Double the anime and manga sections to 100 each

Anime, 50 more colored girls: daily moments (yawn, hiccup, toothbrush, hair
dryer, blanket burrito, pocky), hobbies (baker, barista, DJ, piano, violin,
polaroid, knitting, origami, pottery), sports (swimming, tennis, badminton,
skating, ballet, jump rope, hula hoop, bicycle, campfire, surfing), holidays
(halloween, christmas, valentine, mochi, birthday, easter, tsukimi,
suikawari, taiko, teru teru bozu) and fantasy (fairy, bunny hood, slime,
cyber, magical girl, alien, jiangshi, tanuki, yuki-onna, little devil).

Manga, 50 more black-and-white girls: reactions (doki, stare, ufufu,
denial, fired up, panic, sigh, confused, shiver, poka poka), sports and
martial arts (boxing, fencing, volleyball, sprint, gymnast, baseball,
naginata, nunchaku, parkour, motorbike), school (library, flute,
calligraphy, science, hanko, transfer student, tug of war, sweeping, note
passing, yakisoba bread), home and town (claw machine, cooking, ironing,
bus stop, matcha, sewing, boxes, stray cat, foggy window, piggy bank) and
yokai and fantasy (tengu, kappa, rokurokubi, temari, alchemist, mummy, wolf
girl, medusa, genie, bard).

