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n=e.trumf?K.indexOf(e.trumf):0,r=e.bord.map(l=>({spiller:l.spiller,kort:B(l.kort)})),o=0;for(let l=0;l>>0)}function he(e,t,n){let{observator:r,budvinner:o,totalStikk:l,mål:i}=n,a=t.declLag[r]===!0,u=t.declLag.filter(Boolean).length,s=n.N-u;if(!a)return(l-e)/Math.max(1,s);if(n.meldingstype===\"tall\"){let f=e>=n.bud;return r===o?f?2*n.bud:-2*n.bud:f?n.bud:-n.bud}if(n.meldingstype===\"amerikaner\"){let f=e===l;return r===o?f?i/2:-i/2:f?i/4:-i/4}return e===l?i:-i}function yr(e,t){let n=(e.hender[t]??[]).map(V).sort().join(\"\"),r=e.bord.map(l=>l.spiller+V(l.kort)).join(\",\"),o=e.etterlyst?V(e.etterlyst):\"-\";return`${e.rundeNr}|${e.stikkSpilt}|${t}|${e.trumf}|${o}|${e.makkerAvslørt?1:0}|${n}|${r}`}function hr(e,t,n){let r=be(e,t),o=e.giving.antallStikk-e.stikkSpilt,l=Math.min(n.terskel??it,Math.max(1,o));return{signatur:yr(e,t),state:e,spiller:t,lovlige:r,kortInt:r.map(B),sumPoeng:new 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m=Pe(a,e.kortInt[k],e.terskel,e.nodeTak);r[k]=he(m,i,e.kontekst),(u?m>s:mf).sort((c,f)=>e.sumPoeng[f]-e.sumPoeng[c]).slice(0,3);e.dypKandidater=o;let l=e.state.giving.antallStikk-e.state.stikkSpilt,i=Math.min(Math.max(1,l),e.terskel+2),a=e.nodeTak===0?0:e.nodeTak*4,u=new Array(o.length),s=0;for(;Date.now()=t){k=!0;break}let y=Pe(f,e.kortInt[o[m]],i,a);u[m]=he(y,c,e.kontekst)}if(k)break;for(let m=0;m=3){let n=e.dypKandidater[0];for(let r of e.dypKandidater)e.dypSum[r]>e.dypSum[n]&&(n=r);return e.lovlige[n]}let t=0;for(let n=1;ne.sumPoeng[t]&&(t=n);return e.lovlige[t]}function Kr(e,t,n){let r=hr(e,t,n);if(r.fast)return{type:\"SPILL\",spiller:t,kort:r.fast};let o=n.tidsbudsjettMs??0;if(o>0)n.adaptivDybde?Sr(r,Date.now()+o):lt(r,Date.now()+o);else{let l=n.maksEval??pr,i=Math.max(6,Math.min(n.verdener??Ue,Math.floor(l/r.lovlige.length)));vr(r,i)}return{type:\"SPILL\",spiller:t,kort:Tr(r)}}function at(e,t,n,r,o,l,i){let a=new Set([...e,...t]),u=[];for(let m=0;m<52;m++)a.has(m)||u.push(m);for(let m=u.length-1;m>0;m--){let y=Math.floor(i()*(m+1)),T=u[m];u[m]=u[y],u[y]=T}let s=[];for(let m=0;m=0&&u.splice(f,1)}let k=0;for(let m of c)for(;s[m].length=u.length)return null;s[m].push(u[k++])}return s}function ut(e){let t={S:0,H:0,R:0,K:0};for(let n of e)t[n.farge]++;return t}function Er(e,t,n){let r=we(n),o=n.terskel??Math.min(it,7),l=Math.max(6,Math.floor((n.verdener??Ue)/2)),i=e.hender[t],a=i.map(B),u=e.vrak.map(B),s=e.antallSpillere,c=e.giving.antallStikk,f=e.giving.kortPerSpiller,k=e.melding.type===\"solo\",m=ut(i),y=K.slice().sort((d,b)=>m[b]-m[d]).slice(0,3),T=null;for(let d of y){let v=ze(e,d).sort((S,g)=>g.verdi-S.verdi).slice(0,2);if(k&&v.push(null),v.length!==0)for(let S of v){let g=S?B(S):null,E=0,p=0;for(let G=0;G0?E/p:-1/0;(!T||D>T.verdi)&&(T={trumf:d,etterlyst:S,verdi:D})}}if(!T){let d=y[0],b=k?null:ze(e,d).sort((v,S)=>S.verdi-v.verdi)[0]??null;return{type:\"VELG\",spiller:t,trumf:d,etterlyst:b}}return{type:\"VELG\",spiller:t,trumf:T.trumf,etterlyst:T.etterlyst}}function st(e,t,n){if(t===null||n)return null;for(let r=0;ri.farge!==t&&i.verdi<14).map(i=>({k:i,score:i.verdi+(r[i.farge]>3?20:0)})).sort((i,a)=>i.score-a.score).map(i=>i.k).slice(0,n);if(l.length!l.some(u=>W(u,a))).sort((a,u)=>a.verdi-u.verdi);for(let a of i){if(l.length>=n)break;l.push(a)}}return l}function Rr(e,t,n,r){let o=[],l=new Set,i=c=>{if(c.length!==n)return;let f=c.map(V).sort().join(\",\");l.has(f)||(l.add(f),o.push(c))},a=e.filter(c=>c.farge!==t).slice().sort((c,f)=>c.verdi-f.verdi);i(an(e,t,n,r)),i(a.slice(0,n)),i(a.filter(c=>c.verdi<14).slice(0,n));let u=K.slice().filter(c=>c!==t&&r[c]>0).sort((c,f)=>r[c]-r[f]),s=[];for(let c of u)for(let f of e.filter(k=>k.farge===c).sort((k,m)=>k.verdi-m.verdi))s.length=n)break;s.some(f=>W(f,c))||s.push(c)}return i(s.slice(0,n)),o.length===0&&i(e.slice().sort((c,f)=>c.verdi-f.verdi).slice(0,n)),o}function Ar(e,t,n){let r=we(n),o=n.terskel??it,l=Math.max(6,Math.floor((n.verdener??Ue)/2)),i=e.giving.talong,a=e.hender[t],u=e.antallSpillere,s=e.giving.antallStikk,c=e.giving.kortPerSpiller,f=ut(a);if(i===0)return{type:\"VRAK\",spiller:t,kort:[]};let k=K.slice().sort((y,T)=>f[T]-f[y]).slice(0,3),m=null;for(let y of k){let T=K.indexOf(y);for(let d of Rr(a,y,i,f)){let v=a.filter(L=>!d.some(R=>W(R,L))).map(B),S=d.map(B),g=new Set(v),E=new Set(S),p=null;for(let L=12;L>=0;L--){let R=T*13+L;if(!g.has(R)&&!E.has(R)){p=R;break}}let D=0,G=0;for(let L=0;L0?D/G:-1/0;(!m||P>m.verdi)&&(m={vrak:d,verdi:P})}}return m?{type:\"VRAK\",spiller:t,kort:m.vrak}:{type:\"VRAK\",spiller:t,kort:an(a,k[0],i,f)}}function Ir(e,t,n){let r=we(n),o=n.budTerskel??6,l=Math.max(6,Math.floor((n.verdener??Ue)/2)),a=e.hender[t].map(B),u=e.antallSpillere,s=e.giving.antallStikk,c=e.giving.kortPerSpiller,f=e.giving.talong,k=[];for(let m=0;m0;A--){let Y=Math.floor(r()*(A+1)),jn=T[A];T[A]=T[Y],T[Y]=jn}let d=T.slice(0,f),b=a.concat(d),v=b.map(rt),S=ut(v),g=K.slice().sort((A,Y)=>S[Y]-S[A])[0],E=b.map(A=>({c:A,k:rt(A)})).sort((A,Y)=>rn(A.k,g,S)-rn(Y.k,g,S)).slice(f).map(A=>A.c),p=new Set(E),D=b.filter(A=>!p.has(A)),G=K.indexOf(g),P=new Set(D),L=null;for(let A=12;A>=0;A--){let Y=G*13+A;if(!p.has(Y)&&!P.has(Y)){L=Y;break}}let R=at(E,D,L,u,c,t,r);if(!R)continue;let Z=st(R,L,!1),J=new Array(u).fill(!1);J[t]=!0,Z!==null&&(J[Z]=!0);let Xe=De({N:u,trump:G,declLag:J,hender:R,iTur:t,totalStikk:s},o,n.nodeTak??Ve);k.push(Xe)}return k}function rn(e,t,n){return e.farge===t?100+e.verdi:e.verdi===14?90:e.verdi+(n[e.farge]>3?15:0)}function Lr(e,t,n){if(_(e).fase!==\"BUDRUNDE\")throw new Error(\"ikke budrunde\");let o=e.budrunde.høyeste?.bud??null,l=e.giving.antallStikk,i=Ir(e,t,n);if(i.length===0)return{type:\"BUD\",spiller:t,bud:U};let a=e.regler.målPoeng,u=n.budDiskonto??1,s=i.map(b=>b-u),c=s.length,f=b=>s.filter(v=>v>=b).length/c,k=b=>i.filter(v=>v>=b).length/c,m=b=>b===I?2e3:b===M?1e3:typeof b==\"number\"?b:0,y=o===null?0:m(o),T=U,d=0;for(let b=me;b<=l;b++){if(b<=y)continue;let v=2*b*(2*f(b)-1);v>d&&(d=v,T=b)}if(m(M)>y){let b=k(l),v=a/2*(2*b-1);b>=.85&&v>d&&(d=v,T=M)}return m(I)>y&&k(l)>=.99&&a>d&&(T=I),{type:\"BUD\",spiller:t,bud:T}}function dt(e,t={}){let n=e.iTur;switch(e.fase){case\"BUDRUNDE\":return Lr(e,n,t);case\"VRAK\":return Ar(e,e.budvinner,t);case\"VELG\":return Er(e,e.budvinner,t);case\"SPILL\":return Kr(e,n,t);case\"RUNDE_SLUTT\":return{type:\"NESTE\"};case\"FERDIG\":throw new Error(\"Kampen er ferdig\")}}function un(e,t){return e+1+t}function sn(e){let t=JSON.parse(e);if(typeof t.antallInn!=\"number\"||typeof t.antallUt!=\"number\"||!Array.isArray(t.noder)||!Array.isArray(t.koblinger))throw new Error(\"Ugyldig genom-JSON\");return t}var Fe=class{antallInn;antallUt;nodeIdx=new Map;innkommende;utIdx;antallNoder;pass;a;b;constructor(t,n=8){this.antallInn=t.antallInn,this.antallUt=t.antallUt;let r=0;for(let i=0;ii.type===\"ut\"||i.type===\"skjult\").sort((i,a)=>i.id-a.id);for(let i of o)this.nodeIdx.has(i.id)||this.nodeIdx.set(i.id,r++);this.antallNoder=r,this.innkommende=Array.from({length:this.antallNoder},()=>[]);for(let i of t.koblinger){if(!i.aktiv)continue;let a=this.nodeIdx.get(i.inn),u=this.nodeIdx.get(i.ut);a===void 0||u===void 0||uf>8?8:f<-8?-8:f;for(let f of this.innkommende[i]){let k=f.gen.vekt;if(f.gen.vekt=c(k+r*s*l[f.fraIdx]),o>=2){let m=f.fraIdx,y=l[m],T=s*k*(1-y*y);if(T!==0)for(let d of this.innkommende[m])d.gen.vekt=c(d.gen.vekt+r*.5*T*l[d.fraIdx])}}return u}};function F(e){return K.indexOf(e.farge)*13+(e.verdi-2)}var ft=0,ct=52,Mr=104,Nr=156,xr=160,dn=164,Dr=168,Pr=169,Br=170,Gr=171,Ur=172,wr=176,Vr=180,Fr=183,$r=184,_r=185,jr=186,Or=190,Hr=191,Cr=192,Jr=193,Yr=194,Wr=198,qr=199,Xr=200,Zr=201,mt=253,kt=265,fn=269,bt=273,kn=274,zr=275,bn=276,gn=280,cn=281,Qr=282,eo=283,to=284,pn=285,gt=286,yn=290,no=291,hn=292,vn=293,ro=294,oo=295,Sn=296,lo=297,io=[\"BUD\",\"VRAK\",\"VELG\",\"SPILL\"],pl={hånd:[ft,ft+52],historikk:[ct,ct+52],renons:[mt,mt+12],bossTelling:[kt,bt+1],taktikk:[kn,bn+4],lagspill:[gn,pn+1],budhistorikk:[gt,gt+4],lagstikk:[yn,hn+1],trumfkontroll:[vn,Sn+1]},_e=0,Tn=1,Kn=2,je=3,En=4,Q=8,ae=60,ue=61,pt=62;function yt(e,t,n,r){let o=new Array(lo).fill(0),l=e.deg,i=e.antallKort.length,a=d=>((d-l)%i+i)%i;for(let d of e.dinHånd)o[ft+F(d)]=1,o[dn+K.indexOf(d.farge)]=Math.min(1,(o[dn+K.indexOf(d.farge)]*8+1)/8);let u=new Set;for(let d of e.historikk)for(let b of d.kort)u.add(F(b.kort));for(let d of e.bord)u.add(F(d.kort)),o[Mr+F(d.kort)]=1;for(let d of e.dittVrak)u.add(F(d));for(let d of u)o[ct+d]=1;e.trumf!==null&&(o[Nr+K.indexOf(e.trumf)]=1),o[xr+io.indexOf(t)]=1;let s=e.budrunde.høyeste;s!==null&&(typeof s.bud==\"number\"?o[Dr]=s.bud/n:s.bud===\"AMERIKANER\"?o[Pr]=1:o[Br]=1,s.spiller===l&&(o[Gr]=1));for(let d=0;d0&&(o[Yr+a(e.bord[0].spiller)]=1),o[Wr]=$e((e.totalPoeng[l]??0)/r);let c=-1/0;for(let d=0;dp.farge===e.etterlyst.farge&&p.verdi===e.etterlyst.verdi),v=e.makker===l||b&&!d,S=e.melding.type===\"solo\"||e.etterlyst===null;if(v&&(o[gn]=1),d||v?o[cn]=1:o[Qr]=1,v){f.add(e.budvinner);for(let p=0;p0?[...e.historikk,{kort:e.bord,vinner:-1}]:e.historikk;for(let d of m){if(d.kort.length===0)continue;let b=d.kort[0].kort.farge;for(let v of d.kort)if(v.kort.farge!==b){let S=a(v.spiller);S>0&&(o[mt+(S-1)*4+K.indexOf(b)]=1)}}let y={S:0,H:0,R:0,K:0},T={S:0,H:0,R:0,K:0};for(let d of e.dinHånd)T[d.farge]++,d.verdi>y[d.farge]&&(y[d.farge]=d.verdi);for(let d=0;d<4;d++){let b=K[d],v=0,S=0;for(let g=14;g>=2;g--)u.has(d*13+(g-2))?v++:S===0&&g!==y[b]&&!ao(e.dinHånd,b,g)&&(S=g);o[kt+d]=(13-v-T[b])/13,y[b]>0&&y[b]>S&&(o[fn+d]=1)}if(e.trumf!==null){let d=K.indexOf(e.trumf);o[bt]=o[kt+d]}if(e.bord.length>0&&e.trumf!==null){let d=e.trumf,b=e.bord[0].kort.farge,v=e.bord[0];for(let g of e.bord)mn(g.kort,v.kort,d,b)&&(v=g);o[bn+a(v.spiller)]=1,v.kort.farge===d&&(o[kn]=1),f.has(v.spiller)&&(o[no]=1),k.has(v.spiller)&&(o[hn]=1),(e.lovligeKort.length>0?e.lovligeKort:e.dinHånd).some(g=>mn(g,v.kort,d,b))&&(o[zr]=1)}if(e.trumf!