put it to use on
this quilt:</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQF3LubWENps_jmIMYP84nVfcihxHjIQyonBoiOY59UQcsbnqjtR9I3OXD4mX3nWa_7kaizxsd9xBl93ze2U2PqzLgW8S1DPLTKtdIIAHWY74qVXzrAYCPy_levdHI29ICb91jQKnekYU/s1600/IMG_9380.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQF3LubWENps_jmIMYP84nVfcihxHjIQyonBoiOY59UQcsbnqjtR9I3OXD4mX3nWa_7kaizxsd9xBl93ze2U2PqzLgW8S1DPLTKtdIIAHWY74qVXzrAYCPy_levdHI29ICb91jQKnekYU/s400/IMG_9380.JPG" width="298" /></a></div>
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<span style="color: purple; font-family: "verdana" , sans-serif;">And here
it is in all its glory yesterday in the morning sunshine in Wales -
finishing at 72" square, I think it will make a great quilt for an older
child:</span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="color: purple;">I kept the backing gender neutral - a fabby bargain from </span><a href="http://fabricguild.co.uk/" target="_blank"><b><span style="color: magenta;">Fabric Guild</span></b></a><span style="color: purple;"> - beautiful fabric and I also used the off cuts for the binding:</span></span></div>
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<span style="color: purple; font-family: "verdana" , sans-serif;"><b>LOVE IT.</b> </span></div>
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<span style="color: purple; font-family: "verdana" , sans-serif;">Thank you to all the kind and talented bees for their beautiful blocks.</span></div>
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mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com1tag:blogger.com,1999:blog-2786796510843414510.post-77920374259108526072017-02-17T20:14:00.000+00:002017-02-17T20:14:32.003+00:00The Siblings Together Menagerie of Quilts<br />
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The Siblings Together Bee 2 has been running a few years and although
the membership has changed over that time the pleasure and fun of making
as a group is just the same. Everyone involved has had the pleasure of
seeing beautiful and unique quilts wend their way off to the Siblings
Together charity. We thought it would be fun to review the finished
quilts over the last couple of years. There have been quite a few so we
have divided these up into a couple of posts.<br />
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One of the many great things about making quilts for children is that
matching seams, lost points etc etc which cause us quilters such
heartache at times is to a child or young person completely irrelevant.
Ok they don't want quilts that disintegrate the first time they are
washed or have gaping seams but they do want quilts that have bright and
cheery designs that have the less tangible but equally important sense
that this has been made for them and with love. You can also indulge
your sense of fun and worry less about modern design and originality!!
So now for a simply wonderful group of quilts of animals and birds that
got made last year.<br />
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Judith of JustJudeDesigns asked for a hen block to be made. With the
variety of fabrics a group of quilters can bring to a quilt you get the
beautifully scrappy quilts which magically just blend together.<br />
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Next up was an appliqué owl quilt for Doti. Again a wonderful selection.
Not all of us are as confident at appliqué as others (well that's
probably just me...) but again the very nature of these quilts just mean
they all have more character....<br />
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The same could apply to the wonderfully characterful hedgehogs that Ann
had us making. In the haste to get this quilt off no picture was taken
so you will have to do with pictures of my contributions. Yes I agree
the one on the left looks as if it has enjoyed rather too many
fermented apples!!!<br />
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And last but certainly not least was Sally's request for the delightful
Dog Gone Cute block from the very talented and generous Lorna McMahon of
Sew Fresh Quilts. Lorna has designed many wonderful animal quilts and
often has them as part of a quilt along so are free but also has a
positive zoo in quilt form in her shop.<br />
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If you would like to make a quilt for Siblings Together please check out the "Important Information" page at the top of the blog.<br />
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Next time more quilts but no animals in the next batch...<br />
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Jenny - the lilac catmariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com3tag:blogger.com,1999:blog-2786796510843414510.post-25524765912269255872016-07-12T16:57:00.002+01:002016-07-12T17:34:34.138+01:00Marigold Quilters.The Marigold Quilters are fabulous supporters of quilts for Siblings Togther and this year have made eleven wonderful quilts. Janice from the group explains how they became involved.<br />
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<span style="color: blue;">"We first got to know each other in a patchwork class in Chichester
quite a few years ago. Although the class stopped, we carried on
meeting occasionally even if it was just for coffee. Last summer we
decided to hire the village hall to meet once a month and have a whole
day sewing. Our first thought was just to ‘do our own thing’, perhaps
tackling some of our UFOs or using up some of the stash but we really
felt we wanted a bit more of a purpose.</span></div>
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<span style="color: blue;"> So, I
Googled ‘quilts for charity’, found Siblings Together, and we
immediately agreed that making quilts for you would be just the project
we were looking for. So we pooled our stash and orphan blocks and
worked together to make eleven quilts so far. We hope they are what you
want."</span></div>
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<span style="color: blue;"><span style="color: black;">They certainly are Janice! Thanks very much on behalf of the Siblings Together charity.</span> </span></div>
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If you are on Facebook do take a look at the Siblings Together charity's page as they are posting pictures of the quilts as they receive them plus other information about what they do.mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com1tag:blogger.com,1999:blog-2786796510843414510.post-79756594267790359942016-06-07T21:14:00.000+01:002016-06-07T21:14:10.821+01:00Drop Dead Gorgeous: The ladies of Bee 2!!
