This page (revision-18) was last changed on 03-Feb-2023 15:21 by Roland B. Wassenberg 

This page was created on 22-Apr-2021 01:19 by Roland B. Wassenberg

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Page References

Incoming links Outgoing links
FAST FLOATING POINT source code for the ATARI
FAST FLOATING POINT source code for the ATARI

Version management

Difference between version and

At line 4 added 2 lines
[{TableOfContents }]\\
\\
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Please don't misunderstand this work, it is 'just' fast or even up to 3.5 times faster than the original routines! Indeed, it is way more! The routines give the user reliable results, too! That is very important for calculations. Further, they maintain the jump addresses from the original routines from Atari. Therefore, no trouble, just have fun and enjoy.\\
\\
The routines make use of the [CORDIC algorithm|https://en.wikipedia.org/wiki/CORDIC] please see at the bottom for an example in Microsoft Excel.
Please don't misunderstand this work, it is 'just' fast or even up to 3.5 times faster than the original routines! Indeed, it is way more! The routines give the user reliable results, too! That is very important for calculations. Further, they maintain the jump addresses from the original routines from Atari. Therefore, no trouble, just have fun and enjoy.
At line 16 changed one line
* [FASTCHIP.ATR|FASTCHIP.ATR]
* [FastChip.atr|FastChip.atr]
At line 18 added 25 lines
HEADER.M65, FASTFP1.M65:
MAC/65 Tokenized source. Load the
header file, and assemble from it.
FASTFP.OBJ:
Object file produced from above
files, when assembled at $D800.
FASTFP.ASM:
Original AMAC source file (LISTed
format).
LDFAST.M65:
MAC/65 Tokenized source for a
program to load D1:FASTFP.OBJ into
the RAM under the OS in XL/XE
machines.
LDFAST.ASM:
Original AMAC source for above.
FASTFP.DOC:
Original document file listing the
routines contained in the faschip.
At line 1,368 removed 3 lines
!!Example for the CORDIC algorithm for SIN-, COS- and TAN-approximations in Microsoft Excel:
* [CORDIC.xlsx|CORDIC.xlsx] ; Microsoft Excel sheet in German showing how the algorithm works
This page (revision-18) was last changed on 03-Feb-2023 15:21 by Roland B. Wassenberg  Top