From Standup Mathematician.
2^136,279,841 – 1 has 41,024,320 digits and is prime! Read all about the new largest prime number ever found: https://www.mersenne.org/primes/?press=M136279841
Huge thanks to Luke Durant, George Woltman and everyone at the Great Internet Mersenne Prime Search.
Get involve in the search for large primes! https://www.mersenne.org/
This is the breakdown of the maths methods used by the Great Internet Mersenne Prime Search: https://www.mersenne.org/various/math.php
Here are the details of the test completed on M52 (the 52nd Mersenne prime). https://www.mersenne.org/report_exponent/?exp_lo=136279841&full=1
The old computer photo was of Alice Betsy and Donald Gillies in front of the ILLIAC I computer which found three record-breaking primes in 1963. https://en.wikipedia.org/wiki/Donald_B._Gillies
In 2016 I printed the then-biggest prime: https://www.youtube.com/watch?v=tlpYjrbujG0
And I talked about the Lucas-Lehmer test to prove it is prime: https://www.youtube.com/watch?v=tlpYjrbujG0
This is my Pi By Hand video which Daniel B also features in. https://www.youtube.com/watch?v=LIg-6glbLkU
Yes, pieces of Skylab (spacecraft, not dog) are in Esperance, Western Australia. https://www.esperance.wa.gov.au/esperance-museum/skylab
Keep an eye on A Problem Squared to see why I was recording somewhere between Perth and Esperance. https://podcasters.spotify.com/pod/show/a-problem-squared
Huge thanks to my Patreon supporters. I bought Lucie and Steve pizza at Lucky Bay Brewing. Support me and I’ll buy more beer for my family. Think of my family! https://www.patreon.com/standupmaths
CORRECTIONS
– None yet, let me know if you spot anything!
Filming by Lucie Green
Timing and moral support by Steve Parker
Editing by Alex Genn-Bash
Written and performed by Matt Parker
Produced by Nicole Jacobus
Music by Howard Carter
Design by Simon Wright and Adam Robinson
MATT PARKER: Stand-up Mathematician
Website: http://standupmaths.com/
What’s that? You want the first 1,000 and the last 1,000 digits? Ok then.
88169432750383326555393910037811735897120735450906604106715637641242263069475684144172599034772328310883750973995977687416411861067989576855334864723995205060798449228721358061244076525539478775000439534750170154974576283410295848102383525535219220018019849855213682289354421233731941048436851937365086094936028711317471018571432064708199837306148628782571243013388625206173910274307646954181724489815008305937259728175843471969304505016010624205115241396117063758595818539722355781328791512832801883905761320993838905658296650552409138343183552227657748911779669750031093294093386744231619348351202551513084271500976680524602998030484860484032028378812274042189370786146986225083833180256124082952929091707884436572049502580821237700560065034341723563299580864533178881894890817148581725172201276201796923763182586106207328500056407876479535665919678190450758160463293878836864796419780569458825516434971724519669668448902003364676649856436358572985441582849317833496323027747555507286203346254829408
…
379917800074819834879174805544034190986430521374206285055121736821172730439885890696160696738793999689882023176568153106746504313606250642598076140813828315717419942537662944964306217371556136368352752973759780217936883138877627248808662700396663095279153973893902666086461616485583762677066904293427343455290492166513799179605246624655355275099116671949790439962847921294301305427953128314765939127728218346554896221997074614829104667188434513710908760262441958100654871778292588483687836525477866623456759406568413274257016253600215416101593545336364864016927856588259167176083248724260943143895526709760397223040669769164386169801147177769071911797791558053414248681988242398764524051454517822994048288203377834666172715887058758075640360627674534014864896061019562846339719171054887748917152381772467028804688715061941073872049488371255679127735992935698305082529421587975486852806517931459412567957568284228288124096109707961148305849349766085764170715060409404509622104665555076706219486871551