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Today, Jennifer of The Lilac Cat blog tells us about the two gorgeous quilts she put together from blocks made by the members of Siblings Together Bee 2. Many thanks to Jennifer for giving permission to use her original blog post.</nav><nav class="main-navigation clear" id="site-navigation" role="navigation"><br />
</nav><nav class="main-navigation clear" id="site-navigation" role="navigation"><u>Drop dead gorgeous.</u><br />
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<img alt="image" class="alignnone size-full wp-image-372" src="https://thelilaccatcom.files.wordpress.com/2016/06/image15.jpeg?w=676" />Now
I can make that outrageous comment because I didn’t make this quilt
other than the final assembly. Virtually all of the blocks come from my
wonderful bee mates of the Siblings Together Bee 2.<br />
I was Bee mamma for the very first time last September. Siblings
Together is a UK-based charity that brings together siblings that
are split up in our care system for a holiday where happy memories of
being together can be made and bonds kept alive. Each year quilters
across the world make something like hundred quilts so that each child
on these camps can have their own as momento of this special time
together. There are lots of initiatives to get quilters involved.<a href="http://siblingstogetherquiltgroup.blogspot.co.uk/"><br /></a><br />
Being relatively new to quilting and feeling a bit nervous about
taking on the responsibility of other people making for me I did lots of
research as I tend to do when I’m unsure about things. As an aside
ahead of having our first child I read so many parenting books I could
have passed a masters degree in child care although hands on experience
was nil!! Some of it even came in useful! Any way back to my quilt
research I learnt people liked reasonably quick and easy blocks,
preferably enabling them to use scraps, with a fairly broad colour range
and from the mama’s perspective an overall design with wriggle room in
case the blocks are inconsistently sized. Well step forward the <a href="http://cloud9fabrics.com/make-sew-fieldcrossing-quilt/">Fieldcrossing quilt , a free design from Cloud Nine</a>, it has all these elements and more. Heaven knows why it is called Field Crossing but it is a beautiful design.<br />
So we now have a finished quilt and isn’t she a stunner. I think it may be my favourite quilt to date.<br />
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<a border="0" href="https://thelilaccat.com/2016/06/03/drop-dead-gorgeous/image-66/"> <img alt="image" data-attachment-id="380" data-comments-opened="1" data-image-description="" data-image-meta="{"aperture":"2.4","credit":"","camera":"iPad mini 4","caption":"","created_timestamp":"1464873783","copyright":"","focal_length":"3.3","iso":"25","shutter_speed":"0.0026178010471204","title":"","orientation":"1"}" data-image-title="image" data-large-file="https://thelilaccatcom.files.wordpress.com/2016/06/image17.jpeg?w=676" data-medium-file="https://thelilaccatcom.files.wordpress.com/2016/06/image17.jpeg?w=300" data-orig-file="https://thelilaccatcom.files.wordpress.com/2016/06/image17.jpeg" data-orig-size="2448,2448" data-original-height="334" data-original-width="334" height="334" src="https://thelilaccatcom.files.wordpress.com/2016/06/image17.jpeg?w=334&h=334&crop=1" style="height: 334px; width: 334px;" title="image" width="334" /> </a> </div>
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<a border="0" href="https://thelilaccat.com/2016/06/03/drop-dead-gorgeous/image-67/"> <img alt="image" data-attachment-id="381" data-comments-opened="1" data-image-description="" data-image-meta="{"aperture":"2.4","credit":"","camera":"iPad mini 4","caption":"","created_timestamp":"1464873855","copyright":"","focal_length":"3.3","iso":"25","shutter_speed":"0.02","title":"","orientation":"1"}" data-image-title="image" data-large-file="https://thelilaccatcom.files.wordpress.com/2016/06/image18.jpeg?w=676" data-medium-file="https://thelilaccatcom.files.wordpress.com/2016/06/image18.jpeg?w=300" data-orig-file="https://thelilaccatcom.files.wordpress.com/2016/06/image18.jpeg" data-orig-size="2448,2448" data-original-height="334" data-original-width="334" height="334" src="https://thelilaccatcom.files.wordpress.com/2016/06/image18.jpeg?w=334&h=334&crop=1" style="height: 334px; width: 334px;" title="image" width="334" /> </a> </div>
