diff --git a/master-ff-build-fixed.zip b/master-ff-build-fixed.zip new file mode 100644 index 0000000..cc55246 Binary files /dev/null and b/master-ff-build-fixed.zip differ diff --git a/package.json b/package.json index cf306a0..c71f284 100644 --- a/package.json +++ b/package.json @@ -14,7 +14,7 @@ }, "sideEffects": false, "type": "module", - "version": "0.62.18", + "version": "0.62.19", "versions": { "git": "0.62.6", "npm": "0.62.6" diff --git a/packages/extension-base/package.json b/packages/extension-base/package.json index c43002d..0435029 100644 --- a/packages/extension-base/package.json +++ b/packages/extension-base/package.json @@ -18,7 +18,7 @@ "./packageDetect.cjs" ], "type": "module", - "version": "0.62.18", + "version": "0.62.19", "main": "index.js", "dependencies": { "@pezkuwi/api": "^16.5.9", diff --git a/packages/extension-base/src/packageInfo.ts b/packages/extension-base/src/packageInfo.ts index 4134a1c..302f4e0 100644 --- a/packages/extension-base/src/packageInfo.ts +++ b/packages/extension-base/src/packageInfo.ts @@ -3,4 +3,4 @@ // Do not edit, auto-generated by @pezkuwi/dev -export const packageInfo = { name: '@pezkuwi/extension-base', path: 'auto', type: 'auto', version: '0.62.16' }; +export const packageInfo = { name: '@pezkuwi/extension-base', path: 'auto', type: 'auto', version: '0.62.19' }; diff --git a/packages/extension-chains/package.json b/packages/extension-chains/package.json index 808ba2a..e974d1e 100644 --- a/packages/extension-chains/package.json +++ b/packages/extension-chains/package.json @@ -18,7 +18,7 @@ "./packageDetect.cjs" ], "type": "module", - "version": "0.62.18", + "version": "0.62.19", "main": "index.js", "dependencies": { "@pezkuwi/extension-inject": "workspace:*", diff --git a/packages/extension-chains/src/packageInfo.ts b/packages/extension-chains/src/packageInfo.ts index 832a3bc..7a6ec6b 100644 --- a/packages/extension-chains/src/packageInfo.ts +++ b/packages/extension-chains/src/packageInfo.ts @@ -3,4 +3,4 @@ // Do not edit, auto-generated by @pezkuwi/dev -export const packageInfo = { name: '@pezkuwi/extension-chains', path: 'auto', type: 'auto', version: '0.62.16' }; +export const packageInfo = { name: '@pezkuwi/extension-chains', path: 'auto', type: 'auto', version: '0.62.19' }; diff --git a/packages/extension-compat-metamask/package.json b/packages/extension-compat-metamask/package.json index b25b017..cfbb979 100644 --- a/packages/extension-compat-metamask/package.json +++ b/packages/extension-compat-metamask/package.json @@ -18,7 +18,7 @@ "./packageDetect.cjs" ], "type": "module", - "version": "0.62.18", + "version": "0.62.19", "main": "index.js", "dependencies": { "@metamask/detect-provider": "^2.0.0", diff --git a/packages/extension-compat-metamask/src/packageInfo.ts b/packages/extension-compat-metamask/src/packageInfo.ts index 796906b..f59ae09 100644 --- a/packages/extension-compat-metamask/src/packageInfo.ts +++ b/packages/extension-compat-metamask/src/packageInfo.ts @@ -3,4 +3,4 @@ // Do not edit, auto-generated by @pezkuwi/dev -export const packageInfo = { name: '@pezkuwi/extension-compat-metamask', path: 'auto', type: 'auto', version: '0.62.16' }; +export const packageInfo = { name: '@pezkuwi/extension-compat-metamask', path: 'auto', type: 'auto', version: '0.62.19' }; diff --git a/packages/extension-dapp/package.json b/packages/extension-dapp/package.json index fabb962..aa80596 100644 --- a/packages/extension-dapp/package.json +++ b/packages/extension-dapp/package.json @@ -18,7 +18,7 @@ "./packageDetect.cjs" ], "type": "module", - "version": "0.62.18", + "version": "0.62.19", "main": "index.js", "dependencies": { "@pezkuwi/extension-inject": "0.62.14", diff --git a/packages/extension-dapp/src/packageInfo.ts b/packages/extension-dapp/src/packageInfo.ts index 07ec921..382147a 100644 --- a/packages/extension-dapp/src/packageInfo.ts +++ b/packages/extension-dapp/src/packageInfo.ts @@ -3,4 +3,4 @@ // Do not edit, auto-generated by @pezkuwi/dev -export const packageInfo = { name: '@pezkuwi/extension-dapp', path: 'auto', type: 'auto', version: '0.62.16' }; +export const packageInfo = { name: '@pezkuwi/extension-dapp', path: 'auto', type: 'auto', version: '0.62.19' }; diff --git a/packages/extension-inject/package.json b/packages/extension-inject/package.json index 52de8f9..7de9dbc 100644 --- a/packages/extension-inject/package.json +++ b/packages/extension-inject/package.json @@ -15,7 +15,7 @@ }, "sideEffects": true, "type": "module", - "version": "0.62.18", + "version": "0.62.19", "main": "index.js", "dependencies": { "@pezkuwi/api": "^16.5.9", diff --git a/packages/extension-inject/src/packageInfo.ts b/packages/extension-inject/src/packageInfo.ts index 295b09c..d030c81 100644 --- a/packages/extension-inject/src/packageInfo.ts +++ b/packages/extension-inject/src/packageInfo.ts @@ -3,4 +3,4 @@ // Do not edit, auto-generated by @pezkuwi/dev -export const packageInfo = { name: '@pezkuwi/extension-inject', path: 'auto', type: 'auto', version: '0.62.16' }; +export const packageInfo = { name: '@pezkuwi/extension-inject', path: 'auto', type: 'auto', version: '0.62.19' }; diff --git a/packages/extension-mocks/package.json b/packages/extension-mocks/package.json index f14ea2e..42ddaf5 100644 --- a/packages/extension-mocks/package.json +++ b/packages/extension-mocks/package.json @@ -15,7 +15,7 @@ }, "sideEffects": false, "type": "module", - "version": "0.62.18", + "version": "0.62.19", "main": "index.js", "dependencies": { "sinon-chrome": "^3.0.1", diff --git a/packages/extension-ui/package.json b/packages/extension-ui/package.json index 57daaa2..3c96fce 100644 --- a/packages/extension-ui/package.json +++ b/packages/extension-ui/package.json @@ -15,7 +15,7 @@ }, "sideEffects": true, "type": "module", - "version": "0.62.18", + "version": "0.62.19", "dependencies": { "@fortawesome/fontawesome-svg-core": "^6.7.2", "@fortawesome/free-brands-svg-icons": "^6.7.2", diff --git a/packages/extension/package.json b/packages/extension/package.json index 5d7a575..9ae02f4 100644 --- a/packages/extension/package.json +++ b/packages/extension/package.json @@ -15,7 +15,7 @@ }, "sideEffects": false, "type": "module", - "version": "0.62.18", + "version": "0.62.19", "scripts": { "pezkuwi-exec-webpack": "pezkuwi-exec-webpack" }, diff --git a/packages/extension/src/packageInfo.ts b/packages/extension/src/packageInfo.ts index ab79af5..6efcb4c 100644 --- a/packages/extension/src/packageInfo.ts +++ b/packages/extension/src/packageInfo.ts @@ -3,4 +3,4 @@ // Do not edit, auto-generated by @pezkuwi/dev -export const packageInfo = { name: '@pezkuwi/extension', path: 'auto', type: 'auto', version: '0.62.16' }; +export const packageInfo = { name: '@pezkuwi/extension', path: 'auto', type: 'auto', version: '0.62.19' }; diff --git a/temp_ff_validate/background.d.ts b/temp_ff_validate/background.d.ts new file mode 100644 index 0000000..2be7842 --- /dev/null +++ b/temp_ff_validate/background.d.ts @@ -0,0 +1 @@ +import '@pezkuwi/extension-inject/crossenv'; diff --git a/temp_ff_validate/background.js b/temp_ff_validate/background.js new file mode 100644 index 0000000..c045bfa --- /dev/null +++ b/temp_ff_validate/background.js @@ -0,0 +1,2 @@ +/*! For license information please see background.js.LICENSE.txt */ +(()=>{var __webpack_modules__={149(e,t,n){"use strict";n.d(t,{A:()=>D});var r=n(52418),a=n(32064),i=n(44112),s=n(82646),o=n(32135),c=n(25584),u=n(50965);const l=[{info:"local",text:"Local Node (Own, 127.0.0.1:9944)",value:"ws://127.0.0.1:9944/"}],d=l[0],h=[{info:"on",text:"Allow camera access",value:"on"},{info:"off",text:"Do not allow camera access",value:"off"}],p=[{info:"session",text:"Once per session",value:"session"},{info:"tx",text:"On each transaction",value:"tx"}],m=[{info:"off",text:"Do not auto-update extension metadata",value:"off"},{info:"on",text:"Auto-update extension metadata",value:"on"}],f=[{info:"on",text:"Allow local in-browser account storage",value:"on"},{info:"off",text:"Do not allow local in-browser account storage",value:"off"}],g=[{info:"none",text:"Do not attach Ledger devices",value:"none"},{info:"webusb",text:"Attach Ledger via WebUSB (Chrome, 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N=(()=>(0,y.D0)(z.p,{isLE:!0}))(),H=(()=>(0,y.D0)(z.n,{isLE:!0}))(),j=(()=>({...z,Fp:N,hash:p.Zf,adjustScalarBytes:I,uvRatio:O}))(),B=(()=>V(j))(),L=C,R=BigInt("25063068953384623474111414158702152701244531502492656460079210482610430750235"),U=BigInt("54469307008909316920995813868745141605393597292927456921205312896311721017578"),D=BigInt("1159843021668779879193775521855586647937357759715417654439879720876111806838"),X=BigInt("40440834346308536858101042469323190826248399146238708352240133220865137265952"),q=e=>O(T,e),F=BigInt("0x7fffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff"),W=e=>B.Point.Fp.create((0,g.lX)(e)&F);function Z(e){const{d:t}=z,n=E,r=e=>N.create(e),a=r(L*e*e),i=r((a+T)*D);let s=BigInt(-1);const o=r((s-t*a)*r(a+t));let{isValid:c,value:u}=O(i,o),l=r(u*e);(0,y.dQ)(l,n)||(l=r(-l)),c||(u=l),c||(s=a);const d=r(s*(a-T)*X-o),h=u*u,p=r((u+u)*o),m=r(d*R),f=r(T-h),g=r(T+h);return new B.Point(r(p*g),r(f*m),r(m*g),r(p*f))}class K extends k{constructor(e){super(e)}static fromAffine(e){return new K(B.Point.fromAffine(e))}assertSame(e){if(!(e instanceof K))throw new Error("RistrettoPoint expected")}init(e){return new K(e)}static hashToCurve(e){return function(e){(0,m.DO)(e,64);const t=Z(W(e.subarray(0,32))),n=Z(W(e.subarray(32,64)));return new K(t.add(n))}((0,g.qj)("ristrettoHash",e,64))}static fromBytes(e){(0,m.DO)(e,32);const{a:t,d:n}=z,r=E,a=e=>N.create(e),i=W(e);if(!