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  • Parsear un número bastante grande java - Stack Overflow en español
    Veamos, quieres guardar el número 123456789123456789 y tenemos la siguiente situación: Máximo valor de Integer: 2147483647; Máximo valor de Long: 9223372036854775807; Float y Double: No son la mejor opción a la hora de guardar números grandes en la base de datos debido a su manera de trabajar
  • Precision loss when performing large number operation in mysql
    I can't immediately tell you what the type of 123456789123456789-1 is but for the comparison operation, we're almost certainly falling through most of the more "normal" data type conversion rules for mysql and ending up at:
  • Puzzle - 123456789 = 100 with three operations?
    Given the sequence 123456789: You can insert three operations ($+$,$-$,$\\times$,$ $) into this sequence to make the equation = 100 My question is: is there a way to solve this without brute forc
  • long bigint decimal equivalent datatype in R - Stack Overflow
    When reading a bigint value of 123456789123456789 using RODBC, it comes back as 123456789123456784 (see the last digit), and the same number when deserialized via RJSONIO, comes back as -1395630315L (which seems like an additional bug limitation of RJSONIO) > fromJSON('[1234567891]') [1] 1234567891 > fromJSON('[12345678912]') [1] -539222976
  • How to print this value in java. . Struggling for several hours
    BigDecimal s = new BigDecimal("123456789123456789 988"); BigDecimal r = new BigDecimal("123456789123456789 9889012213"); BigDecimal q = new BigDecimal("123456789123456789 988901221344221"); Note that it is impossible for a double to store those values To see the nearest numbers that a double can store, try this:
  • Primes made from sequential digits - Mathematics Stack Exchange
    While messing around, I noticed that across some prime numbers contain only sequentially increasing digits, e g $23, 67, 89,23456789$ If we adopt a convention of returning to $1$ after a $9$, we
  • How can a big number fit precisely into `double` with 32-bit GCC?
    when compiled with g++ -m32 and given 123456789123456789 as the input it prints: 123456789123456784 123456789123456784 000000 0 123456789123456789 1 volatile forces GCC to actually store and load double into memory, forcing rounding 80-bit value to 64 bits Not sure how documented that is A program-wide documented option would be -ffloat-store
  • ¿Cómo debería dejar de checkear datos de un json con python?
    Sucede que tengo un json, con la data de unos IDs de usuarios de Discord, y estoy intentando hacer de que python reconozca cuando un usuario está en la lista, y que si no está, este le cree una lis


















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