==null){let d=e.trumf,b=K.indexOf(d);if(o[vn]=$e(T[d]/n),o[fn+b]===1&&(o[oo]=1),o[cn]===1&&o[bt]>0&&(o[Sn]=1),e.bord.length>0){let v=e.bord[0].kort.farge,S=!e.dinHånd.some(g=>g.farge===v);v!==d&&S&&T[d]>0&&(o[ro]=1)}}return o}function ao(e,t,n){return e.some(r=>r.farge===t&&r.verdi===n)}function mn(e,t,n,r){let o=e.farge===n,l=t.farge===n;return o!==l?o:o?e.verdi>t.verdi:e.farge!==r?!1:t.farge!==r?!0:e.verdi>t.verdi}function $e(e){return e<0?0:e>1?1:e}var uo=.6,so=.8,fo=.05,Oe=class{genom;nett;læringsrate;estimater=new Map;constructor(t,n={}){this.genom=t,this.nett=new Fe(t),this.læringsrate=n.læringsrate??fo}lærAvKontrakt(t,n,r=0){if(this.læringsrate<=0)return;let o=this.estimater.get(t);if(o===void 0)return;this.nett.aktiver(o.inn);let l=2*n/o.antallStikk-1;this.nett.kalibrerUtgang(_e,l,this.læringsrate);let i=this.nett.lesUtgang(ae);this.nett.kalibrerUtgang(ae,l,this.læringsrate*(la?.8:.2)),this.nett.kalibrerUtgang(pt,2*r/o.antallStikk-1,this.læringsrate);let u=this.nett.lesUtgang(je),s=Math.max(-1,Math.min(1,u+(n-o.bud)/2));this.nett.kalibrerUtgang(je,s,this.læringsrate)}nyKamp(){this.estimater.clear()}estimatFor(t){return this.estimater.get(t)}velgHandling(t){let n=_(t);switch(n.fase){case\"BUDRUNDE\":return this.velgBud(t,n.spiller,n.bud);case\"VRAK\":return this.velgVrak(t,n.spiller,n.antall);case\"VELG\":return this.velgTrumf(t,n.spiller,n.måEtterlyse);case\"SPILL\":return this.velgKort(t,n.spiller,n.kort);case\"RUNDE_SLUTT\":return{type:\"NESTE\"};case\"FERDIG\":throw new Error(\"Kampen er ferdig\")}}evaluer(t,n,r){let o=et(t,n),l=yt(o,r,t.giving.antallStikk,t.regler.målPoeng);return this.nett.aktiver(l)}velgBud(t,n,r){let o=et(t,n),l=yt(o,\"BUD\",t.giving.antallStikk,t.regler.målPoeng),i=this.nett.aktiver(l),a=t.giving.antallStikk,u=t.regler.målPoeng,s=S=>(S+1)/2*a,[c,f,k]=[s(i[ae]),s(i[_e]),s(i[ue])].sort((S,g)=>S-g),m=i[je],y=S=>{let g;return S<=c?g=.8+(c-S)*.05:S<=f?g=f===c?.65:.8-.3*(S-c)/(f-c):S<=k?g=k===f?.35:.5-.3*(S-f)/(k-f):g=.2-(S-k)*.1,Math.max(0,Math.min(1,g))},T=S=>{if(S!==U){let g=typeof S==\"number\"?S:a;this.estimater.set(t.rundeNr,{xt:f,bud:g,inn:l,antallStikk:a})}return{type:\"BUD\",spiller:n,bud:S}},d=U,b=0;for(let S of r){if(typeof S!=\"number\")continue;let g=2*S*(2*y(S)-1)+m*2;g>b&&(b=g,d=S)}let v=y(a);if(r.includes(M)&&i[Tn]>uo&&k>=a-1){let S=u/2*(2*v-1);S>b&&(b=S,d=M)}if(r.includes(I)&&i[Kn]>so&&c>=a-.5){let S=u*(2*v-1);S>b&&(b=S,d=I)}return T(d)}velgVrak(t,n,r){let o=this.evaluer(t,n,\"VRAK\"),i=t.hender[n].slice().sort((a,u)=>o[Q+F(a)]-o[Q+F(u)]);return{type:\"VRAK\",spiller:n,kort:i.slice(0,r)}}velgTrumf(t,n,r){let o=this.evaluer(t,n,\"VELG\"),l=t.hender[n],i=t.vrak,a=k=>{let m=new Set;for(let T of l)T.farge===k&&m.add(T.verdi);for(let T of i)T.farge===k&&m.add(T.verdi);let y=[];for(let T=14;T>=2;T--)m.has(T)||y.push({farge:k,verdi:T});return y},u=K.map((k,m)=>({farge:k,score:o[En+m]})).sort((k,m)=>m.score-k.score),s=u[0].farge;if(r){for(let k of u)if(a(k.farge).length>0){s=k.farge;break}}let c=a(s),f=null;if(c.length>0){let k=c[0],m=-1/0;for(let y of c){let T=o[Q+F(y)];T>m&&(m=T,k=y)}f=r||m>0?k:null}return{type:\"VELG\",spiller:n,trumf:s,etterlyst:f}}søkbar=!0;lærSpill(t,n,r,o){o<=0||(this.evaluer(t,n,\"SPILL\"),this.nett.kalibrerUtgang(Q+F(r),.9,o,2))}lærBudFasit(t,n,r,o,l){if(l<=0)return;this.evaluer(t,n,\"BUD\");let i=t.giving.antallStikk,a=2*r/i-1;this.nett.kalibrerUtgang(_e,a,l,2);let u=this.nett.lesUtgang(ae);this.nett.kalibrerUtgang(ae,a,l*(as?.8:.2)),this.nett.kalibrerUtgang(pt,2*o/i-1,l)}rangerKort(t,n,r){let o=this.evaluer(t,n,\"SPILL\");return[...r].sort((l,i)=>o[Q+F(i)]-o[Q+F(l)])}velgKort(t,n,r){if(r.length===1)return{type:\"SPILL\",spiller:n,kort:r[0]};let o=this.evaluer(t,n,\"SPILL\"),l=r[0],i=-1/0;for(let a of r){let u=o[Q+F(a)];u>i&&(i=u,l=a)}return{type:\"SPILL\",spiller:n,kort:l}}};var Rn=Math.fround;function co(e,t,n){let r=new Float32Array(e.ut);for(let o=0;o{if(n+4>e.byteLength)throw new Error(\"nevrovekter: uventet slutt\");let a=t.getInt32(n,!0);return n+=4,a},o=a=>{if(n+a*4>e.byteLength)throw new Error(\"nevrovekter: uventet slutt\");let u=new Float32Array(a);for(let s=0;se.melding?.type===\"amerikaner\",Mn=e=>e.melding?.type===\"solo\";function ht(e,t){let n=e.regler.målPoeng;return Math.min(e.totalPoeng[t]??0,n)/n}function vt(e,t){let n=e.regler.målPoeng,r=0;for(let o=0;o<4;o++)o!==t&&(r=Math.max(r,e.totalPoeng[o]??0));return Math.min(r,n)/n}function Nn(e,t,n){let r=new Float32Array(bo);Se(r,0,e.hender[t]??[]);let o=0;for(let i of n)typeof i==\"number\"&&(o===0||i0?1:0,r[62]=e.giving.kortPerSpiller/13,r[63]=1,r}function xn(e,t){let n=new Float32Array(go);Se(n,0,e.hender[t]??[]);let r=e.budrunde.høyeste?.bud;return typeof r==\"number\"&&(n[52]=r/13),n[53]=Ln(e)?1:0,n[54]=ht(e,t),n[55]=vt(e,t),n[56]=e.giving.kortPerSpiller/13,n[57]=1,n[58]=Mn(e)?1:0,n}function Dn(e,t){let n=new Float32Array(po),r=vo(e);if(Se(n,0,e.hender[t]??[]),Se(n,52,r),Se(n,104,e.bord.map(a=>a.kort)),e.etterlyst!==null){let a=e.etterlyst;r.some(s=>s.farge===a.farge&&s.verdi===a.verdi)||(n[156+se(a)]=1)}e.budvinner!==null&&(n[208+ve(t,e.budvinner)]=1);let o=e.bord.length>0?e.bord[0].spiller:e.iTur??t;n[212+ve(t,o)]=1,e.makkerAvslørt&&e.makker!==null?n[216+ve(t,e.makker)]=1:e.makker===t&&(n[216]=1),e.trumf!==null?n[220+In(e.trumf)]=1:n[224]=1;let l=e.budrunde.høyeste?.bud;typeof l==\"number\"&&(n[225]=l/13),n[226]=Ln(e)?1:0,n[227]=t===e.budvinner||e.makker===t?1:0,n[228]=e.stikkSpilt/Math.max(1,e.giving.kortPerSpiller),n[229]=(e.stikkVunnet[t]??0)/13;let i=e.budvinner!==null?e.stikkVunnet[e.budvinner]??0:0;e.makkerAvslørt&&e.makker!==null&&(i+=e.stikkVunnet[e.makker]??0),n[230]=i/13,n[231]=ht(e,t),n[232]=vt(e,t);for(let a=0;a<4;a++)n[233+ve(t,a)]=(e.stikkVunnet[a]??0)/13;return n[237]=Mn(e)?1:0,n}function So(e,t){let n=0,r=e.filter(o=>o.farge===t);n+=r.length*.55,r.length>3&&(n+=(r.length-3)*.4);for(let o of e){let l=e.filter(i=>i.farge===o.farge).length;o.verdi===14?n+=o.farge===t?1:.9:o.verdi===13?n+=l>=2?.65:.3:o.verdi===12&&(n+=l>=3?.35:.15)}for(let o of K){if(o===t)continue;let l=e.filter(i=>i.farge===o).length;l===0&&(n+=Math.min(2,r.length)*.45),l===1&&(n+=.3)}return n}function To(e){let t={farge:\"S\",estimat:-1};for(let n of K){let r=So(e,n);r>t.estimat&&(t={farge:n,estimat:r})}return t}function St(e,t){let n=new Set;for(let o of 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e.text()}).then(e=>An(e)).catch(e=>{throw Tt=null,e}),Tt}function Io(e){switch(e.type){case\"BUD\":return{type:\"BUD\",spiller:e.spiller,bud:e.bud};case\"VRAK\":return{type:\"VRAK\",spiller:e.spiller,kort:e.kort.map(V)};case\"VELG\":return{type:\"VELG\",spiller:e.spiller,trumf:e.trumf,etterlyst:e.etterlyst?V(e.etterlyst):null};case\"SPILL\":return{type:\"SPILL\",spiller:e.spiller,kort:V(e.kort)};case\"NESTE\":throw new Error(\"NESTE sendes aldri til broen\")}}var Et=Promise.resolve();async function Rt(e){return await(await fetch(Eo,{method:\"POST\",headers:{\"content-type\":\"application/json\"},body:JSON.stringify(e)})).json()}function Re(e){let t=Et.then(()=>Rt(e));return Et=t.catch(()=>{}),t}function Gn(){return{type:\"rundeStart\",hender:h.hender.map(e=>e.map(V)),talong:h.talong.map(V),foersteBudgiver:h.iTur}}function Lo(e){let t=e.spiller;switch(e.type){case\"BUD\":return{type:\"BUD\",spiller:t,bud:e.bud};case\"VRAK\":return{type:\"VRAK\",spiller:t,kort:e.kort.map(Me)};case\"VELG\":return{type:\"VELG\",spiller:t,trumf:e.trumf,etterlyst:e.etterlyst==null?null:Me(e.etterlyst)};default:return{type:\"SPILL\",spiller:t,kort:Me(e.kort)}}}function Mo(e,t){if(x===\"MesterAI\"){e.type!==\"NESTE\"&&Re({type:\"handling\",handling:Io(e)});for(let n of t)n.type===\"NY_RUNDE\"&&Re(Gn())}}var w=[\"Du\",\"Vest 🤖\",\"Nord 🤖\",\"Øst 🤖\"],fe={RASK:{navn:\"Rask (~1 s per trekk)\",spill:{verdener:12,terskel:6,maksEval:240,tidsbudsjettMs:900},øvrig:{verdener:12,terskel:6,maksEval:240}},STERK:{navn:\"Sterk (~3 s per trekk)\",spill:{verdener:60,terskel:7,nodeTak:12e5,tidsbudsjettMs:2800,adaptivDybde:!0},øvrig:{verdener:20,terskel:6,budTerskel:6,nodeTak:8e5}},MAKS:{navn:\"MAKS (~5 s per trekk, 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l=No++;Ee.set(l,r),n.postMessage({type:\"beslutt\",id:l,state:e,maksMs:t.spill.tidsbudsjettMs??5e3}),setTimeout(()=>{Ee.has(l)&&(Ee.delete(l),o(new Error(\"tidsavbrudd\")))},45e3)})}catch{return dt(e,{...fe.RASK.spill,frø:Math.random()*1e9>>>0})}}var Po={PIMC:\"PIMC – solveren (vanskeligst)\",Nevro:\"NevroHjerne – appens nevronett 🧠\",C4:\"C4 – evolusjonsnettet\",D1:\"D1 – gradientnettet\",MesterAI:\"MesterAI – appens mester 🏆\"},Bo=()=>Ko?[\"PIMC\",\"Nevro\",\"C4\",\"D1\",\"MesterAI\"]:[\"PIMC\",\"Nevro\",\"C4\",\"D1\"],x=\"PIMC\",de=null,oe={S:\"♠\",H:\"♥\",R:\"♦\",K:\"♣\"},Mt={S:\"spar\",H:\"hjerter\",R:\"ruter\",K:\"kløver\"},It={S:\"#1a1a1a\",H:\"#d32f2f\",R:\"#1565c0\",K:\"#2e7d32\"},qe=e=>e===14?\"A\":e===13?\"K\":e===12?\"D\":e===11?\"J\":String(e),h,Vn=\"\",Fn=\"\",j=!1,Le=0,H=[],Ae=null,O=!1,$=document.getElementById(\"app\"),Go=document.getElementById(\"oppleser\");function Te(e){Go.textContent=e}function ee(e,t){let n={spillId:Vn,navn:`${Fn} vs ${x}${x===\"PIMC\"?`/${re}`:\"\"}`,type:e,data:t,tid:new Date().toISOString()};try{let r=JSON.parse(localStorage.getItem(\"amerikaneren-logg\")??\"[]\");r.push(n),localStorage.setItem(\"amerikaneren-logg\",JSON.stringify(r.slice(-500)))}catch{}fetch(Ie,{method:\"POST\",headers:{\"content-type\":\"application/json\"},body:JSON.stringify(n),keepalive:!0}).catch(()=>{})}var Uo=e=>`${oe[e.farge]}${qe(e.verdi)}`,Nt=e=>`${Mt[e.farge]} ${qe(e.verdi)}`;async function Pn(e){if(Fn=e||\"familien\",Vn=Math.random().toString(36).slice(2,10),de=null,x===\"Nevro\"){$.innerHTML='