(0,g.ex)(N.toBytes(i),e)||(0,y.dQ)(i,r))throw new Error("invalid ristretto255 encoding 1");const s=a(i*i),o=a(T+t*s),c=a(T-t*s),u=a(o*o),l=a(c*c),d=a(t*n*u-l),{isValid:h,value:p}=q(a(d*l)),f=a(p*c),b=a(p*f*d);let v=a((i+i)*f);(0,y.dQ)(v,r)&&(v=a(-v));const w=a(o*b),x=a(v*w);if(!h||(0,y.dQ)(x,r)||w===S)throw new Error("invalid ristretto255 encoding 2");return new K(new B.Point(v,w,T,x))}static fromHex(e){return K.fromBytes((0,g.qj)("ristrettoHex",e,32))}static msm(e,t){return(0,f.Xf)(K,B.Point.Fn,e,t)}toBytes(){let{X:e,Y:t,Z:n,T:r}=this.ep;const a=E,i=e=>N.create(e),s=i(i(n+t)*i(n-t)),o=i(e*t),c=i(o*o),{value:u}=q(i(s*c)),l=i(u*s),d=i(u*o),h=i(l*d*r);let p;if((0,y.dQ)(r*h,a)){let n=i(t*L),r=i(e*L);e=n,t=r,p=i(l*U)}else p=d;(0,y.dQ)(e*h,a)&&(t=i(-t));let m=i((n-t)*p);return(0,y.dQ)(m,a)&&(m=i(-m)),N.toBytes(m)}equals(e){this.assertSame(e);const{X:t,Y:n}=this.ep,{X:r,Y:a}=e.ep,i=e=>N.create(e),s=i(t*a)===i(n*r),o=i(n*a)===i(t*r);return s||o}is0(){return this.equals(K.ZERO)}}K.BASE=(()=>new K(B.Point.BASE))(),K.ZERO=(()=>new K(B.Point.ZERO))(),K.Fp=(()=>N)(),K.Fn=(()=>H)();const G=K;function J(e,t){if(!l.CW||!t&&(0,d.i_)()){const t=(0,d.q)(e);return{publicKey:t.slice(32),secretKey:t.slice(0,64)}}const n=B.getPublicKey(e);return{publicKey:n,secretKey:(0,a.Q)([e,n])}}m.DO,m.Fe,m.My,m.AE,m.Id,m.aT;const Y=m.aY,Q=(m.po,m.AI,g.e8,g.zW,g.ME,g.Ph,g.lX),_=(g.lq,g.z),$=(g.IV,g.qj,g.ex,g.nC,g.Mh,g.r4,g.aK),ee=(g.dJ,g.GU,g.mM,g.OG);g.fg,g.SJ,g.x,g.Q5,g.jN;var te=n(60554),ne=n(96871);const re=BigInt(0),ae=BigInt(3);function ie(e){if("string"==typeof e)return(0,m.AI)(e);if(Y(e))return e;throw new Error("Wrong data")}function se(e,t,...n){if(!Y(t))throw new Error(`${e}: Uint8Array expected`);if(n.length&&!n.includes(t.length))throw new Error(`${e}: Uint8Array expected of length ${n}, not of length=${t.length}`)}function oe(e,t){if(!Number.isSafeInteger(t)||t<0||t>4294967295)throw new Error(`${e}: wrong u32 integer: ${t}`);return t}function ce(...e){for(const t of e)t.fill(0)}const ue=Uint8Array.of(),le=B.CURVE.n;function de(e,t){se(e,t,32);const n=Q(t);return $(e,n,re,le),n}const he=e=>(0,y.zi)(e,le);class pe{constructor(e){this.state=new Uint8Array(200),this.pos=0,this.posBegin=0,this.curFlags=0,this.state.set([1,168,1,0,1,96],0),this.state.set((0,m.AI)("STROBEv1.0.2"),6),this.state32=(0,m.DH)(this.state),this.keccakF1600(),this.metaAD(e,!1)}keccakF1600(){(0,te.tM)(this.state32)}runF(){this.state[this.pos]^=this.posBegin,this.state[this.pos+1]^=4,this.state[167]^=128,this.keccakF1600(),this.pos=0,this.posBegin=0}absorb(e){for(let t=0;t_(e<Q(e)>>ae;function ve(e){se("secretKey",e,64);const t=be(e.subarray(0,32));return G.BASE.multiply(t).toRawBytes()}function we(e){se("seed",e,32);const t=(0,ne.Zf)(e);t[0]&=248,t[31]&=63,t[31]|=64;const n=ye(be(t.subarray(0,32))),r=t.subarray(32,64),a=(0,m.Id)(n,r);return ce(n,r,t),a}const xe=(0,m.AI)("substrate"),ke={secretSoft(e,t,n=m.po){se("secretKey",e,64),se("chainCode",t,32);const r=be(e.subarray(0,32)),a=e.subarray(32,64),i=G.fromHex(ve(e)),s=new fe("SchnorrRistrettoHDKD",n);s.bytes(ue),s.appendMessage("chain-code",t),s.commitPoint("public-key",i);const o=s.challengeScalar("HDKD-scalar"),c=s.challengeBytes("HDKD-chaincode",32),u=(0,m.Id)(_(r,32),a),l=s.witnessBytes("HDKD-nonce",32,[a,u]),d=ye(he(r+o)),h=(0,m.Id)(d,l);return ce(d,l,u,c),s.clean(),h},publicSoft(e,t){se("publicKey",e,32),se("chainCode",t,32);const n=G.fromHex(e),r=new fe("SchnorrRistrettoHDKD");r.bytes(ue),r.appendMessage("chain-code",t),r.commitPoint("public-key",n);const a=r.challengeScalar("HDKD-scalar");return r.challengeBytes("HDKD-chaincode",32),r.clean(),n.add(G.BASE.multiply(a)).toRawBytes()},secretHard(e,t){se("secretKey",e,64),se("chainCode",t,32);const n=_(be(e.subarray(0,32)),32),r=new fe("SchnorrRistrettoHDKD");r.bytes(ue),r.appendMessage("chain-code",t),r.appendMessage("secret-key",n);const a=r.challengeBytes("HDKD-hard",32),i=r.challengeBytes("HDKD-chaincode",32);r.clean();const s=we(a);return ce(n,a,i),r.clean(),s}},Ve={proove(e,t,n,r,a,i){r.protoName("DLEQProof"),r.commitPoint("vrf:h",a);const s=r.witnessScalar("proving\x000",[t]),o=G.BASE.multiply(s);r.commitPoint("vrf:R=g^r",o);const c=a.multiply(s);r.commitPoint("vrf:h^r",c),r.commitPoint("vrf:pk",n),r.commitPoint("vrf:h^sk",i);const u=r.challengeScalar("prove"),l=he(s-u*e);return{proof:{c:u,s:l},proofBatchable:{R:o,Hr:c,s:l}}},verify(e,t,n,r,a){if(e.equals(G.ZERO))return!1;t.protoName("DLEQProof"),t.commitPoint("vrf:h",n);const i=e.multiply(a.c).add(G.BASE.multiply(a.s));t.commitPoint("vrf:R=g^r",i);const s=r.multiply(a.c).add(n.multiply(a.s));t.commitPoint("vrf:h^r",s),t.commitPoint("vrf:pk",e),t.commitPoint("vrf:h^sk",r);const o=t.challengeScalar("prove");return a.c===o&&{R:i,Hr:s,s:a.s}}};function Se(e,t,n,r,a=m.po){const i=new fe("SigningContext",a);i.label(e),i.bytes(t),i.commitPoint("vrf-nm-pk",r);const s=i.challengeBytes("VRFHash",64),o=G.hashToCurve(s),c=new fe("VRF",a);return n.length&&c.label(n),i.clean(),ce(s),{input:o,t:c}}const Te={sign(e,t,n=ue,r=ue,a=m.po){se("msg",e),se("secretKey",t,64),se("ctx",n),se("extra",r);const i=be(t.subarray(0,32)),s=t.subarray(32,64),o=G.fromHex(ve(t)),{input:c,t:u}=Se(n,e,r,o,a),l=c.multiply(i),d={input:c,output:l},{proof:h}=Ve.proove(i,s,o,u,c,l),p=_(h.c,32),f=_(h.s,32),g=(0,m.Id)(d.output.toRawBytes(),p,f);return ce(s,p,f),g},verify(e,t,n,r=ue,a=ue,i=m.po){se("msg",e),se("signature",t,96),se("pubkey",n,32),se("ctx",r),se("extra",a);const s=G.fromHex(n);if(s.equals(G.ZERO))return!1;const o={c:de("signature.c",t.subarray(32,64)),s:de("signature.s",t.subarray(64,96))},{input:c,t:u}=Se(r,e,a,s,i),l=G.fromHex(t.subarray(0,32));if(l.equals(G.ZERO))throw new Error("vrf.verify: wrong output point (identity)");return!1!==Ve.verify(s,u,c,l,o)}};function Pe(e){const t=(0,s.e)(e);if(32!==t.length)throw new Error(`Expected a seed matching 32 bytes, found ${t.length}`);const n=we(t);return{publicKey:ve(n),secretKey:n}}var Me=n(23018),Ae=n(42476),Ee=n(18274),ze=n(26653);function Ie(e,t,n){return"keccak"===e?(0,ze.H1)(t,void 0,n):(0,Ee.q)(t,void 0,void 0,n)}function Ce(e,{secretKey:t},n="blake2",r){if(32!==t?.length)throw new Error("Expected valid secp256k1 secretKey, 32-bytes");const i=Ie(n,e,r);if(!l.CW||!r&&(0,d.i_)())return(0,d.cY)(i,t);const s=u.bI.sign(i,t,{lowS:!0});return(0,a.z)((0,Me.a)(s.r,Ae.ag),(0,Me.a)(s.s,Ae.ag),new Uint8Array([s.recovery||0]))}var Oe=n(23037),Ne=n(23438),He=n(19759),je=n(24077),Be=n(62327),Le=n(50969);const Re=(0,je.h)((0,Be.j)("Secp256k1HDKD"));function Ue(e,t){if(!(0,Le.b)(t)||32!==t.length)throw new Error("Invalid chainCode passed to derive");return(0,Ee.q)((0,a.z)(Re,e,t),256)}function De(e,t){return(n,{chainCode:r,isHard:a})=>{if(!a)throw new Error("A soft key was found in the path and is not supported");return e(t(n.secretKey.subarray(0,32),r))}}const Xe=De(h,Ue),qe=(0,je.h)((0,Be.j)("Ed25519HDKD"));function Fe(e,t){if(!(0,Le.b)(t)||32!==t.length)throw new Error("Invalid chainCode passed to derive");return(0,Ee.q)((0,a.z)(qe,e,t))}const We=De(J,Fe);function Ze(e){return(t,n)=>{if(!(0,Le.b)(n)||32!==n.length)throw new Error("Invalid chainCode passed to derive");const r=e(t.secretKey,n);return{publicKey:ve(r),secretKey:r}}}const Ke=Ze(ke.secretHard),Ge=Ze(ke.secretSoft),Je={ecdsa:Xe,ed25519:We,ethereum:Xe,sr25519:function(e,{chainCode:t,isSoft:n}){return n?Ge(e,t):Ke(e,t)}};function Ye(e,t,n){const r=Je[n];let a=e;for(const e of t)a=r(a,e);return a}function Qe(e,t){if(![33,65].includes(e.length))throw new Error(`Invalid publicKey provided, received ${e.length} bytes input`);return 33===e.length?e:!l.CW||!t&&(0,d.i_)()?(0,d.zC)(e):u.bI.ProjectivePoint.fromHex(e).toRawBytes(!0)}var _e=n(57855),$e=n(86171);const et=e=>(t,n,r)=>function(e,t,n,r="blake2",a){const i=(0,s.e)(t);if(65!==i.length)throw new Error(`Expected signature with 65 bytes, ${i.length} found instead`);const o=function(e,t,n,r="blake2",a){const i=(0,s.e)(t).subarray(0,64),o=(0,s.e)(e),c=!l.CW||!a&&(0,d.i_)()?(0,d.nt)(o,i,n):u.bI.Signature.fromCompact(i).addRecoveryBit(n).recoverPublicKey(o).toRawBytes();if(!c)throw new Error("Unable to recover publicKey from signature");return"keccak"===r?(0,Oe.V)(c,a):Qe(c,a)}(Ie(r,e),i,i[64],r,a),h=Ie(r,o,a),p=(0,s.e)(n);return(0,c.f)(o,p)||("keccak"===r?(0,c.f)(h.slice(-20),p.slice(-20)):(0,c.f)(h,p))}(t,n,r,e,!0),tt=[["ecdsa",et("blake2")],["ethereum",et("keccak")]],nt=[["ed25519",function(e,t,n,r){const a=(0,s.e)(e),i=(0,s.e)(n),o=(0,s.e)(t);if(32!==i.length)throw new Error(`Invalid publicKey, received ${i.length}, expected 32`);if(64!==o.length)throw new Error(`Invalid signature, received ${o.length} bytes, expected 64`);try{return!l.CW||!r&&(0,d.i_)()?(0,d.x1)(o,a,i):B.verify(o,a,i)}catch{return!1}}],["sr25519",function(e,t,n){const r=(0,s.e)(n),a=(0,s.e)(t);if(32!==r.length)throw new Error(`Invalid publicKey, received ${r.length} bytes, expected 32`);if(64!==a.length)throw new Error(`Invalid signature, received ${a.length} bytes, expected 64`);return function(e,t,n){if(se("message",e),se("signature",t,64),se("publicKey",n,32),!(128&t[63]))throw new Error("Schnorrkel marker missing");const r=Uint8Array.from(t.subarray(32,64));r[31]&=127;const a=G.fromHex(t.subarray(0,32)),i=Q(r);$("s",i,re,le);const s=new fe("SigningContext");s.label(xe),s.bytes(e);const o=G.fromHex(n);if(o.equals(G.ZERO))return!1;s.protoName("Schnorr-sig"),s.commitPoint("sign:pk",o),s.commitPoint("sign:R",a);const c=s.challengeScalar("sign:c"),u=G.BASE.multiply(i),l=o.negate().multiply(c).add(u);return s.clean(),ce(r),l.equals(a)}((0,s.e)(e),a,r)}]];function rt(e,{message:t,publicKey:n,signature:r},a=[...nt,...tt]){return e.isValid=a.some(([a,i])=>{try{if(i(t,r,n))return e.crypto=a,!0}catch{}return!1}),e}function at(e,{message:t,publicKey:n,signature:r}){if(![0,1,2].includes(r[0])||![65,66].includes(r.length))throw new Error(`Unknown crypto type, expected signature prefix [0..2], found ${r[0]}`);return 66===r.length?e=rt(e,{message:t,publicKey:n,signature:r.subarray(1)},tt):((e=rt(e,{message:t,publicKey:n,signature:r.subarray(1)},nt)).isValid||(e=rt(e,{message:t,publicKey:n,signature:r},tt)),e.isValid||(e.crypto="none")),e}function it(e,t,n){const r=(0,s.e)(t);if(![64,65,66].includes(r.length))throw new Error(`Invalid signature length, expected [64..66] bytes, found ${r.length}`);const a=(0,$e.F)(n),i={message:(0,s.e)(e),publicKey:a,signature:r},o={crypto:"none",isValid:!1,isWrapped:(0,_e.Ap)(i.message,!0),publicKey:a},c=(0,_e.Ap)(i.message,!1),u=function(e){return[0,1,2].includes(e[0])&&[65,66].includes(e.length)?at:rt}(r);return u(o,i),"none"!==o.crypto||o.isWrapped&&!c?o:(i.message=c?