|
|
Conținut
Triada.pasx uses crt,graph,dos; type xrec=record x,y,z:integer; s:record x,y,z,a,b,c:real;end; diag:boolean;end; var i,gd,gm,ex,ey,mx,my:integer; rat:integer; k,k1:char; ki:array[1..9]of char; h,m,sa,ms,s1:word;page,cl:boolean; ra,rb,rc:real;Fig:array[1..3]of boolean; s:record x,y,z,a,b,c:real; end; oct,tetr:Xrec; function r(g:real):real; begin r:=g*pi/180; end; function g(r:real):real; begin g:=r*180/pi; end; procedure PSp(x,y,z,a,b,c:real;var tx,ty,tz:real); var cx,cy,cz:real; procedure sppl(o:char;x,y:real;var ox,oy:real); var u:real; begin case o of 'x':u:=r(a); 'y':u:=r(b); 'z':u:=r(c);end; ox:=x*cos(u)-y*sin(u); oy:=y*cos(u)+x*sin(u); end; begin sppl('z',x,y,tx,ty); sppl('y',z,tx,tz,tx); sppl('x',ty,tz,ty,tz); end; Procedure LinP(c:char;x,y,z,l:integer;sa,sb,sc:real); var x1,x2,y1,y2,z1,z2:real; begin PSp(x,y,z,sa,sb,sc,x1,y1,z1); case c of 'x','X':PSp(x+l,y,z,sa,sb,sc,x2,y2,z2); 'y','Y':PSp(x,y+l,z,sa,sb,sc,x2,y2,z2); 'z','Z':PSp(x,y,z+l,sa,sb,sc,x2,y2,z2); end; line(ex+round(x1),ey+round(y1),ex+round(x2),ey+round(y2)); end; Procedure LSp(x1,y1,z1,x2,y2,z2:integer;a,b,c:real); var px1,px2,py1,py2,pz:real; begin psp(x1,y1,z1,a,b,c,px1,py1,pz); psp(x2,y2,z2,a,b,c,px2,py2,pz); line(ex+round(px1),ey+round(py1),ex+round(px2),ey+round(py2)); end; procedure SPlt; begin for i:=1 to 254 do SetRGBPalette(i,i div 5+random($ffffff)+$ff,random($aaaaaa),i div 2+random($ffffff)+$ffff); end; function hour:string; var sh,sm,ss:string; begin str(h:0,sh);str(m:0,sm);str(sa:0,ss); if length(sh)=1 then sh:='0'+sh; if length(sm)=1 then sm:='0'+sm; if length(ss)=1 then ss:='0'+ss; hour:=sh+':'+sm+':'+ss; end; procedure ChangePage; begin if Page then begin SetActivePage(0); SetVisualPage(1,true); Page:=false; end else begin SetActivePage(1); SetVisualPage(0,true); Page:=true; end; ClearPage; OutTextXY(mx div 2-textwidth(hour)div 2, 3, hour); end; Procedure Crux; begin with s do begin linp('x',-3*rat,-rat,3*rat,2*rat,a,b,c);linp('x',-3*rat,rat,3*rat,2*rat,a,b,c); linp('x',-3*rat,-rat,-3*rat,2*rat,a,b,c);linp('x',-3*rat,rat,-3*rat,2*rat,a,b,c); linp('x',rat,-rat,3*rat,2*rat,a,b,c);linp('x',rat,rat,3*rat,2*rat,a,b,c); linp('x',rat,-rat,-3*rat,2*rat,a,b,c);linp('x',rat,rat,-3*rat,2*rat,a,b,c); linp('x',-rat,-3*rat,3*rat,2*rat,a,b,c);linp('x',-rat,3*rat,3*rat,2*rat,a,b,c); linp('x',-rat,-3*rat,-3*rat,2*rat,a,b,c);linp('x',-rat,3*rat,-3*rat,2*rat,a,b,c); linp('y',-rat,rat,3*rat,2*rat,a,b,c);linp('y',rat,rat,3*rat,2*rat,a,b,c); linp('y