Laster appens nevronett…

';try{let t=await Ao();de=[1,2,3].map(n=>new Je(n,t))}catch{$.innerHTML=`

Klarte ikke laste nevronettet 😕

`,document.getElementById(\"tilbake\").onclick=()=>le();return}}else if(x===\"C4\"||x===\"D1\"){$.innerHTML=`

Laster ${x}-nettet…

`;try{let t=await fetch(Ie+x.toLowerCase()+\".json\"),n=sn(await t.text());de=[1,2,3].map(()=>new Oe(structuredClone(n),{læringsrate:0}))}catch{$.innerHTML=`

Klarte ikke laste ${x}-nettet 😕

`,document.getElementById(\"tilbake\").onclick=()=>le();return}}else if(x===\"MesterAI\"){$.innerHTML='

Kobler til MesterAI…

';try{await Rt({type:\"helse\"}).catch(()=>Rt({type:\"init\",mesterSeter:[]}))}catch{$.innerHTML=`

Fikk ikke kontakt med MesterAI 😕

Er broen startet på laptopen? (arena/mesterai-bro.ts)

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Velg trumffarge

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\n \n

Resultatene er lagret. Se innsamlede data

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Xe(e,e.budvinner,r);case\"SPILL\":return Ce(e,n,r);case\"RUNDE_SLUTT\":return{type:\"NESTE\"};case\"FERDIG\":throw new Error(\"Kampen er ferdig\")}}self.onmessage=e=>{let{id:r,state:n,opts:t}=e.data;try{let l=Ge(n,t);self.postMessage({id:r,handling:l})}catch(l){self.postMessage({id:r,feil:String(l)})}};})();\n",[166],"1cc0fb75-3048-44f5-98ec-4b8f807b0851","nevro-vekter.txt","cc110b80-8839-11f1-831a-1607ee4eb77e",32,["D",1784991723947],"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",[173],"f0c01467-42d6-4b72-9cf7-6c78756c500b","main.ts",33,["D",1784991740914],11,"http","/**\n * Datainnsamling for «Amerikaneren mot PIMC» (familietesting via nettsiden).\n *\n * POST / {spillId, navn, type, data} → lagres i SQLite\n * GET /?format=json alle hendelser som JSON (nyeste først)\n * GET / enkel HTML-oversikt\n */\nimport { sqlite } from \"https://esm.town/v/std/sqlite/main.ts\";\n\nconst CORS = {\n \"Access-Control-Allow-Origin\": \"*\",\n \"Access-Control-Allow-Methods\": \"GET,POST,OPTIONS\",\n \"Access-Control-Allow-Headers\": \"content-type\",\n};\n\nawait sqlite.execute(`CREATE TABLE IF NOT EXISTS hendelser (\n id INTEGER PRIMARY KEY AUTOINCREMENT,\n tid TEXT NOT NULL,\n spill_id TEXT NOT NULL,\n navn TEXT,\n type TEXT NOT NULL,\n data TEXT NOT NULL\n)`);\n\nexport default async function (req: Request): Promise {\n if (req.method === \"OPTIONS\") return new Response(null, { headers: CORS });\n const url = new URL(req.url);\n\n // Statiske spillfiler (lastes av Vercel-siden): bundelen + bot-genomene.\n const FILER: Record = {\n \"/app.js\": [\"/app7.js.txt\", \"text/javascript; charset=utf-8\"],\n \"/worker.js\": [\"/worker3.js.txt\", \"text/javascript; charset=utf-8\"],\n \"/c4.json\": [\"/c4-genom-v4.txt\", \"application/json; charset=utf-8\"],\n \"/d1.json\": [\"/d1-genom-v4.txt\", \"application/json; charset=utf-8\"],\n // Appens innebygde nevronett (NevroHjerne), base64 av Int32/Float32-LE.\n // Hentes ut av NevroVekter.swift med arena/hent-nevrovekter.ts.\n \"/nevro.b64\": [\"/nevro-vekter.txt\", \"text/plain; charset=utf-8\"],\n };\n const fil = FILER[url.pathname];\n if (fil) {\n const { readFile } = await import(\"https://esm.town/v/std/utils/index.ts\");\n const innhold = await readFile(fil[0], import.meta.url);\n return new Response(innhold, {\n headers: { \"content-type\": fil[1], \"cache-control\": \"public, max-age=60\", ...CORS },\n });\n }\n\n if (req.method === \"POST\") {\n try {\n const b = await req.json();\n await sqlite.execute({\n sql: \"INSERT INTO hendelser (tid, spill_id, navn, type, data) VALUES (?,?,?,?,?)\",\n args: [\n new Date().toISOString(),\n String(b.spillId ?? \"\"),\n String(b.navn ?? \"\"),\n String(b.type ?? \"\"),\n JSON.stringify(b.data ?? {}),\n ],\n });\n return Response.json({ ok: true }, { headers: CORS });\n } catch (e) {\n return Response.json({ ok: false, feil: String(e) }, { status: 400, headers: CORS });\n }\n }\n\n const res = await sqlite.execute(\"SELECT id, tid, spill_id, navn, type, data FROM hendelser ORDER BY id DESC LIMIT 1000\");\n const rader = res.rows.map((r: unknown[]) => ({\n id: r[0], tid: r[1], spillId: r[2], navn: r[3], type: r[4],\n data: (() => { try { return JSON.parse(String(r[5])); } catch { return r[5]; } })(),\n }));\n\n if (url.searchParams.get(\"format\") === \"json\") {\n return Response.json(rader, { headers: CORS });\n }\n\n const esc = (s: unknown) => String(s).replace(/[<>&]/g, (c) => ({ \"<\": \"<\", \">\": \">\", \"&\": \"&\" }[c]!));\n const html = `\nAmerikaneren-data\n\n

Amerikaneren-data (${rader.length} hendelser)

Som JSON

\n\n${rader.map((r) => ``).join(\"\")}\n

Tid	Spill	Navn	Type	Data
${esc(r.tid)}	${esc(r.spillId).slice(0, 8)}	${esc(r.navn)}	${esc(r.type)}	`${esc(JSON.stringify(r.data))}`

