i give out lots of types of chocolate
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9k=]](https://atheistforums.org/data:image/jpeg;base64,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)
![[Image: 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)
![[Image: 31KzZHdv1wL.jpg]](https://images-na.ssl-images-amazon.com/images/I/31KzZHdv1wL.jpg)
![[Image: crunchie.jpg]](https://images.weserv.nl/?url=www.danlies.com%2Fwp-content%2Fuploads%2Fcrunchie.jpg)
![[Image: images?q=tbn:ANd9GcR-HnKy-4W58keXjeB7eX5...jLExrZwOYA]](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR-HnKy-4W58keXjeB7eX5AsuL_CbTI8WMN-GhbqqCHjLExrZwOYA)
![[Image: nestle+big+turk+turkish+delight+canadian+bar.tif]](https://images.weserv.nl/?url=2.bp.blogspot.com%2F-TYFGWnnjX6c%2FUpIjKxMoolI%2FAAAAAAAAFVA%2FS-k2hAAEW2g%2Fs1600%2Fnestle%2Bbig%2Bturk%2Bturkish%2Bdelight%2Bcanadian%2Bbar.tif)
And of course for all the early kiddies i make nanaimo bars
![[Image: 31KzZHdv1wL.jpg]](https://images-na.ssl-images-amazon.com/images/I/31KzZHdv1wL.jpg)
![[Image: crunchie.jpg]](https://images.weserv.nl/?url=www.danlies.com%2Fwp-content%2Fuploads%2Fcrunchie.jpg)
And of course for all the early kiddies i make nanaimo bars
![[Image: 9c1f2bc3-4c8a-4639-951b-5077e790b0d9_ult...bReady.jpg]](https://images.weserv.nl/?url=media.foodnetwork.ca%2Frecipetracker%2F9c1f2bc3-4c8a-4639-951b-5077e790b0d9_ultimate-nanaimo-bar_WebReady.jpg)
Seek strength, not to be greater than my brother, but to fight my greatest enemy -- myself.
Inuit Proverb
Inuit Proverb