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<img alt="image" class="alignnone size-full wp-image-303" src="https://thelilaccatcom.files.wordpress.com/2016/06/image3.jpeg?w=676" /><br />
I chose an all over fmq design of curves to complement the pointy
elements of this design. The wadding was Dream Puff and the finished
quilting was certainly more pronounced and puffy. Apparently it’s nice
and warm and not as thin feeling as some other waddings. Don’t worry I
shan’t be sleeping under it to check the product’s claims!!<br />
<img alt="image" class="alignnone size-full wp-image-376" src="https://thelilaccatcom.files.wordpress.com/2016/06/image16.jpeg?w=676" /><br />
In fact it must’ve been an easy block to make because most of the
members very kindly sent me way more than I asked for, in fact enough to
create two quilts. This is the other one.<br />
<img alt="image" class="alignnone size-full wp-image-300" src="https://thelilaccatcom.files.wordpress.com/2016/06/image.jpeg?w=676" /><br />
I wanted this one to have a bit more masculine feel to it hence it’s
rather strong graphic design. It’s also made thinking that there will
probably be teenage boys and some will be very tall. I think I may have
reached the absolute maximum size on my domestic sewing machine. Just
now need to get these labelled and off. Am I the only one who hates the
labelling…..?<br />
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Thanks again to Jenny and the ladies of Bee 2.</h3>
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mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com3tag:blogger.com,1999:blog-2786796510843414510.post-76141784819283355882016-05-31T21:57:00.003+01:002016-05-31T21:58:04.300+01:00Mowbray QuiltersThe Mowbray quilters of Thirsk, North Yorkshire have generously made and sent eight wonderful quilts to Siblings Together for this years camps.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8E-cjxSPkWuiDpqMGhl2-kV5eVSijGO-Oll46Zzor5I5DMeugpWGhTMxpYTIoAvUJ0a8_EB7K7WRi3diuYX4QErkZHpQy6BZXa1tO0w7wF0of1VPb_KBQ08JdpqCXn9lnj_7oVJs6SIM/s1600/PicMonkey+Collage+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8E-cjxSPkWuiDpqMGhl2-kV5eVSijGO-Oll46Zzor5I5DMeugpWGhTMxpYTIoAvUJ0a8_EB7K7WRi3diuYX4QErkZHpQy6BZXa1tO0w7wF0of1VPb_KBQ08JdpqCXn9lnj_7oVJs6SIM/s400/PicMonkey+Collage+1.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizRRPr4Z4cVgu9JlETXrr7ZbUInNTKsJLykkLOw56gRATsZNfQqY95wWINPmiQKc8EECawFENbGECCY0LT2e6Y7HlTpj7qF9lFodV2z7SxacWrwlvMmN8crnUVCBEZZv252wAV6v7iUf8/s1600/PicMonkey+Collage+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizRRPr4Z4cVgu9JlETXrr7ZbUInNTKsJLykkLOw56gRATsZNfQqY95wWINPmiQKc8EECawFENbGECCY0LT2e6Y7HlTpj7qF9lFodV2z7SxacWrwlvMmN8crnUVCBEZZv252wAV6v7iUf8/s400/PicMonkey+Collage+2.jpg" width="400" /></a></div>
Many thanks go to Pauline Gacal for sending the photos and to the ladies of Mowbray Quilters for supporting our campaign for 100 quilts for Siblings Together.<br />
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At the time of writing we have 87 linked quilts. Fantastic! Take a look at our "Quilt Link Up" page above to see all the wonderful quilts and don't forget to link your quilt too!<br />
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Siblings Together have asked that if possible we send the quilts via Royal Mail rather than by courier. The reason being that their office is manned during office hours and Royal Mail deliver within these hours. Sometimes courier companies deliver outside of these hours and if there is no one in the office to receive the parcel it is taken away by the courier company and it is sometimes difficult to get the parcel re-delivered. Thanks.<br />