`;\n return new Response(html, { headers: { \"content-type\": \"text/html; charset=utf-8\", ...CORS } 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m=Ae(a,e.kortInt[k],e.terskel,e.nodeTak);r[k]=be(m,i,e.kontekst),(s?m>f:md).sort((c,d)=>e.sumPoeng[d]-e.sumPoeng[c]).slice(0,3);e.dypKandidater=l;let o=e.state.giving.antallStikk-e.state.stikkSpilt,i=Math.min(Math.max(1,o),e.terskel+2),a=e.nodeTak===0?0:e.nodeTak*4,s=new Array(l.length),f=0;for(;Date.now()=n){k=!0;break}let y=Ae(d,e.kortInt[l[m]],i,a);s[m]=be(y,c,e.kontekst)}if(k)break;for(let m=0;m=3){let t=e.dypKandidater[0];for(let r of e.dypKandidater)e.dypSum[r]>e.dypSum[t]&&(t=r);return e.lovlige[t]}let n=0;for(let t=1;te.sumPoeng[n]&&(n=t);return e.lovlige[n]}function er(e,n,t){let r=Xt(e,n,t);if(r.fast)return{type:\"SPILL\",spiller:n,kort:r.fast};let l=t.tidsbudsjettMs??0;if(l>0)t.adaptivDybde?zt(r,Date.now()+l):Xe(r,Date.now()+l);else{let o=t.maksEval??qt,i=Math.max(6,Math.min(t.verdener??Ne,Math.floor(o/r.lovlige.length)));Zt(r,i)}return{type:\"SPILL\",spiller:n,kort:Qt(r)}}function ze(e,n,t,r,l,o,i){let a=new Set([...e,...n]),s=[];for(let m=0;m<52;m++)a.has(m)||s.push(m);for(let m=s.length-1;m>0;m--){let y=Math.floor(i()*(m+1)),S=s[m];s[m]=s[y],s[y]=S}let f=[];for(let m=0;m=0&&s.splice(d,1)}let k=0;for(let m of c)for(;f[m].length=s.length)return null;f[m].push(s[k++])}return f}function Qe(e){let n={S:0,H:0,R:0,K:0};for(let t of e)n[t.farge]++;return n}function nr(e,n,t){let r=xe(t),l=t.terskel??Math.min(Ze,7),o=Math.max(6,Math.floor((t.verdener??Ne)/2)),i=e.hender[n],a=i.map(D),s=e.vrak.map(D),f=e.antallSpillere,c=e.giving.antallStikk,d=e.giving.kortPerSpiller,k=e.melding.type===\"solo\",m=Qe(i),y=R.slice().sort((u,b)=>m[b]-m[u]).slice(0,3),S=null;for(let u of y){let h=je(e,u).sort((v,g)=>g.verdi-v.verdi).slice(0,2);if(k&&h.push(null),h.length!==0)for(let v of h){let g=v?D(v):null,K=0,p=0;for(let P=0;P0?K/p:-1/0;(!S||L>S.verdi)&&(S={trumf:u,etterlyst:v,verdi:L})}}if(!S){let u=y[0],b=k?null:je(e,u).sort((h,v)=>v.verdi-h.verdi)[0]??null;return{type:\"VELG\",spiller:n,trumf:u,etterlyst:b}}return{type:\"VELG\",spiller:n,trumf:S.trumf,etterlyst:S.etterlyst}}function en(e,n,t){if(n===null||t)return null;for(let r=0;ri.farge!==n&&i.verdi<14).map(i=>({k:i,score:i.verdi+(r[i.farge]>3?20:0)})).sort((i,a)=>i.score-a.score).map(i=>i.k).slice(0,t);if(o.length!o.some(s=>C(s,a))).sort((a,s)=>a.verdi-s.verdi);for(let a of i){if(o.length>=t)break;o.push(a)}}return o}function tr(e,n,t,r){let l=[],o=new Set,i=c=>{if(c.length!==t)return;let d=c.map(Z).sort().join(\",\");o.has(d)||(o.add(d),l.push(c))},a=e.filter(c=>c.farge!==n).slice().sort((c,d)=>c.verdi-d.verdi);i(Hn(e,n,t,r)),i(a.slice(0,t)),i(a.filter(c=>c.verdi<14).slice(0,t));let s=R.slice().filter(c=>c!==n&&r[c]>0).sort((c,d)=>r[c]-r[d]),f=[];for(let c of s)for(let d of e.filter(k=>k.farge===c).sort((k,m)=>k.verdi-m.verdi))f.length=t)break;f.some(d=>C(d,c))||f.push(c)}return i(f.slice(0,t)),l.length===0&&i(e.slice().sort((c,d)=>c.verdi-d.verdi).slice(0,t)),l}function rr(e,n,t){let r=xe(t),l=t.terskel??Ze,o=Math.max(6,Math.floor((t.verdener??Ne)/2)),i=e.giving.talong,a=e.hender[n],s=e.antallSpillere,f=e.giving.antallStikk,c=e.giving.kortPerSpiller,d=Qe(a);if(i===0)return{type:\"VRAK\",spiller:n,kort:[]};let k=R.slice().sort((y,S)=>d[S]-d[y]).slice(0,3),m=null;for(let y of k){let S=R.indexOf(y);for(let u of tr(a,y,i,d)){let h=a.filter(A=>!u.some(E=>C(E,A))).map(D),v=u.map(D),g=new Set(h),K=new Set(v),p=null;for(let A=12;A>=0;A--){let E=S*13+A;if(!g.has(E)&&!K.has(E)){p=E;break}}let L=0,P=0;for(let A=0;A0?L/P:-1/0;(!m||N>m.verdi)&&(m={vrak:u,verdi:N})}}return m?{type:\"VRAK\",spiller:n,kort:m.vrak}:{type:\"VRAK\",spiller:n,kort:Hn(a,k[0],i,d)}}function lr(e,n,t){let r=xe(t),l=t.budTerskel??6,o=Math.max(6,Math.floor((t.verdener??Ne)/2)),a=e.hender[n].map(D),s=e.antallSpillere,f=e.giving.antallStikk,c=e.giving.kortPerSpiller,d=e.giving.talong,k=[];for(let m=0;m0;I--){let H=Math.floor(r()*(I+1)),ht=S[I];S[I]=S[H],S[H]=ht}let u=S.slice(0,d),b=a.concat(u),h=b.map(qe),v=Qe(h),g=R.slice().sort((I,H)=>v[H]-v[I])[0],K=b.map(I=>({c:I,k:qe(I)})).sort((I,H)=>_n(I.k,g,v)-_n(H.k,g,v)).slice(d).map(I=>I.c),p=new Set(K),L=b.filter(I=>!p.has(I)),P=R.indexOf(g),N=new Set(L),A=null;for(let I=12;I>=0;I--){let H=P*13+I;if(!p.has(H)&&!N.has(H)){A=H;break}}let E=ze(K,L,A,s,c,n,r);if(!E)continue;let X=en(E,A,!1),j=new Array(s).fill(!1);j[n]=!0,X!==null&&(j[X]=!0);let _e=Ie({N:s,trump:P,declLag:j,hender:E,iTur:n,totalStikk:f},l,t.nodeTak??De);k.push(_e)}return k}function _n(e,n,t){return e.farge===n?100+e.verdi:e.verdi===14?90:e.verdi+(t[e.farge]>3?15:0)}function or(e,n,t){if(F(e).fase!==\"BUDRUNDE\")throw new Error(\"ikke budrunde\");let l=e.budrunde.høyeste?.bud??null,o=e.giving.antallStikk,i=lr(e,n,t);if(i.length===0)return{type:\"BUD\",spiller:n,bud:V};let a=e.regler.målPoeng,s=t.budDiskonto??1,f=i.map(b=>b-s),c=f.length,d=b=>f.filter(h=>h>=b).length/c,k=b=>i.filter(h=>h>=b).length/c,m=b=>b===x?2e3:b===U?1e3:typeof b==\"number\"?b:0,y=l===null?0:m(l),S=V,u=0;for(let b=se;b<=o;b++){if(b<=y)continue;let h=2*b*(2*d(b)-1);h>u&&(u=h,S=b)}if(m(U)>y){let b=k(o),h=a/2*(2*b-1);b>=.85&&h>u&&(u=h,S=U)}return m(x)>y&&k(o)>=.99&&a>u&&(S=x),{type:\"BUD\",spiller:n,bud:S}}function Cn(e,n={}){let t=e.iTur;switch(e.fase){case\"BUDRUNDE\":return or(e,t,n);case\"VRAK\":return rr(e,e.budvinner,n);case\"VELG\":return nr(e,e.budvinner,n);case\"SPILL\":return er(e,t,n);case\"RUNDE_SLUTT\":return{type:\"NESTE\"};case\"FERDIG\":throw new Error(\"Kampen er ferdig\")}}function Jn(e,n){return e+1+n}function Wn(e){let n=JSON.parse(e);if(typeof n.antallInn!=\"number\"||typeof n.antallUt!=\"number\"||!Array.isArray(n.noder)||!Array.isArray(n.koblinger))throw new Error(\"Ugyldig genom-JSON\");return n}var Pe=class{antallInn;antallUt;nodeIdx=new Map;innkommende;utIdx;antallNoder;pass;a;b;constructor(n,t=8){this.antallInn=n.antallInn,this.antallUt=n.antallUt;let r=0;for(let i=0;ii.type===\"ut\"||i.type===\"skjult\").sort((i,a)=>i.id-a.id);for(let i of l)this.nodeIdx.has(i.id)||this.nodeIdx.set(i.id,r++);this.antallNoder=r,this.innkommende=Array.from({length:this.antallNoder},()=>[]);for(let i of n.koblinger){if(!i.aktiv)continue;let a=this.nodeIdx.get(i.inn),s=this.nodeIdx.get(i.ut);a===void 0||s===void 0||sd>8?8:d<-8?-8:d;for(let d of this.innkommende[i]){let k=d.gen.vekt;if(d.gen.vekt=c(k+r*f*o[d.fraIdx]),l>=2){let m=d.fraIdx,y=o[m],S=f*k*(1-y*y);if(S!==0)for(let u of this.innkommende[m])u.gen.vekt=c(u.gen.vekt+r*.5*S*o[u.fraIdx])}}return s}};function B(e){return R.indexOf(e.farge)*13+(e.verdi-2)}var nn=0,tn=52,ir=104,ar=156,ur=160,qn=164,sr=168,dr=169,fr=170,cr=171,mr=172,kr=176,br=180,gr=183,pr=184,yr=185,hr=186,vr=190,Sr=191,Tr=192,Kr=193,Er=194,Rr=198,Ir=199,Ar=200,Mr=201,rn=253,ln=265,Yn=269,on=273,zn=274,Lr=275,Qn=276,et=280,Xn=281,Nr=282,xr=283,Dr=284,nt=285,an=286,tt=290,Pr=291,rt=292,lt=293,Ur=294,Gr=295,ot=296,Br=297,Vr=[\"BUD\",\"VRAK\",\"VELG\",\"SPILL\"],Al={hånd:[nn,nn+52],historikk:[tn,tn+52],renons:[rn,rn+12],bossTelling:[ln,on+1],taktikk:[zn,Qn+4],lagspill:[et,nt+1],budhistorikk:[an,an+4],lagstikk:[tt,rt+1],trumfkontroll:[lt,ot+1]},Ge=0,it=1,at=2,Be=3,ut=4,Q=8,oe=60,ie=61,un=62;function sn(e,n,t,r){let l=new Array(Br).fill(0),o=e.deg,i=e.antallKort.length,a=u=>((u-o)%i+i)%i;for(let u of e.dinHånd)l[nn+B(u)]=1,l[qn+R.indexOf(u.farge)]=Math.min(1,(l[qn+R.indexOf(u.farge)]*8+1)/8);let s=new Set;for(let u of e.historikk)for(let b of u.kort)s.add(B(b.kort));for(let u of e.bord)s.add(B(u.kort)),l[ir+B(u.kort)]=1;for(let u of e.dittVrak)s.add(B(u));for(let u of s)l[tn+u]=1;e.trumf!==null&&(l[ar+R.indexOf(e.trumf)]=1),l[ur+Vr.indexOf(n)]=1;let f=e.budrunde.høyeste;f!==null&&(typeof f.bud==\"number\"?l[sr]=f.bud/t:f.bud===\"AMERIKANER\"?l[dr]=1:l[fr]=1,f.spiller===o&&(l[cr]=1));for(let u=0;u0&&(l[Er+a(e.bord[0].spiller)]=1),l[Rr]=Ue((e.totalPoeng[o]??0)/r);let c=-1/0;for(let u=0;up.farge===e.etterlyst.farge&&p.verdi===e.etterlyst.verdi),h=e.makker===o||b&&!u,v=e.melding.type===\"solo\"||e.etterlyst===null;if(h&&(l[et]=1),u||h?l[Xn]=1:l[Nr]=1,h){d.add(e.budvinner);for(let p=0;p0?[...e.historikk,{kort:e.bord,vinner:-1}]:e.historikk;for(let u of m){if(u.kort.length===0)continue;let b=u.kort[0].kort.farge;for(let h of u.kort)if(h.kort.farge!==b){let v=a(h.spiller);v>0&&(l[rn+(v-1)*4+R.indexOf(b)]=1)}}let y={S:0,H:0,R:0,K:0},S={S:0,H:0,R:0,K:0};for(let u of e.dinHånd)S[u.farge]++,u.verdi>y[u.farge]&&(y[u.farge]=u.verdi);for(let u=0;u<4;u++){let b=R[u],h=0,v=0;for(let g=14;g>=2;g--)s.has(u*13+(g-2))?h++:v===0&&g!==y[b]&&!wr(e.dinHånd,b,g)&&(v=g);l[ln+u]=(13-h-S[b])/13,y[b]>0&&y[b]>v&&(l[Yn+u]=1)}if(e.trumf!==null){let u=R.indexOf(e.trumf);l[on]=l[ln+u]}if(e.bord.length>0&&e.trumf!==null){let u=e.trumf,b=e.bord[0].kort.farge,h=e.bord[0];for(let g of e.bord)Zn(g.kort,h.kort,u,b)&&(h=g);l[Qn+a(h.spiller)]=1,h.kort.farge===u&&(l[zn]=1),d.has(h.spiller)&&(l[Pr]=1),k.has(h.spiller)&&(l[rt]=1),(e.lovligeKort.length>0?e.lovligeKort:e.dinHånd).some(g=>Zn(g,h.kort,u,b))&&(l[Lr]=1)}if(e.trumf!==null){let u=e.trumf,b=R.indexOf(u);if(l[lt]=Ue(S[u]/t),l[Yn+b]===1&&(l[Gr]=1),l[Xn]===1&&l[on]>0&&(l[ot]=1),e.bord.length>0){let h=e.bord[0].kort.farge,v=!e.dinHånd.some(g=>g.farge===h);h!==u&&v&&S[u]>0&&(l[Ur]=1)}}return l}function wr(e,n,t){return e.some(r=>r.farge===n&&r.verdi===t)}function Zn(e,n,t,r){let l=e.farge===t,o=n.farge===t;return l!==o?l:l?e.verdi>n.verdi:e.farge!==r?!1:n.farge!==r?!0:e.verdi>n.verdi}function Ue(e){return e<0?0:e>1?1:e}var $r=.6,Fr=.8,_r=.05,Ve=class{genom;nett;læringsrate;estimater=new Map;constructor(n,t={}){this.genom=n,this.nett=new Pe(n),this.læringsrate=t.læringsrate??_r}lærAvKontrakt(n,t,r=0){if(this.læringsrate<=0)return;let l=this.estimater.get(n);if(l===void 0)return;this.nett.aktiver(l.inn);let o=2*t/l.antallStikk-1;this.nett.kalibrerUtgang(Ge,o,this.læringsrate);let i=this.nett.lesUtgang(oe);this.nett.kalibrerUtgang(oe,o,this.læringsrate*(oa?.8:.2)),this.nett.kalibrerUtgang(un,2*r/l.antallStikk-1,this.læringsrate);let s=this.nett.lesUtgang(Be),f=Math.max(-1,Math.min(1,s+(t-l.bud)/2));this.nett.kalibrerUtgang(Be,f,this.læringsrate)}nyKamp(){this.estimater.clear()}estimatFor(n){return this.estimater.get(n)}velgHandling(n){let t=F(n);switch(t.fase){case\"BUDRUNDE\":return this.velgBud(n,t.spiller,t.bud);case\"VRAK\":return this.velgVrak(n,t.spiller,t.antall);case\"VELG\":return this.velgTrumf(n,t.spiller,t.måEtterlyse);case\"SPILL\":return 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Runde ${T.rundeNr+1} · først til ${T.regler.målPoeng}

