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The smaller, drivemaker's kilobyte mocks a business model for handling higher prices that keeps prices constant but reduces quantity, also known as {{w|Shrinkflation}}. The food industry has been notorious for decreasing quantity of food and keeping prices the same instead of increasing prices and keeping quantity the same. Randall is suggesting that if the computer industry tried to do this with hard drives, it could have humorous results such as smaller number of bytes in a kilobyte. In reality, hard drive capacity is specified in 10<sup>3</sup> byte (kB) units, while the content you put on it (programs, etc.) is specified in 2<sup>10</sup> (KiB) units. Formatting the drive, i.e. making it usable for storage, further decreases the available space. Thus a 250 GB drive might be reported to have a capacity of only 232 GB (really GiB) by the operating system. This discrepancy increases with increasing drive size. The trend humorously suggested in the comic, however, would make the drivemaker's kilobyte 1024 bytes in 1979, 1000 bytes in 1985, {{#expr:8940-4*{{#time:Y}}}} bytes in {{#time:Y}}, and 0 bytes in 2235!
 
The smaller, drivemaker's kilobyte mocks a business model for handling higher prices that keeps prices constant but reduces quantity, also known as {{w|Shrinkflation}}. The food industry has been notorious for decreasing quantity of food and keeping prices the same instead of increasing prices and keeping quantity the same. Randall is suggesting that if the computer industry tried to do this with hard drives, it could have humorous results such as smaller number of bytes in a kilobyte. In reality, hard drive capacity is specified in 10<sup>3</sup> byte (kB) units, while the content you put on it (programs, etc.) is specified in 2<sup>10</sup> (KiB) units. Formatting the drive, i.e. making it usable for storage, further decreases the available space. Thus a 250 GB drive might be reported to have a capacity of only 232 GB (really GiB) by the operating system. This discrepancy increases with increasing drive size. The trend humorously suggested in the comic, however, would make the drivemaker's kilobyte 1024 bytes in 1979, 1000 bytes in 1985, {{#expr:8940-4*{{#time:Y}}}} bytes in {{#time:Y}}, and 0 bytes in 2235!
  
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The baker's kilobyte is a play on the {{w|Dozen#Baker's dozen|baker's dozen}}, which is 13 instead of 12. A baker's byte with 9 bits to the byte would result in a total of 9216 bits in a 1024 byte kilobyte. Converting this into "normal" bytes (with 8 bits), we divide 9216 bits by 8 bits per byte to get 1152 8-bit bytes to the baker's kilobyte.
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The baker's kilobyte is a play on the {{w|Dozen#Baking|baker's dozen}}, which is 13 instead of 12. A baker's byte with 9 bits to the byte would result in a total of 9216 bits in a 1024 byte kilobyte. Converting this into "normal" bytes (with 8 bits), we divide 9216 bits by 8 bits per byte to get 1152 8-bit bytes to the baker's kilobyte.
  
 
In the title text, [[Randall]] mentions the definition {{w|kibibyte}}, which is defined more precisely. The binary prefix kibi means 1024, a portmanteau of the words kilo and binary. But he doesn't like the word because it sounds like the dog food {{w|Kibbles 'n Bits}}.
 
In the title text, [[Randall]] mentions the definition {{w|kibibyte}}, which is defined more precisely. The binary prefix kibi means 1024, a portmanteau of the words kilo and binary. But he doesn't like the word because it sounds like the dog food {{w|Kibbles 'n Bits}}.

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