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#133 |
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"Forget I exist"
Jul 2009
Dumbassville
26·131 Posts |
David you hit shift so you wrote !000, you go off by an order of magnitude writing 87000, and you could spell accurately correctly. is that from typos you couldn't look over ? or someone else ?
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#134 |
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May 2013
East. Always East.
6BF16 Posts |
Ah! Thanks for the pointers!
First I wrote 8,200 instead of the 8,700 I meant. Oops! Second, I completely did not understand the unfactored column, though it does make sense now. Third, I was taking the completely wrong approach to figuring out the missing factors. I went and summed up all the "totals" and got a huge negative number because you're supposed to subtract -945 (so add 945) to get 0. I started with the big numbers, too, so I was around -2000 with only a few +1 and +30 to go, so I never finished (or I would have noticed having -1890 at the end being -945*2 and seen my mistake). Hence my missing $2000. Same as the 25$ hotel room problem ![]() On this note, would it be difficult to change that column to "factored" from "unfactored" (and switch the sign) or am I the only one who had any confusion there? Is there a way to find which bit level the factors found were actually in? I could estimate that there were 333 in each range (72, 73, 74). If we counted "factors found" in "factored to" we would have: +1,000 in 72 -2,500 in 73 +10,500 in 74 (still -9000 in 71) Still looks to me like we're ahead of LL. |
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#135 | |
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May 2013
East. Always East.
11·157 Posts |
Quote:
This is 9,000 71 to 72, 8,000 72 to 73, 10,500 73 to 74. With each step behind twice the next, this is like 2,250 + 4,000 + 10,500 = 16,750 of "73 to 74 worth of work". This amount is also equivalent to ~9,570 of straight up 71 to 74. If we wanted to think worst-case, and assume all the factors found were 272.001 then we get +700 72 -2,800 73 +10,200 74 Following the same procedure, this comes to 13,650 of 73 to 74 or 7,800 of 71 to 74. We must therefore have the firepower to bring AT THE VERY LEAST 7,800 exponents from 71 to 74, ASSUMING no work was put into finding the factors at all. Assuming factors are evenly distributed and that the whole bit range was factored (vs stopping when a factor is found) then there is enough for nearly 9,600. Last fiddled with by TheMawn on 2013-12-19 at 01:22 Reason: Typo, yet more rambling, the usual |
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#136 |
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"GIMFS"
Sep 2002
Oeiras, Portugal
3×491 Posts |
Well, I think it kind of makes sense as it goes. It´s in line with the other columns, where we have "-" signs indicating that a particular bitlevel as "lost" a certain amount of exponents. Similarly, the number of "Unfactored" exponents in a certain range has gone down by x, so we have "-x" for that range.
Last fiddled with by lycorn on 2013-12-19 at 14:18 |
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#137 |
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"Lucan"
Dec 2006
England
2·3·13·83 Posts |
Whoopee!
In response to the daily threat of running out of available candidates, Chris has released 300 60M and 61M candidates which (PLEASE GOD) will have been TFed only to 73. His usual strategy is to slow down the assignment rate by bagging everything up to 68M, leaving only unappetizing fare during the peak demand. What a ****. |
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#138 |
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If I May
"Chris Halsall"
Sep 2002
Barbados
9,767 Posts |
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#139 |
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"Lucan"
Dec 2006
England
2·3·13·83 Posts |
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#140 |
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If I May
"Chris Halsall"
Sep 2002
Barbados
262716 Posts |
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#141 |
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"Lucan"
Dec 2006
England
2·3·13·83 Posts |
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#142 |
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If I May
"Chris Halsall"
Sep 2002
Barbados
262716 Posts |
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#143 |
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"Lucan"
Dec 2006
England
647410 Posts |
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