Almost there...NOT!
Count to one million!
Coolname007 ETS Director
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 Post n°426
Re: Count to one million!
426!!!
Almost there...NOT!
Almost there...NOT!
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 Post n°427
Re: Count to one million!
427
Coolname007 ETS Director
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 Post n°428
Re: Count to one million!
428
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 Post n°429
Re: Count to one million!
429
Coolname007 ETS Director
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 Post n°430
Re: Count to one million!
430
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 Post n°431
Re: Count to one million!
431
Coolname007 ETS Director
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 Post n°432
Re: Count to one million!
432
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 Post n°433
Re: Count to one million!
433
Coolname007 ETS Director
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 Post n°434
Re: Count to one million!
434
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 Post n°435
Re: Count to one million!
435
Coolname007 ETS Director
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 Post n°436
Re: Count to one million!
436
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 Post n°437
Re: Count to one million!
437
Justin PC Support Tech/Moderator
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 Post n°438
Re: Count to one million!
438
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Re: Count to one million!
439
Coolname007 ETS Director
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 Post n°440
Re: Count to one million!
440
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 Post n°441
Re: Count to one million!
441
Coolname007 ETS Director
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 Post n°442
Re: Count to one million!
442...
Yeah!
Yeah!
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 Post n°443
Re: Count to one million!
443
Coolname007 ETS Director
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 Post n°444
Re: Count to one million!
444
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 Post n°445
Re: Count to one million!
445
Coolname007 ETS Director
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 Post n°446
Re: Count to one million!
446
_________________
ETS:
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 Post n°447
Re: Count to one million!
447
Coolname007 ETS Director
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 Post n°448
Re: Count to one million!
4 FORTY 8
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 Post n°449
Re: Count to one million!
001101000011010000111001
Coolname007 ETS Director
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 Post n°450
Re: Count to one million!
I believe you meant:
111000001
That's 449 in binary format. The first digit's place (on the right) stands for the 1's places. So we got powers of 2 looking like this:
256 128 64 32 16 8 4 2 1
Moving from right to left, there is a 1 in the 1's place, a 0 in the 2's place, a 0 in the 8's place, a 0 in the 16's place, a 0 in the 32's place, a 1 in the 64's place, a 1 in the 128's place, and also a 1 in the 256's place.
Thus, adding those values together:
1 + 64 + 128 + 256 (or if you wanted to go the other way, 256 + 128 + 64 + 1)
we get the value of 449.
On the other hand, if we use the numbers you came up with:
0011 0100 0011 0100 0011 1001
we get a 1 in the 1's place, a 0 in the 2's and 4's place, a 1 in the 8's place, a 1 in the 16's place, a 1 in the 32's place, a 0 in the 64's place, a 0 in the 128's place, a 0 in the 256's place, a 0 in the 512's place, a 1 in the 1024's place, a 0 in the 2048's place, a 1 in the 4096's place, a 1 in the 8192's place, a 0 in the 16384's place, a 1 in the 32768's place, a 1 in the 65536's place, a 0 in the 131072's place, and last of all, a 0 in the 262144's place, we add up the numbers:
1 + 8 + 16 + 32 + 1024 + 4096 + 8192 + 32768 + 65536
and get 111673, which is nothing close to 449.
Now here is 450 in binary format:
EDIT: Here's the C++ source code of a little convert program I wrote, for quickly converting decimal numbers (base 10) to any base from 210. Download here .
111000001
That's 449 in binary format. The first digit's place (on the right) stands for the 1's places. So we got powers of 2 looking like this:
256 128 64 32 16 8 4 2 1
Moving from right to left, there is a 1 in the 1's place, a 0 in the 2's place, a 0 in the 8's place, a 0 in the 16's place, a 0 in the 32's place, a 1 in the 64's place, a 1 in the 128's place, and also a 1 in the 256's place.
Thus, adding those values together:
1 + 64 + 128 + 256 (or if you wanted to go the other way, 256 + 128 + 64 + 1)
we get the value of 449.
On the other hand, if we use the numbers you came up with:
0011 0100 0011 0100 0011 1001
we get a 1 in the 1's place, a 0 in the 2's and 4's place, a 1 in the 8's place, a 1 in the 16's place, a 1 in the 32's place, a 0 in the 64's place, a 0 in the 128's place, a 0 in the 256's place, a 0 in the 512's place, a 1 in the 1024's place, a 0 in the 2048's place, a 1 in the 4096's place, a 1 in the 8192's place, a 0 in the 16384's place, a 1 in the 32768's place, a 1 in the 65536's place, a 0 in the 131072's place, and last of all, a 0 in the 262144's place, we add up the numbers:
1 + 8 + 16 + 32 + 1024 + 4096 + 8192 + 32768 + 65536
and get 111673, which is nothing close to 449.
Now here is 450 in binary format:
111000010
EDIT: Here's the C++ source code of a little convert program I wrote, for quickly converting decimal numbers (base 10) to any base from 210. Download here .
_________________
ETS:
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Help ETS by joining today, and contributing content! Your help is very much appreciated.
Jake Johnson  Site Admin/Owner
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