On February 9th, I will use random.org to generate the integer. Range is inclusive. 1 quattuordecillion is the number 10^45.
Using the highly accurate approximation Li(x), there are about 9,746 duodecillion prime numbers within the range.
I will not be participating in this market.
Update 2025-12-01 (PST) (AI summary of creator comment): Number Generation Method:
Using random.org's Integer Set Generator
Generating 45 sets of one integer each from 0 to 9 (digit by digit)
The number
00...00(all zeros) is mapped to 10^45
1,000🏅 Top traders
| # | Name | Total profit |
|---|---|---|
| 1 | Ṁ50 | |
| 2 | Ṁ22 | |
| 3 | Ṁ12 | |
| 4 | Ṁ10 | |
| 5 | Ṁ9 |
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@JussiVilleHeiskanen I feel so bad for the YES bettors. I wanted the number to at least end in an odd digit so they would have some hope
Will you be generating the number digit by digit, or all at once? (Digit by digit would work if 00...00 were mapped to 10^45 -- not that it matters since neither 0 nor 10^45 are prime.)
@Calibrate I just realized that random.org's Integer Generator can only generate random integers from +- a trillion. So yes, I will be generating the number digit by digit, and 00..00 would count as 10^45. Specifically, I will be using the Integer Set Generator to generate 45 sets of one integer each from 0 to 9.
@luvkprovider your random number is: 1
Salt: wy799puld7, round: 4704007 (signature ab2de4dcd344ebcb6da0154a5efa5cb6c7a732320d6f2e7af3c497429267d05433456655834230d2a38ef006628f316d19d708a19845a1fce8183a9f64dc8b549a571dfba05d1ed79c79cfe1ca2fbcd34a037ac1e66d838440c9e3144720f8ee)