Co-Authored-By: Claude Opus 5.5 <noreply@anthropic.com>
This commit is contained in:
2026-10-23 11:39:30 +00:00
co-authored by Claude Opus 5.5
parent 56666ba0e3
commit c4dd37f62c
300 changed files with 6009 additions and 0 deletions
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// puzzled girl with fluffy curly light-tone hair tilting her head, finger on her cheek, question marks orbiting her head, one blink
import{createCanvas}from'@napi-rs/canvas'
const{sin,cos,PI,max,min}=Math,T=2*PI
export const frames=14,delay=110,rim=4
const LT=(()=>{const t=createCanvas(6,6),x=t.getContext('2d');x.fillStyle='#111';x.beginPath();x.arc(3,3,1.1,0,T);x.fill();return t})()
const toned=(c,path)=>{path();c.fillStyle='#fff';c.fill();c.fillStyle=c.createPattern(LT,'repeat');c.fill();path();c.stroke()}
// curls: scallops bulging outward around an ellipse from angle a0 to a1
const curls=(c,cx,cy,rx,ry,a0,a1,n,b)=>{for(let k=0;k<=n;k++){const a=a0+(a1-a0)*k/n,x=cx+rx*cos(a),y=cy+ry*sin(a)
if(!k){c.lineTo(x,y);continue}const m=a-(a1-a0)/n/2;c.quadraticCurveTo(cx+(rx+b)*cos(m),cy+(ry+b)*sin(m),x,y)}}
const qm=(c,x,y,s,a)=>{c.save();c.translate(x,y);c.rotate(a);c.scale(s,s);c.beginPath();c.moveTo(-9,-8);c.bezierCurveTo(-9,-22,12,-22,11,-9);c.bezierCurveTo(10,-1,1,0,1,8);for(const[l,st]of[[11,'#111'],[4.5,'#fff']])c.lineWidth=l,c.strokeStyle=st,c.stroke()
c.fillStyle='#fff';c.lineWidth=3;c.strokeStyle='#111';c.beginPath();c.arc(1,19,4.5,0,T);c.fill();c.stroke();c.restore()}
export default(c,t,i)=>{
const r=.17*sin(t*T),shut=i==8,P=(x,y)=>[128+(x-128)*cos(r)-(y-186)*sin(r),186+(x-128)*sin(r)+(y-186)*cos(r)]
const Q=[0,1,2].map(k=>{const a=t*T+k*T/3;return[128+86*cos(a),34+14*sin(a),.72+.22*sin(a),sin(a),.3*sin(a*2)]})
for(const q of Q)if(q[3]<0)qm(c,q[0],q[1],q[2],q[4])
c.lineWidth=6;c.fillStyle='#fff'
c.beginPath();c.moveTo(100,192);c.quadraticCurveTo(66,198,60,250);c.lineTo(196,250);c.quadraticCurveTo(190,198,156,192);c.closePath();c.fill();c.stroke()
c.lineWidth=4;c.fillStyle='#fff';for(const d of[-1,1])c.beginPath(),c.moveTo(128,196),c.lineTo(128+d*26,190),c.quadraticCurveTo(128+d*24,206,128+d*8,210),c.closePath(),c.fill(),c.stroke()
c.fillStyle='#fff';c.beginPath();c.rect(116,166,24,26);c.fill();c.lineWidth=5;c.beginPath();c.moveTo(116,168);c.lineTo(116,190);c.moveTo(140,168);c.lineTo(140,190);c.stroke()
c.save();c.translate(128,186);c.rotate(r);c.translate(-128,-186)
c.lineWidth=6;toned(c,()=>{c.beginPath();curls(c,128,110,70,62,PI*.7,PI*2.3,11,14);c.closePath()})
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[[103,-1],[153,1]]){const y=140
if(shut){c.lineWidth=5;c.beginPath();c.arc(x,y-4,11,.15*PI,.85*PI);c.stroke();continue}
c.fillStyle='#fff';c.beginPath();c.ellipse(x,y,12,15,0,0,T);c.fill()
c.fillStyle='#111';c.beginPath();c.ellipse(x+3,y+1,9,12,0,0,T);c.fill()
c.fillStyle='#fff';c.beginPath();c.arc(x,y-4,4.5,0,T);c.fill();c.beginPath();c.arc(x+6,y+6,2,0,T);c.fill()
c.lineWidth=6;c.beginPath();c.moveTo(x-14,y-7);c.quadraticCurveTo(x,y-18,x+14,y-7);c.moveTo(x+d*13,y-8);c.lineTo(x+d*19,y-12);c.stroke()}
c.lineWidth=3.5;c.beginPath();c.moveTo(94,116);c.quadraticCurveTo(104,110,114,116);c.moveTo(144,114);c.quadraticCurveTo(154,108,164,112);c.stroke()
c.lineWidth=2.2;for(const d of[-1,1])for(const k of[-5,0,5])c.beginPath(),c.moveTo(128+d*42+k-3,165),c.lineTo(128+d*42+k+3,158),c.stroke()
c.lineWidth=2.5;c.beginPath();c.moveTo(128,156);c.lineTo(127,159);c.stroke()
c.lineWidth=3.5;c.beginPath();c.moveTo(121,170);c.quadraticCurveTo(126,166,130,169);c.quadraticCurveTo(134,172,137,168);c.stroke()
c.lineWidth=6;toned(c,()=>{c.beginPath();c.moveTo(70,150);curls(c,128,104,60,58,PI*.9,PI*2.1,8,14);c.lineTo(186,150);c.quadraticCurveTo(184,124,176,112);curls(c,128,138,48,30,PI*1.9,PI*1.1,5,-12);c.quadraticCurveTo(72,124,70,150);c.closePath()})
c.strokeStyle='#fff';c.lineWidth=7;c.beginPath();c.arc(128,108,52,PI*1.28,PI*1.45);c.stroke();c.beginPath();c.arc(128,108,52,PI*1.55,PI*1.72);c.stroke();c.strokeStyle='#111'
c.fillStyle='#fff';c.lineWidth=4;c.beginPath();c.arc(176,82,8,0,T);c.fill();c.stroke();c.beginPath();c.arc(176,82,3,0,T);c.stroke()
c.restore()
const[hx,hy]=P(96,162)
for(const[l,s]of[[24,'#111'],[14,'#fff']])c.lineWidth=l,c.strokeStyle=s,c.beginPath(),c.moveTo(76,252),c.quadraticCurveTo(66,220,hx-12,hy+38),c.stroke()
c.save();c.translate(hx,hy);c.rotate(r+.35);c.strokeStyle='#111';c.fillStyle='#fff';c.lineWidth=4.5
c.beginPath();c.roundRect(-5,-4,10,30,5);c.fill();c.stroke();c.beginPath();c.ellipse(-6,32,15,13,.3,0,T);c.fill();c.stroke()
c.fillStyle='#fff';c.beginPath();c.roundRect(-3,8,6,14,3);c.fill();c.lineWidth=2.5;c.beginPath();c.moveTo(-16,28);c.quadraticCurveTo(-8,32,-2,28);c.moveTo(-18,36);c.quadraticCurveTo(-10,40,-2,36);c.stroke();c.restore()
for(const q of Q)if(q[3]>=0)qm(c,q[0],q[1],q[2],q[4])
}