CROCHET CUTE BEANIE HAT
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)
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First and foremost I take no credit for any of the FREE pattern links on this page none of these are any of my work but are the work of many talented people who have donated them generously for everyone to share ,please be grateful to them for their generosity and DO NOT try to sell these patterns or pass them off as your own
Grateful thanks to generosity of the very talentedDISCLAIMER
First and foremost I take no credit for any of the FREE pattern links on this page none of these are any of my work but are the work of many talented people who have donated them generously for everyone to share ,please be grateful to them for their generosity and DO NOT try to sell these patterns or pass them off as your own
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