text: # Numeric Literals
  
  Numeric literals are written as a sequence of digits from `0` to `9`. Initial zeros are ignored. A sign can always precede the digits, but it is optional for positive numbers. In decimal numbers, the integer part and the decimal part are divided with a dot (`.`).
  
  If the integer part is zero, it can be omitted, but the literal must begin with a dot.
  
  The notation with exponent can be used. The exponent is preceded by an `E` or `e` character. The exponent can be preceded by a sign and must be an integer. A number `N` with an exponent part `X`, is calculated as `N * POW(10, X)`.
  
  In some cases, adding zeroes at the end of a decimal number can increment the precision of the expression where the number is used. For example, `PI()` by default returns a number with 6 decimal digits. But the `PI()+0.0000000000` expression (with 10 zeroes) returns a number with 10 decimal digits.
  
  Hexadecimal literals are interpreted as numbers when used in numeric contexts.
  
  ## Examples
  
  ```10
  +10
  -10
  ```
  
  All these literals are equivalent:
  
  ```0.1
  .1
  +0.1
  +.1
  ```
  
  With exponents:
  
  ```0.2E3 -- 0.2 * POW(10, 3) = 200
  .2e3
  .2e+2
  1.1e-10 -- 0.00000000011
  -1.1e10 -- -11000000000
  ```
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