',-rat,rat,-3*rat,2*rat,a,b,c);linp('y',rat,rat,-3*rat,2*rat,a,b,c); linp('y',-3*rat,-rat,3*rat,2*rat,a,b,c);linp('y',3*rat,-rat,3*rat,2*rat,a,b,c); linp('y',-3*rat,-rat,-3*rat,2*rat,a,b,c);linp('y',3*rat,-rat,-3*rat,2*rat,a,b,c); linp('y',-rat,-3*rat,3*rat,2*rat,a,b,c);linp('y',rat,-3*rat,3*rat,2*rat,a,b,c); linp('y',-rat,-3*rat,-3*rat,2*rat,a,b,c);linp('y',rat,-3*rat,-3*rat,2*rat,a,b,c); linp('z',3*rat,-rat,-3*rat,2*rat,a,b,c);linp('z',3*rat,rat,-3*rat,2*rat,a,b,c); linp('z',-3*rat,-rat,-3*rat,2*rat,a,b,c);linp('z',-3*rat,rat,-3*rat,2*rat,a,b,c); linp('z',3*rat,-rat,rat,2*rat,a,b,c);linp('z',3*rat,rat,rat,2*rat,a,b,c); linp('z',-3*rat,-rat,rat,2*rat,a,b,c);linp('z',-3*rat,rat,rat,2*rat,a,b,c); linp('z',3*rat,-3*rat,-rat,2*rat,a,b,c);linp('z',3*rat,3*rat,-rat,2*rat,a,b,c); linp('z',-3*rat,-3*rat,-rat,2*rat,a,b,c);linp('z',-3*rat,3*rat,-rat,2*rat,a,b,c); linp('y',3*rat,rat,-rat,2*rat,a,b,c);linp('y',3*rat,rat,rat,2*rat,a,b,c); linp('y',-3*rat,rat,-rat,2*rat,a,b,c);linp('y',-3*rat,rat,rat,2*rat,a,b,c); linp('y',3*rat,-3*rat,-rat,2*rat,a,b,c);linp('y',3*rat,-3*rat,rat,2*rat,a,b,c); linp('y',-3*rat,-3*rat,-rat,2*rat,a,b,c);linp('y',-3*rat,-3*rat,rat,2*rat,a,b,c); linp('x',-3*rat,3*rat,-rat,2*rat,a,b,c);linp('x',-3*rat,3*rat,rat,2*rat,a,b,c); linp('x',-3*rat,-3*rat,-rat,2*rat,a,b,c);linp('x',-3*rat,-3*rat,rat,2*rat,a,b,c); linp('x',rat,3*rat,-rat,2*rat,a,b,c);linp('x',rat,3*rat,rat,2*rat,a,b,c); linp('x',rat,-3*rat,-rat,2*rat,a,b,c);linp('x',rat,-3*rat,rat,2*rat,a,b,c); linp('z',-rat,3*rat,rat,2*rat,a,b,c);linp('z',rat,3*rat,rat,2*rat,a,b,c); linp('z',-rat,-3*rat,rat,2*rat,a,b,c);linp('z',rat,-3*rat,rat,2*rat,a,b,c); linp('z',-rat,3*rat,-3*rat,2*rat,a,b,c);linp('z',rat,3*rat,-3*rat,2*rat,a,b,c); linp('z',-rat,-3*rat,-3*rat,2*rat,a,b,c);linp('z',rat,-3*rat,-3*rat,2*rat,a,b,c); linp('x',rat,rat,rat,2*rat,a,b,c);linp('x',-rat,rat,rat,-2*rat,a,b,c); linp('y',rat,rat,rat,2*rat,a,b,c);linp('y',rat,-rat,rat,-2*rat,a,b,c); linp('x',rat,-rat,rat,2*rat,a,b,c);linp('x',-rat,-rat,rat,-2*rat,a,b,c); linp('y',-rat,rat,rat,2*rat,a,b,c);linp('y',-rat,-rat,rat,-2*rat,a,b,c); linp('x',rat,rat,-rat,2*rat,a,b,c);linp('x',-rat,rat,-rat,-2*rat,a,b,c); linp('y',rat,rat,-rat,2*rat,a,b,c);linp('y',rat,-rat,-rat,-2*rat,a,b,c); linp('x',rat,-rat,-rat,2*rat,a,b,c);linp('x',-rat,-rat,-rat,-2*rat,a,b,c); linp('y',-rat,rat,-rat,2*rat,a,b,c);linp('y',-rat,-rat,-rat,-2*rat,a,b,c); linp('z',rat,rat,rat,2*rat,a,b,c);linp('z',rat,rat,-rat,-2*rat,a,b,c); linp('z',rat,-rat,rat,2*rat,a,b,c);linp('z',rat,-rat,-rat,-2*rat,a,b,c); linp('z',-rat,rat,rat,2*rat,a,b,c);linp('z',-rat,rat,-rat,-2*rat,a,b,c); linp('z',-rat,-rat,rat,2*rat,a,b,c);linp('z',-rat,-rat,-rat,-2*rat,a,b,c); end;end; Procedure