Integer data types can be specified as follows:
If a kind parameter is specified, the integer has the kind specified. If a kind parameter is not specified, integer constants are interpreted as follows:
An integer constant is a whole number with no decimal point. It can have a leading sign and is interpreted as a decimal number.
Integer constants take the following form:
An unsigned constant is assumed to be nonnegative.
Integers are expressed in decimal values (base 10) by default. To specify a constant that is not in base 10, use the following syntax:
If base is omitted but # is specified, the integer is interpreted in base 16. If both base and # are omitted, the integer is interpreted in base 10.
For bases 11 through 36, the letters A through Z represent numbers greater than 9. For example, for base 36, A represents 10, B represents 11, C represents 12, and so on, through Z, which represents 35. The case of the letters is not significant.
Examples
The following examples show valid and invalid integer (base 10) constants:
| Valid | |
0   |  |
-127   |  |
+32123   |  |
47_2   |  |
| Invalid | Explanation | 
9999999999999999999   | 
Number too large. | 
3.14
  |  Decimal point not allowed; this is a valid REAL constant. | 
32,767
  |  Comma not allowed. | 
33_3   |  3 is not a valid kind for integers. | 
The following integers (most of which are not base 10) are all assigned a value equal to 3,994,575 decimal:
I     = 2#1111001111001111001111
m     = 7#45644664
J     = +8#17171717
K     = #3CF3CF
n     = +17#2DE110
L     = 3994575
index = 36#2DM8F
You can use integer constants to assign values to data. The following table shows assignments to different data and lists the integer and hexadecimal values in the data:
Fortran Assignment    Integer Value in Data    Hexadecimal Value in Data
LOGICAL(1)X
INTEGER(1)X
X = -128                         -128                 Z'80'
X =  127                          127                 Z'7F'
X =  255                           -1                 Z'FF'
LOGICAL(2)X
INTEGER(2)X
X = 255                           255                 Z'FF'
X = -32768                     -32768                 Z'8000'
X = 32767                       32767                 Z'7FFF'
X = 65535                          -1                 Z'FFFF'
For More Information: