- disabled cs_opt_asmcse for -O2/-O3 on i386. It can still be enabled

explicitly using -Ooasmcse for now. It will probably be completely
    removed before the next major release after 2.4.0 (fixes mantis
    #14363)

git-svn-id: trunk@13545 -

.gitattributes

@@ -9235,6 +9235,7 @@ tests/webtbs/tw14236.pp svneol=native#text/plain
 tests/webtbs/tw1430.pp svneol=native#text/plain
 tests/webtbs/tw14307.pp svneol=native#text/plain
 tests/webtbs/tw1433.pp svneol=native#text/plain
+tests/webtbs/tw14363.pp svneol=native#text/plain
 tests/webtbs/tw1445.pp svneol=native#text/plain
 tests/webtbs/tw1450.pp svneol=native#text/plain
 tests/webtbs/tw1451.pp svneol=native#text/plain

compiler/i386/cpuinfo.pas

@@ -104,7 +104,7 @@ Const
      cs_opt_asmcse,cs_opt_loopunroll,cs_opt_uncertain,cs_opt_tailrecursion];
 
    level1optimizerswitches = genericlevel1optimizerswitches + [cs_opt_peephole];
-   level2optimizerswitches = genericlevel2optimizerswitches + level1optimizerswitches + [cs_opt_regvar,cs_opt_stackframe,cs_opt_asmcse,cs_opt_tailrecursion];
+   level2optimizerswitches = genericlevel2optimizerswitches + level1optimizerswitches + [cs_opt_regvar,cs_opt_stackframe,cs_opt_tailrecursion];
    level3optimizerswitches = genericlevel3optimizerswitches + level2optimizerswitches + [{,cs_opt_loopunroll}];
 