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<br />mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com1tag:blogger.com,1999:blog-2786796510843414510.post-62261621183609572862016-05-13T11:45:00.001+01:002016-05-13T13:36:39.722+01:00Orphan Medallions and how I make them - an example<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGwxgvO_jCpIvL-v-nHGutPUE40Ws3yVqm7IbAOcuKUs7dxA_HpDBGY0cJWWLV4Qgie9zT-C9Cdrk_PXeLxYvdrbCNOMhvfEH8ZIr_Souk-MEZwDujL2zw6QUGNOUTNOSWjqckIq0yDUA/s640/blogger-image--418458852.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "verdana" , sans-serif;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGwxgvO_jCpIvL-v-nHGutPUE40Ws3yVqm7IbAOcuKUs7dxA_HpDBGY0cJWWLV4Qgie9zT-C9Cdrk_PXeLxYvdrbCNOMhvfEH8ZIr_Souk-MEZwDujL2zw6QUGNOUTNOSWjqckIq0yDUA/s640/blogger-image--418458852.jpg" /></span></a></div>
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">It all started with this delectable mountain block from </span><span style="font-family: "verdana" , sans-serif;"> </span><a href="https://www.instagram.com/carinacraftblog/" style="font-family: verdana, sans-serif;">Carina </a>. <span style="font-family: "verdana" , sans-serif;"> I decided it was such a bold block it would </span><span style="font-family: "verdana" , sans-serif;">make a striking centre of a sizzling medallion in hot colours - orange, pink and maybe some yellow. </span><br />
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<span style="font-family: "verdana" , sans-serif;">I also found some </span><span style="font-family: "verdana" , sans-serif;">scrap orange stars that came from the lovely </span><a href="http://frame.bloglovin.com/?post=4858010679&blog=1327174" style="font-family: verdana, sans-serif;">Julie</a><span style="font-family: "verdana" , sans-serif;"> who always seems to conjure up fabulous quilts from scraps - she is truly inspiring and </span><span style="font-family: "verdana" , sans-serif;">I decided the</span><span style="font-family: "verdana" , sans-serif;"> nine patch and rail fence blocks, also donated by Carina, would feature somehow. </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidl-vvglL9jvji6ywFlS3dU-hRgXSyObnN1F0iA7fonpAbQDQ-h3z38rqXKkILLUmfqyZKFMr9BzpPPIhiJ6RoO8e0HOuDBcp6KHmq8Is0BZhASNU-ZsiSJW650REyruduA5qaQuiWHIU/s640/blogger-image--1813413376.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "verdana" , sans-serif;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidl-vvglL9jvji6ywFlS3dU-hRgXSyObnN1F0iA7fonpAbQDQ-h3z38rqXKkILLUmfqyZKFMr9BzpPPIhiJ6RoO8e0HOuDBcp6KHmq8Is0BZhASNU-ZsiSJW650REyruduA5qaQuiWHIU/s640/blogger-image--1813413376.jpg" /></span></a></div>
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<span style="font-family: "verdana" , sans-serif;">The centre was quite dark so I thought I should go with something lighter as a contrast and squares of </span><span style="font-family: "verdana" , sans-serif;">2wenty Thr33 fabric donated by </span><a href="https://www.instagram.com/brianisthemessiah/" style="font-family: verdana, sans-serif;">Emma</a><span style="font-family: "verdana" , sans-serif;"> seemed a good match as the colours are pink, orange, mustard and grey. The squares repeat the star centres. </span><br />
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<span style="font-family: "verdana" , sans-serif;">I cut lots out but it seemed chaotic at first (sorry no photo - you will have to trust me on that), so I thought I'd repeat the nine patch that would feature later in the quilt. This seemed more restful to my eye.</span><br />
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<span style="font-family: "verdana" , sans-serif;">My borders didn't quite fit at first hence the skinny dark pink border round the centre block. I love those skinny borders that permit a tiny punch of strong colour and help everything to measure up to the same width/length. </span></div>