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`:\"\",o=q===null&&T.fase===\"SPILL\"&&T.forrigeStikk!==null?`

Forrige stikk · ${G[T.forrigeStikk.vinner]} vant

${T.forrigeStikk.kort.map(i=>`

${G[i.spiller].split(\" \")[0]}

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${G[e.budvinner]} meldte ${t} og ${e.klart?\"KLARTE det! ✅\":\"falt ❌\"} (${e.lagStikk} stikk${e.makker!==null?` med ${G[e.makker]}`:\"\"})

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`}function ll(){return T.fase!==\"FERDIG\"?\"\":`

${T.vinner===O?\"🎉 DU VANT! 🎉\":`${G[T.vinner]} vant kampen`}

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\n \n

Resultatene er lagret. Se innsamlede data

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🃏 Amerikaneren mot botene

Store kort, laget for TV-en. Velg motstander:

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\n ${w===\"PIMC\"?`

Styrke:

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Array(r.length).fill(0),kontekst:{observator:n,budvinner:e.budvinner,meldingstype:e.melding.type,bud:e.melding.bud,totalStikk:e.giving.antallStikk,mål:e.regler.målPoeng,N:e.antallSpillere},terskel:o,nodeTak:t.nodeTak??De,rng:xe(t),fast:r.length<=1?r[0]??null:null,inferens:t.budInferens??!1,tau:t.inferensTau??1.5,målStikk:e.melding.type===\"tall\"?e.melding.bud:e.giving.antallStikk,antall:0,dypSum:new Array(r.length).fill(0),dypAntall:0,dypKandidater:null}}var De=4e5;function _n(e,n){if(!e.inferens)return 1;let t=e.målStikk-n;return t<=0?1:Math.exp(-t/e.tau)}function On(e){let n=Me(e.state,e.spiller,e.rng);if(!n)return!1;let t=Le(e.state,n),r=n.declLag[e.spiller]===!0,l=e.lovlige.length,o=new Array(l),i=r?-1:999;for(let u=0;ui:f50)break;continue}l=0;let a=Le(e.state,i),u=i.declLag[e.spiller]===!0,f=u?-1:999,c=!1;for(let k=0;k=n){c=!0;break}let m=Ae(a,e.kortInt[k],e.terskel,e.nodeTak);r[k]=be(m,i,e.kontekst),(u?m>f:ms).sort((c,s)=>e.sumPoeng[s]-e.sumPoeng[c]).slice(0,3);e.dypKandidater=l;let o=e.state.giving.antallStikk-e.state.stikkSpilt,i=Math.min(Math.max(1,o),e.terskel+2),a=e.nodeTak===0?0:e.nodeTak*4,u=new Array(l.length),f=0;for(;Date.now()=n){k=!0;break}let y=Ae(s,e.kortInt[l[m]],i,a);u[m]=be(y,c,e.kontekst)}if(k)break;for(let m=0;m=3){let t=e.dypKandidater[0];for(let r of e.dypKandidater)e.dypSum[r]>e.dypSum[t]&&(t=r);return e.lovlige[t]}let n=0;for(let t=1;te.sumPoeng[n]&&(n=t);return e.lovlige[n]}function Xt(e,n,t){let r=Jt(e,n,t);if(r.fast)return{type:\"SPILL\",spiller:n,kort:r.fast};let l=t.tidsbudsjettMs??0;if(l>0)t.adaptivDybde?qt(r,Date.now()+l):Ye(r,Date.now()+l);else{let o=t.maksEval??Ht,i=Math.max(6,Math.min(t.verdener??Ne,Math.floor(o/r.lovlige.length)));Wt(r,i)}return{type:\"SPILL\",spiller:n,kort:Yt(r)}}function Ze(e,n,t,r,l,o,i){let a=new Set([...e,...n]),u=[];for(let m=0;m<52;m++)a.has(m)||u.push(m);for(let m=u.length-1;m>0;m--){let y=Math.floor(i()*(m+1)),T=u[m];u[m]=u[y],u[y]=T}let f=[];for(let m=0;m=0&&u.splice(s,1)}let k=0;for(let m of c)for(;f[m].length=u.length)return null;f[m].push(u[k++])}return f}function ze(e){let n={S:0,H:0,R:0,K:0};for(let t of e)n[t.farge]++;return n}function Zt(e,n,t){let r=xe(t),l=t.terskel??Math.min(Xe,7),o=Math.max(6,Math.floor((t.verdener??Ne)/2)),i=e.hender[n],a=i.map(D),u=e.vrak.map(D),f=e.antallSpillere,c=e.giving.antallStikk,s=e.giving.kortPerSpiller,k=e.melding.type===\"solo\",m=ze(i),y=R.slice().sort((d,b)=>m[b]-m[d]).slice(0,3),T=null;for(let d of y){let v=Oe(e,d).sort((h,p)=>p.verdi-h.verdi).slice(0,2);if(k&&v.push(null),v.length!==0)for(let h of v){let p=h?D(h):null,K=0,g=0;for(let P=0;P0?K/g:-1/0;(!T||L>T.verdi)&&(T={trumf:d,etterlyst:h,verdi:L})}}if(!T){let d=y[0],b=k?null:Oe(e,d).sort((v,h)=>h.verdi-v.verdi)[0]??null;return{type:\"VELG\",spiller:n,trumf:d,etterlyst:b}}return{type:\"VELG\",spiller:n,trumf:T.trumf,etterlyst:T.etterlyst}}function Qe(e,n,t){if(n===null||t)return null;for(let r=0;ri.farge!==n&&i.verdi<14).map(i=>({k:i,score:i.verdi+(r[i.farge]>3?20:0)})).sort((i,a)=>i.score-a.score).map(i=>i.k).slice(0,t);if(o.length!o.some(u=>C(u,a))).sort((a,u)=>a.verdi-u.verdi);for(let a of i){if(o.length>=t)break;o.push(a)}}return o}function zt(e,n,t,r){let l=[],o=new Set,i=c=>{if(c.length!==t)return;let s=c.map(Z).sort().join(\",\");o.has(s)||(o.add(s),l.push(c))},a=e.filter(c=>c.farge!==n).slice().sort((c,s)=>c.verdi-s.verdi);i(jn(e,n,t,r)),i(a.slice(0,t)),i(a.filter(c=>c.verdi<14).slice(0,t));let u=R.slice().filter(c=>c!==n&&r[c]>0).sort((c,s)=>r[c]-r[s]),f=[];for(let c of u)for(let s of e.filter(k=>k.farge===c).sort((k,m)=>k.verdi-m.verdi))f.length=t)break;f.some(s=>C(s,c))||f.push(c)}return i(f.slice(0,t)),l.length===0&&i(e.slice().sort((c,s)=>c.verdi-s.verdi).slice(0,t)),l}function Qt(e,n,t){let r=xe(t),l=t.terskel??Xe,o=Math.max(6,Math.floor((t.verdener??Ne)/2)),i=e.giving.talong,a=e.hender[n],u=e.antallSpillere,f=e.giving.antallStikk,c=e.giving.kortPerSpiller,s=ze(a);if(i===0)return{type:\"VRAK\",spiller:n,kort:[]};let k=R.slice().sort((y,T)=>s[T]-s[y]).slice(0,3),m=null;for(let y of k){let T=R.indexOf(y);for(let d of zt(a,y,i,s)){let v=a.filter(A=>!d.some(E=>C(E,A))).map(D),h=d.map(D),p=new Set(v),K=new Set(h),g=null;for(let A=12;A>=0;A--){let E=T*13+A;if(!p.has(E)&&!K.has(E)){g=E;break}}let L=0,P=0;for(let A=0;A0?L/P:-1/0;(!m||N>m.verdi)&&(m={vrak:d,verdi:N})}}return m?{type:\"VRAK\",spiller:n,kort:m.vrak}:{type:\"VRAK\",spiller:n,kort:jn(a,k[0],i,s)}}function er(e,n,t){let r=xe(t),l=t.budTerskel??6,o=Math.max(6,Math.floor((t.verdener??Ne)/2)),a=e.hender[n].map(D),u=e.antallSpillere,f=e.giving.antallStikk,c=e.giving.kortPerSpiller,s=e.giving.talong,k=[];for(let m=0;m0;I--){let H=Math.floor(r()*(I+1)),bt=T[I];T[I]=T[H],T[H]=bt}let d=T.slice(0,s),b=a.concat(d),v=b.map(We),h=ze(v),p=R.slice().sort((I,H)=>h[H]-h[I])[0],K=b.map(I=>({c:I,k:We(I)})).sort((I,H)=>Fn(I.k,p,h)-Fn(H.k,p,h)).slice(s).map(I=>I.c),g=new Set(K),L=b.filter(I=>!g.has(I)),P=R.indexOf(p),N=new Set(L),A=null;for(let I=12;I>=0;I--){let H=P*13+I;if(!g.has(H)&&!N.has(H)){A=H;break}}let E=Ze(K,L,A,u,c,n,r);if(!E)continue;let X=Qe(E,A,!1),j=new Array(u).fill(!1);j[n]=!0,X!==null&&(j[X]=!0);let Fe=Ie({N:u,trump:P,declLag:j,hender:E,iTur:n,totalStikk:f},l,t.nodeTak??De);k.push(Fe)}return k}function Fn(e,n,t){return e.farge===n?100+e.verdi:e.verdi===14?90:e.verdi+(t[e.farge]>3?15:0)}function nr(e,n,t){if(F(e).fase!==\"BUDRUNDE\")throw new Error(\"ikke budrunde\");let l=e.budrunde.høyeste?.bud??null,o=e.giving.antallStikk,i=er(e,n,t);if(i.length===0)return{type:\"BUD\",spiller:n,bud:V};let a=e.regler.målPoeng,u=t.budDiskonto??1,f=i.map(b=>b-u),c=f.length,s=b=>f.filter(v=>v>=b).length/c,k=b=>i.filter(v=>v>=b).length/c,m=b=>b===x?2e3:b===U?1e3:typeof b==\"number\"?b:0,y=l===null?0:m(l),T=V,d=0;for(let b=se;b<=o;b++){if(b<=y)continue;let v=2*b*(2*s(b)-1);v>d&&(d=v,T=b)}if(m(U)>y){let b=k(o),v=a/2*(2*b-1);b>=.85&&v>d&&(d=v,T=U)}return m(x)>y&&k(o)>=.99&&a>d&&(T=x),{type:\"BUD\",spiller:n,bud:T}}function Hn(e,n={}){let t=e.iTur;switch(e.fase){case\"BUDRUNDE\":return nr(e,t,n);case\"VRAK\":return Qt(e,e.budvinner,n);case\"VELG\":return Zt(e,e.budvinner,n);case\"SPILL\":return Xt(e,t,n);case\"RUNDE_SLUTT\":return{type:\"NESTE\"};case\"FERDIG\":throw new Error(\"Kampen er ferdig\")}}function Cn(e,n){return e+1+n}function Jn(e){let n=JSON.parse(e);if(typeof n.antallInn!=\"number\"||typeof n.antallUt!=\"number\"||!Array.isArray(n.noder)||!Array.isArray(n.koblinger))throw new Error(\"Ugyldig genom-JSON\");return n}var Pe=class{antallInn;antallUt;nodeIdx=new Map;innkommende;utIdx;antallNoder;pass;a;b;constructor(n,t=8){this.antallInn=n.antallInn,this.antallUt=n.antallUt;let r=0;for(let i=0;ii.type===\"ut\"||i.type===\"skjult\").sort((i,a)=>i.id-a.id);for(let i of l)this.nodeIdx.has(i.id)||this.nodeIdx.set(i.id,r++);this.antallNoder=r,this.innkommende=Array.from({length:this.antallNoder},()=>[]);for(let i of n.koblinger){if(!i.aktiv)continue;let a=this.nodeIdx.get(i.inn),u=this.nodeIdx.get(i.ut);a===void 0||u===void 0||us>8?8:s<-8?-8:s;for(let s of this.innkommende[i]){let k=s.gen.vekt;if(s.gen.vekt=c(k+r*f*o[s.fraIdx]),l>=2){let m=s.fraIdx,y=o[m],T=f*k*(1-y*y);if(T!==0)for(let d of this.innkommende[m])d.gen.vekt=c(d.gen.vekt+r*.5*T*o[d.fraIdx])}}return u}};function B(e){return R.indexOf(e.farge)*13+(e.verdi-2)}var nn=0,tn=52,tr=104,rr=156,lr=160,Wn=164,or=168,ir=169,ar=170,ur=171,sr=172,dr=176,fr=180,cr=183,mr=184,kr=185,br=186,gr=190,pr=191,yr=192,hr=193,vr=194,Sr=198,Tr=199,Kr=200,Er=201,rn=253,ln=265,Rr=269,Yn=273,Xn=274,Ir=275,Zn=276,zn=280,Ar=281,Mr=282,Lr=283,Nr=284,Qn=285,on=286,et=290,xr=291,nt=292,Dr=293,Pr=[\"BUD\",\"VRAK\",\"VELG\",\"SPILL\"],Kl={hånd:[nn,nn+52],historikk:[tn,tn+52],renons:[rn,rn+12],bossTelling:[ln,Yn+1],taktikk:[Xn,Zn+4],lagspill:[zn,Qn+1],budhistorikk:[on,on+4],lagstikk:[et,nt+1]},Ue=0,tt=1,rt=2,Ge=3,lt=4,Q=8,oe=60,ie=61,an=62;function un(e,n,t,r){let l=new Array(Dr).fill(0),o=e.deg,i=e.antallKort.length,a=d=>((d-o)%i+i)%i;for(let d of e.dinHånd)l[nn+B(d)]=1,l[Wn+R.indexOf(d.farge)]=Math.min(1,(l[Wn+R.indexOf(d.farge)]*8+1)/8);let u=new Set;for(let d of e.historikk)for(let b of d.kort)u.add(B(b.kort));for(let d of e.bord)u.add(B(d.kort)),l[tr+B(d.kort)]=1;for(let d of e.dittVrak)u.add(B(d));for(let d of u)l[tn+d]=1;e.trumf!==null&&(l[rr+R.indexOf(e.trumf)]=1),l[lr+Pr.indexOf(n)]=1;let f=e.budrunde.høyeste;f!==null&&(typeof f.bud==\"number\"?l[or]=f.bud/t:f.bud===\"AMERIKANER\"?l[ir]=1:l[ar]=1,f.spiller===o&&(l[ur]=1));for(let d=0;d0&&(l[vr+a(e.bord[0].spiller)]=1),l[Sr]=en((e.totalPoeng[o]??0)/r);let c=-1/0;for(let d=0;dg.farge===e.etterlyst.farge&&g.verdi===e.etterlyst.verdi),v=e.makker===o||b&&!d,h=e.melding.type===\"solo\"||e.etterlyst===null;if(v&&(l[zn]=1),d||v?l[Ar]=1:l[Mr]=1,v){s.add(e.budvinner);for(let g=0;g0?[...e.historikk,{kort:e.bord,vinner:-1}]:e.historikk;for(let d of m){if(d.kort.length===0)continue;let b=d.kort[0].kort.farge;for(let v of d.kort)if(v.kort.farge!==b){let h=a(v.spiller);h>0&&(l[rn+(h-1)*4+R.indexOf(b)]=1)}}let y={S:0,H:0,R:0,K:0},T={S:0,H:0,R:0,K:0};for(let d of e.dinHånd)T[d.farge]++,d.verdi>y[d.farge]&&(y[d.farge]=d.verdi);for(let d=0;d<4;d++){let b=R[d],v=0,h=0;for(let p=14;p>=2;p--)u.has(d*13+(p-2))?v++:h===0&&p!==y[b]&&!Ur(e.dinHånd,b,p)&&(h=p);l[ln+d]=(13-v-T[b])/13,y[b]>0&&y[b]>h&&(l[Rr+d]=1)}if(e.trumf!==null){let d=R.indexOf(e.trumf);l[Yn]=l[ln+d]}if(e.bord.length>0&&e.trumf!==null){let d=e.trumf,b=e.bord[0].kort.farge,v=e.bord[0];for(let p of e.bord)qn(p.kort,v.kort,d,b)&&(v=p);l[Zn+a(v.spiller)]=1,v.kort.farge===d&&(l[Xn]=1),s.has(v.spiller)&&(l[xr]=1),k.has(v.spiller)&&(l[nt]=1),(e.lovligeKort.length>0?e.lovligeKort:e.dinHånd).some(p=>qn(p,v.kort,d,b))&&(l[Ir]=1)}return l}function Ur(e,n,t){return e.some(r=>r.farge===n&&r.verdi===t)}function qn(e,n,t,r){let l=e.farge===t,o=n.farge===t;return l!==o?l:l?e.verdi>n.verdi:e.farge!==r?!1:n.farge!==r?!0:e.verdi>n.verdi}function en(e){return e<0?0:e>1?1:e}var Gr=.6,Br=.8,Vr=.05,Be=class{genom;nett;læringsrate;estimater=new Map;constructor(n,t={}){this.genom=n,this.nett=new Pe(n),this.læringsrate=t.læringsrate??Vr}lærAvKontrakt(n,t,r=0){if(this.læringsrate<=0)return;let 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Laster ${w}-nettet…

