Apple cider vinegar troubles


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Oct 28, 2014
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I've been trying to make my own apple cider vinegar for a few months now. I just can't seem to get it right I suspect it's the sugar I'm using. Has anyone ever made apple cider vinegar from scratch and been 100% successful with it?http://data:image/jpeg;base64,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