(0,_e.ZH)(i.message):(0,_e.C1)(i.message),u(o,i))}const st=new Uint8Array,ot=new Uint8Array;function ct(e,t){return e<>>32-t}function ut(e,t){let n=255&e[t+3];return n=n<<8|255&e[t+2],n=n<<8|255&e[t+1],n<<8|255&e[t+0]}function lt(e,t,n){for(let r=0;r<4;r++)e[t+r]=255&n,n>>>=8}function dt(e,t,n,r,a){const i=new Uint32Array(16),s=new Uint32Array(16),o=new Uint32Array(16),c=new Uint32Array(4);let u,l,d;for(u=0;u<4;u++)s[5*u]=ut(r,4*u),s[1+u]=ut(n,4*u),s[6+u]=ut(t,4*u),s[11+u]=ut(n,16+4*u);for(u=0;u<16;u++)o[u]=s[u];for(u=0;u<20;u++){for(l=0;l<4;l++){for(d=0;d<4;d++)c[d]=s[(5*l+4*d)%16];for(c[1]^=ct(c[0]+c[3]|0,7),c[2]^=ct(c[1]+c[0]|0,9),c[3]^=ct(c[2]+c[1]|0,13),c[0]^=ct(c[3]+c[2]|0,18),d=0;d<4;d++)i[4*l+(l+d)%4]=c[d]}for(d=0;d<16;d++)s[d]=i[d]}if(a){for(u=0;u<16;u++)s[u]=s[u]+o[u]|0;for(u=0;u<4;u++)s[5*u]=s[5*u]-ut(r,4*u)|0,s[6+u]=s[6+u]-ut(t,4*u)|0;for(u=0;u<4;u++)lt(e,4*u,s[5*u]),lt(e,16+4*u,s[6+u])}else for(u=0;u<16;u++)lt(e,4*u,s[u]+o[u]|0)}const ht=new Uint8Array([101,120,112,97,110,100,32,51,50,45,98,121,116,101,32,107]);function pt(e,t,n,r,a,i,s){const o=new Uint8Array(32);return dt(o,i,s,ht,!0),function(e,t,n,r,a,i,s){const o=new Uint8Array(16),c=new Uint8Array(64);let u,l;if(!a)return 0;for(l=0;l<16;l++)o[l]=0;for(l=0;l<8;l++)o[l]=i[l];for(;a>=64;){for(dt(c,o,s,ht,!1),l=0;l<64;l++)e[t+l]=(n?n[r+l]:0)^c[l];for(u=1,l=8;l<16;l++)u=u+(255&o[l])|0,o[l]=255&u,u>>>=8;a-=64,t+=64,n&&(r+=64)}if(a>0)for(dt(c,o,s,ht,!1),l=0;l>>=8}const ft=new Uint32Array([5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,252]);function gt(e,t,n,r,a,i){let s,o,c;const u=new Uint32Array(17),l=new Uint32Array(17),d=new Uint32Array(17),h=new Uint32Array(17),p=new Uint32Array(17);for(o=0;o<17;o++)l[o]=d[o]=0;for(o=0;o<16;o++)l[o]=i[o];for(l[3]&=15,l[4]&=252,l[7]&=15,l[8]&=252,l[11]&=15,l[12]&=252,l[15]&=15;a>0;){for(o=0;o<17;o++)h[o]=0;for(o=0;o<16&&o>>=8;for(c=c+d[16]|0,d[16]=3&c,c=5*(c>>>2)|0,o=0;o<16;o++)c=c+d[o]|0,d[o]=255&c,c>>>=8;c=c+d[16]|0,d[16]=c}for(o=0;o<17;o++)p[o]=d[o];mt(d,ft);const m=0|-(d[16]>>>7);for(o=0;o<17;o++)d[o]^=m&(p[o]^d[o]);for(o=0;o<16;o++)h[o]=i[o+16];for(h[16]=0,mt(d,h),o=0;o<16;o++)e[t+o]=d[o];return 0}function yt(e,t){if(32!==e.length)throw new Error("bad key size");if(24!==t.length)throw new Error("bad nonce size")}function bt(...e){for(let t=0,n=e.length;t>>8)-1}(e,0,s)}(t,0,t,0,n-32,i))return-1;pt(e,0,t,0,n,r,a);for(let t=0;t<32;t++)e[t]=0;return 0}(a,r,r.length,t,n)?null:a.subarray(32)}(e,t,n)}var xt=n(51954);const kt=[{N:8192,p:10,r:8},{N:16384,p:5,r:8},{N:32768,p:3,r:8},{N:32768,p:1,r:8},{N:65536,p:2,r:8},{N:1<<17,p:1,r:8}],Vt={N:1<<17,p:1,r:8};var St=n(21484);function Tt(e,t,n,r,a,i){let s=e[t++]^n[r++],o=e[t++]^n[r++],c=e[t++]^n[r++],u=e[t++]^n[r++],l=e[t++]^n[r++],d=e[t++]^n[r++],h=e[t++]^n[r++],p=e[t++]^n[r++],f=e[t++]^n[r++],g=e[t++]^n[r++],y=e[t++]^n[r++],b=e[t++]^n[r++],v=e[t++]^n[r++],w=e[t++]^n[r++],x=e[t++]^n[r++],k=e[t++]^n[r++],V=s,S=o,T=c,P=u,M=l,A=d,E=h,z=p,I=f,C=g,O=y,N=b,H=v,j=w,B=x,L=k;for(let e=0;e<8;e+=2)M^=(0,m.aZ)(V+H|0,7),I^=(0,m.aZ)(M+V|0,9),H^=(0,m.aZ)(I+M|0,13),V^=(0,m.aZ)(H+I|0,18),C^=(0,m.aZ)(A+S|0,7),j^=(0,m.aZ)(C+A|0,9),S^=(0,m.aZ)(j+C|0,13),A^=(0,m.aZ)(S+j|0,18),B^=(0,m.aZ)(O+E|0,7),T^=(0,m.aZ)(B+O|0,9),E^=(0,m.aZ)(T+B|0,13),O^=(0,m.aZ)(E+T|0,18),P^=(0,m.aZ)(L+N|0,7),z^=(0,m.aZ)(P+L|0,9),N^=(0,m.aZ)(z+P|0,13),L^=(0,m.aZ)(N+z|0,18),S^=(0,m.aZ)(V+P|0,7),T^=(0,m.aZ)(S+V|0,9),P^=(0,m.aZ)(T+S|0,13),V^=(0,m.aZ)(P+T|0,18),E^=(0,m.aZ)(A+M|0,7),z^=(0,m.aZ)(E+A|0,9),M^=(0,m.aZ)(z+E|0,13),A^=(0,m.aZ)(M+z|0,18),N^=(0,m.aZ)(O+C|0,7),I^=(0,m.aZ)(N+O|0,9),C^=(0,m.aZ)(I+N|0,13),O^=(0,m.aZ)(C+I|0,18),H^=(0,m.aZ)(L+B|0,7),j^=(0,m.aZ)(H+L|0,9),B^=(0,m.aZ)(j+H|0,13),L^=(0,m.aZ)(B+j|0,18);a[i++]=s+V|0,a[i++]=o+S|0,a[i++]=c+T|0,a[i++]=u+P|0,a[i++]=l+M|0,a[i++]=d+A|0,a[i++]=h+E|0,a[i++]=p+z|0,a[i++]=f+I|0,a[i++]=g+C|0,a[i++]=y+O|0,a[i++]=b+N|0,a[i++]=v+H|0,a[i++]=w+j|0,a[i++]=x+B|0,a[i++]=k+L|0}function Pt(e,t,n,r,a){let i=r+0,s=r+16*a;for(let r=0;r<16;r++)n[s+r]=e[t+16*(2*a-1)+r];for(let r=0;r0&&(s+=16),Tt(n,i,e,t+=16,n,s)}function Mt(e,t,n){const{N:r,r:a,p:i,dkLen:s,blockSize32:o,V:c,B32:u,B:l,tmp:d,blockMixCb:h}=function(e,t,n){const r=(0,m.tY)({dkLen:32,asyncTick:10,maxmem:1073742848},n),{N:a,r:i,p:s,dkLen:o,asyncTick:c,maxmem:u,onProgress:l}=r;if((0,m.Fe)(a),(0,m.Fe)(i),(0,m.Fe)(s),(0,m.Fe)(o),(0,m.Fe)(c),(0,m.Fe)(u),void 0!==l&&"function"!=typeof l)throw new Error("progressCb should be function");const d=128*i,h=d/4,f=Math.pow(2,32);if(a<=1||a&a-1||a>f)throw new Error("Scrypt: N must be larger than 1, a power of 2, and less than 2^32");if(s<0||s>32*(f-1)/d)throw new Error("Scrypt: p must be a positive integer less than or equal to ((2^32 - 1) * 32) / (128 * r)");if(o<0||o>32*(f-1))throw new Error("Scrypt: dkLen should be positive integer less than or equal to (2^32 - 1) * 32");if(d*(a+s)>u)throw new Error("Scrypt: memused is bigger than maxMem. Expected 128 * r * (N + p) > maxmem of "+u);const g=(0,St.A)(p.sc,e,t,{c:1,dkLen:d*s}),y=(0,m.DH)(g),b=(0,m.DH)(new Uint8Array(d*a)),v=(0,m.DH)(new Uint8Array(d));let w=()=>{};if(l){const e=2*a*s,t=Math.max(Math.floor(e/1e4),1);let n=0;w=()=>{n++,!l||n%t&&n!==e||l(n/e)}}return{N:a,r:i,p:s,dkLen:o,blockSize32:h,V:b,B32:y,B:g,tmp:v,blockMixCb:w,asyncTick:c}}(e,t,n);(0,m.fd)(u);for(let e=0;e1<<20||r>4||a>16)throw new Error("Scrypt parameters exceed safe limits");if(!kt.some(e=>e.N===n&&e.p===r&&e.r===a))throw new Error("Invalid injected scrypt params found");return{params:{N:n,p:r,r:a},salt:t}}(e);a=Et(t,r,n).password,e=e.subarray(44)}else a=(0,Be.j)(t);r=wt(e.subarray(24),e.subarray(0,24),function(e,t=-1,n=!1){const r=Math.ceil(t/8);if(-1===t||e.length===r)return e;if(e.length>r)return e.subarray(0,r);const a=new Uint8Array(r);return a.set(e,n?0:r-e.length),a}(a,256,!0))}if(!r)throw new Error("Unable to decode using the supplied passphrase");return r}const Ot=new Uint8Array([161,35,3,33,0]),Nt=new Uint8Array([48,83,2,1,1,48,5,6,3,43,101,112,4,34,4,32]),Ht=Nt.length;function jt(e,t,n=(0,At.a)(24)){return{encrypted:vt(e,n,t),nonce:n}}function Bt(e,{N:t,p:n,r}){return(0,a.z)(e,(0,Me.a)(t,Ae.wU),(0,Me.a)(n,Ae.wU),(0,Me.a)(r,Ae.wU))}var Lt=n(42339);function Rt(e,t,n){return{encoded:(0,Lt.KA)(e),encoding:{content:t,type:n?zt:It,version:"3"}}}const Ut=new Uint8Array,Dt={ecdsa:h,ed25519:J,ethereum:h,sr25519:Pe},Xt={ecdsa:new Uint8Array([2]),ed25519:new Uint8Array([0]),ethereum:new Uint8Array([2]),sr25519:new Uint8Array([1])},qt={ecdsa:(e,t)=>Ce(e,t,"blake2"),ed25519:function(e,{publicKey:t,secretKey:n},r){if(!n)throw new Error("Expected a valid secretKey");if(!t)throw new Error("Expected a valid publicKey");const a=(0,s.e)(e),i=n.subarray(0,32);return!l.CW||!r&&(0,d.i_)()?(0,d.tr)(t,i,a):B.sign(a,i)},ethereum:(e,t)=>Ce(e,t,"keccak"),sr25519:function(e,{publicKey:t,secretKey:n}){if(32!==t?.length)throw new Error("Expected a valid publicKey, 32-bytes");if(64!==n?.length)throw new Error("Expected a valid secretKey, 64-bytes");return function(e,t,n=m.po){se("message",t),se("secretKey",e,64);const r=new fe("SigningContext",n);r.label(xe),r.bytes(t);const a=be(e.subarray(0,32)),i=e.subarray(32,64),s=G.fromHex(ve(e));r.protoName("Schnorr-sig"),r.commitPoint("sign:pk",s);const o=r.witnessScalar("signing",[i]),c=G.BASE.multiply(o);r.commitPoint("sign:R",c);const u=r.challengeScalar("sign:c"),l=he(u*a+o),d=(0,m.Id)(c.toRawBytes(),_(l,32));return d[63]|=128,r.clean(),d}(n,(0,s.e)(e))}},Ft={ecdsa:e=>e.length>32?(0,Ee.q)(e):e,ed25519:e=>e,ethereum:e=>20===e.length?e:(0,ze.H1)((0,Oe.V)(e)),sr25519:e=>e};function Wt(e){return!e||r(e)}function Zt(e,t,n){return(0,Ee.q)((0,a.z)(t||"",n||"",e))}function Kt({toSS58:e,type:t},{publicKey:n,secretKey:r},u={},l=null,d){const h=(e,a)=>{const i=function(e,t,n){const r=Ct(t,e,Array.isArray(n)||void 0===n?n:[n]),a=r.subarray(0,Nt.length);if(!(0,c.f)(a,Nt))throw new Error("Invalid encoding header found in body");let i=r.subarray(Ht,Ht+64),s=Ht+64,o=r.subarray(s,s+Ot.length);if(!(0,c.f)(o,Ot)&&(s=Ht+32,i=r.subarray(Ht,s),o=r.subarray(s,s+Ot.length),!(0,c.f)(o,Ot)))throw new Error("Invalid encoding divider found in body");const u=s+Ot.length;return{publicKey:r.subarray(u,u+32),secretKey:i}}(e,a||l,d);if(64===i.secretKey.length)n=i.publicKey,r=i.secretKey;else{const e=Dt[t](i.secretKey);n=e.publicKey,r=e.secretKey}},p=e=>(Wt(r)&&l&&h(e,l),l=function({publicKey:e,secretKey:t},n){if(!t)throw new Error("Expected a valid secretKey to be passed to encode");const r=(0,a.z)(Nt,t,Ot,e);if(!n)return r;const{params:i,password:s,salt:o}=Et(n),{encrypted:c,nonce:u}=jt(r,s.subarray(0,32));return(0,a.z)(Bt(o,i),u,c)}({publicKey:n,secretKey:r},e),d=void 0,l),f=()=>{const r=Ft[t](n);return"ethereum"===t?(0,Ne.w)(r):e(r)};return{get address(){return f()},get addressRaw(){const e=Ft[t](n);return"ethereum"===t?e.slice(-20):e},get isLocked(){return Wt(r)},get meta(){return u},get publicKey(){return n},get type(){return t},decodePkcs8:h,derive:(a,i)=>{if("ethereum"===t)throw new Error("Unable to derive on this keypair");if(Wt(r))throw new Error("Cannot derive on a locked keypair");const{path:s}=(0,He._)(a),o=Ye({publicKey:n,secretKey:r},s,t);return Kt({toSS58:e,type:t},o,i,null)},encodePkcs8:e=>p(e),lock:()=>{r=new Uint8Array},setMeta:e=>{u=(0,i.b)({},u,e)},sign:(e,i={})=>{if(Wt(r))throw new Error("Cannot sign with a locked key pair");return(0,a.z)(i.withType?Xt[t]:Ut,qt[t]((0,s.e)(e),{publicKey:n,secretKey:r}))},toJson:e=>{const r=["ecdsa","ethereum"].includes(t)?20===n.length?(0,o.X)(n):(0,o.X)(Qe(n)):f();return function(e,{address:t,meta:n},r,a){return(0,i.b)(Rt(r,["pkcs8",e],a),{address:t,meta:n})}(t,{address:r,meta:u},p(e),!!e)},unlock:e=>h(e),verify:(e,n,r)=>it(e,n,Ft[t]((0,s.e)(r))).isValid,vrfSign:(e,i,o)=>{if(Wt(r))throw new Error("Cannot sign with a locked key pair");if("sr25519"===t)return function(e,{secretKey:t},n=st,r=st){if(64!==t?.length)throw new Error("Invalid secretKey, expected 64-bytes");return Te.sign((0,s.e)(e),t,(0,s.e)(n),(0,s.e)(r),m.po)}(e,{secretKey:r},i,o);const c=qt[t]((0,s.e)(e),{publicKey:n,secretKey:r});return(0,a.z)(Zt(c,i,o),c)},vrfVerify:(e,r,i,o,u)=>"sr25519"===t?function(e,t,n,r=ot,a=ot){const i=(0,s.e)(n),o=(0,s.e)(t);if(32!==i.length)throw new Error("Invalid publicKey, expected 32-bytes");if(96!==o.length)throw new Error("Invalid vrfSign output, expected 96 bytes");return Te.verify((0,s.e)(e),o,i,(0,s.e)(r),(0,s.e)(a))}(e,r,n,o,u):it(e,(0,a.z)(Xt[t],r.subarray(32)),Ft[t]((0,s.e)(i))).isValid&&(0,c.f)(r.subarray(0,32),Zt(r.subarray(32),o,u))}}const Gt=n(51267).Kx.filter(e=>e.genesisHash.length).reduce((e,{genesisHash:t,network:n})=>(0,i.b)(e,{[n]:t}),{});function Jt(e,t){const n=(0,s.e)(e),r=(0,s.e)(t);let a=0;for(;;){const e=a>=n.length,t=a>=r.length;if(e&&t)return 0;if(e)return-1;if(t)return 1;if(n[a]!==r[a])return n[a]>r[a]?1:-1;a++}}function Yt(e){return e.sort(Jt)}var Qt=n(43696),_t=n(92132),$t=n(13812),en=n(3901),tn=n(64789),nn=n(79069),rn=n(46943),an=n(80273);function sn(e){return(0,$e.F)(e)}const on=(0,Be.j)("modlpy/utilisuba");var cn=n(2701),un=n(52418),ln=n(93293),dn=n(28138),hn=n(36232),pn=n(52170),mn=n(27748);const fn=(0,mn.U)(pn.IY),gn=(0,mn.U)(pn.Gn),yn=(0,ln.z)([hn.v.subject,fn.subject,gn.subject]).pipe((0,dn.T)(([e,t,n])=>({accounts:e,addresses:t,contracts:n})));let bn=!1;const vn=(e,t)=>{const n=e.option.name,r=t.option.name;return n.localeCompare(r)},wn=(e,t)=>{const n=e.json.meta.whenCreated||0,r=t.json.meta.whenCreated||0;return nr?