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\n ${S.totalPoeng.map((r,l)=>`

${G[l]}${r}${t?`${S.stikkVunnet[l]} stikk`:\"\"}

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${n}

Runde ${S.rundeNr+1} · først til ${S.regler.målPoeng}

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${G[i.spiller]}${q!==null&&i.spiller===q.vinner?' ★ vant stikket':\"\"}

${Ve(i.kort,{liten:!0})}

`).join(\"\"),r=q===null&&!$&&S.fase===\"SPILL\"&&S.iTur!==null&&S.iTur!==O?`

${G[S.iTur]} tenker…

`:\"\",l=S.etterlyst?`

Etterlyst: ${Or(S.etterlyst)}${S.makkerAvslørt&&S.makker!==null?` (${G[S.makker]})`:\" (skjult makker)\"}

`:\"\",o=q===null&&S.fase===\"SPILL\"&&S.forrigeStikk!==null?`

Forrige stikk · ${G[S.forrigeStikk.vinner]} vant

${S.forrigeStikk.kort.map(i=>`

${G[i.spiller].split(\" \")[0]}

${Ve(i.kort,{liten:!0})}

`).join(\"\")}

`:\"\";return`

${t}${r}${l}${o}

`}function Yr(){let e=F(S),n=kt(S.hender[O]??[]),t=$&&e.fase===\"SPILL\"?new Set(e.kort.map(r=>`${r.farge}${r.verdi}`)):null;return`

\n ${n.map(r=>Ve(r,{valgbar:t!==null&&t.has(`${r.farge}${r.verdi}`),valgt:_.some(l=>l.farge===r.farge&&l.verdi===r.verdi)})).join(\"\")}\n

`}function Xr(){let e=F(S);if(!$||e.fase!==\"BUDRUNDE\")return\"\";let n=e.bud.filter(r=>typeof r==\"number\"),t=S.budrunde.høyeste;return`

Ditt bud${t?` (høyeste: ${mt(t.bud)} fra ${G[t.spiller]})`:\"\"}

\n \n ${n.map(r=>``).join(\"\")}\n ${e.bud.includes(U)?'':\"\"}\n ${e.bud.includes(x)?'':\"\"}\n

`}function Zr(){let e=F(S);return!$||e.fase!==\"VRAK\"?\"\":`

Du vant budet! Velg ${e.antall} kort å legge bort (${_.length}/${e.antall} valgt)

${kt(e.hånd).map(n=>Ve(n,{valgbar:!0,valgt:_.some(t=>t.farge===n.farge&&t.verdi===n.verdi)})).join(\"\")}

\n \n

`}function zr(){let e=F(S);if(!$||e.fase!==\"VELG\")return\"\";if(Se===null)return`

Velg trumffarge

${[\"S\",\"H\",\"R\",\"K\"].map(t=>``).join(\"\")}

`;if(!e.måEtterlyse)return\"\";let n=new Set((S.hender[O]??[]).map(t=>`${t.farge}${t.verdi}`));return`

Trumf: ${re[Se]} — etterlys et kort (eieren blir din hemmelige makker)

\n ${[\"S\",\"H\",\"R\",\"K\"].map(t=>`

${re[t]}\n ${[14,13,12,11,10,9,8,7,6,5,4,3,2].map(r=>``).join(\"\")}

`).join(\"\")}\n

`}function Qr(){if(S.fase!==\"RUNDE_SLUTT\"||S.sisteRunde===null)return\"\";let e=S.sisteRunde,n=e.melding,t=n.type===\"tall\"?`${n.bud}`:n.type;return`

${G[e.budvinner]} meldte ${t} og ${e.klart?\"KLARTE det! ✅\":\"falt ❌\"} (${e.lagStikk} stikk${e.makker!==null?` med ${G[e.makker]}`:\"\"})

${e.delta.map((r,l)=>`=0?\"pluss\":\"minus\"}\">${G[l]}: ${r>=0?\"+\":\"\"}${r}`).join(\"\")}

\n \n

`}function el(){return S.fase!==\"FERDIG\"?\"\":`

${S.vinner===O?\"🎉 DU VANT! 🎉\":`${G[S.vinner]} vant kampen`}

${S.totalPoeng.map((n,t)=>`${G[t]}: ${n}`).join(\"\")}

\n \n

Resultatene er lagret. Se innsamlede data

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🃏 Amerikaneren mot botene

Store kort, laget for TV-en. Velg motstander:

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\n ${w===\"PIMC\"?`

Styrke:

