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Cool! I Can’t wait for YoctoOS History Part 39 and Part 4 of the Eras History
The end of 1n^1....Next: YoctoOS xn Versions (up to n²)
example: YoctoOS 1.0n (2020n)
finally (i was late)
Forgotten ideas:YoctoOS n+500000YoctoOS n+1000000000000000000YoctoOS n+10^10^100 (scientific form n+1e+(1e+100))YoctoOS n+SSCG(3)
Missed (dates are in U5R2 style) YoctoOS n+10^10^10^56YoctoOS n+10^^10YoctoOS n+3^^^3YoctoOS n+13.8×(10{19}13800000000)YoctoOS Overload(n+13.8×10{10^10^10^56}10)YoctoOS n+Rayo(10^100)YoctoOS "One and a half n" (1.5n)YoctoOS 2n-????YoctoOS 2n-Rayo(10^100)YoctoOS 2n-SSCG(3)YoctoOS 2n-TREE(3)YoctoOS 2n-E10#^100YoctoOS 2n-10[100]YoctoOS 2n-{3, 1, 2, 64}YoctoOS 2n-10{100}YoctoOS Second Protoscension (2n-13.8×(10{19}13800000000)YoctoOS 2n-13.8×(10{19}13800000000YoctoOS 2n-10^10^10^56YoctoOS 2n-10^10^303YoctoOS 2n-10^10^100YoctoOS 2n-10^303YoctoOS 2n-10^100YoctoOS 2n-10^63YoctoOS 2n-10^33YoctoOS 2n-10^30YoctoOS 2n-10^27YoctoOS 2n-1000000000000000000000000YoctoOS 2n-1000000000000000000000YoctoOS 2n-1000000000000000000YoctoOS 2n-1000000000000000YoctoOS 2n-1000000000000YoctoOS 2n-13800000000YoctoOS Second Ascension (2n-13800000000)YoctoOS ∞ IoT 2n-13800000000
also promoting Blerble and Blaupete to primary versions is feeling like a TTF2017OS clone, but otherwise its good.
Can the fractional coefficient for n?
No references to 1e-24 in this history? Seeing as it is literally in the name of YoctoOS.
1e-24 is 0,000000000000000000000001.But -(1e+24) is -1000000000000000000000000.
10:36 1.5n?
Cool! I Can’t wait for YoctoOS History Part 39 and Part 4 of the Eras History
The end of 1n^1....
Next: YoctoOS xn Versions (up to n²)
example: YoctoOS 1.0n (2020n)
finally (i was late)
Forgotten ideas:
YoctoOS n+500000
YoctoOS n+1000000000000000000
YoctoOS n+10^10^100 (scientific form n+1e+(1e+100))
YoctoOS n+SSCG(3)
Missed (dates are in U5R2 style)
YoctoOS n+10^10^10^56
YoctoOS n+10^^10
YoctoOS n+3^^^3
YoctoOS n+13.8×(10{19}13800000000)
YoctoOS Overload(n+13.8×10{10^10^10^56}10)
YoctoOS n+Rayo(10^100)
YoctoOS "One and a half n" (1.5n)
YoctoOS 2n-????
YoctoOS 2n-Rayo(10^100)
YoctoOS 2n-SSCG(3)
YoctoOS 2n-TREE(3)
YoctoOS 2n-E10#^100
YoctoOS 2n-10[100]
YoctoOS 2n-{3, 1, 2, 64}
YoctoOS 2n-10{100}
YoctoOS Second Protoscension (2n-13.8×(10{19}13800000000)
YoctoOS 2n-13.8×(10{19}13800000000
YoctoOS 2n-10^10^10^56
YoctoOS 2n-10^10^303
YoctoOS 2n-10^10^100
YoctoOS 2n-10^303
YoctoOS 2n-10^100
YoctoOS 2n-10^63
YoctoOS 2n-10^33
YoctoOS 2n-10^30
YoctoOS 2n-10^27
YoctoOS 2n-1000000000000000000000000
YoctoOS 2n-1000000000000000000000
YoctoOS 2n-1000000000000000000
YoctoOS 2n-1000000000000000
YoctoOS 2n-1000000000000
YoctoOS 2n-13800000000
YoctoOS Second Ascension (2n-13800000000)
YoctoOS ∞ IoT 2n-13800000000
also promoting Blerble and Blaupete to primary versions is feeling like a TTF2017OS clone, but otherwise its good.
Can the fractional coefficient for n?
No references to 1e-24 in this history? Seeing as it is literally in the name of YoctoOS.
1e-24 is 0,000000000000000000000001.
But -(1e+24) is -1000000000000000000000000.
10:36 1.5n?