-1:0};class xn{#se=null;optionsSubject=new un.t(this.emptyOptions());createOptionHeader(e){return{key:`header-${e.toLowerCase()}`,name:e,value:null}}init(e){if(bn)throw new Error("Unable to initialise options more than once");this.#se=yn.subscribe(()=>{const t=this.emptyOptions();this.addAccounts(e,t),this.addAddresses(e,t),this.addContracts(e,t),t.address=this.linkItems({Addresses:t.address,Recent:t.recent}),t.account=this.linkItems({Accounts:t.account,Development:t.testing}),t.contract=this.linkItems({Contracts:t.contract}),t.all=[].concat(t.account,t.address),t.allPlus=[].concat(t.account,t.address,t.contract),this.optionsSubject.next(t)}),bn=!0}clear(){this.#se&&this.#se.unsubscribe()}linkItems(e){return Object.keys(e).reduce((t,n)=>{const r=e[n];return t.concat(r.length?[this.createOptionHeader(n)]:[],r)},[])}addAccounts(e,t){const n=e.accounts.subject.getValue();Object.values(n).sort(vn).forEach(({json:{meta:{isTesting:e=!1}},option:n})=>{e?t.testing.push(n):t.account.push(n)})}addAddresses(e,t){const n=e.addresses.subject.getValue();Object.values(n).filter(({json:e})=>!!e.meta.isRecent).sort(wn).forEach(({option:e})=>{t.recent.push(e)}),Object.values(n).filter(({json:e})=>!e.meta.isRecent).sort(vn).forEach(({option:e})=>{t.address.push(e)})}addContracts(e,t){const n=e.contracts.subject.getValue();Object.values(n).sort(vn).forEach(({option:e})=>{t.contract.push(e)})}emptyOptions(){return{account:[],address:[],all:[],allPlus:[],contract:[],recent:[],testing:[]}}}var kn=n(8702),Vn=n(85990),Sn=n(54585),Tn=n(8274);var Pn=n(25658);const Mn={256:n(74278).sc,512:ne.Zf},An={256:d.TR,512:d.Qr};function En(e,t,n=256,r){const a=(0,s.e)(e);return!l.CW||!r&&(0,d.i_)()?An[n](a,t):(0,Pn.w)(Mn[n],a,t)}var zn=n(67164),In=n(4820);const Cn=(0,In.Q)(0),On=(0,In.Q)(1),Nn=(Number.MAX_SAFE_INTEGER,(0,In.Q)(256)),Hn=(0,In.Q)(65536),jn=(0,In.Q)("0x10000000000000000");function Bn(e,{isLe:t=!0,isNegative:n=!1}={}){t||(e=e.slice().reverse());const r=e.length;if(n&&r&&128&e[r-1]){switch(r){case 0:return(0,In.Q)(0);case 1:return(0,In.Q)(-1*(255^e[0])-1);case 2:return(0,In.Q)(-1*(e[0]+(e[1]<<8)^65535)-1);case 4:return(0,In.Q)(-1*(e[0]+(e[1]<<8)+(e[2]<<16)+16777216*e[3]^4294967295)-1)}const t=new DataView(e.buffer,e.byteOffset);if(8===r)return t.getBigInt64(0,!0);let n=(0,In.Q)(0);const a=r%2;for(let e=r-2;e>=a;e-=2)n=n*Hn+(0,In.Q)(65535^t.getUint16(e,!0));return a&&(n=n*Nn+(0,In.Q)(255^e[0])),n*-On-On}switch(r){case 0:return(0,In.Q)(0);case 1:return(0,In.Q)(e[0]);case 2:return(0,In.Q)(e[0]+(e[1]<<8));case 4:return(0,In.Q)(e[0]+(e[1]<<8)+(e[2]<<16)+16777216*e[3])}const a=new DataView(e.buffer,e.byteOffset);switch(r){case 8:return a.getBigUint64(0,!0);case 16:return a.getBigUint64(8,!0)*jn+a.getBigUint64(0,!0);default:{let t=(0,In.Q)(0);const n=r%2;for(let e=r-2;e>=n;e-=2)t=t*Hn+(0,In.Q)(a.getUint16(e,!0));return n&&(t=t*Nn+(0,In.Q)(e[0])),t}}}var Ln=n(71761),Rn=n(29443),Un=n(32572);const Dn=(0,In.Q)(256),Xn=(0,In.Q)(255);function qn(e,{bitLength:t=-1,isLe:n=!0,isNegative:r=!1}={}){const a=function(e){return"bigint"==typeof e?e:e?(0,$t.qv)(e)?function(e,{isLe:t=!1,isNegative:n=!1}={}){return e&&"0x"!==e?Bn((0,en.V)(e),{isLe:t,isNegative:n}):(0,In.Q)(0)}(e.toString()):(0,Ln.f)(e)?(0,In.Q)(e.toString()):(0,Rn.R)(e)?e.toBigInt():(0,Un.g)(e)?(0,In.Q)(e.toBn().toString()):(0,In.Q)(e):(0,In.Q)(0)}(e);if(a===Cn)return-1===t?new Uint8Array(1):new Uint8Array(Math.ceil((t||0)/8));const i=function(e,t,n){const r=[],a=n&&e=Kn?(0,a.z)(new Uint8Array(1),e.secretKey,n):(0,a.z)(e.publicKey,n);try{const t=En(e.chainCode,r,512);return Jn(function(e,t,n){if(!(0,Le.b)(e)||32!==e.length)throw new Error("Expected seckey to be an Uint8Array with length 32");if(!(0,Le.b)(t)||32!==t.length)throw new Error("Expected tweak to be an Uint8Array with length 32");return!l.CW||n?function(e,t){const n=new zn(t);if(n.cmp(Zn)>=0)throw new Error("Tweak parameter is out of range");if(n.iadd(new zn(e)),n.cmp(Zn)>=0&&n.isub(Zn),n.isZero())throw new Error("Invalid resulting private key");return(0,Me.a)(n,Ae.ag)}(e,t):function(e,t){let n=Bn(t,Ae.Iy);if(n>=Wn)throw new Error("Tweak parameter is out of range");if(n+=Bn(e,Ae.Iy),n>=Wn&&(n-=Wn),n===Cn)throw new Error("Invalid resulting private key");return qn(n,Ae.ag)}(e,t)}(e.secretKey,t.slice(0,32)),t.slice(32))}catch{return Yn(e,t+1)}}var Qn=n(18663);class _n{#oe={};add(e){return this.#oe[(0,$e.F)(e.address).toString()]=e,e}all(){return Object.values(this.#oe)}get(e){const t=this.#oe[(0,$e.F)(e).toString()];if(!t)throw new Error(`Unable to retrieve keypair '${(0,Le.b)(e)||(0,$t.qv)(e)?(0,o.X)((0,s.e)(e)):e}'`);return t}remove(e){delete this.#oe[(0,$e.F)(e).toString()]}}const $n={ecdsa:e=>h(e),ed25519:e=>J(e),ethereum:e=>h(e),sr25519:e=>Pe(e)};function er({publicKey:e}){return e}class tr{#ce;#ie;#ue;decodeAddress=$e.F;constructor(e={}){if(e.type=e.type||"ed25519",!["ecdsa","ethereum","ed25519","sr25519"].includes(e.type||"undefined"))throw new Error(`Expected a keyring type of either 'ed25519', 'sr25519', 'ethereum' or 'ecdsa', found '${e.type||"unknown"}`);this.#ce=new _n,this.#ue=e.ss58Format,this.#ie=e.type}get pairs(){return this.getPairs()}get publicKeys(){return this.getPublicKeys()}get type(){return this.#ie}addPair(e){return this.#ce.add(e)}addFromAddress(e,t={},n=null,r=this.type,a,i){const s=this.decodeAddress(e,a);return this.addPair(Kt({toSS58:this.encodeAddress,type:r},{publicKey:s,secretKey:new Uint8Array},t,n,i))}addFromJson(e,t){return this.addPair(this.createFromJson(e,t))}addFromMnemonic(e,t={},n=this.type,r){return this.addFromUri(e,t,n,r)}addFromPair(e,t={},n=this.type){return this.addPair(this.createFromPair(e,t,n))}addFromSeed(e,t={},n=this.type){return this.addPair(Kt({toSS58:this.encodeAddress,type:n},$n[n](e),t,null))}addFromUri(e,t={},n=this.type,r){return this.addPair(this.createFromUri(e,t,n,r))}createFromJson({address:e,encoded:t,encoding:{content:n,type:r,version:a},meta:i},s){if("3"===a&&"pkcs8"!==n[0])throw new Error(`Unable to decode non-pkcs8 type, [${n.join(",")}] found}`);const o="0"!==a&&Array.isArray(n)?n[1]:this.type,c=Array.isArray(r)?r:[r];if(!["ed25519","sr25519","ecdsa","ethereum"].includes(o))throw new Error(`Unknown crypto type ${o}`);const u=(0,$t.qv)(e)?(0,en.V)(e):this.decodeAddress(e,s),l=(0,$t.qv)(t)?(0,en.V)(t):(0,Lt.u)(t);return Kt({toSS58:this.encodeAddress,type:o},{publicKey:u,secretKey:new Uint8Array},i,l,c)}createFromPair(e,t={},n=this.type){return Kt({toSS58:this.encodeAddress,type:n},e,t,null)}createFromUri(e,t={},n=this.type,r){const a=e.startsWith("//")?`bottom drive obey lake curtain smoke basket hold race lonely fit walk${e}`:e,{derivePath:i,password:s,path:o,phrase:c}=(0,kn.E)(a);let u;const h=(0,$t.qv)(c,256);if(h)u=(0,en.V)(c);else{const e=c.split(" ");if([12,15,18,21,24].includes(e.length))u="ethereum"===n?function(e,t="",n,r=32){if(!(0,Sn.F)(e))throw new Error("Invalid bip39 mnemonic specified");if(![32,64].includes(r))throw new Error(`Invalid seed length ${r}, expected 32 or 64`);return 32===r?!l.CW||!n&&(0,d.i_)()?(0,d.iI)(e,t):(0,Vn.kw)(e,t).subarray(0,32):(0,Vn.kw)(e,t)}(c,"",!1,64):function(e,t="",n,r){if(!(0,Sn.F)(e,n,r))throw new Error("Invalid bip39 mnemonic specified");if(!n&&!r&&(0,d.i_)())return(0,d.cI)(e,t);const a=function(e,t){return!l.CW||!t&&(0,d.i_)()?(0,d.oK)(e):(0,Vn.x2)(e,t)}(e,n),i=(0,Be.j)(`mnemonic${t}`);return(0,Tn.E)(a,i).password.slice(0,32)}(c,s,r);else{if(c.length>32)throw new Error("specified phrase is not a valid mnemonic and is invalid as a raw seed at > 32 bytes");u=(0,Be.j)(c.padEnd(32))}}const p="ethereum"===n?h?$n[n](u):function(e,t=""){const n=En(Gn,e,512);let r=Jn(n.slice(0,32),n.slice(32));if(!t||"m"===t||"M"===t||"m'"===t||"M'"===t)return r;if(!function(e){if(!e.startsWith("m/"))return!1;const t=e.split("/").slice(1);for(const e of t){const t=/^\d+'?$/.test(e)?parseInt(e.replace(/'$/,""),10):Number.NaN;if(isNaN(t)||t>=Kn||t<0)return!1}return!0}(t))throw new Error("Invalid derivation path");const a=t.split("/").slice(1);for(const e of a)r=Yn(r,parseInt(e,10)+(e.length>1&&e.endsWith("'")?Kn:0));return r}(u,i.substring(1)):Ye($n[n](u),o,n);return Kt({toSS58:this.encodeAddress,type:n},p,t,null)}encodeAddress=(e,t)=>"ethereum"===this.type?(0,Ne.w)(e):(0,Qn.j)(e,t??this.#ue);getPair(e){return this.#ce.get(e)}getPairs(){return this.#ce.all()}getPublicKeys(){return this.#ce.all().map(er)}removePair(e){this.#ce.remove(e)}setSS58Format(e){this.#ue=e}toJson(e,t){return this.#ce.get(e).toJson(t)}}const nr=[{p:"0xd43593c715fdd31c61141abd04a99fd6822c8558854ccde39a5684e7a56da27d",s:"0x98319d4ff8a9508c4bb0cf0b5a78d760a0b2082c02775e6e82370816fedfff48925a225d97aa00682d6a59b95b18780c10d7032336e88f3442b42361f4a66011",seed:"Alice",type:"sr25519"},{p:"0xbe5ddb1579b72e84524fc29e78609e3caf42e85aa118ebfe0b0ad404b5bdd25f",s:"0xe8da6c9d810e020f5e3c7f5af2dea314cbeaa0d72bc6421e92c0808a0c584a6046ab28e97c3ffc77fe12b5a4d37e8cd4afbfebbf2391ffc7cb07c0f38c023efd",seed:"Alice//stash",type:"sr25519"},{p:"0x8eaf04151687736326c9fea17e25fc5287613693c912909cb226aa4794f26a48",s:"0x081ff694633e255136bdb456c20a5fc8fed21f8b964c11bb17ff534ce80ebd5941ae88f85d0c1bfc37be41c904e1dfc01de8c8067b0d6d5df25dd1ac0894a325",seed:"Bob",type:"sr25519"},{p:"0xfe65717dad0447d715f660a0a58411de509b42e6efb8375f562f58a554d5860e",s:"0xc006507cdfc267a21532394c49ca9b754ca71de21e15a1cdf807c7ceab6d0b6c3ed408d9d35311540dcd54931933e67cf1ea10d46f75408f82b789d9bd212fde",seed:"Bob//stash",type:"sr25519"},{p:"0x90b5ab205c6974c9ea841be688864633dc9ca8a357843eeacf2314649965fe22",s:"0xa8f2d83016052e5d6d77b2f6fd5d59418922a09024cda701b3c34369ec43a7668faf12ff39cd4e5d92bb773972f41a7a5279ebc2ed92264bed8f47d344f8f18c",seed:"Charlie",type:"sr25519"},{p:"0x306721211d5404bd9da88e0204360a1a9ab8b87c66c1bc2fcdd37f3c2222cc20",s:"0x20e05482ca4677e0edbc58ae9a3a59f6ed3b1a9484ba17e64d6fe8688b2b7b5d108c4487b9323b98b11fe36cb301b084e920f7b7895536809a6d62a451b25568",seed:"Dave",type:"sr25519"},{p:"0xe659a7a1628cdd93febc04a4e0646ea20e9f5f0ce097d9a05290d4a9e054df4e",s:"0x683576abfd5dc35273e4264c23095a1bf21c14517bece57c7f0cc5c0ed4ce06a3dbf386b7828f348abe15d76973a72009e6ef86a5c91db2990cb36bb657c6587",seed:"Eve",type:"sr25519"},{p:"0x1cbd2d43530a44705ad088af313e18f80b53ef16b36177cd4b77b846f2a5f07c",s:"0xb835c20f450079cf4f513900ae9faf8df06ad86c681884122c752a4b2bf74d4303e4f21bc6cc62bb4eeed5a9cce642c25e2d2ac1464093b50f6196d78e3a7426",seed:"Ferdie",type:"sr25519"}],rr=[{name:"Alith",p:"0x02509540919faacf9ab52146c9aa40db68172d83777250b28e4679176e49ccdd9f",s:"0x5fb92d6e98884f76de468fa3f6278f8807c48bebc13595d45af5bdc4da702133",type:"ethereum"},{name:"Baltathar",p:"0x033bc19e36ff1673910575b6727a974a9abd80c9a875d41ab3e2648dbfb9e4b518",s:"0x8075991ce870b93a8870eca0c0f91913d12f47948ca0fd25b49c6fa7cdbeee8b",type:"ethereum"},{name:"Charleth",p:"0x0234637bdc0e89b5d46543bcbf8edff329d2702bc995e27e9af4b1ba009a3c2a5e",s:"0x0b6e18cafb6ed99687ec547bd28139cafdd2bffe70e6b688025de6b445aa5c5b",type:"ethereum"},{name:"Dorothy",p:"0x02a00d60b2b408c2a14c5d70cdd2c205db8985ef737a7e55ad20ea32cc9e7c417c",s:"0x39539ab1876910bbf3a223d84a29e28f1cb4e2e456503e7e91ed39b2e7223d68",type:"ethereum"},{name:"Ethan",p:"0x025cdc005b752651cd3f728fb9192182acb3a9c89e19072cbd5b03f3ee1f1b3ffa",s:"0x7dce9bc8babb68fec1409be38c8e1a52650206a7ed90ff956ae8a6d15eeaaef4",type:"ethereum"},{name:"Faith",p:"0x037964b6c9d546da4646ada28a99e34acaa1d14e7aba861a9055f9bd200c8abf74",s:"0xb9d2ea9a615f3165812e8d44de0d24da9bbd164b65c4f0573e1ce2c8dbd9c8df",type:"ethereum"}];function ar(e,t){if(!e&&!t)throw new Error("Testing pair should have either a name or a seed");return{isTesting:!0,name:e||t?.replace("//","_").toLowerCase()}}var ir=n(31616),sr=n(32641),or=n(32135);class cr{all(e){or.each((t,n)=>{e(n,t)})}get(e,t){t(or.get(e))}remove(e,t){or.remove(e),t&&t()}set(e,t,n){or.set(e,t),n&&n()}}class ur{#le;#de;#he;#pe;#me;_store;_genesisHash;_genesisHashAdd=[];constructor(){this.