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product: Orb of the Sword
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22
complex.cpp
22
complex.cpp
@ -2666,6 +2666,10 @@ EX namespace sword {
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int angle;
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transmatrix T;
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};
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/** dimensions available to the Sword */
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#define SWORDDIM (prod ? 2 : WDIM)
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#endif
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int sword_angles;
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@ -2676,7 +2680,7 @@ EX namespace sword {
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void determine_sword_angles() {
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sword_angles = 2;
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if(GDIM == 3) sword_angles = 1;
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if(SWORDDIM == 3) sword_angles = 1;
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else if(IRREGULAR) sword_angles = 840;
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else if(binarytiling) sword_angles = 42;
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else if(archimedean) {
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@ -2691,6 +2695,7 @@ EX namespace sword {
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cell *pos2(cell *c, int s) {
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int t = c->type;
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if(prod) t -= 2;
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s *= 2;
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s += sword_angles/t;
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s %= (2 * sword_angles);
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@ -2701,7 +2706,7 @@ EX namespace sword {
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}
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EX cell *pos(cell *c, const sworddir& sd, bool rev) {
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if(WDIM == 2)
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if(SWORDDIM == 2)
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return pos2(c, sd.angle + (rev ? sword_angles/2 : 0));
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else {
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cell *best = NULL;
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@ -2742,11 +2747,14 @@ EX namespace sword {
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int s1 = neighborId(c1, c2);
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int s2 = neighborId(c2, c1);
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if(s1 < 0 || s2 < 0) return d;
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if(WDIM == 2 || prod) {
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if(SWORDDIM == 2) {
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int sub = prod ? 2 : 0;
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int t2 = c2->type - sub;
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int t1 = c1->type - sub;
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if(c1->c.mirror(s1))
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d.angle = ((s2*sword_angles/c2->type - d.angle + s1*sword_angles/c1->type) + sword_angles/2) % sword_angles;
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d.angle = ((s2*sword_angles/t2 - d.angle + s1*sword_angles/t1) + sword_angles/2) % sword_angles;
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else
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d.angle = ((s2*sword_angles/c2->type - s1*sword_angles/c1->type) + sword_angles/2 + d.angle) % sword_angles;
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d.angle = ((s2*sword_angles/t2 - s1*sword_angles/t1) + sword_angles/2 + d.angle) % sword_angles;
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}
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else {
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transmatrix T = currentmap->relative_matrix(c1->master, c2->master);
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@ -2765,13 +2773,13 @@ EX namespace sword {
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sworddir initial(cell *c) {
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sworddir res;
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res.angle = (sword::sword_angles / cwt.at->type + 1) / 2;
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if(WDIM == 3) res.T = initial_matrix();
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if(SWORDDIM == 3) res.T = initial_matrix();
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return res;
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}
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void shuffle(int i) {
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dir[i].angle = hrand(sword_angles);
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if(WDIM == 3) dir[i].T = initial_matrix();
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if(SWORDDIM == 3) dir[i].T = initial_matrix();
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}
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void reset() {
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21
graph.cpp
21
graph.cpp
@ -374,7 +374,7 @@ EX void drawPlayerEffects(const transmatrix& V, cell *c, bool onplayer) {
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if(onplayer && (items[itOrbSword] || items[itOrbSword2])) {
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using namespace sword;
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if(shmup::on && WDIM == 2) {
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if(shmup::on && SWORDDIM == 2) {
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#if CAP_SHAPES
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if(items[itOrbSword])
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queuepoly(V*spin(shmup::pc[multi::cpid]->swordangle), (peace::on ? cgi.shMagicShovel : cgi.shMagicSword), darkena(iinf[itOrbSword].color, 0, 0xC0 + 0x30 * sintick(200)));
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@ -384,7 +384,7 @@ EX void drawPlayerEffects(const transmatrix& V, cell *c, bool onplayer) {
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#endif
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}
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else if(WDIM == 3) {
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else if(SWORDDIM == 3) {
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#if CAP_SHAPES
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transmatrix Vsword =
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shmup::on ? V * shmup::swordmatrix[multi::cpid] * cspin(2, 0, M_PI/2)
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@ -409,7 +409,7 @@ EX void drawPlayerEffects(const transmatrix& V, cell *c, bool onplayer) {
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int adj = 1 - ((sword_angles/cwt.at->type)&1);
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#if CAP_QUEUE
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if(!euclid) for(int a=0; a<sword_angles; a++) {
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if(!euclid && !prod) for(int a=0; a<sword_angles; a++) {
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if(a == ang && items[itOrbSword]) continue;
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if((a+sword_angles/2)%sword_angles == ang && items[itOrbSword2]) continue;
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bool longer = sword::pos2(cwt.at, a-1) != sword::pos2(cwt.at, a+1);
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@ -6979,7 +6979,20 @@ EX void drawMarkers() {
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#endif
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if(WDIM == 3 && !shmup::on) {
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if(prod && !shmup::on) {
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using namespace sword;
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int& ang = sword::dir[multi::cpid].angle;
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ang %= sword_angles;
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int adj = 1 - ((sword_angles/cwt.at->type)&1);
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if(items[itOrbSword])
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queuechr(gmatrix[cwt.at] * spin(M_PI+(-adj-2*ang)*M_PI/sword_angles) * xpush0(cgi.sword_size), vid.fsize*2, '+', iinf[itOrbSword].color);
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if(items[itOrbSword2])
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queuechr(gmatrix[cwt.at] * spin((-adj-2*ang)*M_PI/sword_angles) * xpush0(-cgi.sword_size), vid.fsize*2, '+', iinf[itOrbSword2].color);
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}
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if(SWORDDIM == 3 && !shmup::on) {
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if(items[itOrbSword])
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queuechr(gmatrix[cwt.at] * sword::dir[multi::cpid].T * xpush0(cgi.sword_size), vid.fsize*2, '+', iinf[itOrbSword].color);
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if(items[itOrbSword2])
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