Octaedru; var p:array[1..6] of record x,y,z:integer;end; c:integer; begin for c:=1 to 6 do with p[c] do begin x:=0;y:=0;z:=0;end; with oct do begin p[1].y:=round(y*rat);p[2].y:=-p[1].y; p[3].x:=round(x*rat);p[4].x:=-p[3].x; p[5].z:=round(z*rat);p[6].z:=-p[5].z; if diag then for c:=1 to 6 do with p[c] do lsp(0,0,0,x,y,z,s.a,s.b,s.c); end; for c:=3 to 6 do with oct do lsp(p[1].x,p[1].y,p[1].z,p[c].x,p[c].y,p[c].z,s.a,s.b,s.c); for c:=3 to 6 do with oct do lsp(p[2].x,p[2].y,p[2].z,p[c].x,p[c].y,p[c].z,s.a,s.b,s.c); for c:=5 to 6 do with oct do lsp(p[3].x,p[3].y,p[3].z,p[c].x,p[c].y,p[c].z,s.a,s.b,s.c); for c:=5 to 6 do with oct do lsp(p[4].x,p[4].y,p[4].z,p[c].x,p[c].y,p[c].z,s.a,s.b,s.c); end; Procedure Tetraedru; var p:array[1..4] of record x,y,z:integer;end; c,c1:integer; fac:array[1..4,1..3] of byte; Procedure spTriangle(x1,y1,z1,x2,y2,z2,x3,y3,z3:real); var v:array[1..3] of record x,y,z:integer;end;x,y,z:real;c:word; begin SetColor(120); with tetr.s do begin psp(x1,y1,z1,a,b,c,x,y,z);v[1].x:=Round(x)+ex;v[1].y:=Round(y)+ey;v[1].z:=Round(z); psp(x2,y2,z2,a,b,c,x,y,z);v[2].x:=Round(x)+ex;v[2].y:=Round(y)+ey;v[2].z:=Round(z); psp(x3,y3,z3,a,b,c,x,y,z);v[3].x:=Round(x)+ex;v[3].y:=Round(y)+ey;v[3].z:=Round(z); SetFillColor(trunc(a/10));end; FillTriangle(v[1].x,v[1].y,v[2].x,v[2].y,v[3].x,v[3].y); end; begin for c:=1 to 4 do with p[c] do begin x:=0;y:=0;z:=0;end; with tetr do begin p[1].y:=-round(y*rat*sqrt(6)*2/9); p[2].y:=round(y*rat*sqrt(6)/9);p[2].z:=round(z*rat*sqrt(3)/3); p[3]:=p[2];p[3].z:=round(-p[3].z/2);p[3].x:=-round(x*rat/2); p[4]:=p[3];p[4].x:=-p[3].x; if diag then for c:=1 to 4 do with p[c] do lsp(0,0,0,x,y,z,s.a,s.b,s.c); end; for c:=1 to 3 do begin fac[1,c]:=c;fac[4,c+1]:=c;fac[2,c]:=c;fac[3,c]:=c;end; fac[2,3]:=4;fac[3,3]:=4;fac[3,2]:=3; for c:=1 to 4 do spTriangle(p[fac[c,1]].x,p[fac[c,1]].y,p[fac[c,1]].z, p[fac[c,2]].x,p[fac[c,2]].y,p[fac[c,2]].z, p[fac[c,3]].x,p[fac[c,3]].y,p[fac[c,3]].z); end; pROCEDURE atr; begin for i := 1 to 126 do SetRGBPalette (i, i div 5, i div 3, (20 + i) div 3); mx:=getmaxx;my:=getmaxy; ex:=mx div 2;ey:=my div 2; rat:=30;s1:=0; s.a:=0;s.b:=0; s.c:=0; ra:=0;rb:=ra;rc:=ra; ki[1]:='1';ki[2]:='2';ki[3]:='3';ki[4]:='4';ki[5]:='5'; ki[6]:='6';ki[7]:='7';ki[8]:='8';ki[9]:='9';k1:='3'; fig[1]:=false; fig[2]:=false; fig[3]:=true; with