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<span style="font-family: "verdana" , sans-serif;">Once those blocks were patched together I added another scrappy thin border which repeated all the colours of my chosen scheme. It now looked a bit square! </span><br />
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<span style="font-family: "verdana" , sans-serif;">Time to add in some triangles to repeat the pointy-ness of the delectable mountain centre block and those star points. I cut lots of triangles from my hot colours scrap box and used a coloured square as my cornerstone.</span></div>
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<span style="font-family: "verdana" , sans-serif;">For my final border </span><span style="font-family: "verdana" , sans-serif;">I had been thinking about a border of alternating rail fence and nine patch blocks but preferred the more open look of the solid</span><span style="font-family: "verdana" , sans-serif;"> Kona White. I kept those blocks as my cornerstones - two donated by Carina and two in similar colours that I made to match. </span></div>
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<span style="font-family: "verdana" , sans-serif;">And here it is ... </span><br />
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<span style="font-family: "verdana" , sans-serif;">The binding was a scrappy one that repeated some of the </span><span style="background-color: rgba(255 , 255 , 255 , 0); font-family: "verdana" , sans-serif;">2wenty Thr33 fabric from Emma. </span></div>
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<span style="background-color: rgba(255 , 255 , 255 , 0); font-family: "verdana" , sans-serif;">If you have an odd block somewhere and a few other orphans to match why not set yourself a creative challenge and make a simple medallion quilt - you could then donate it to siblings together! </span></div>
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<span style="background-color: rgba(255 , 255 , 255 , 0); font-family: "verdana" , sans-serif;">Think of what you will learn in the process. I know I have learnt so much about colour placement, value, positive v negative space, repetition of shapes. I do seem to like making them.</span></div>
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<span style="background-color: rgba(255 , 255 , 255 , 0); font-family: "verdana" , sans-serif;">Here are a few I made earlier: </span></div>
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Nickyhttp://www.blogger.com/profile/12437815900953193788noreply@blogger.com7tag:blogger.com,1999:blog-2786796510843414510.post-4755606059144907652016-05-09T10:26:00.000+01:002016-05-09T10:26:09.416+01:00Who would like to be a bee?One of the ways quilts have been made for Siblings Together is through
one of the quilting bees started up just for that purpose. They are a great way to make quilts for Siblings Together.<br />
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Each member is allocated a month when they are "Queen Bee", the queen chooses a large, simple block and each bee member makes a block which they send to the queen who makes a quilt from them. The queen also suggests a colourway and we try to work from stash.<br />
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We are looking for new members to join Siblings Together Bee 1. So, if you would like to join the fun please leave a comment below and we will be in touch. If you are a no reply blogger please leave an email address so we can contact you.<br />
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These are some of the lovely quilts made by the bee last year.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2BmKeBVE8D4rCX9Z_tZJ3D0fWY82tX5alUMwfAnvsbuyMkuY6I-f_HFeBQ6IpN-FHyvCUvV0LX3katVhNU-LVtq2uFgVC5SiAFNnLqpvrIPKXwh43LWbe2T-CJjMCmbv5fvKNFuGw9MU/s1600/ST+2015+Collage1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2BmKeBVE8D4rCX9Z_tZJ3D0fWY82tX5alUMwfAnvsbuyMkuY6I-f_HFeBQ6IpN-FHyvCUvV0LX3katVhNU-LVtq2uFgVC5SiAFNnLqpvrIPKXwh43LWbe2T-CJjMCmbv5fvKNFuGw9MU/s640/ST+2015+Collage1.jpg" width="640" /></a></div>
