“To determine the percentile of an IQ score of 92 in the Gaza Strip, we need to consider the IQ distribution specific to that region. IQ percentiles are calculated based on a population’s mean IQ and standard deviation, assuming a normal distribution. A 2012-13 study using the Standard Progressive Matrices (SPM) in the Gaza Strip found a mean IQ of 67.9 with a standard deviation of 15 for a sample of 3,495 children aged 8 to 18.[](https://mankindquarterly.org/archive/issue/56-1/7)

Using this mean (67.9) and standard deviation (15), we can calculate the percentile for an IQ of 92. The z-score is computed as follows:

\[

z = \frac{\text{IQ} - \text{Mean}}{\text{Standard Deviation}} = \frac{92 - 67.9}{15} = \frac{24.1}{15} \approx 1.6067

\]

In a standard normal distribution, a z-score of approximately 1.61 corresponds to a percentile of about 94.6%. This means an IQ of 92 in the Gaza Strip would place an individual in approximately the 94th percentile, indicating that they score higher than about 94% of the population in that region.

However, this estimate relies on the 2012-13 study, which may not reflect current conditions or the broader population, as it focused on children and was conducted under specific socio-economic challenges. Factors like education access, nutrition, and ongoing conflict could influence IQ distributions, and more recent or comprehensive data is lacking. If you need a more precise or updated analysis, additional data would be required.[](https://mankindquarterly.org/archive/issue/56-1/7)[](https://royalhaveli.ca/post/average-iq-in-gaza)

(http://www.autoadmit.com/thread.php?thread_id=5769852&forum_id=2Elisa#49236633)

and GED guys have to not only get waivers but they need to score 100 (I guess substituting the added intelligence for lack of stability/discipline to get an actual diploma)

(http://www.autoadmit.com/thread.php?thread_id=5769852&forum_id=2Elisa#49236773)