\n ${Object.keys(ve).map(t=>``).join(\"\")}\n

`:\"\"}\n Hvem spiller? (for dataloggen)\n \n \n

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t<=0?1:Math.exp(-t/e.tau)}function wn(e){let n=Ie(e.state,e.spiller,e.rng);if(!n)return!1;let t=Ae(e.state,n),r=n.declLag[e.spiller]===!0,o=e.lovlige.length,l=new Array(o),i=r?-1:999;for(let s=0;si:f50)break;continue}o=0;let a=Ae(e.state,i),s=i.declLag[e.spiller]===!0,f=s?-1:999,m=!1;for(let k=0;k=n){m=!0;break}let c=Re(a,e.kortInt[k],e.terskel,e.nodeTak);r[k]=me(c,i,e.kontekst),(s?c>f:cd).sort((m,d)=>e.sumPoeng[d]-e.sumPoeng[m]).slice(0,3);e.dypKandidater=o;let l=e.state.giving.antallStikk-e.state.stikkSpilt,i=Math.min(Math.max(1,l),e.terskel+2),a=e.nodeTak===0?0:e.nodeTak*4,s=new Array(o.length),f=0;for(;Date.now()=n){k=!0;break}let u=Re(d,e.kortInt[o[c]],i,a);s[c]=me(u,m,e.kontekst)}if(k)break;for(let c=0;c=3){let t=e.dypKandidater[0];for(let r of e.dypKandidater)e.dypSum[r]>e.dypSum[t]&&(t=r);return e.lovlige[t]}let n=0;for(let t=1;te.sumPoeng[n]&&(n=t);return e.lovlige[n]}function Ht(e,n,t){let r=Ft(e,n,t);if(r.fast)return{type:\"SPILL\",spiller:n,kort:r.fast};let o=t.tidsbudsjettMs??0;if(o>0)t.adaptivDybde?Ot(r,Date.now()+o):qe(r,Date.now()+o);else{let l=t.maksEval??Bt,i=Math.max(6,Math.min(t.verdener??Le,Math.floor(l/r.lovlige.length)));_t(r,i)}return{type:\"SPILL\",spiller:n,kort:jt(r)}}function Xe(e,n,t,r,o,l,i){let a=new Set([...e,...n]),s=[];for(let c=0;c<52;c++)a.has(c)||s.push(c);for(let c=s.length-1;c>0;c--){let u=Math.floor(i()*(c+1)),b=s[c];s[c]=s[u],s[u]=b}let f=[];for(let c=0;c=0&&s.splice(d,1)}let k=0;for(let c of m)for(;f[c].length=s.length)return null;f[c].push(s[k++])}return f}function Ze(e){let n={S:0,H:0,R:0,K:0};for(let t of e)n[t.farge]++;return n}function Ct(e,n,t){let r=Me(t),o=t.terskel??Math.min(We,7),l=Math.max(6,Math.floor((t.verdener??Le)/2)),i=e.hender[n],a=i.map(U),s=e.vrak.map(U),f=e.antallSpillere,m=e.giving.antallStikk,d=e.giving.kortPerSpiller,k=e.melding.type===\"solo\",c=Ze(i),u=R.slice().sort((g,p)=>c[p]-c[g]).slice(0,3),b=null;for(let g of u){let v=_e(e,g).sort((S,h)=>h.verdi-S.verdi).slice(0,2);if(k&&v.push(null),v.length!==0)for(let S of v){let h=S?U(S):null,E=0,T=0;for(let D=0;D0?E/T:-1/0;(!b||M>b.verdi)&&(b={trumf:g,etterlyst:S,verdi:M})}}if(!b){let g=u[0],p=k?null:_e(e,g).sort((v,S)=>S.verdi-v.verdi)[0]??null;return{type:\"VELG\",spiller:n,trumf:g,etterlyst:p}}return{type:\"VELG\",spiller:n,trumf:b.trumf,etterlyst:b.etterlyst}}function ze(e,n,t){if(n===null||t)return null;for(let r=0;ri.farge!==n&&i.verdi<14).map(i=>({k:i,score:i.verdi+(r[i.farge]>3?20:0)})).sort((i,a)=>i.score-a.score).map(i=>i.k).slice(0,t);if(l.length!l.some(s=>C(s,a))).sort((a,s)=>a.verdi-s.verdi);for(let a of i){if(l.length>=t)break;l.push(a)}}return l}function Jt(e,n,t,r){let o=[],l=new Set,i=m=>{if(m.length!==t)return;let d=m.map(Z).sort().join(\",\");l.has(d)||(l.add(d),o.push(m))},a=e.filter(m=>m.farge!==n).slice().sort((m,d)=>m.verdi-d.verdi);i(Fn(e,n,t,r)),i(a.slice(0,t)),i(a.filter(m=>m.verdi<14).slice(0,t));let s=R.slice().filter(m=>m!==n&&r[m]>0).sort((m,d)=>r[m]-r[d]),f=[];for(let m of s)for(let d of e.filter(k=>k.farge===m).sort((k,c)=>k.verdi-c.verdi))f.length=t)break;f.some(d=>C(d,m))||f.push(m)}return i(f.slice(0,t)),o.length===0&&i(e.slice().sort((m,d)=>m.verdi-d.verdi).slice(0,t)),o}function Yt(e,n,t){let r=Me(t),o=t.terskel??We,l=Math.max(6,Math.floor((t.verdener??Le)/2)),i=e.giving.talong,a=e.hender[n],s=e.antallSpillere,f=e.giving.antallStikk,m=e.giving.kortPerSpiller,d=Ze(a);if(i===0)return{type:\"VRAK\",spiller:n,kort:[]};let k=R.slice().sort((u,b)=>d[b]-d[u]).slice(0,3),c=null;for(let u of k){let b=R.indexOf(u);for(let g of Jt(a,u,i,d)){let v=a.filter(A=>!g.some(K=>C(K,A))).map(U),S=g.map(U),h=new Set(v),E=new Set(S),T=null;for(let A=12;A>=0;A--){let K=b*13+A;if(!h.has(K)&&!E.has(K)){T=K;break}}let M=0,D=0;for(let A=0;A0?M/D:-1/0;(!c||N>c.verdi)&&(c={vrak:g,verdi:N})}}return c?{type:\"VRAK\",spiller:n,kort:c.vrak}:{type:\"VRAK\",spiller:n,kort:Fn(a,k[0],i,d)}}function qt(e,n,t){let r=Me(t),o=t.budTerskel??6,l=Math.max(6,Math.floor((t.verdener??Le)/2)),a=e.hender[n].map(U),s=e.antallSpillere,f=e.giving.antallStikk,m=e.giving.kortPerSpiller,d=e.giving.talong,k=[];for(let c=0;c0;I--){let H=Math.floor(r()*(I+1)),ft=b[I];b[I]=b[H],b[H]=ft}let g=b.slice(0,d),p=a.concat(g),v=p.map(Je),S=Ze(v),h=R.slice().sort((I,H)=>S[H]-S[I])[0],E=p.map(I=>({c:I,k:Je(I)})).sort((I,H)=>$n(I.k,h,S)-$n(H.k,h,S)).slice(d).map(I=>I.c),T=new Set(E),M=p.filter(I=>!T.has(I)),D=R.indexOf(h),N=new Set(M),A=null;for(let I=12;I>=0;I--){let H=D*13+I;if(!T.has(H)&&!N.has(H)){A=H;break}}let K=Xe(E,M,A,s,m,n,r);if(!K)continue;let X=ze(K,A,!1),j=new Array(s).fill(!1);j[n]=!0,X!==null&&(j[X]=!0);let we=Ee({N:s,trump:D,declLag:j,hender:K,iTur:n,totalStikk:f},o,t.nodeTak??Ne);k.push(we)}return k}function $n(e,n,t){return e.farge===n?100+e.verdi:e.verdi===14?90:e.verdi+(t[e.farge]>3?15:0)}function Wt(e,n,t){if(F(e).fase!==\"BUDRUNDE\")throw new Error(\"ikke budrunde\");let o=e.budrunde.høyeste?.bud??null,l=e.giving.antallStikk,i=qt(e,n,t);if(i.length===0)return{type:\"BUD\",spiller:n,bud:$};let a=e.regler.målPoeng,s=t.budDiskonto??1,f=i.map(p=>p-s),m=f.length,d=p=>f.filter(v=>v>=p).length/m,k=p=>i.filter(v=>v>=p).length/m,c=p=>p===x?2e3:p===P?1e3:typeof p==\"number\"?p:0,u=o===null?0:c(o),b=$,g=0;for(let p=ae;p<=l;p++){if(p<=u)continue;let v=2*p*(2*d(p)-1);v>g&&(g=v,b=p)}if(c(P)>u){let p=k(l),v=a/2*(2*p-1);p>=.85&&v>g&&(g=v,b=P)}return c(x)>u&&k(l)>=.99&&a>g&&(b=x),{type:\"BUD\",spiller:n,bud:b}}function _n(e,n={}){let t=e.iTur;switch(e.fase){case\"BUDRUNDE\":return Wt(e,t,n);case\"VRAK\":return Yt(e,e.budvinner,n);case\"VELG\":return Ct(e,e.budvinner,n);case\"SPILL\":return Ht(e,t,n);case\"RUNDE_SLUTT\":return{type:\"NESTE\"};case\"FERDIG\":throw new Error(\"Kampen er ferdig\")}}function On(e,n){return e+1+n}function jn(e){let n=JSON.parse(e);if(typeof n.antallInn!=\"number\"||typeof n.antallUt!=\"number\"||!Array.isArray(n.noder)||!Array.isArray(n.koblinger))throw new Error(\"Ugyldig genom-JSON\");return n}var xe=class{antallInn;antallUt;nodeIdx=new Map;innkommende;utIdx;antallNoder;pass;a;b;constructor(n,t=8){this.antallInn=n.antallInn,this.antallUt=n.antallUt;let r=0;for(let i=0;ii.type===\"ut\"||i.type===\"skjult\").sort((i,a)=>i.id-a.id);for(let i of o)this.nodeIdx.has(i.id)||this.nodeIdx.set(i.id,r++);this.antallNoder=r,this.innkommende=Array.from({length:this.antallNoder},()=>[]);for(let i of n.koblinger){if(!i.aktiv)continue;let a=this.nodeIdx.get(i.inn),s=this.nodeIdx.get(i.ut);a===void 0||s===void 0||sd>8?8:d<-8?-8:d;for(let d of this.innkommende[i]){let k=d.gen.vekt;if(d.gen.vekt=m(k+r*f*l[d.fraIdx]),o>=2){let c=d.fraIdx,u=l[c],b=f*k*(1-u*u);if(b!==0)for(let g of this.innkommende[c])g.gen.vekt=m(g.gen.vekt+r*.5*b*l[g.fraIdx])}}return s}};function V(e){return R.indexOf(e.farge)*13+(e.verdi-2)}var en=0,nn=52,Xt=104,Zt=156,zt=160,Hn=164,Qt=168,er=169,nr=170,tr=171,rr=172,or=176,lr=180,ir=183,ar=184,ur=185,sr=186,dr=190,fr=191,cr=192,mr=193,kr=194,br=198,gr=199,pr=200,yr=201,tn=253,rn=265,vr=269,Jn=273,Yn=274,hr=275,qn=276,Wn=280,Sr=281,Tr=282,Kr=283,Er=284,Xn=285,Rr=286,Ir=[\"BUD\",\"VRAK\",\"VELG\",\"SPILL\"],po={hånd:[en,en+52],historikk:[nn,nn+52],renons:[tn,tn+12],bossTelling:[rn,Jn+1],taktikk:[Yn,qn+4],lagspill:[Wn,Xn+1]},on=0,Zn=1,zn=2,De=3,Qn=4,Q=8,Pe=60,Ge=61,et=62;function ln(e,n,t,r){let o=new Array(Rr).fill(0),l=e.deg,i=e.antallKort.length,a=u=>((u-l)%i+i)%i;for(let u of e.dinHånd)o[en+V(u)]=1,o[Hn+R.indexOf(u.farge)]=Math.min(1,(o[Hn+R.indexOf(u.farge)]*8+1)/8);let s=new Set;for(let u of e.historikk)for(let b of u.kort)s.add(V(b.kort));for(let u of e.bord)s.add(V(u.kort)),o[Xt+V(u.kort)]=1;for(let u of e.dittVrak)s.add(V(u));for(let u of s)o[nn+u]=1;e.trumf!==null&&(o[Zt+R.indexOf(e.trumf)]=1),o[zt+Ir.indexOf(n)]=1;let f=e.budrunde.høyeste;f!==null&&(typeof f.bud==\"number\"?o[Qt]=f.bud/t:f.bud===\"AMERIKANER\"?o[er]=1:o[nr]=1,f.spiller===l&&(o[tr]=1));for(let u=0;u0&&(o[kr+a(e.bord[0].spiller)]=1),o[br]=Qe((e.totalPoeng[l]??0)/r);let m=-1/0;for(let u=0;uh.farge===e.etterlyst.farge&&h.verdi===e.etterlyst.verdi),g=e.makker===l||b&&!u,p=e.melding.type===\"solo\"||e.etterlyst===null;g&&(o[Wn]=1),u||g?o[Sr]=1:o[Tr]=1;let v=e.stikkVunnet[e.budvinner]??0;e.makker!==null&&e.makker!==e.budvinner?v+=e.stikkVunnet[e.makker]??0:g&&!p&&(v+=e.stikkVunnet[l]??0),o[Kr]=v/t;let S=e.melding.type===\"tall\"?e.melding.bud:t;o[Er]=Qe((S-v)/t),e.makker!==null&&(o[Xn]=1)}let d=e.bord.length>0?[...e.historikk,{kort:e.bord,vinner:-1}]:e.historikk;for(let u of d){if(u.kort.length===0)continue;let b=u.kort[0].kort.farge;for(let g of u.kort)if(g.kort.farge!==b){let p=a(g.spiller);p>0&&(o[tn+(p-1)*4+R.indexOf(b)]=1)}}let k={S:0,H:0,R:0,K:0},c={S:0,H:0,R:0,K:0};for(let u of e.dinHånd)c[u.farge]++,u.verdi>k[u.farge]&&(k[u.farge]=u.verdi);for(let u=0;u<4;u++){let b=R[u],g=0,p=0;for(let v=14;v>=2;v--)s.has(u*13+(v-2))?g++:p===0&&v!==k[b]&&!Ar(e.dinHånd,b,v)&&(p=v);o[rn+u]=(13-g-c[b])/13,k[b]>0&&k[b]>p&&(o[vr+u]=1)}if(e.trumf!==null){let u=R.indexOf(e.trumf);o[Jn]=o[rn+u]}if(e.bord.length>0&&e.trumf!==null){let u=e.trumf,b=e.bord[0].kort.farge,g=e.bord[0];for(let v of e.bord)Cn(v.kort,g.kort,u,b)&&(g=v);o[qn+a(g.spiller)]=1,g.kort.farge===u&&(o[Yn]=1),(e.lovligeKort.length>0?e.lovligeKort:e.dinHånd).some(v=>Cn(v,g.kort,u,b))&&(o[hr]=1)}return o}function Ar(e,n,t){return e.some(r=>r.farge===n&&r.verdi===t)}function Cn(e,n,t,r){let o=e.farge===t,l=n.farge===t;return o!==l?o:o?e.verdi>n.verdi:e.farge!==r?!1:n.farge!==r?!0:e.verdi>n.verdi}function Qe(e){return e<0?0:e>1?1:e}var Lr=.6,Mr=.8,Nr=.05,Ue=class{genom;nett;læringsrate;estimater=new Map;constructor(n,t={}){this.genom=n,this.nett=new xe(n),this.læringsrate=t.læringsrate??Nr}lærAvKontrakt(n,t,r=0){if(this.læringsrate<=0)return;let o=this.estimater.get(n);if(o===void 0)return;this.nett.aktiver(o.inn);let l=2*t/o.antallStikk-1;this.nett.kalibrerUtgang(on,l,this.læringsrate);let i=this.nett.lesUtgang(Pe);this.nett.kalibrerUtgang(Pe,l,this.læringsrate*(la?.8:.2)),this.nett.kalibrerUtgang(et,2*r/o.antallStikk-1,this.læringsrate);let s=this.nett.lesUtgang(De),f=Math.max(-1,Math.min(1,s+(t-o.bud)/2));this.nett.kalibrerUtgang(De,f,this.læringsrate)}nyKamp(){this.estimater.clear()}estimatFor(n){return this.estimater.get(n)}velgHandling(n){let t=F(n);switch(t.fase){case\"BUDRUNDE\":return this.velgBud(n,t.spiller,t.bud);case\"VRAK\":return this.velgVrak(n,t.spiller,t.antall);case\"VELG\":return this.velgTrumf(n,t.spiller,t.måEtterlyse);case\"SPILL\":return this.velgKort(n,t.spiller,t.kort);case\"RUNDE_SLUTT\":return{type:\"NESTE\"};case\"FERDIG\":throw new Error(\"Kampen er ferdig\")}}evaluer(n,t,r){let o=je(n,t),l=ln(o,r,n.giving.antallStikk,n.regler.målPoeng);return this.nett.aktiver(l)}velgBud(n,t,r){let 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\n \n

