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[/] [forwardcom/] [libraries/] [print_integer_light.as] - Rev 151
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/*************************** print_integer_light.as **************************
* Author: Agner Fog
* date created: 2021-05-16
* Last modified: 2021-05-16
* Version: 1.11
* Project: ForwardCom library libc_light.li
* Description: puts: print a string to stdout. Does not append linefeed
* This version is for CPUs with limited capabilities
* C declaration: void print_integer(int32_t i);
* C declaration: void print_unsigned(uint32_t i);
*
* Copyright 2021 GNU General Public License http://www.gnu.org/licenses
******************************************************************************/
code section execute align = 4 // code section
// Print a 32-bit signed integer as decimal number to stdout
_print_integer function public reguse=3,0
if (int32 r0 < 0) {
int32 r0 = -r0
int8+ r1 = '-'
int8 output(r1, r1, 10) // print '-'
}
// continue in _print_unsigned
// Print a 32-bit unsigned integer as decimal number to stdout
_print_unsigned function public reguse=3,0
// This function is using the double dabble algorithm for binary to BCD conversion.
// This method is slow, but it is used here because it does not require division
// or multiplication. This makes sure it will work on small cores without mul and div instructions.
// save r2-r5
int64 sp -= 4*8
int64 [sp] = r2
int64 [sp+8] = r3
int64 [sp+0x10] = r4
int64 [sp+0x18] = r5
// First two BCD digits are made with simple subtraction to avoid the need for a larger bit field
int r5 = 0
while (uint32 r0 >= 1000000000) {
uint32 r0 -= 1000000000
uint32 r5 += 0x10
}
while (uint32 r0 >= 100000000) {
uint32 r0 -= 100000000
uint32 r5 += 0x01
}
uint32 r5 <<= 24
// Generate 8 BCD digits using double dabble algorithm
int32 r1 = 0
for (int r2 = 0; r2 < 32; r2++) { // loop for 32 bits
int32 r3 = r1 + 0x33333333 // digit values 5-9 will set bit 3 in each 4-bit nibble
int32 r3 &= 0x88888888 // isolate bit 3 in each nibble
int32 r4 = r3 >> 3 // generate value 3 in nibbles with value 5-9
int32 r3 >>= 2
int32 r3 |= r4 // this will have 3 for each nibble with a value 5-9
int32 r1 += r3 // add 3 to nibble values 5-9 to generate 8-12
int32 r1 = funnel_shift(r0, r1, 31) // shift most significant bit of r0 into r1
int32 r0 <<= 1
}
// r5:r1 = BCD value
int r4 = 0 // remember if first digit has been printed
for (int r2 = 2; r2 > 0; r2--) {
int32 r5 = rotate(r5, 4) // get most significant digit first
int8 r3 = r5 & 0x0F
int r4 = (r3 != 0) || r4 // digit has been printed
int8 r3 += '0'
if (int r4 != 0) {
int8 output(r3, r3, 10) // print character to stdout
}
}
// print 8 decimal digits
for (int r2 = 8; r2 > 0; r2--) {
int32 r1 = rotate(r1, 4) // get most significant digit first
int8 r3 = r1 & 0x0F
int r4 = (r3 != 0) || r4 // digit has been printed
int r4 = (r2 == 1) || r4 // last digit must be printed
int8 r3 += '0'
if (int r4 != 0) {
int8 output(r3, r3, 10) // print character to stdout
}
}
// restore r2-r5
int64 r2 = [sp]
int64 r3 = [sp+8]
int64 r4 = [sp+0x10]
int64 r5 = [sp+0x18]
int64 sp += 4*8
return
_print_integer end
code end
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