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Add a manga section of 50 black-and-white anime girls after a third divider

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Black ink, screentone and white only: reaction tropes (gaan shock, gloom
corner, menacing aura, crow silence, petrify), comedy and action (harisen,
iai draw, kendo, kyudo, miko), school life (locker letters, zero test,
rooftop wind, shared umbrella), town and home (omikuji, shrine prayer,
tanabata, floating lantern, alarm smash) and fantasy (yurei, oni, dragon,
android, summoning circle, knight, pirate, detective, princess).

gen files can now export rim=<px> for a white sticker border, so solid
black ink still shows on the black page.

Co-Authored-By: Claude Opus 5.5 <noreply@anthropic.com>
This commit is contained in:
multipleof4
2026-10-22 22:28:35 +00:00
co-authored by Claude Opus 5.5
parent 454602f0cd
commit d55bb6fc42
152 changed files with 2848 additions and 3 deletions
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gen/manga/ofuda/throw.js
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// exorcist girl with a white pixie cut flicks three paper talismans that spin out across the panel and flash
import{createCanvas}from'@napi-rs/canvas'
const{sin,cos,PI,max,min}=Math,T=2*PI
export const frames=16,delay=70,rim=4
const dots=(col,r,s=6)=>{const k=createCanvas(s,s),x=k.getContext('2d');x.fillStyle=col;for(const[a,b]of[[s/2,s/2],[0,0],[s,0],[0,s],[s,s]])x.beginPath(),x.arc(a,b,r,0,T),x.fill();return k}
const TONE=dots('#111',1.5),LITE=dots('#fff',1.2)
const ease=u=>u<0?0:u>1?1:u*u*(3-2*u),out=u=>1-(1-u)**2
const card=(c,x,y,a,sx=1,s=1)=>{c.save();c.translate(x,y);c.rotate(a);c.scale(sx*s,s)
c.lineWidth=3.5;c.fillStyle='#fff';c.beginPath();c.rect(-8,-20,16,40);c.fill();c.stroke()
c.lineWidth=2.5;c.beginPath();c.arc(0,-11,4,0,T);c.moveTo(0,-5);c.lineTo(0,15);for(const y of[-1,5,11])c.moveTo(-4,y),c.lineTo(4,y-1.5);c.stroke();c.restore()}
const burst=(c,x,y,R,n)=>{c.beginPath();for(let k=0;k<n*2;k++){const r=k%2?R*.45:R,a=k*PI/n+.2;c.lineTo(x+cos(a)*r,y+sin(a)*r)}c.closePath()}
export default(c,t)=>{
const tn=c.createPattern(TONE,'repeat'),lt=c.createPattern(LITE,'repeat')
const k=t<.3?0:t<.38?ease((t-.3)/.08):t<.6?1:1-ease((t-.6)/.3),hold=t<.34||t>=.9
const hx=132+64*k,hy=112+14*k,fl=t>=.34&&t<.9
c.lineWidth=6;c.fillStyle='#111';c.beginPath();c.moveTo(70,176);c.quadraticCurveTo(26,186,22,252);c.lineTo(150,252);c.quadraticCurveTo(146,186,104,176);c.closePath();c.fill();c.stroke()
c.fillStyle='#fff';c.beginPath();c.moveTo(72,176);c.lineTo(88,226);c.lineTo(102,176);c.closePath();c.fill();c.lineWidth=4;c.stroke()
c.fillStyle='#111';c.beginPath();c.moveTo(87,184);c.lineTo(82,214);c.lineTo(88,222);c.lineTo(94,214);c.lineTo(89,184);c.fill()
c.strokeStyle='#fff';c.lineWidth=3;c.beginPath();c.moveTo(66,180);c.lineTo(84,236);c.moveTo(108,180);c.lineTo(92,236);c.stroke();c.strokeStyle='#111'
c.fillStyle='#fff';c.lineWidth=6;c.beginPath();c.rect(76,154,22,26);c.fill();c.beginPath();c.moveTo(76,154);c.lineTo(76,176);c.moveTo(98,154);c.lineTo(98,176);c.stroke()
c.save();c.translate(88,100);c.scale(.7,.7);c.translate(-128,-128)
c.lineWidth=8;c.fillStyle='#fff';c.beginPath();c.moveTo(74,96);c.bezierCurveTo(70,152,100,184,128,186);c.bezierCurveTo(156,184,186,152,182,96);c.bezierCurveTo(182,44,74,44,74,96);c.fill();c.stroke()
