How many bones have you broken, and are you hypermobile?

This is a poll for everyone, but I'm tagging a few specific groups to make sure I get a good sample!

#poll #polls #hypermobility #hypermobile #hEDS #EDS #EhlersDanlos #EhlersDanlosSyndrome

I've broken ZERO bones; I'm hypermobile
18.8%
I've broken ZERO bones; I'm NOT hypermobile
49%
I've broken ONE OR MORE bones; I'm hypermobile
9.4%
I've broken ONE OR MORE bones; I'm NOT hypermobile
22.8%
Poll ended at .

Now that this poll about hypermobility and broken bones has closed, here's some results.

57 hypermobile participants. 31.6% had broken any bones, 66.7% hadn't.

145 regularmobile participants. 31.7% had broken any bones, 68.3% hadn't.

I conclude: hypermobility probably doesn't affect whether or not you break any bones, maybe?

#poll #polls #hypermobility #hypermobile #hEDS #EDS #EhlersDanlos #EhlersDanlosSyndrome

@cassolotl Ask about joint dislocations... I dare you!
@FionaCraig Haha, we already know how that'll go! 😜
@cassolotl ✓ I have broken ZERO bones; I’m not sure if I’m hypermobile but my EDS friends accuse me to be🧐
@cassolotl I've broken zero bones, and I'm less hypermobile than I used to be. In case that's helpful data.
@cassolotl how about I'm osteoporitic?
@geographile I don't think that changes what I want to know, really! Just pick what you would pick if you weren't.
@cassolotl Broke one, hypermobile, but I'd expect a clavicle fracture with the kind of impact I had no matter what. XD
@cassolotl I’m hypermobile, but three years ago I would have told you I wasn’t because I had no idea that having tight hamstrings, which made me feel inflexible in dance class, could happen in someone who is hypermobile (now I know it’s common). I mean, I can touch my wrist with my thumb, but I hadn’t done that since grade school because why would I, so I’d forgotten about it. I wonder how many people have it and have no clue.
@cassolotl 31.9% of those who answered NOT hypermobile broke bones versus 32.1% that answered hypermobile. How statistically unlikely is it that the two figures are in such statistical agreement??
@luc I don't know, but it doesn't seem weird to me! If being hypermobile had no effect on whether you're likely to break a bone, I would expect the results to be pretty close for each group.

@cassolotl so I got curious and wrote some code

If the true value in both populations is ~32.2% (since hypermobility has no effect, the poll said 65 out of 202 participants broke bones), then getting these results (≤0.2% cumulative error with sample sizes of 145 non- and 57 hypermobiles) should happen only once for every ~500 times you run the poll!

never tell me the odds .gif

Code: https://lgms.nl/p/cau/?import+random%0D%0A%0D%0A%23+number+of+people+who+took+the+poll%0D%0Aparticipants+%3D+202%0D%0A%23+if+the+true+bone-breaking+value+is+this+percentage+for+everyone...%0D%0AbreaksBonesPct+%3D+65+%2F+202++%23+taken+from+the+poll+result%0D%0A%23+and+the+true+hypermobile+occurrence+is+this+percentage...%0D%0AhypermobilePct+%3D+57+%2F+202++%23+taken+from+the+poll+result%0D%0A%0D%0Aerror_values+%3D+list%28%29%0D%0Atrials+%3D+10000++%23+Run+the+poll+10k+times%0D%0Afor+trial+in+range%28trials%29%3A%0D%0A++++votes+%3D+%7B%0D%0A++++++++%27A%27%3A+0%2C%0D%0A++++++++%27B%27%3A+0%2C%0D%0A++++++++%27C%27%3A+0%2C%0D%0A++++++++%27D%27%3A+0%2C%0D%0A++++%7D%0D%0A++++for+_+in+range%28participants%29%3A%0D%0A++++++++personIsHypermobile+%3D+%28random.random%28%29+%3C+hypermobilePct%29%0D%0A++++++++personHasBrokenBones+%3D+%28random.random%28%29+%3C+breaksBonesPct%29%0D%0A++++++++if+personIsHypermobile+and+personHasBrokenBones%3A%0D%0A++++++++++++vote+%3D+%27C%27%0D%0A++++++++elif+personIsHypermobile+and+not+personHasBrokenBones%3A%0D%0A++++++++++++vote+%3D+%27A%27%0D%0A++++++++elif+not+personIsHypermobile+and+personHasBrokenBones%3A%0D%0A++++++++++++vote+%3D+%27D%27%0D%0A++++++++elif+not+personIsHypermobile+and+not+personHasBrokenBones%3A%0D%0A++++++++++++vote+%3D+%27B%27%0D%0A++++++++votes%5Bvote%5D+%2B%3D+1%0D%0A%0D%0A++++%23+percentage+of+hypermobile+group+that+broke+bones%0D%0A++++pct1+%3D+votes%5B%27C%27%5D+%2F+%28votes%5B%27A%27%5D+%2B+votes%5B%27C%27%5D%29%0D%0A++++%23+percentage+of+NOT+hypermobile+group+that+broke+bones%0D%0A++++pct2+%3D+votes%5B%27D%27%5D+%2F+%28votes%5B%27B%27%5D+%2B+votes%5B%27D%27%5D%29%0D%0A++++%23+store+the+cumulative+error+for+both+groups%0D%0A++++error_values.append%28abs%28breaksBonesPct+-+pct1%29+%2B+abs%28breaksBonesPct+-+pct2%29%29%0D%0A%0D%0Aprint%28%27percentile%27%2C+%27error%27%29%0D%0Afor+trial%2C+error_value+in+enumerate%28sorted%28error_values%29%29%3A%0D%0A++++%23+as+percentage+with+two+decimals%0D%0A++++pct+%3D+round%28error_value+%2A+100%2C+2%29%0D%0A++++%23+print+the+trial+percentile+and+the+error+percentage%0D%0A++++print%28round%28trial+%2F+trials+%2A+100%29%2C+str%28pct%29+%2B+%27%25%27%29%0D%0A

import random # number of people who took the poll participants = 202 # if the true bone-breaking value is this percentage for everyone... breaksBonesPct = 65 / 202 # taken from the poll result # and the true hypermobile occurrence is this percenta

@luc Oooooo so it *is* unusually closely matched! :o