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65536

  • 65,536
  • 65536 is the natural number following 65535 and preceding 65537. 65536 is a power of two: 2 16 {\displaystyle 2^{16}} (2 to the 16th power). 65536 is the

  • Floating-point arithmetic
  • arithmetic is used in the Rice Institute R1 computer (since 1958). Base-65536 floating-point arithmetic is used in the MANIAC II (1956) computer. Computer

  • IP address
  • 128 (27) 16777216 (224) 0.0.0.0 127.255.255.255 B 10 16 16 16384 (214) 65536 (216) 128.0.0.0 191.255.255.255 C 110 24 8 2097152 (221) 256 (28) 192.0

  • Classless Inter-Domain Routing
  • contained 216 = 65536 addresses, too large to be used efficiently even by large organizations. But for network users who needed more than 65536 addresses,

  • 65,535
  • 65535 is the integer after 65534 and before 65536. It is the maximum value of an unsigned 16-bit integer. 65535 is the sum of 20 through 215 (20 + 21

  • Ackermann function
  • 2 ) {\displaystyle \operatorname {A} (4,2)} results in 2 65536 − 3 {\displaystyle 2^{65536}-3} , an integer of 19,729 decimal digits. In the late 1920s

  • Real data type
  • the assumed radix point) means 0x12345678/65536 or 305419896/65536, 4660 + the fractional value 22136/65536, or about 4660.33777. An integer is a fixed-point

  • PC-8800 series
  • colors V3 mode: 640 × 200: 65536 colors, 640 × 400: 256 out of 65536 colors, 320 × 200: 65536 colors, 320 ×  400: 64 out of 65536 colors No entry in the PC-8800

  • Private network
  • randomly or pseudo-randomly allocate a 40-bit prefix, each of which allows 65536 organizational subnets. With space for about one trillion (1012) prefixes

  • Galactic algorithm
  • by 65536, that is, 65536 2 =     2 2 ⋅ ⋅ 2 ⏟ 65536 {\displaystyle {^{65536}2=\ \atop {\ }}{{\underbrace {2^{2^{\cdot ^{\cdot ^{2}}}}} } \atop 65536}}

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