 Implementation

tests/webtbs/tw14363.pp

@@ -0,0 +1,112 @@
+program bug;
+
+{$mode objfpc}{$H+}
+
+uses
+  Classes, SysUtils, math;
+  { you can add units after this }
+
+type tpointarray=array of tpoint;
+procedure smallestCircel(var x,y,rsqr: float; const p1i,p2i,p3i: longint; const points: tpointarray);
+var //p1i,p2i,p3i: longint;
+    //hull: TLongintArray;
+    f1,f2,besti,temp:longint;
+    nx,ny,nrsqr:float;
+    p0,p1,p2: ^tpoint;
+begin
+  //(x-x0)^2+(y-y0)^2=r^2=x^2-2xx0+x0^2+y^2-2yy0+y0^2
+  //(x-x1)^2+(y-y1)^2=r^2=x^2-2xx1+x1^2+y^2-2yy1+y1^2
+  //(x-x2)^2+(y-y2)^2=r^2=x^2-2xx2+x2^2+y^2-2yy2+y2^2
+  //=> r^2 - r^2=x^2-2xx0+x0^2+y^2-2yy0+y0^2 - x^2+2xx1-x1^2-y^2+2yy1-y1^2
+  //-2xx0+x0^2-2yy0+y0^2 +2xx1-x1^2 + 2yy1-y1^2 = 0
+  //2x(x1-x0) + 2y(y1-y0) = x1^2 + y1^2 - x0^2 - y0^2
+  //2x(x2-x1) + 2y(y2-y1) = x2^2 + y2^2 - x1^2 - y1^2
+  //p1i:=hull[i];
+  p0:=@points[p1i];
+  //p2i:=hull[j];
+  p1:=@points[p2i];
+  //p3i:=hull[k];
+  p2:=@points[p3i];
+  nrsqr:=-1;
+  if p0^.y=p1^.y then begin
+    if (p1^.y=p2^.y) or (p0^.x=p1^.x) then begin
+      //Fall 0: points on a line
+      ny:=p0^.y;
+      if (p0^.x<=p1^.x) and (p1^.x<=p2^.x) then begin
+        nx:=(p0^.x + p2^.x) / 2;
+        nrsqr:=sqr(p0^.x - p2^.x) /4;
+      end else if (p1^.x<=p0^.x) and (p0^.x<=p2^.x) then begin
+        nx:=(p1^.x + p2^.x) / 2;
+        nrsqr:=sqr(p1^.x - p2^.x) /4;
+      end else begin//if (p0^.x<p2^.x) and (p2^.x<p1^.x) then begin
+        nx:=(p0^.x + p1^.x) / 2;
+        nrsqr:=sqr(p0^.x - p1^.x) /4;
+      end;
+    end else begin
+      //=> Fall 1: y0=y1
+      // 2x(x1-x0) = x1^2 + x0^2 => x = x1^2 + x0^2 / (2(x1-x0))
+      nx:=(sqr(p1^.x) - sqr(p0^.x)) / (2*(p1^.x-p0^.x));
+      // 2y(y2-y1) = x2^2 + y2^2 - x1^2 - y1^2 - 2x(x2-x1)
+      ny := (sqr(p2^.x)+sqr(p2^.y)-sqr(p1^.x)-sqr(p1^.y) - 2*nx*(p2^.x-p1^.x))/(2*(p2^.y-p1^.y));
+    end;
+  end else begin
+    //=> Fall 3: y0<>y1
+    //2x(x1-x0)*(x2-x1) + 2y(y1-y0)*(x2-x1) = (x1^2 + y1^2 - x0^2 - y0^2) * (x2-x1)
+    //2x(x1-x0)*(x2-x1) + 2y(y2-y1)*(x1-x0) = (x2^2 + y2^2 - x1^2 - y1^2) * (x1-x0)
+    //=> 2y(y1-y0)*(x2-x1)-2y(y2-y1)*(x1-x0) = (x1^2 + y1^2 - x0^2 - y0^2) * (x2-x1)-(x2^2 + y2^2 - x1^2 - y1^2) * (x1-x0)
+    //=> y= ((x1^2 + y1^2 - x0^2 - y0^2) * (x2-x1)-(x2^2 + y2^2 - x1^2 - y1^2) * (x1-x0)) /
+    // (2(y1-y0)*(x2-x1)-2(y2-y1)*(x1-x0))
+    temp:=(p1^.y-p0^.y)*(p2^.x-p1^.x)-(p2^.y-p1^.y)*(p1^.x-p0^.x);
+    if temp=0 then begin
+      //=>(p1^.y-p0^.y)/(p1^.x-p0^.x) = (p2^.y-p1^.y)/(p2^.x-p1^.x)
+      //=> p0->p1 parallel to p1->p2
+      //=> all points lie on a single line
+      //where is p2 on the line from p0 to p1?
+      //Eu: (u-p0^.x) * (p1^.y-p0^.y)/(p1^.x-p0^.x) + p0^.y = p2^.y
+      //=> u = (p2^.y - p0^.y) * (p1^.x-p0^.x) / (p1^.y-p0^.y) + -p0^.x
+      nx:=(p2^.y - p0^.y) * (p1^.x-p0^.x) / (p1^.y-p0^.y) -p0^.x; //exists, y checked above
+      if nx > 1 then begin
+        nx:=(p0^.x + p2^.x) / 2;
+        ny:=(p0^.y + p2^.y) / 2;
+        nrsqr:=sqr(p0^.x - p2^.x) /4;
+      end else if nx<1 then begin
+        nx:=(p1^.x + p2^.x) / 2;
+        ny:=(p1^.y + p2^.y) / 2;
+        nrsqr:=sqr(p1^.x - p2^.x) /4;
+      end else begin
+        nx:=(p0^.x + p1^.x) / 2;
+        ny:=(p0^.y + p1^.y) / 2;
+        nrsqr:=sqr(p0^.x - p1^.x) /4;
+      end;
+    end else begin
+      ny:=((sqr(p1^.x) + sqr(p1^.y) - sqr(p0^.x) - sqr(p0^.y)) * (p2^.x-p1^.x) - (sqr(p2^.x) + sqr(p2^.y) - sqr(p1^.x) - sqr(p1^.y)) * (p1^.x-p0^.x)) / (2*temp);
+      //2x(x1-x0) = x1^2 + y1^2 - x0^2 - y0^2 - 2y(y1-y0)
+      //2x(x2-x1) = x2^2 + y2^2 - x1^2 - y1^2 - 2y(y2-y1)
+      if p0^.x <> p1^.x then
+        nx:= (sqr(p1^.x) + sqr(p1^.y) - sqr(p0^.x) - sqr(p0^.y) - 2*ny*(p1^.y-p0^.y)) / (2*(p1^.x-p0^.x))
+      else
+        nx:= (sqr(p2^.x) + sqr(p2^.y) - sqr(p1^.x) - sqr(p1^.y) - 2*ny*(p2^.y-p1^.y)) / (2*(p2^.x-p1^.x))
+    end;
+  end;
+  if nrsqr < 0 then
+    nrsqr := sqr(nx-p0^.x) + sqr(ny-p0^.y);
+
+  x:=nx;
+  y:=ny;
+  rsqr:=nrsqr;
+end;
+
+var x,y,rsqr: float;
+    points: tpointarray;
+    s: string;
+begin
+  setlength(points,4);
+  points[0].x:=55; points[0].y:=14;
+  points[1].x:=63; points[1].y:=61;
+  points[2].x:=10; points[2].y:=64;
+  points[3].x:=20; points[3].y:=44;
+  smallestCircel(x,y,rsqr,2,1,0,points);
+  writestr(s,x:4:2,' ',y:4:2,' ',rsqr:4:2);
+  if (s<>'35.31 41.53 1145.57') then
+    halt(1);
+end.