Resultatene er lagret. Se innsamlede data

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🃏 Amerikaneren mot botene

Store kort, laget for TV-en. Velg motstander:

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\n ${B===\"PIMC\"?`

Styrke:

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o=t.tidsbudsjettMs??0;if(o>0)t.adaptivDybde?Ft(r,Date.now()+o):qe(r,Date.now()+o);else{let l=t.maksEval??Vt,i=Math.max(6,Math.min(t.verdener??Le,Math.floor(l/r.lovlige.length)));Bt(r,i)}return{type:\"SPILL\",spiller:n,kort:_t(r)}}function Xe(e,n,t,r,o,l,i){let a=new Set([...e,...n]),s=[];for(let c=0;c<52;c++)a.has(c)||s.push(c);for(let c=s.length-1;c>0;c--){let u=Math.floor(i()*(c+1)),b=s[c];s[c]=s[u],s[u]=b}let f=[];for(let c=0;c=0&&s.splice(d,1)}let k=0;for(let c of m)for(;f[c].length=s.length)return null;f[c].push(s[k++])}return f}function Ze(e){let n={S:0,H:0,R:0,K:0};for(let t of e)n[t.farge]++;return n}function Ot(e,n,t){let r=Me(t),o=t.terskel??Math.min(We,7),l=Math.max(6,Math.floor((t.verdener??Le)/2)),i=e.hender[n],a=i.map(U),s=e.vrak.map(U),f=e.antallSpillere,m=e.giving.antallStikk,d=e.giving.kortPerSpiller,k=e.melding.type===\"solo\",c=Ze(i),u=E.slice().sort((g,p)=>c[p]-c[g]).slice(0,3),b=null;for(let g of u){let v=_e(e,g).sort((S,h)=>h.verdi-S.verdi).slice(0,2);if(k&&v.push(null),v.length!==0)for(let S of v){let h=S?U(S):null,R=0,T=0;for(let D=0;D0?R/T:-1/0;(!b||M>b.verdi)&&(b={trumf:g,etterlyst:S,verdi:M})}}if(!b){let g=u[0],p=k?null:_e(e,g).sort((v,S)=>S.verdi-v.verdi)[0]??null;return{type:\"VELG\",spiller:n,trumf:g,etterlyst:p}}return{type:\"VELG\",spiller:n,trumf:b.trumf,etterlyst:b.etterlyst}}function ze(e,n,t){if(n===null||t)return null;for(let r=0;ri.farge!==n&&i.verdi<14).map(i=>({k:i,score:i.verdi+(r[i.farge]>3?20:0)})).sort((i,a)=>i.score-a.score).map(i=>i.k).slice(0,t);if(l.length!l.some(s=>C(s,a))).sort((a,s)=>a.verdi-s.verdi);for(let a of i){if(l.length>=t)break;l.push(a)}}return l}function Ht(e,n,t,r){let o=[],l=new Set,i=m=>{if(m.length!==t)return;let d=m.map(Z).sort().join(\",\");l.has(d)||(l.add(d),o.push(m))},a=e.filter(m=>m.farge!==n).slice().sort((m,d)=>m.verdi-d.verdi);i(Bn(e,n,t,r)),i(a.slice(0,t)),i(a.filter(m=>m.verdi<14).slice(0,t));let s=E.slice().filter(m=>m!==n&&r[m]>0).sort((m,d)=>r[m]-r[d]),f=[];for(let m of s)for(let d of e.filter(k=>k.farge===m).sort((k,c)=>k.verdi-c.verdi))f.length=t)break;f.some(d=>C(d,m))||f.push(m)}return i(f.slice(0,t)),o.length===0&&i(e.slice().sort((m,d)=>m.verdi-d.verdi).slice(0,t)),o}function Ct(e,n,t){let r=Me(t),o=t.terskel??We,l=Math.max(6,Math.floor((t.verdener??Le)/2)),i=e.giving.talong,a=e.hender[n],s=e.antallSpillere,f=e.giving.antallStikk,m=e.giving.kortPerSpiller,d=Ze(a);if(i===0)return{type:\"VRAK\",spiller:n,kort:[]};let k=E.slice().sort((u,b)=>d[b]-d[u]).slice(0,3),c=null;for(let u of k){let b=E.indexOf(u);for(let g of Ht(a,u,i,d)){let v=a.filter(A=>!g.some(K=>C(K,A))).map(U),S=g.map(U),h=new Set(v),R=new Set(S),T=null;for(let A=12;A>=0;A--){let K=b*13+A;if(!h.has(K)&&!R.has(K)){T=K;break}}let M=0,D=0;for(let A=0;A0?M/D:-1/0;(!c||N>c.verdi)&&(c={vrak:g,verdi:N})}}return c?{type:\"VRAK\",spiller:n,kort:c.vrak}:{type:\"VRAK\",spiller:n,kort:Bn(a,k[0],i,d)}}function Jt(e,n,t){let r=Me(t),o=t.budTerskel??6,l=Math.max(6,Math.floor((t.verdener??Le)/2)),a=e.hender[n].map(U),s=e.antallSpillere,f=e.giving.antallStikk,m=e.giving.kortPerSpiller,d=e.giving.talong,k=[];for(let c=0;c0;I--){let H=Math.floor(r()*(I+1)),st=b[I];b[I]=b[H],b[H]=st}let g=b.slice(0,d),p=a.concat(g),v=p.map(Je),S=Ze(v),h=E.slice().sort((I,H)=>S[H]-S[I])[0],R=p.map(I=>({c:I,k:Je(I)})).sort((I,H)=>Vn(I.k,h,S)-Vn(H.k,h,S)).slice(d).map(I=>I.c),T=new Set(R),M=p.filter(I=>!T.has(I)),D=E.indexOf(h),N=new Set(M),A=null;for(let I=12;I>=0;I--){let H=D*13+I;if(!T.has(H)&&!N.has(H)){A=H;break}}let K=Xe(R,M,A,s,m,n,r);if(!K)continue;let X=ze(K,A,!1),O=new Array(s).fill(!1);O[n]=!0,X!==null&&(O[X]=!0);let Be=Re({N:s,trump:D,declLag:O,hender:K,iTur:n,totalStikk:f},o,t.nodeTak??Ne);k.push(Be)}return k}function Vn(e,n,t){return e.farge===n?100+e.verdi:e.verdi===14?90:e.verdi+(t[e.farge]>3?15:0)}function Yt(e,n,t){if(F(e).fase!==\"BUDRUNDE\")throw new Error(\"ikke budrunde\");let 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Qe=0,en=52,qt=104,Wt=156,Xt=160,On=164,Zt=168,zt=169,Qt=170,er=171,nr=172,tr=176,rr=180,or=183,lr=184,ir=185,ar=186,ur=190,sr=191,dr=192,fr=193,cr=194,mr=198,kr=199,br=200,gr=201,nn=253,tn=265,pr=269,Jn=273,Yn=274,yr=275,qn=276,vr=280,hr=[\"BUD\",\"VRAK\",\"VELG\",\"SPILL\"],fo={hånd:[Qe,Qe+52],historikk:[en,en+52],renons:[nn,nn+12],bossTelling:[tn,Jn+1],taktikk:[Yn,qn+4]},rn=0,Wn=1,Xn=2,De=3,Zn=4,Q=8,Pe=60,Ge=61,zn=62;function on(e,n,t,r){let o=new Array(vr).fill(0),l=e.deg,i=e.antallKort.length,a=u=>((u-l)%i+i)%i;for(let u of e.dinHånd)o[Qe+V(u)]=1,o[On+E.indexOf(u.farge)]=Math.min(1,(o[On+E.indexOf(u.farge)]*8+1)/8);let s=new Set;for(let u of e.historikk)for(let b of u.kort)s.add(V(b.kort));for(let u of e.bord)s.add(V(u.kort)),o[qt+V(u.kort)]=1;for(let u of e.dittVrak)s.add(V(u));for(let u of s)o[en+u]=1;e.trumf!==null&&(o[Wt+E.indexOf(e.trumf)]=1),o[Xt+hr.indexOf(n)]=1;let f=e.budrunde.høyeste;f!==null&&(typeof f.bud==\"number\"?o[Zt]=f.bud/t:f.bud===\"AMERIKANER\"?o[zt]=1:o[Qt]=1,f.spiller===l&&(o[er]=1));for(let u=0;u0&&(o[cr+a(e.bord[0].spiller)]=1),o[mr]=Cn((e.totalPoeng[l]??0)/r);let m=-1/0;for(let u=0;u0?[...e.historikk,{kort:e.bord,vinner:-1}]:e.historikk;for(let u of d){if(u.kort.length===0)continue;let b=u.kort[0].kort.farge;for(let g of u.kort)if(g.kort.farge!==b){let p=a(g.spiller);p>0&&(o[nn+(p-1)*4+E.indexOf(b)]=1)}}let k={S:0,H:0,R:0,K:0},c={S:0,H:0,R:0,K:0};for(let u of e.dinHånd)c[u.farge]++,u.verdi>k[u.farge]&&(k[u.farge]=u.verdi);for(let u=0;u<4;u++){let b=E[u],g=0,p=0;for(let v=14;v>=2;v--)s.has(u*13+(v-2))?g++:p===0&&v!==k[b]&&!Sr(e.dinHånd,b,v)&&(p=v);o[tn+u]=(13-g-c[b])/13,k[b]>0&&k[b]>p&&(o[pr+u]=1)}if(e.trumf!==null){let u=E.indexOf(e.trumf);o[Jn]=o[tn+u]}if(e.bord.length>0&&e.trumf!==null){let u=e.trumf,b=e.bord[0].kort.farge,g=e.bord[0];for(let v of 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Diff · v34