{"version":"1.0","type":"rich","provider_name":"Acast","provider_url":"https://acast.com","height":250,"width":700,"html":"<iframe src=\"https://embed.acast.com/$/592286d5c08a9ca84dcd3d70/5ba1dbe3c220815029573791?\" frameBorder=\"0\" width=\"700\" height=\"250\"></iframe>","title":"Legalizing Marijuana","description":"<p>On October 17, 2018 recreational marijuana use will be legal in Canada. In the US, 9 states have made recreational marijuana legal. Medical marijuana is different. That's not what we're talking about in this episode.</p><p><br></p><p>We talked about the PROS and CONS of legalizing it and it's a hot topic but no matter what side of the coin you fall on, it's a big issue that gets clouded by so many things and in this episode we make it clear that we're talking about the average user that uses it recreationally.</p><p><br></p><p>Something we love to do is CREATE A POLL asking people whether or not they were in favor of legalization. We asked on our Facebook page and here's a screen shot of the results. So whether you agree or not with it being legalized we just ask you to continue the conversation...ask questions because you'll most likely learn something new about the topic or the people you're talking too.</p><p>We'd love to hear from you too and remember <strong>NEW EPISODES DROP ON WEDNESDAYS!</strong></p><p><br></p><p><img 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\"></p>","author_name":"Line 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