isC = taco._isC,
isL = taco._isL,
tcc = tar.createSVGPathSegCurvetoCubicAbs,
- tcll = tar.createSVGPathSegLinetoAbs;
+ tcll = tar.createSVGPathSegLinetoAbs,
+ flag, sflag;
for (var i=0;i<dli;++i) {
var di = dd[i].match(sgs),
s;
} else if (isZ[dii]) {
s = tar.createSVGPathSegClosePath();
} else if (dii === "A") {
- s = tar.createSVGPathSegArcAbs(+di[j+5], +di[j+6], +di[j], +di[j+1], +di[j+2], +di[j+3], +di[j+4]);
+ flag = di[j+3];
+ if (flag.length > 1 && (+flag >= 0)) { /*if no commawsp*/
+ di.splice(j+3, 1, flag.charAt(0), flag.slice(1));
+ ++dili;
+ }
+ sflag = di[j+4];
+ if (sflag.length > 1 && (+sflag >= 0)) {
+ di.splice(j+4, 1, sflag.charAt(0), sflag.slice(1));
+ ++dili;
+ }
+ flag = di[j+3];
+ sflag = di[j+4];
+ if (((+flag < 0) || (+flag > 1)) || ((+sflag < 0) || (+sflag > 1))) {
+ /*仕様では、フラグが0か1しか認められていない*/
+ j += 6;
+ continue;
+ }
+ s = tar.createSVGPathSegArcAbs(+di[j+5], +di[j+6], +di[j], +di[j+1], +di[j+2], +flag, +sflag);
j += 6;
} else if (dii === "m") {
s = tar.createSVGPathSegMovetoRel(+di[j], +di[j+1]);
s = tar.createSVGPathSegCurvetoQuadraticRel(+di[j+2], +di[j+3], +di[j], +di[j+1]);
j += 3;
} else if (dii === "a") {
- s = tar.createSVGPathSegArcRel(+di[j+5], +di[j+6], +di[j], +di[j+1], +di[j+2], +di[j+3], +di[j+4]);
+ flag = di[j+3];
+ if (flag.length > 1 && (+flag >= 0)) { /*if no commawsp*/
+ di.splice(j+3, 1, flag.charAt(0), flag.slice(1));
+ ++dili;
+ }
+ sflag = di[j+4];
+ if (sflag.length > 1 && (+sflag >= 0)) {
+ console.log(di[j+5]+"," +di[j+6]+"," +di[j]+"," +di[j+1]+"," +di[j+2]+"," +di[j+3]+"," +di[j+4]);
+ di.splice(j+4, 1, sflag.charAt(0), sflag.slice(1));
+ console.log(di[j+5]+"," +di[j+6]+"," +di[j]+"," +di[j+1]+"," +di[j+2]+"," +di[j+3]+"," +di[j+4]);
+ ++dili;
+ }
+ flag = di[j+3];
+ sflag = di[j+4];
+ if (((+flag < 0) || (+flag > 1)) || ((+sflag < 0) || (+sflag > 1))) {
+ /*仕様では、フラグが0か1しか認められていない*/
+ j += 6;
+ continue;
+ }
+ s = tar.createSVGPathSegArcRel(+di[j+5], +di[j+6], +di[j], +di[j+1], +di[j+2], +flag, +sflag);
j += 6;
} else if (dii === "S") {
s = tar.createSVGPathSegCurvetoCubicSmoothAbs(+di[j+2], +di[j+3], +di[j], +di[j+1]);