#le=hn.v,this.#de=fn,this.#he=gn,this.#pe=!1,this._store=new cr}get accounts(){return this.#le}get addresses(){return this.#de}get contracts(){return this.#he}get isEthereum(){return this.#pe}get keyring(){if(this.#me)return this.#me;throw new Error("Keyring should be initialised via 'loadAll' before use")}get genesisHash(){return this._genesisHash}get genesisHashes(){return this._genesisHash?[this._genesisHash,...this._genesisHashAdd]:[...this._genesisHashAdd]}decodeAddress=(e,t,n)=>this.keyring.decodeAddress(e,t,n);encodeAddress=(e,t)=>this.keyring.encodeAddress(e,t);getPair(e){return this.keyring.getPair(e)}getPairs(){return this.keyring.getPairs().filter(e=>cn._.isDevelopment()||!0!==e.meta.isTesting)}isAvailable(e){const t=this.accounts.subject.getValue(),n=this.addresses.subject.getValue(),r=this.contracts.subject.getValue(),a=(0,_t.K)(e)?e:this.encodeAddress(e);return!t[a]&&!n[a]&&!r[a]}isPassValid(e){return e.length>0}setSS58Format(e){this.#me&&(0,ir.E)(e)&&this.#me.setSS58Format(e)}setDevMode(e){cn._.set(e)}initKeyring(e){const t=function(e={},t=!0){const n=new tr(e),r="ethereum"===e.type?rr:nr;for(const{name:a,p:i,s,seed:o,type:c}of r){const r=ar(a,o);(t||a||!o?n.addPair(Kt({toSS58:n.encodeAddress,type:c},{publicKey:(0,en.V)(i),secretKey:(0,en.V)(s)},r)):n.addFromUri(o,r,e.type)).lock=()=>{}}return n}(e,!0);(0,sr.L)(e.isDevelopment)&&this.setDevMode(e.isDevelopment),this.#pe="ethereum"===t.type,this.#me=t,this._genesisHash=e.genesisHash&&((0,_t.K)(e.genesisHash)?e.genesisHash.toString():e.genesisHash.toHex()),this._genesisHashAdd=e.genesisHashAdd||[],this._store=e.store||this._store,this.addAccountPairs()}addAccountPairs(){this.keyring.getPairs().forEach(({address:e,meta:t})=>{this.accounts.add(this._store,e,{address:e,meta:t})})}addTimestamp(e){e.meta.whenCreated||e.setMeta({whenCreated:Date.now()})}}const lr=new class extends ur{keyringOption=new xn;#fe={account:()=>this.accounts,address:()=>this.addresses,contract:()=>this.contracts};addExternal(e,t={}){const n=this.keyring.addFromAddress(e,(0,i.b)({},t,{isExternal:!0}),null,t?.type);return{json:this.saveAccount(n),pair:n}}addHardware(e,t,n={}){return this.addExternal(e,(0,i.b)({},n,{hardwareType:t,isHardware:!0}))}addMultisig(e,t,n={}){let r=function(e,t){return(0,Ee.q)((0,a.z)(on,(0,an.R)(e.length),...Yt(e.map(sn)),(0,Me.a)(t,Ae.gJ)))}(e,t);this.isEthereum&&(r=r.slice(0,20));const s=Yt(e.map(e=>this.decodeAddress(e))).map(e=>this.encodeAddress(e));return this.addExternal(r,(0,i.b)({},n,{isMultisig:!0,threshold:(0,Qt.A)(t).toNumber(),who:s}))}addPair(e,t){return this.keyring.addPair(e),{json:this.saveAccount(e,t),pair:e}}addUri(e,t,n={},r){const a=this.keyring.addFromUri(e,n,r);return{json:this.saveAccount(a,t),pair:a}}backupAccount(e,t){return e.isLocked||e.lock(),e.decodePkcs8(t),e.toJson(t)}async backupAccounts(e,t){const n=e.map(e=>new Promise(t=>{this._store.get((0,pn.LQ)(e),t)})),r=await Promise.all(n);return(0,i.b)({},function(e,t,n){let r=!1,i=e;if(n){const{params:e,password:t,salt:s}=Et(n),{encrypted:o,nonce:c}=jt(i,t.subarray(0,32));r=!0,i=(0,a.z)(Bt(s,e),c,o)}return Rt(i,["batch-pkcs8"],r)}((0,Be.j)(JSON.stringify(r)),0,t),{accounts:r.map(e=>({address:e.address,meta:e.meta}))})}createFromJson(e,t={}){return this.keyring.createFromJson((0,i.b)({},e,{meta:(0,i.b)({},e.meta,t)}))}createFromUri(e,t={},n){return this.keyring.createFromUri(e,t,n)}encryptAccount(e,t){const n=e.toJson(t);n.meta.whenEdited=Date.now(),this.keyring.addFromJson(n),this.accounts.add(this._store,e.address,n,e.type)}forgetAccount(e){this.keyring.removePair(e),this.accounts.remove(this._store,e)}forgetAddress(e){this.addresses.remove(this._store,e)}forgetContract(e){this.contracts.remove(this._store,e)}getAccount(e){return this.getAddress(e,"account")}getAccounts(){const e=this.accounts.subject.getValue();return Object.keys(e).map(e=>this.getAddress(e,"account")).filter(e=>!!e&&(cn._.isDevelopment()||!0!==e.meta.isTesting))}getAddress(e,t=null){const n=(0,_t.K)(e)?e:this.encodeAddress(e),r=this.decodeAddress(n),a=(t?[this.#fe[t]]:Object.values(this.#fe)).reduce((e,t)=>t().subject.getValue()[n]||e,void 0);return a&&{address:n,meta:a.json.meta,publicKey:r}}getAddresses(){const e=this.addresses.subject.getValue();return Object.keys(e).map(e=>this.getAddress(e)).filter(e=>!!e)}getContract(e){return this.getAddress(e,"contract")}getContracts(){const e=this.contracts.subject.getValue();return Object.entries(e).filter(([,{json:{meta:{contract:e}}}])=>!!e&&e.genesisHash===this.genesisHash).map(([e])=>this.getContract(e)).filter(e=>!!e)}rewriteKey(e,t,n,r){n.startsWith("0x")||(this._store.remove(t),this._store.set(r(n),e))}loadAccount(e,t){if(!e.meta.isTesting&&e.encoded){const t=this.keyring.addFromJson(e,!0);this.accounts.add(this._store,t.address,e,t.type)}const[,n]=t.split(":");this.rewriteKey(e,t,n.trim(),pn.LQ)}loadAddress(e,t){const{isRecent:n,whenCreated:r=0}=e.meta;if(n&&Date.now()-r>86400)return void this._store.remove(t);const a=(0,$t.qv)(e.address)&&66!==e.address.length?e.address:this.encodeAddress((0,$t.qv)(e.address)?(0,en.V)(e.address):this.decodeAddress(e.address,!0)),[,i]=t.split(":");this.addresses.add(this._store,a,e),this.rewriteKey(e,t,i,pn.IY)}loadContract(e,t){const n=this.encodeAddress(this.decodeAddress(e.address)),[,r]=t.split(":");e.meta.genesisHash=e.meta.genesisHash||e.meta.contract?.genesisHash,this.contracts.add(this._store,n,e),this.rewriteKey(e,t,r,pn.Gn)}loadInjected(e,t,n){const r={address:e,meta:(0,i.b)({},t,{isInjected:!0})},a=this.keyring.addFromAddress(e,r.meta,null,n);this.accounts.add(this._store,a.address,r,a.type)}allowGenesis(e){if(e?.meta&&this.genesisHash){const t=Object.values(Gt).find(e=>e.includes(this.genesisHash||""))||[this.genesisHash];if(e.meta.genesisHash)return t.includes(e.meta.genesisHash)||this.genesisHashes.includes(e.meta.genesisHash);if(e.meta.contract)return t.includes(e.meta.contract.genesisHash)}return!0}loadAll(e,t=[]){super.initKeyring(e),this._store.all((t,n)=>{if(!(0,tn.T)(e.filter)||e.filter(n))try{this.allowGenesis(n)&&(pn.Zv.test(t)?this.loadAccount(n,t):pn.GH.test(t)?this.loadAddress(n,t):pn.SN.test(t)&&this.loadContract(n,t))}catch{console.warn(`Keyring: Unable to load ${t}:${(0,nn.A)(n)}`)}}),t.forEach(e=>{if(this.allowGenesis(e))try{this.loadInjected(e.address,e.meta,e.type)}catch{console.warn(`Keyring: Unable to inject ${(0,nn.A)(e)}`)}}),this.keyringOption.init(this)}restoreAccount(e,t){const n=Array.isArray(e.encoding.content)?e.encoding.content[1]:"ed25519",r=Array.isArray(e.encoding.type)?e.encoding.type:[e.encoding.type],a=Kt({toSS58:this.encodeAddress,type:n},{publicKey:this.decodeAddress(e.address,!0)},e.meta,(0,$t.qv)(e.encoded)?(0,en.V)(e.encoded):(0,Lt.u)(e.encoded),r);return a.decodePkcs8(t),this.addPair(a,t),a.lock(),a}restoreAccounts(e,t){JSON.parse((0,rn.F)(function({encoded:e,encoding:t},n){if(!e)throw new Error("No encrypted data available to decode");return Ct((0,$t.qv)(e)?(0,en.V)(e):(0,Lt.u)(e),n,Array.isArray(t.type)?t.type:[t.type])}(e,t))).forEach(e=>{this.loadAccount(e,(0,pn.LQ)(e.address))})}saveAccount(e,t){this.addTimestamp(e);const n=e.toJson(t);return this.keyring.addFromJson(n),this.accounts.add(this._store,e.address,n,e.type),n}saveAccountMeta(e,t){const n=e.address;this._store.get((0,pn.LQ)(n),r=>{e.setMeta(t),r.meta=e.meta,this.accounts.add(this._store,n,r,e.type)})}saveAddress(e,t,n="address"){const r=this.addresses.subject.getValue(),a=r[e]?.json||{address:e,meta:{isRecent:void 0,whenCreated:Date.now()}};return Object.keys(t).forEach(e=>{a.meta[e]=t[e]}),delete a.meta.isRecent,this.#fe[n]().add(this._store,e,a),a}saveContract(e,t){return this.saveAddress(e,t,"contract")}saveRecent(e){return this.addresses.subject.getValue()[e]||this.addresses.add(this._store,e,{address:e,meta:{genesisHash:this.genesisHash,isRecent:!0,whenCreated:Date.now()}}),this.addresses.subject.getValue()[e]}}},7150(e,t,n){"use strict";n.d(t,{f:()=>r});const r={NftsApi:[{methods:{attribute:{description:"An attribute",params:[{name:"collection",type:"NftCollectionId"},{name:"item",type:"NftItemId"},{name:"key",type:"Bytes"}],type:"Option"},collection_attribute:{description:"A collection attribute",params:[{name:"collection",type:"NftCollectionId"},{name:"key",type:"Bytes"}],type:"Option"},collection_owner:{description:"A collection owner",params:[{name:"collection",type:"NftCollectionId"}],type:"Option"},custom_attribute:{description:"A custom attribute",params:[{name:"account",type:"AccountId"},{name:"collection",type:"NftCollectionId"},{name:"item",type:"NftItemId"},{name:"key",type:"Bytes"}],type:"Option"},owner:{description:"Collection owner",params:[{name:"collection",type:"NftCollectionId"},{name:"item",type:"NftItemId"}],type:"Option"},system_attribute:{description:"System attribute",params:[{name:"collection",type:"NftCollectionId"},{name:"item",type:"NftItemId"},{name:"key",type:"Bytes"}],type:"Option"}},version:1}]}},7199(e,t,n){"use strict";n.d(t,{Ms:()=>y,vU:()=>p});var 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strict";n.d(t,{Z:()=>l});var r=n(63369),a=n(64789),i=n(92132),s=n(50969),o=n(16299),c=n(52259);const u={Blake2_128:[16,!1],Blake2_128Concat:[16,!0],Blake2_256:[32,!1],Identity:[0,!0],Twox128:[16,!1],Twox256:[32,!1],Twox64Concat:[8,!0]};class l extends r.I{#ge;#ye;#be;#ve;#we;constructor(e,t,n={}){const{key:r,method:o,section:u}=function(e){if((0,s.b)(e)||!e||(0,i.K)(e))return{key:e};if(e instanceof l)return{key:e,method:e.method,section:e.section};if((0,a.T)(e))return{key:e(),method:e.method,section:e.section};if(Array.isArray(e)){const[t,n=[]]=e;if(!