I like to be dealt with on the level and although people seem to do wonderful things after taking these classes, I do want to express what I believe are disingenuous claims about building and selling costs.
If you browse the wonderful student houses and read the captions.. you will find a number of claims such as "built for $20,000 and sold for $300,000 and Built for $60,000 and sold for $500,000. Now thinking people may notice that these claims seemingly omit crucial information which results in a misleading conclusion.
What is the crucial information that's missing? The Cost of the land. If were are to believe that a student built his cabin for $60,000 and sold it for $500,000.. then the suggestion is that the owner/builder made $440,000 in profit but doggone it, what did he pay for the land the cabin sits on? $50,000? $100,000? $300,000?. We have no idea and that's the point. The two women who built their cabin claimed it cost them about $20,000 and sold for over $300,000 but LHBA does not tell you what part of that $300,000 was the land. When it comes to the cost to build the cabin LHBA is very specific by including only the cost of the cabin but when they tell you how much it sold for, all of a sudden the price is no longer specif but now includes everything.
As far as I'm concerned this is disingenuous. They are omitting crucial information. If you make such outrageous claims and hope your customers don't notice, well I'm insulted which stinks for me because I really want to take the class but it just leaves a bad taste in my mouth. I know if I were writing these captions I could never makes such claims while leaving out crucial information. I would feel like I'm misleading people.
Just to be perfectly clear on the subject, I'm not disputing the costs to build or the price these homes may have sold for. I'm prepared to accept the figures as true but if anyone here can look me in the eye and tell me that omitting the land cost in the final equation is anything else but disingenuous, well I'd like to hear your rational.
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