mariahttp://www.blogger.com/profile/01080630843633018072noreply@blogger.com3tag:blogger.com,1999:blog-2786796510843414510.post-2728062587586549642016-04-28T21:31:00.000+01:002016-04-28T21:51:16.009+01:00QAYG tile block drive - one quilt finished!<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: "verdana" , sans-serif;">I wrote on Monday that I had received five quilt as you go blocks from some lovely generous quilters.</span><br />
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<span style="font-family: "verdana" , sans-serif;">Since then I have received even more!</span></div>
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<span style="font-family: "verdana" , sans-serif;">Enough to finish one quilt already.</span></div>
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<span style="font-family: "verdana" , sans-serif;">It didn't really take me long to add the sashing and stitch the whole thing together - in fact it took me less than one day !</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi70wC1b3xCmqrT-zkHa9gjle1XpD5f-QAgHxdPzOw5rIJz0IOhtkHuKxogZ3TLVrUDlgGgnTmmM7QvIepTiAAnrSzbYbIrf1GBMU5sICWo86xsyWMek0QxN9Zqoqv9_MDQv9paejs4ah4/s640/blogger-image-1317449491.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "verdana" , sans-serif;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi70wC1b3xCmqrT-zkHa9gjle1XpD5f-QAgHxdPzOw5rIJz0IOhtkHuKxogZ3TLVrUDlgGgnTmmM7QvIepTiAAnrSzbYbIrf1GBMU5sICWo86xsyWMek0QxN9Zqoqv9_MDQv9paejs4ah4/s640/blogger-image-1317449491.jpg" /></span></a></div>
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<span style="font-family: "verdana" , sans-serif;">Here are the blocks all trimmed and ready to be sashed.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRUXgSxJYZ32DTouk2lg28iTDE9C3qsIeQ9fUIbIWNoU1yewXA_KF8CKQgKayCPlxfk-zDpCXmSFyKC4WxlesI6DosAdDJxl2D-HZXiTbzyy-IKNVTyQHH8xNA2hcz3SlV0e-T5ya61hA/s640/blogger-image-627725539.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "verdana" , sans-serif;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRUXgSxJYZ32DTouk2lg28iTDE9C3qsIeQ9fUIbIWNoU1yewXA_KF8CKQgKayCPlxfk-zDpCXmSFyKC4WxlesI6DosAdDJxl2D-HZXiTbzyy-IKNVTyQHH8xNA2hcz3SlV0e-T5ya61hA/s640/blogger-image-627725539.jpg" /></span></a></div>
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<span style="font-family: "verdana" , sans-serif;">And here they are sashed and bound - job done! I love how these blocks came from a group of people but all blend together so well - bit like a community of quilters don't you think! </span></div>
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<span style="font-family: "verdana" , sans-serif;">Thanks to <a href="https://www.instagram.com/joanne333jones/">Joanne</a>, <a href="https://www.instagram.com/glindaquilts/">Jennifer</a>, <a href="https://www.instagram.com/biff74/">Biff</a>, and <a href="http://linda-koshka2quilts.blogspot.co.uk/">Linda</a> for all the blocks - I hope I got that right ! </span></div>
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<span style="font-family: "verdana" , sans-serif;">The good news is I have two more from Linda to start the next quilt. I just need seven more blocks to join them - I used the blue one .....</span></div>
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<span style="font-family: "verdana" , sans-serif;">If you want to make a block or two the tutorial can be found<a href="http://siblingstogetherquiltgroup.blogspot.co.uk/2016/04/block-drive-for-siblings-together.html"> here</a>. I've linked it up on our Quilt Link Up Page <a href="http://siblingstogetherquiltgroup.blogspot.co.uk/p/quilt-link-up.html">here</a> as no 50! We are half way to our target of 100 quilts and I feel we should be celebrating!</span></div>
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Nickyhttp://www.blogger.com/profile/12437815900953193788noreply@blogger.com2