(0,a.T)(t))throw new Error("Expected function input for key construction");if(t.meta&&t.meta.type.isMap){const e=t.meta.type.asMap;if(!Array.isArray(n)||n.length!==e.hashers.length)throw new Error(`Expected an array of ${e.hashers.length} values as params to a Map query`)}return{key:t(...n),method:t.method,section:t.section}}throw new Error(`Unable to convert input ${e} to StorageKey`)}(t);super(e,r),this.#be=function(e,t){if(t instanceof l)return t.outputType;if((0,a.T)(t))return(0,c.f)(e,t.meta.type);if(Array.isArray(t)){const[n]=t;if(n.meta)return(0,c.f)(e,n.meta.type)}return"Raw"}(e,t),this.setMeta(function(e){if(e instanceof l)return e.meta;if((0,a.T)(e))return e.meta;if(Array.isArray(e)){const[t]=e;return t.meta}}(t),n.section||u,n.method||o)}get args(){return this.#ge}get meta(){return this.#ye}get method(){return this.#ve}get outputType(){return this.#be}get section(){return this.#we}is(e){return e.section===this.section&&e.method===this.method}setMeta(e,t,n){this.#ye=e,this.#ve=n||this.#ve,this.#we=t||this.#we,e&&(this.#be=(0,c.f)(this.registry,e.type));try{this.#ge=function(e,t,n){if(!n||!n.type.isMap)return[];const{hashers:r,key:a}=n.type.asMap,i=1===r.length?[a]:e.lookup.getSiType(a).def.asTuple;return function(e,t,n){let r=32;const a=n.length,i=new Array(a);for(let s=0;s[e,i[t]]))}(this.registry,this.toU8a(!0),e)}catch{}return this}toHuman(e,t){return this.#ge.length?this.#ge.map(e=>e.toHuman(void 0,t)):super.toHuman(void 0,t)}toRawType(){return"StorageKey"}}},9620(e,t,n){"use strict";function r(e,t,n,r,a=0){const i=r?r(t,a):t.toString();let s;Object.defineProperty(e,i,{configurable:!0,enumerable:!0,get:function(){if(void 0===s){s=n(t,a,this);try{Object.defineProperty(this,i,{value:s})}catch{}}return s}})}function a(e,t,n,a){for(let i=0,s=t.length;ia,s:()=>r})},9844(e,t,n){"use strict";n.d(t,{v5:()=>r});const r={AssetIdV5:"MultiLocationV5",AssetInstanceV5:{_enum:{Undefined:"Null",Index:"Compact",Array4:"[u8;4]",Array8:"[u8;8]",Array16:"[u8;16]",Array32:"[u8;32]"}},MultiAssetV5:{id:"AssetIdV5",fun:"FungibilityV5"},MultiAssetsV5:"Vec",WildMultiAssetV5:{_enum:{All:"Null",AllOf:{id:"AssetIdV5",fun:"WildFungibilityV5"},AllCounted:"Compact",AllOfCounted:{id:"AssetIdV5",fun:"WildFungibilityV5",count:"Compact"}}},MultiAssetFilterV5:{_enum:{Definite:"MultiAssetsV5",Wild:"WildMultiAssetV5"}},MultiAssetTransferFilterV5:{_enum:{Teleport:"MultiAssetFilterV5",ReserveDeposit:"MultiAssetFilterV5",ReserveWithdraw:"MultiAssetFilterV5"}},FungibilityV5:{_enum:{Fungible:"Compact",NonFungible:"AssetInstanceV5"}},UncheckedFungibilityV5:{_enum:{Fungible:"Compact",NonFungible:"AssetInstanceV5"}},WildFungibilityV5:"WildFungibilityV2",JunctionV5:{_enum:{Teyrchain:"Compact",AccountId32:{network:"Option",id:"[u8;32]"},AccountIndex64:{network:"Option",index:"Compact"},AccountKey20:{network:"Option",key:"[u8;20]"},PezpalletInstance:"u8",GeneralIndex:"Compact",GeneralKey:{length:"u8",data:"[u8;32]"},OnlyChild:"Null",Plurality:{id:"BodyIdV3",part:"BodyPartV3"},GlobalConsensus:"NetworkIdV5"}},NetworkIdV5:{_enum:{ByGenesis:"[u8;32]",ByFork:{blockNumber:"u64",blockHash:"[u8;32]"},Pezkuwi:"Null",Dicle:"Null",Zagros:"Null",Ethereum:{chainId:"Compact"},BitcoinCore:"Null",BitcoinCash:"Null",PezkuwiBulletin:"Null"}},JunctionsV5:{_enum:{Here:"Null",X1:"[JunctionV5;1]",X2:"[JunctionV5;2]",X3:"[JunctionV5;3]",X4:"[JunctionV5;4]",X5:"[JunctionV5;5]",X6:"[JunctionV5;6]",X7:"[JunctionV5;7]",X8:"[JunctionV5;8]"}},MultiLocationV5:{parents:"u8",interior:"JunctionsV5"},InteriorMultiLocationV5:"JunctionsV5",XcmV5:"Vec",PezpalletInfoV5:"PezpalletInfoV3",ResponseV5:{_enum:{Null:"Null",Assets:"MultiAssetsV5",ExecutionResult:"Option<(u32, 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XcmErrorV3)>",ExpectTransactStatus:"MaybeErrorCodeV3",QueryPezpallet:{moduleName:"Vec",responseInfo:"QueryResponseInfoV4"},ExpectPezpallet:{index:"Compact",name:"Vec",moduleName:"Vec",crateMajor:"Compact",minCrateMinor:"Compact"},ReportTransactStatus:"QueryResponseInfoV4",ClearTransactStatus:"Null",UniversalOrigin:"JunctionV5",ExportMessage:{network:"NetworkIdV5",destination:"InteriorMultiLocationV5",xcm:"XcmV5"},LockAsset:{asset:"MultiAssetV5",unlocker:"MultiLocationV5"},UnlockAsset:{asset:"MultiAssetV5",target:"MultiLocationV5"},NoteUnlockable:{asset:"MultiAssetV5",owner:"MultiLocationV5"},RequestUnlock:{asset:"MultiAssetV5",locker:"MultiLocationV5"},SetFeesMode:{jitWithdraw:"bool"},SetTopic:"[u8;32]",ClearTopic:"Null",AliasOrigin:"MultiLocationV5",UnpaidExecution:{weightLimit:"WeightLimitV3",checkOrigin:"Option"},PayFees:{asset:"MultiAssetV5"},InitiateTransfer:{destination:"MultiLocationV5",remoteFees:"Option",preserveOrigin:"bool",assets:"Vec",remoteXcm:"XcmV5"},ExecuteWithOrigin:{descendant_origin:"Option",xcm:"XcmV5"},SetHints:{hints:"Vec"}}},HintV5:{_enum:{AssetClaimer:{location:"MultiLocationV5"}}},XcmErrorV5:"XcmErrorV3"}},10017(e,t,n){"use 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strict";n.d(t,{$Q:()=>T,Az:()=>V,G3:()=>p,M8:()=>u,N9:()=>A,P8:()=>i,Qr:()=>w,Rc:()=>k,So:()=>x,Sx:()=>b,TR:()=>v,Vn:()=>f,Zf:()=>P,cI:()=>o,cY:()=>y,iI:()=>c,i_:()=>M,nt:()=>g,oK:()=>s,q:()=>l,sc:()=>S,tr:()=>d,x1:()=>h,zC:()=>m});var r=n(94602);function a(e){return(...t)=>{if(!r.y.wasm)throw new Error("The WASM interface has not been initialized. Ensure that you wait for the initialization Promise with waitReady() from @pezkuwi/wasm-crypto (or cryptoWaitReady() from @pezkuwi/util-crypto) before attempting to use WASM-only interfaces.");return e(r.y.wasm,...t)}}const i=a((e,t)=>(e.ext_bip39_generate(8,t),r.y.resultString())),s=a((e,t)=>(e.ext_bip39_to_entropy(8,...r.y.allocString(t)),r.y.resultU8a())),o=a((e,t,n)=>(e.ext_bip39_to_mini_secret(8,...r.y.allocString(t),...r.y.allocString(n)),r.y.resultU8a())),c=a((e,t,n)=>(e.ext_bip39_to_seed(8,...r.y.allocString(t),...r.y.allocString(n)),r.y.resultU8a())),u=a((e,t)=>0!==e.ext_bip39_validate(...r.y.allocString(t))),l=a((e,t)=>(e.ext_ed_from_seed(8,...r.y.allocU8a(t)),r.y.resultU8a())),d=a((e,t,n,a)=>(e.ext_ed_sign(8,...r.y.allocU8a(t),...r.y.allocU8a(n),...r.y.allocU8a(a)),r.y.resultU8a())),h=a((e,t,n,a)=>0!==e.ext_ed_verify(...r.y.allocU8a(t),...r.y.allocU8a(n),...r.y.allocU8a(a))),p=a((e,t)=>(e.ext_secp_from_seed(8,...r.y.allocU8a(t)),r.y.resultU8a())),m=a((e,t)=>(e.ext_secp_pub_compress(8,...r.y.allocU8a(t)),r.y.resultU8a())),f=a((e,t)=>(e.ext_secp_pub_expand(8,...r.y.allocU8a(t)),r.y.resultU8a())),g=a((e,t,n,a)=>(e.ext_secp_recover(8,...r.y.allocU8a(t),...r.y.allocU8a(n),a),r.y.resultU8a())),y=a((e,t,n)=>(e.ext_secp_sign(8,...r.y.allocU8a(t),...r.y.allocU8a(n)),r.y.resultU8a())),b=a((e,t,n,a)=>(e.ext_blake2b(8,...r.y.allocU8a(t),...r.y.allocU8a(n),a),r.y.resultU8a())),v=a((e,t,n)=>(e.ext_hmac_sha256(8,...r.y.allocU8a(t),...r.y.allocU8a(n)),r.y.resultU8a())),w=a((e,t,n)=>(e.ext_hmac_sha512(8,...r.y.allocU8a(t),...r.y.allocU8a(n)),r.y.resultU8a())),x=a((e,t)=>(e.ext_keccak256(8,...r.y.allocU8a(t)),r.y.resultU8a())),k=a((e,t)=>(e.ext_keccak512(8,...r.y.allocU8a(t)),r.y.resultU8a())),V=a((e,t,n,a)=>(e.ext_pbkdf2(8,...r.y.allocU8a(t),...r.y.allocU8a(n),a),r.y.resultU8a())),S=a((e,t,n,a,i,s)=>(e.ext_scrypt(8,...r.y.allocU8a(t),...r.y.allocU8a(n),a,i,s),r.y.resultU8a())),T=a((e,t)=>(e.ext_sha256(8,...r.y.allocU8a(t)),r.y.resultU8a())),P=a((e,t)=>(e.ext_sha512(8,...r.y.allocU8a(t)),r.y.resultU8a()));function M(){return!!r.y.wasm}async function A(){try{return!!await(0,r.W)()}catch{return!1}}},10667(e,t,n){e.exports=function(){return n(83947),{}}},10834(e,t,n){"use strict";n.d(t,{Y:()=>i,l:()=>s});var r=n(32906),a=null;function i(e){if(r.$.useDeprecatedSynchronousErrorHandling){var t=!a;if(t&&(a={errorThrown:!1,error:null}),e(),t){var n=a,i=n.errorThrown,s=n.error;if(a=null,i)throw s}}else e()}function s(e){r.$.useDeprecatedSynchronousErrorHandling&&a&&(a.errorThrown=!0,a.error=e)}},11263(e,t,n){"use strict";n.d(t,{f:()=>c});const r={query_fee_details:{description:"The transaction fee details",params:[{name:"uxt",type:"Extrinsic"},{name:"len",type:"u32"}],type:"FeeDetails"}},a={query_call_fee_details:{description:"The call fee details",params:[{name:"call",type:"Call"},{name:"len",type:"u32"}],type:"FeeDetails"}},i={query_info:{description:"The transaction info",params:[{name:"uxt",type:"Extrinsic"},{name:"len",type:"u32"}],type:"RuntimeDispatchInfo"}},s={query_call_info:{description:"The call info",params:[{name:"call",type:"Call"},{name:"len",type:"u32"}],type:"RuntimeDispatchInfo"}},o={query_length_to_fee:{description:"Query the output of the current LengthToFee given some input",params:[{name:"length",type:"u32"}],type:"Balance"},query_weight_to_fee:{description:"Query the output of the current WeightToFee given some input",params:[{name:"weight",type:"Weight"}],type:"Balance"}},c={TransactionPaymentApi:[{methods:{...o,...i,...r},version:4},{methods:{...o,...i,...r},version:3},{methods:{...i,...r},version:2},{methods:{query_info:{description:"The transaction info",params:[{name:"uxt",type:"Extrinsic"},{name:"len",type:"u32"}],type:"RuntimeDispatchInfo"},...r},version:1}],TransactionPaymentCallApi:[{methods:{...o,...s,...a},version:3},{methods:{...s,...a},version:2},{methods:{CALL:{description:"The call info",params:[{name:"call",type:"Call"},{name:"len",type:"u32"}],type:"RuntimeDispatchInfo"},...a},version:1}]}},11500(e,t,n){"use strict";n.d(t,{q:()=>S});var r=n(67164),a=n(71035),i=n(65826),s=n(71761),o=n(43696),c=n(26074),u=n(56733),l=n(20927),d=n(23018),h=n(10017),p=n(51954),m=n(64789),f=n(53295),g=n(13812),y=n(31616),b=n(45542),v=n(92132),w=n(50969);const x=new r(1e4),k=[["Perquintill",h.ik],["Perbill",h.pr],["Permill",h.i5],["Percent",h.cM]];function V(e,t){if((0,y.E)(e)){if(!Number.isInteger(e)||e>Number.MAX_SAFE_INTEGER||ei)throw new Error(`${this.toRawType()}: Input too large. 