for(const[x,d]of[[106,-1],[156,1]]){const y=138
c.save();c.beginPath();c.moveTo(x-17,y-5+d*3);c.lineTo(x+17,y-5-d*3);c.lineTo(x+17,y+22);c.lineTo(x-17,y+22);c.clip()
c.fillStyle='#fff';c.beginPath();c.ellipse(x,y+3,13,15,0,0,T);c.fill();c.clip();c.fillStyle='#111';c.beginPath();c.ellipse(x+5,y+4,9.5,13,0,0,T);c.fill();c.fillStyle=lt;c.fillRect(x-4,y+8,22,12)
c.fillStyle='#fff';c.beginPath();c.arc(x+2,y-1,4,0,T);c.fill();c.beginPath();c.arc(x+9,y+10,2,0,T);c.fill();c.restore()
c.lineWidth=8;c.beginPath();c.moveTo(x-15,y-5+d*3);c.lineTo(x+15,y-5-d*3);c.lineTo(x+d*21,y-10);c.stroke()
c.lineWidth=5;c.beginPath();c.moveTo(x-12,y-24+d*4);c.lineTo(x+12,y-24-d*4);c.stroke()}
c.lineWidth=4.5;c.beginPath();c.moveTo(130,170);c.quadraticCurveTo(140,174,150,166);c.stroke()
c.lineWidth=3;for(const d of[-1,1])for(const j of[-6,0,6])c.beginPath(),c.moveTo(131+d*44+j-3,166),c.lineTo(131+d*44+j+3,158),c.stroke()
c.lineWidth=8;c.fillStyle='#fff';c.beginPath();c.moveTo(70,178);c.quadraticCurveTo(52,150,60,120);c.bezierCurveTo(40,70,90,30,132,32);c.bezierCurveTo(180,34,212,74,196,124);c.quadraticCurveTo(204,154,188,178);c.quadraticCurveTo(184,150,182,130)
c.lineTo(186,112);c.lineTo(174,118);c.lineTo(170,96);c.lineTo(152,110);c.lineTo(146,90);c.lineTo(128,108);c.lineTo(118,90);c.lineTo(102,110);c.lineTo(94,96);c.lineTo(80,116);c.lineTo(76,104);c.quadraticCurveTo(72,140,70,178);c.closePath();c.fill();c.stroke()
c.lineWidth=3;c.beginPath();for(const[x0,y0,x1,y1]of[[100,48,84,84],[126,42,118,82],[152,44,156,86],[174,58,180,98]])c.moveTo(x0,y0),c.quadraticCurveTo((x0+x1)/2+6,(y0+y1)/2,x1,y1);c.stroke()
c.save();c.translate(176,52);c.rotate(.4);c.lineWidth=6;c.fillStyle='#111';for(const d of[-1,1])c.beginPath(),c.moveTo(0,0),c.quadraticCurveTo(d*22,-20,d*30,-2),c.quadraticCurveTo(d*22,14,0,0),c.fill(),c.stroke();c.beginPath();c.moveTo(-4,4);c.lineTo(-14,30);c.lineTo(-4,26);c.lineTo(2,34);c.lineTo(4,6);c.fill();c.beginPath();c.arc(0,0,7,0,T);c.fill();c.restore()
c.restore()
if(fl){const u=(t-.34)/.56
for(const[j,ex,ey,o]of[[0,218,34,0],[1,236,110,.06],[2,224,190,.12]]){const v=min(1,max(0,(u-o)/.62)),x=hx+(ex-hx)*out(v),y=hy-20+(ey-hy+20)*out(v)
if(v<=0)continue
if(v<.95){c.lineWidth=2.5;const b=Math.atan2(ey-hy,ex-hx);for(const d of[-6,6])c.beginPath(),c.moveTo(x-cos(b)*30+d*sin(b),y-sin(b)*30-d*cos(b)),c.lineTo(x-cos(b)*12+d*sin(b),y-sin(b)*12-d*cos(b)),c.stroke();const q=cos(v*T*2);card(c,x,y,v*T*1.5,Math.sign(q||1)*max(.3,Math.abs(q)),1.25)}
else{const f=(u-o-.62*.95)/.25;if(f<1){c.lineWidth=4;c.fillStyle='#fff';burst(c,ex,ey,18*(1.2-.6*f),8);c.fill();c.stroke();c.fillStyle=lt;c.fillStyle='#111';c.beginPath();c.arc(ex,ey,4*(1-f),0,T);c.fill()}}}}
for(const[l,s]of[[22,'#111'],[12,'#111']])c.lineWidth=l,c.strokeStyle=s,c.beginPath(),c.moveTo(118,186),c.quadraticCurveTo(140+20*k,170-30*k,hx-4,hy+12),c.stroke()
c.strokeStyle='#fff';c.lineWidth=3;c.beginPath();c.moveTo(hx-14,hy+8);c.lineTo(hx+2,hy+20);c.stroke();c.strokeStyle='#111'
if(hold)for(const a of[-.35,0,.35])card(c,hx+2+sin(a)*22,hy-20-cos(a)*18,a,1,.9)
c.lineWidth=5;c.fillStyle='#fff';c.beginPath();c.ellipse(hx,hy+2,10,10,0,0,T);c.fill();c.stroke()
c.beginPath();c.roundRect(hx-4,hy-20,7,18,3);c.fill();c.stroke();c.beginPath();c.roundRect(hx+4,hy-18,7,17,3);c.fill();c.stroke()
}