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_Real_ applications really have to be developed with cross compilers on a host workstation (unix or linux or windows). Some tools for palm allow application compile on palm but I think (with what I've looked at) they will all have to limit access to the OS or else be quite large. Anyway gcc prc-tools are quite good. I'm using the prc-tools under Cygwin on windows mostly. Not the best solution (the best would be under linux), Cygwin combined with windows can behave a little flaky sometimes. But I like it. See more notes on development environment and what I'm developing later.
Warning! Beta test software! This may somehow explode your palm. Source will appear hopefully soon.
\ music-atwr needs music ( Tom Petty, All the wrong reasons chords c f q c Trouble Blew in on a cold dark wind ) eighth F G quarter A Bb C half dot Bb half A dot G A quarter rest eighth F G quarter A Bb C half dot Bb half A dot G F quarter rest half dot A Bb quarter rest A half dot G A quarter rest half dot A Bb quarter rest A half dot G F quarter rest ( oh ) 2 o quarter C F half C eighth rest half D quarter rest 1 o half C 0 o G half dot A quarter rest 1 o half dot A Bb quarter rest A half dot G A quarter rest ( oh ) quarter C eighth F half C eighth rest quarter D eighth C half G eighth rest half dot A Bb quarter rest A half dot G F quarter rest : ver1 eighth F G quarter A Bb C half dot Bb half A dot G ; : ver2 half dot A Bb quarter rest A half dot G ; : Aqr A quarter rest ; : Fqr F quarter rest ; ver1 Aqr ver1 Fqr ver2 Aqr ver1 Fqr ( oh ) 2 o quarter C F half C eighth rest half D quarter rest 1 o half C 0 o G half dot A quarter rest 1 o ver2 Aqr ( oh ) quarter C eighth F half C eighth rest quarter D eighth C half G eighth rest ver2 Fqr
// Sierpinski Triangle
//give up on getting compiler to try and do this macro
//#define midpoint(x,y,x1,y1,x2,y2) x=x1+(x2-x1)/2; y=y1+(y2-y1)/2;
main() {
int x,y;
int tx[3],ty[3]; //triangle apexes
int i,r,e;
tx[1]=3;ty[1]=12; //init apex
tx[2]=3;ty[2]=150;
tx[0]=150;ty[0]=150;
graph_on();
title("Sierpinski Triangle");
x=tx[1]; y=ty[1];
while(1){
for(i=0;i<200;i++){
line(1,x,y,x,y);
r=random(3);
x=x+(tx[r]-x)/2; // midpoint
y=y+(ty[r]-y)/2;
}
e = event(1);
}
graph_off();
}
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