In this week's Sports Illustrated, there is a preview of Game of Shadows, about Bonds and steroid use. Some of the evidence that the authors used to implicate Bonds as a steroid user (apart from his size and muscularity all of a sudden) is the fat free mass index, which was developed by a Harvard doctor, Dr. Harrison Pope. It's like BMI except it works from your lean body mass. Supposedly if you score above 25 you've used anabolic steroids.
--I got a 25.1 for when I was 5'8, 172 and 4% bf the day of my last show, when I'd only done a prohormone cycle.
--I got a 27.8 today, at 5'8, 202, and est. 9.5% bf after 8 weeks on test E.
I found the formula at http://www.naturalphysiques.com/cms/index.php?itemid=23
the formula is:
First, subtract your estimate for body fat from 100 to get the lean mass amount.
For example, if you believe your body fat percentage is 30%, then your lean mass percentage is going to be 70% (100% - 30%).
Second, divide the result (e.g.,79% by 100 to get a decimal. In this case, the result is 0.7.
Third, take your weight and divide by 2.2 to convert it into kilograms.
Fourth, multiply the number of kilograms of weight (in this case, 84) by the percentage of lean mass (0.9) to arrive at the number of kilograms of lean mass (in this case 76 kilograms).
Fifth, convert your height from feet and inches to meters by multiplying the number of feet and inches by 0.0254.
For example: I am 5 ft. 10 inches tall (70 inches). 70 inches multiplied by 0.0254 = 1.78 meters.
Sixth, multiply the number of kilograms of lean mass by your height in meters squared to get your lean mass index. In my case, that's 76 x (1.78 x 1.78) = 23.90.
In the study, the Fat Free Mass Index was adjusted for a 1.8 meter tall person. So,
Finally, to arrive at an adjusted Fat Free Mass Index (FFMI), use the following formula:
FFMI + 6 * (height in meters - 1.8). In my case, that means, 23.90 + 6*(1.78-1.8) or 23.90 - 0.12 = 23.78 or 23.8.
To Recap:
Fat Free Mass Index (FFMI) = Lean Mass (kg) / Height (m) ^ 2
Adjusted FFMI = FFMI + 6.0 * ( Height (m) - 1.8 )
Does anyone know more about this formula, or has read the article in SI and has anything to share? Is this just a mathematical way to say, "hey, he looks like he's juicing?"
FYI, Bonds' FFMI went from 24.8 in 1997 to 28 in 2002
--I got a 25.1 for when I was 5'8, 172 and 4% bf the day of my last show, when I'd only done a prohormone cycle.
--I got a 27.8 today, at 5'8, 202, and est. 9.5% bf after 8 weeks on test E.
I found the formula at http://www.naturalphysiques.com/cms/index.php?itemid=23
the formula is:
First, subtract your estimate for body fat from 100 to get the lean mass amount.
For example, if you believe your body fat percentage is 30%, then your lean mass percentage is going to be 70% (100% - 30%).
Second, divide the result (e.g.,79% by 100 to get a decimal. In this case, the result is 0.7.
Third, take your weight and divide by 2.2 to convert it into kilograms.
Fourth, multiply the number of kilograms of weight (in this case, 84) by the percentage of lean mass (0.9) to arrive at the number of kilograms of lean mass (in this case 76 kilograms).
Fifth, convert your height from feet and inches to meters by multiplying the number of feet and inches by 0.0254.
For example: I am 5 ft. 10 inches tall (70 inches). 70 inches multiplied by 0.0254 = 1.78 meters.
Sixth, multiply the number of kilograms of lean mass by your height in meters squared to get your lean mass index. In my case, that's 76 x (1.78 x 1.78) = 23.90.
In the study, the Fat Free Mass Index was adjusted for a 1.8 meter tall person. So,
Finally, to arrive at an adjusted Fat Free Mass Index (FFMI), use the following formula:
FFMI + 6 * (height in meters - 1.8). In my case, that means, 23.90 + 6*(1.78-1.8) or 23.90 - 0.12 = 23.78 or 23.8.
To Recap:
Fat Free Mass Index (FFMI) = Lean Mass (kg) / Height (m) ^ 2
Adjusted FFMI = FFMI + 6.0 * ( Height (m) - 1.8 )
Does anyone know more about this formula, or has read the article in SI and has anything to share? Is this just a mathematical way to say, "hey, he looks like he's juicing?"
FYI, Bonds' FFMI went from 24.8 in 1997 to 28 in 2002
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