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
I'm teaching a friends 11 year old son to shoot and he's right-handed and left eye dominant. I'm thinking now about seeing if he can't learn to shoot lefty, but found this and was thinking about going this route:
https://www.buckmasters.com/Magazines/GunHunter/Articles/ID/115/Sure-Cures-for-Wrong-Eye-Dominance