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L'absent
À ma manière 🪦
- Aug 18, 2024
- 1,376
I was doing some research and wanted to explore the issue in a more technical way, using advanced software to obtain a realistic estimate of survival probability in such a scenario. I processed the data using MATLAB, IBM SPSS, and SAS, tools commonly employed in forensic and ballistic fields to model high-lethality situations. Considering documented fatality rates for a gunshot to the palate with a .357 Magnum and the lethality of hanging after loss of consciousness, the model returned a survival probability of less than 0.005%, or about 1 in 20,000. The gunshot itself has an estimated lethality between 95% and 99.5%, with a minimal margin of survival only in cases of abnormal ballistic deviations or non-immediately fatal brain damage. If the gunshot does not result in instant death, the individual would lose consciousness, and the noose would take over, with a 99% lethality rate in the absence of voluntary reactions. Without immediate medical intervention, death is nearly certain. Ultimately, the combined use of these two methods makes survival extremely rare, practically negligible. The probability of survival is truly insignificant: one in twenty thousand.
Has anyone conducted a more in-depth analysis of this combined method or has more detailed data? If you have forensic information, more precise statistics, or have used other tools to assess the survival rate, it would be interesting to compare results. Does the figure I obtained seem realistic to you?
Has anyone conducted a more in-depth analysis of this combined method or has more detailed data? If you have forensic information, more precise statistics, or have used other tools to assess the survival rate, it would be interesting to compare results. Does the figure I obtained seem realistic to you?