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super.bitLength()>52?this.toString():this.toNumber()}toRawType(){return this instanceof this.registry.createClassUnsafe("Balance")?"Balance":`${this.isUnsigned?"u":"i"}${this.bitLength()}`}toString(e){return super.toString(e)}toU8a(e){return(0,d.a)(this,{bitLength:this.bitLength(),isLe:!0,isNegative:!this.isUnsigned})}}},11950(e,t,n){"use strict";n.d(t,{UY:()=>a});const r=n(58408).Mn.crypto;function a(e){return r.getRandomValues(e)}},12575(e,t,n){"use strict";n.d(t,{Z:()=>s});var r=n(59488);const a=(0,r.D8)("toHex","toHuman","toU8a"),i=(0,r.D8)("get");function s(e){return a(e)&&i(e.registry)}},12704(e,t,n){e.exports=[n(82431),n(24619),n(75817),n(71912),n(60750),n(24375)]},12876(e,t,n){"use strict";n.d(t,{v:()=>u});var r=n(54962),a=n(53967);function i(e,{sub:t}){const{lookupName:n,type:r}=t;return u([n||r])}function s(e,{sub:t}){return u(t.map(({lookupName:e,type:t})=>e||t))}function o(e,{info:t}){throw new Error(`Unhandled: Unable to create and validate type from ${e} 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i={rpc:r._,runtime:a.f,types:{BlockV0:{header:"EthHeader",transactions:"Vec",ommers:"Vec"},LegacyTransaction:{nonce:"U256",gasPrice:"U256",gasLimit:"U256",action:"EthTransactionAction",value:"U256",input:"Bytes",signature:"EthLegacyTransactionSignature"},TransactionV0:"LegacyTransaction",BlockV1:{header:"EthHeader",transactions:"Vec",ommers:"Vec"},EIP2930Transaction:{chainId:"u64",nonce:"U256",gasPrice:"U256",gasLimit:"U256",action:"EthTransactionAction",value:"U256",input:"Bytes",accessList:"EthAccessList",signature:"EthTransactionSignature"},TransactionV1:{_enum:{Legacy:"LegacyTransaction",EIP2930:"EIP2930Transaction"}},BlockV2:{header:"EthHeader",transactions:"Vec",ommers:"Vec"},EIP1559Transaction:{chainId:"u64",nonce:"U256",maxPriorityFeePerGas:"U256",maxFeePerGas:"U256",gasLimit:"U256",action:"EthTransactionAction",value:"U256",input:"Bytes",accessList:"EthAccessList",signature:"EthTransactionSignature"},TransactionV2:{_enum:{Legacy:"LegacyTransaction",EIP2930:"EIP2930Transaction",EIP1559:"EIP1559Transaction"}},BlockV3:{header:"EthHeader",transactions:"Vec",ommers:"Vec"},EIP7702Transaction:{chainId:"u64",nonce:"U256",maxPriorityFeePerGas:"U256",maxFeePerGas:"U256",gasLimit:"U256",destination:"EthTransactionAction",value:"U256",data:"Bytes",accessList:"EthAccessList",authorizationList:"EthAuthorizationList",signature:"EthTransactionSignature"},TransactionV3:{_enum:{Legacy:"LegacyTransaction",EIP2930:"EIP2930Transaction",EIP1559:"EIP1559Transaction",EIP7702:"EIP7702Transaction"}},EthereumAccountId:"GenericEthereumAccountId",EthereumAddress:"GenericEthereumAccountId",EthereumLookupSource:"GenericEthereumLookupSource",EthereumSignature:"[u8; 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This should not change except for when changes are scheduled and the corresponding delay has passed.",params:[],type:"AuthorityList"},submit_report_equivocation_unsigned_extrinsic:{description:"Submits an unsigned extrinsic to report an equivocation.",params:[{name:"equivocationProof",type:"GrandpaEquivocationProof"},{name:"keyOwnerProof",type:"OpaqueKeyOwnershipProof"}],type:"Option"}},a={GrandpaApi:[{methods:{current_set_id:{description:"Get current GRANDPA authority set id.",params:[],type:"SetId"},...r},version:3},{methods:r,version:2}]}},17634(e,t,n){"use strict";n.d(t,{A:()=>r});const r={rpc:{},types:{AssetOptions:{initalIssuance:"Compact",permissions:"PermissionLatest"},Owner:{_enum:{None:"Null",Address:"AccountId"}},PermissionsV1:{update:"Owner",mint:"Owner",burn:"Owner"},PermissionVersions:{_enum:{V1:"PermissionsV1"}},PermissionLatest:"PermissionsV1"}}},17839(e,t,n){"use strict";n.d(t,{A:()=>a});var r=n(11500);class a extends r.q{constructor(e,t=0,n){super(e,t,n,!0)}static 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this.isOk&&this.value.isEmpty}get isErr(){return!this.isOk}get isOk(){return 0===this.index}toRawType(){const e=this._toRawStruct();return`Result<${e.Ok},${e.Err}>`}}},21975(e,t,n){"use strict";n.d(t,{Q:()=>a});var r=n(98612);class a extends r.r{#Ye;constructor(e,t,n,{rangeName:r="Range"}={}){super(e,[t,t],n),this.#Ye=r}static with(e){return class extends a{constructor(t,n){super(t,e,n)}}}get start(){return this[0]}get end(){return this[1]}toRawType(){return`${this.#Ye}<${this.start.toRawType()}>`}}},22246(e,t,n){"use strict";n.d(t,{A:()=>r});const r={HrmpChannel:{maxCapacity:"u32",maxTotalSize:"u32",maxMessageSize:"u32",msgCount:"u32",totalSize:"u32",mqcHead:"Option",senderDeposit:"Balance",recipientDeposit:"Balance"},HrmpChannelId:{sender:"u32",receiver:"u32"},HrmpOpenChannelRequest:{confirmed:"bool",age:"SessionIndex",senderDeposit:"Balance",maxMessageSize:"u32",maxCapacity:"u32",maxTotalSize:"u32"}}},22290(e,t,n){"use strict";n.d(t,{l:()=>i});var r=n(49341),a=n(50969);class i extends Boolean{registry;createdAtHash;initialU8aLength=1;isStorageFallback;constructor(e,t=!1){super((0,a.b)(t)?1===t[0]:t instanceof Boolean?t.valueOf():!!t),this.registry=e}get encodedLength(){return 1}get hash(){return this.registry.hash(this.toU8a())}get isEmpty(){return this.isFalse}get isFalse(){return!this.isTrue}get isTrue(){return this.valueOf()}eq(e){return this.valueOf()===(e instanceof Boolean?e.valueOf():e)}inspect(){return{outer:[this.toU8a()]}}toHex(){return(0,r.X)(this.toU8a())}toHuman(){return this.toJSON()}toJSON(){return this.valueOf()}toPrimitive(){return this.toJSON()}toRawType(){return"bool"}toString(){return this.toJSON().toString()}toU8a(e){return new Uint8Array([this.valueOf()?1:0])}}},22678(e,t,n){"use strict";n.d(t,{z:()=>a});var r=n(17839);class a extends(r.A.with(256)){__IntType="i256"}},22889(e,t,n){"use strict";n.d(t,{c:()=>a});var r=n(38638);const a={PortableTypeV14:{id:"Si1LookupTypeId",type:"Si1Type"},ErrorMetadataV14:{...r.z,args:"Vec"},EventMetadataV14:{...r.z,args:"Vec"},FunctionArgumentMetadataV14:{name:"Text",type:"Type",typeName:"Option"},FunctionMetadataV14:{...r.z,args:"Vec"},ExtrinsicMetadataV14:{type:"SiLookupTypeId",version:"u8",signedExtensions:"Vec"},MetadataV14:{lookup:"PortableRegistry",pallets:"Vec",extrinsic:"ExtrinsicMetadataV14",type:"SiLookupTypeId"},PezpalletCallMetadataV14:{type:"SiLookupTypeId"},PezpalletConstantMetadataV14:{name:"Text",type:"SiLookupTypeId",value:"Bytes",docs:"Vec"},PezpalletErrorMetadataV14:{type:"SiLookupTypeId"},PezpalletEventMetadataV14:{type:"SiLookupTypeId"},PezpalletMetadataV14:{name:"Text",storage:"Option",calls:"Option",events:"Option",constants:"Vec",errors:"Option",index:"u8"},PezpalletStorageMetadataV14:{prefix:"Text",items:"Vec"},SignedExtensionMetadataV14:{identifier:"Text",type:"SiLookupTypeId",additionalSigned:"SiLookupTypeId"},StorageEntryMetadataV14:{name:"Text",modifier:"StorageEntryModifierV14",type:"StorageEntryTypeV14",fallback:"Bytes",docs:"Vec"},StorageEntryModifierV14:"StorageEntryModifierV13",StorageEntryTypeV14:{_enum:{Plain:"SiLookupTypeId",Map:{hashers:"Vec",key:"SiLookupTypeId",value:"SiLookupTypeId"}}},StorageHasherV14:"StorageHasherV13"}},23018(e,t,n){"use strict";n.d(t,{a:()=>i});var r=n(43696);const a={bitLength:-1,isLe:!0,isNegative:!1};function i(e,{bitLength:t=-1,isLe:n=!0,isNegative:i=!1}=a){const s=(0,r.A)(e),o=-1===t?Math.ceil(s.bitLength()/8):Math.ceil((t||0)/8);if(!e)return-1===t?new Uint8Array(1):new Uint8Array(o);const c=new Uint8Array(o),u=i?s.toTwos(8*o):s;return c.set(u.toArray(n?"le":"be",o),0),c}},23037(e,t,n){"use strict";n.d(t,{V:()=>u});var r=n(15565),a=n(80891),i=n(23018),s=n(25584),o=n(10372),c=n(42476);function u(e,t){if(![33,65].includes(e.length))throw new Error(`Invalid publicKey provided, received ${e.length} bytes input`);if(65===e.length)return e.subarray(1);if(!s.CW||!t&&(0,o.i_)())return(0,o.Vn)(e).subarray(1);const{px:n,py:u}=r.bI.ProjectivePoint.fromHex(e);return(0,a.z)((0,i.a)(n,c.ag),(0,i.a)(u,c.ag))}},23078(e,t,n){"use strict";n.d(t,{A:()=>v});var r=n(23343),a=n(32064),i=n(16127),s=n(7146),o=n(36232),c=n(51344),u=n(13812),l=n(25584),d=n(10372),h=n(85990),p=n(8702),m=n(54585),f=n(47643),g=n(51204);const y=[12,15,18,21,24];function b(e,t){return"ethereum"===t?`${e}/m/44'/60'/0'/0/0`:e}class v{#Qe;#_e;constructor(e){this.#Qe={},this.#_e=e}transformAccounts(e){return Object.values(e).map(({json:{address:e,meta:t},type:n})=>({address:e,isDefaultAuthSelected:this.#_e.defaultAuthAccountSelection.includes(e),...t,type:n}))}accountsCreateExternal({address:e,genesisHash:t,name:n}){return s.AC.addExternal(e,{genesisHash:t,name:n}),!0}accountsCreateHardware({accountIndex:e,address:t,addressOffset:n,genesisHash:r,hardwareType:a,name:i,type:o}){return s.AC.addHardware(t,a,{accountIndex:e,addressOffset:n,genesisHash:r,name:i,type:o}),!0}accountsCreateSuri({genesisHash:e,name:t,password:n,suri:r,type:a}){return s.AC.addUri(b(r,a),n,{genesisHash:e,name:t},a),!0}accountsChangePassword({address:e,newPass:t,oldPass:n}){const r=s.AC.getPair(e);(0,c.vA)(r,"Unable to find pair");try{r.isLocked||r.lock(),r.decodePkcs8(n)}catch{throw new Error("oldPass is invalid")}return s.AC.encryptAccount(r,t),!0}accountsEdit({address:e,name:t}){const n=s.AC.getPair(e);return(0,c.vA)(n,"Unable to find pair"),s.AC.saveAccountMeta(n,{...n.meta,name:t}),!0}accountsExport({address:e,password:t}){return{exportedJson:s.AC.backupAccount(s.AC.getPair(e),t)}}async accountsBatchExport({addresses:e,password:t}){return{exportedJson:await s.AC.backupAccounts(e,t)}}async accountsForget({address:e}){const t=[];Object.entries(this.#_e.authUrls).forEach(([n,r])=>{r.authorizedAccounts?.includes(e)&&t.push([n,r.authorizedAccounts.filter(t=>t!==e)])}),await this.#_e.updateAuthorizedAccounts(t);const n=this.#_e.defaultAuthAccountSelection.filter(t=>t!==e);return await this.#_e.updateDefaultAuthAccounts(n),s.AC.forgetAccount(e),!0}refreshAccountPasswordCache(e){const{address:t}=e,n=(this.#Qe[t]||0)-Date.now();return n<0?(this.#Qe[t]=0,e.lock(),0):n}accountsShow({address:e,isShowing:t}){const n=s.AC.getPair(e);return(0,c.vA)(n,"Unable to find pair"),s.AC.saveAccountMeta(n,{...n.meta,isHidden:!t}),!0}accountsTie({address:e,genesisHash:t}){const n=s.AC.getPair(e);return(0,c.vA)(n,"Unable to find pair"),s.AC.saveAccountMeta(n,{...n.meta,genesisHash:t}),!0}accountsValidate({address:e,password:t}){try{return s.AC.backupAccount(s.AC.getPair(e),t),!0}catch{return!1}}accountsSubscribe(e,t){const n=(0,g.K)(e,t),r=o.v.subject.subscribe(e=>n(this.transformAccounts(e)));return t.onDisconnect.addListener(()=>{(0,g.a)(e),r.unsubscribe()}),!0}authorizeApprove({authorizedAccounts:e,id:t}){const n=this.