Please submit your guess by 3:00 EST.
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[/img]
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Donna-Retiree3-Proud Grandmother of Three Boys!
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Donna-Retiree3-Proud Grandmother of Three Boys!
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2.99
Carolyn, mommy to Olivia (precocious preschooler) and Owen (rambunctious toddler).
2013 Page Totals: April - 3. May - 17. June - 25. July - 20. Aug - 20, 2 tags. Sept - 5. Oct - 13. Nov - 8. Dec - 14 LO, 2 projects, 1 card.
Year: 125, 1 card, 2 projects, 2 tags
2014 Page Totals: Jan - 15, 2 cards. Feb - 9, 1 project. Mar - 21 (I was busy!) (45 this year already)
My New Blog! Scrapper, Interrupted
2013 Page Totals: April - 3. May - 17. June - 25. July - 20. Aug - 20, 2 tags. Sept - 5. Oct - 13. Nov - 8. Dec - 14 LO, 2 projects, 1 card.
Year: 125, 1 card, 2 projects, 2 tags
2014 Page Totals: Jan - 15, 2 cards. Feb - 9, 1 project. Mar - 21 (I was busy!) (45 this year already)
My New Blog! Scrapper, Interrupted
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