oct do begin x:=6;y:=x;z:=x;diag:=false;s.a:=45;s.b:=45;s.c:=0;end; with tetr do begin x:=6;y:=x;z:=x;diag:=false;s.a:=45;s.b:=45;s.c:=0;end; end; begin SetSVGAMode(640, 480, 8, LfbOrBanked); OutTextXY(270, 230, 'Please wait...'); randomize; SPlt; drawborder:=false; atr; repeat changepage; rectangle(1,1,mx,my); putpixel(ex,ey,7); if fig[1]=true then crux; if fig[2]=true then Octaedru; if fig[3]=true then TETRAEDRU; gettime(h,m,sa,ms); with tetr do begin s.a:=s.a+ra; s.b:=s.b+rb; s.c:=s.c+rc; if s.a>=360 then s.a:=s.a-360; if s.b>=360 then s.b:=s.b-360; if s.c>=360 then s.c:=s.c-360;end; with oct do begin s.a:=s.a+ra; s.b:=s.b+rb; s.c:=s.c+rc; if s.a>=360 then s.a:=s.a-360; if s.b>=360 then s.b:=s.b-360; if s.c>=360 then s.c:=s.c-360;end; s.a:=s.a+ra; s.b:=s.b+rb; s.c:=s.c+rc; if s.a>=360 then s.a:=s.a-360; if s.b>=360 then s.b:=s.b-360; if s.c>=360 then s.c:=s.c-360; if keypressed then begin k:=readkey; case k of '+':rat:=rat+1;'-':rat:=rat-1;#27:halt(1); #72:ey:=ey-1;#75:ex:=ex-1;#77:ex:=ex+1;#80:ey:=ey+1; 'x':oct.x:=oct.x+1; 'X':oct.x:=oct.x-1; 'y':oct.y:=oct.y+1; 'Y':oct.y:=oct.y-1; 'z':oct.z:=oct.z+1; 'Z':oct.z:=oct.z-1; '5':SPlt; '8':ra:=ra+1;'2':ra:=ra-1; '6':rb:=rb+1;'4':rb:=rb-1; '9':rc:=rc+1;'1':rc:=rc-1; '3':tetr.diag:=not tetr.diag;'7':oct.diag:=not oct.diag; '0':begin ra:=0;rb:=0;rc:=0;end; 's':begin delay(100);readkey;end; 'n':atr; 'c':fig[1]:=not fig[1]; 'd':fig[2]:=not fig[2]; 't':fig[3]:=not fig[3]; end;end; until k=#27; closegraph; end. Aici acumulez programe şi algoritmi interesanti alcătuiţi de mine (cu mici excepţii) pe parcursul studierii unor limbaje de programare. Cea mai mare parte din ele sunt realizate în Pascal. Nu am scopul creării unui curs specializat sau a descrierii detaliate a anumitor limbaje, ci doar prezint informaţii utile, plus ceva exemple interesante...
Răsfoitorul de fișiere (File Browser):Codul sursă al programelor este organizat în mape şi fişiere. Paginile care conțin cod sursă de programe de regulă au un răsfoitor de fișiere în partea stangă a paginii reprezentat de un bloc cu titlul „File Browser”. Pentru a vizualiza un program sau conţinutul unei mape, faceţi click pe numele fişierului / mapei. Dacă fişierul nu este textual, el se va descărca automat, iar dacă este textual, conținutul lui se va afișa într-un bloc pe centrul paginii. Pentru a descărca un fişier, faceţi click pe dimensiunea (size) lui.
Căutare
|