#_e.getAuthRequest(t);(0,c.vA)(n,"Unable to find request");const{resolve:r}=n;return r({authorizedAccounts:e,result:!0}),!0}async authorizeUpdate({authorizedAccounts:e,url:t}){return await this.#_e.updateAuthorizedAccounts([[t,e]])}getAuthList(){return{list:this.#_e.authUrls}}authorizeSubscribe(e,t){const n=(0,g.K)(e,t),r=this.#_e.authSubject.subscribe(e=>n(e));return t.onDisconnect.addListener(()=>{(0,g.a)(e),r.unsubscribe()}),!0}async metadataApprove({id:e}){const t=this.#_e.getMetaRequest(e);(0,c.vA)(t,"Unable to find request");const{request:n,resolve:r}=t;return await this.#_e.saveMetadata(n),r(!0),!0}metadataGet(e){return this.#_e.knownMetadata.find(t=>t.genesisHash===e)||null}metadataList(){return this.#_e.knownMetadata}metadataReject({id:e}){const t=this.#_e.getMetaRequest(e);(0,c.vA)(t,"Unable to find request");const{reject:n}=t;return n(new Error("Rejected")),!0}metadataSubscribe(e,t){const n=(0,g.K)(e,t),r=this.#_e.metaSubject.subscribe(e=>n(e));return t.onDisconnect.addListener(()=>{(0,g.a)(e),r.unsubscribe()}),!0}jsonRestore({file:e,password:t}){try{s.AC.restoreAccount(e,t)}catch(e){throw new Error(e.message)}}batchRestore({file:e,password:t}){try{s.AC.restoreAccounts(e,t)}catch(e){throw new Error(e.message)}}jsonGetAccountInfo(e){try{const{address:t,meta:{genesisHash:n,name:r},type:a}=s.AC.createFromJson(e);return{address:t,genesisHash:n,name:r,type:a}}catch(e){throw console.error(e),new Error(e.message)}}seedCreate({length:e=12,seed:t,type:n}){const r=t||function(e=12,t,n){return!l.CW||!t&&!n&&(0,d.i_)()?(0,d.P8)(e):(0,h.we)(e,t)}(e);return{address:s.AC.createFromUri(b(r,n),{},n).address,seed:r}}seedValidate({suri:e,type:t}){const{phrase:n}=(0,p.E)(e);return(0,u.qv)(n)?(0,c.vA)((0,u.qv)(n,256),"Hex seed needs to be 256-bits"):((0,c.vA)(y.includes(n.split(" ").length),`Mnemonic needs to contain ${y.join(", ")} words`),(0,c.vA)((0,m.F)(n),"Not a valid mnemonic seed")),{address:s.AC.createFromUri(b(e,t),{},t).address,suri:e}}signingApprovePassword({id:e,password:t,savePass:n}){const o=this.#_e.getSignRequest(e);(0,c.vA)(o,"Unable to find request");const{reject:u,request:l,resolve:d}=o,h=s.AC.getPair(o.account.address);if(!h)return u(new Error("Unable to find pair")),!1;let p;this.refreshAccountPasswordCache(h),h.isLocked&&!t&&u(new Error("Password needed to unlock the account")),h.isLocked&&h.decodePkcs8(t);const{payload:m}=l;if(void 0!==m.genesisHash){const e=this.#_e.knownMetadata.find(({genesisHash:e})=>e===m.genesisHash);if(e){const t=(0,a.IH)(e,!1);p=t.registry,p.setSignedExtensions(m.signedExtensions,t.definition.userExtensions)}else p=new i.O,p.setSignedExtensions(m.signedExtensions)}else p=new i.O;const f=l.sign(p,h);return n?this.#Qe[h.address]=Date.now()+r.BP:h.lock(),d({id:e,...f}),!0}signingApproveSignature({id:e,signature:t,signedTransaction:n}){const r=this.#_e.getSignRequest(e);(0,c.vA)(r,"Unable to find request");const{resolve:a}=r;return a({id:e,signature:t,signedTransaction:n}),!0}signingCancel({id:e}){const t=this.#_e.getSignRequest(e);(0,c.vA)(t,"Unable to find request");const{reject:n}=t;return n(new Error("Cancelled")),!0}signingIsLocked({id:e}){const t=this.#_e.getSignRequest(e);(0,c.vA)(t,"Unable to find request");const n=t.request.payload.address,r=s.AC.getPair(n);(0,c.vA)(r,"Unable to find pair");const a=this.refreshAccountPasswordCache(r);return{isLocked:r.isLocked,remainingTime:a}}signingSubscribe(e,t){const n=(0,g.K)(e,t),r=this.#_e.signSubject.subscribe(e=>n(e));return t.onDisconnect.addListener(()=>{(0,g.a)(e),r.unsubscribe()}),!0}windowOpen(e){const t=`${chrome.runtime.getURL("index.html")}#${e}`;return r.Rn.includes(e)?((0,f.T)(()=>chrome.tabs.create({url:t})),!0):(console.error("Not allowed to open the url:",t),!1)}derive(e,t,n,r){const a=s.AC.getPair(e);try{a.decodePkcs8(n)}catch{throw new Error("invalid password")}try{return a.derive(t,r)}catch{throw new Error(`"${t}" is not a valid derivation path`)}}derivationValidate({parentAddress:e,parentPassword:t,suri:n}){return{address:this.derive(e,n,t,{}).address,suri:n}}derivationCreate({genesisHash:e,name:t,parentAddress:n,parentPassword:r,password:a,suri:i}){const o=this.derive(n,i,r,{genesisHash:e,name:t,parentAddress:n,suri:i});return s.AC.addPair(o,a),!0}async removeAuthorization(e){return{list:await this.#_e.removeAuthorization(e)}}rejectAuthRequest(e){const t=this.#_e.getAuthRequest(e);(0,c.vA)(t,"Unable to find request");const{reject:n}=t;n(new Error("Rejected"))}cancelAuthRequest(e){const t=this.#_e.getAuthRequest(e);(0,c.vA)(t,"Unable to find request");const{reject:n}=t;n(new Error("Cancelled"))}updateCurrentTabs({urls:e}){this.#_e.updateCurrentTabsUrl(e)}getConnectedTabsUrl(){return this.#_e.getConnectedTabsUrl()}async handle(e,t,n,r){switch(t){case"pri(authorize.approve)":return this.authorizeApprove(n);case"pri(authorize.list)":return this.getAuthList();case"pri(authorize.remove)":return this.removeAuthorization(n);case"pri(authorize.reject)":return this.rejectAuthRequest(n);case"pri(authorize.cancel)":return this.cancelAuthRequest(n);case"pri(authorize.requests)":return r&&this.authorizeSubscribe(e,r);case"pri(authorize.update)":return this.authorizeUpdate(n);case"pri(accounts.create.external)":return this.accountsCreateExternal(n);case"pri(accounts.create.hardware)":return this.accountsCreateHardware(n);case"pri(accounts.create.suri)":return this.accountsCreateSuri(n);case"pri(accounts.changePassword)":return this.accountsChangePassword(n);case"pri(accounts.edit)":return this.accountsEdit(n);case"pri(accounts.export)":return this.accountsExport(n);case"pri(accounts.batchExport)":return this.accountsBatchExport(n);case"pri(accounts.forget)":return this.accountsForget(n);case"pri(accounts.show)":return this.accountsShow(n);case"pri(accounts.subscribe)":return r&&this.accountsSubscribe(e,r);case"pri(accounts.tie)":return this.accountsTie(n);case"pri(accounts.validate)":return this.accountsValidate(n);case"pri(metadata.approve)":return await this.metadataApprove(n);case"pri(metadata.get)":return this.metadataGet(n);case"pri(metadata.list)":return this.metadataList();case"pri(metadata.reject)":return this.metadataReject(n);case"pri(metadata.requests)":return r&&this.metadataSubscribe(e,r);case"pri(activeTabsUrl.update)":return this.updateCurrentTabs(n);case"pri(connectedTabsUrl.get)":return this.getConnectedTabsUrl();case"pri(derivation.create)":return this.derivationCreate(n);case"pri(derivation.validate)":return this.derivationValidate(n);case"pri(json.restore)":return this.jsonRestore(n);case"pri(json.batchRestore)":return this.batchRestore(n);case"pri(json.account.info)":return this.jsonGetAccountInfo(n);case"pri(ping)":return Promise.resolve(!0);case"pri(seed.create)":return this.seedCreate(n);case"pri(seed.validate)":return this.seedValidate(n);case"pri(settings.notification)":return this.#_e.setNotification(n);case"pri(signing.approve.password)":return this.signingApprovePassword(n);case"pri(signing.approve.signature)":return this.signingApproveSignature(n);case"pri(signing.cancel)":return this.signingCancel(n);case"pri(signing.isLocked)":return this.signingIsLocked(n);case"pri(signing.requests)":return r&&this.signingSubscribe(e,r);case"pri(window.open)":return this.windowOpen(n);default:throw new Error(`Unable to handle message of type ${t}`)}}}},23167(e,t,n){var 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O=a.Vl(A,z,C);n=a.Vr(O,M,E,I),r=0|O}({h:n,l:r}=a.WQ(0|this.Ah,0|this.Al,0|n,0|r)),({h:i,l:s}=a.WQ(0|this.Bh,0|this.Bl,0|i,0|s)),({h:o,l:c}=a.WQ(0|this.Ch,0|this.Cl,0|o,0|c)),({h:u,l:m}=a.WQ(0|this.Dh,0|this.Dl,0|u,0|m)),({h:f,l:g}=a.WQ(0|this.Eh,0|this.El,0|f,0|g)),({h:y,l:b}=a.WQ(0|this.Fh,0|this.Fl,0|y,0|b)),({h:v,l:w}=a.WQ(0|this.Gh,0|this.Gl,0|v,0|w)),({h:x,l:k}=a.WQ(0|this.Hh,0|this.Hl,0|x,0|k)),this.set(n,r,i,s,o,c,u,m,f,g,y,b,v,w,x,k)}roundClean(){(0,i.uH)(h,p)}destroy(){(0,i.uH)(this.buffer),this.set(0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0)}}const f=(0,i.qj)(()=>new c),g=(0,i.qj)(()=>new m)},50242(e,t,n){"use strict";n.d(t,{n:()=>a});var r=n(94572);class a extends(r.p.with(256)){__UIntType="u256"}},50337(e,t,n){"use strict";n.d(t,{f:()=>s});var r=n(21239);function a(e,t){return t.toNumber()>=2?e.createTypeUnsafe("StorageHasherV10",[t.toNumber()+1]):e.createTypeUnsafe("StorageHasherV10",[t])}function i(e,t){return t.isMap?[(0,r.b)({},t.asMap,{hasher:a(e,t.asMap.hasher)}),1]:t.isDoubleMap?[(0,r.b)({},t.asDoubleMap,{hasher:a(e,t.asDoubleMap.hasher),key2Hasher:a(e,t.asDoubleMap.key2Hasher)}),2]:[t.asPlain,0]}function s(e,{modules:t}){return e.createTypeUnsafe("MetadataV10",[{modules:t.map(t=>function(e,t){const n=t.storage.unwrapOr(null);return e.createTypeUnsafe("ModuleMetadataV10",[(0,r.b)({},t,{storage:n?(0,r.b)({},n,{items:n.items.map(t=>(0,r.b)({},t,{type:e.createTypeUnsafe("StorageEntryTypeV10",i(e,t.type))}))}):null})])}(e,t))}])}},50543(e,t,n){"use strict";n.d(t,{f:()=>r});const r={XcmPaymentApi:[{methods:{query_acceptable_payment_assets:{description:"The API to query acceptable payment assets",params:[{name:"version",type:"u32"}],type:"Result, 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unsubscribe from ${e}`)}},51250(e,t,n){"use strict";n.d(t,{A:()=>r});const r={rpc:n(71411)._,types:{ApiId:"[u8; 8]",BlockTrace:{blockHash:"Text",parentHash:"Text",tracingTargets:"Text",storageKeys:"Text",spans:"Vec",events:"Vec"},BlockTraceEvent:{target:"Text",data:"BlockTraceEventData",parentId:"Option"},BlockTraceEventData:{stringValues:"HashMap"},BlockTraceSpan:{id:"u64",parentId:"Option",name:"Text",target:"Text",wasm:"bool"},KeyValueOption:"(StorageKey, Option)",MigrationStatusResult:{topRemainingToMigrate:"u64",childRemainingToMigrate:"u64"},ReadProof:{at:"Hash",proof:"Vec"},RuntimeVersionApi:"(ApiId, u32)",RuntimeVersion:{specName:"Text",implName:"Text",authoringVersion:"u32",specVersion:"u32",implVersion:"u32",apis:"Vec",transactionVersion:"u32",stateVersion:"u8"},RuntimeVersionPre4:{specName:"Text",implName:"Text",authoringVersion:"u32",specVersion:"u32",implVersion:"u32",apis:"Vec",transactionVersion:"u32"},RuntimeVersionPre3:{specName:"Text",implName:"Text",authoringVersion:"u32",specVersion:"u32",implVersion:"u32",apis:"Vec"},RuntimeVersionPartial:{specName:"Text",specVersion:"u32",apis:"Vec"},SpecVersion:"u32",StorageChangeSet:{block:"Hash",changes:"Vec"},TraceBlockResponse:{_enum:{TraceError:"TraceError",BlockTrace:"BlockTrace"}},TraceError:{error:"Text"}}}},51267(e,t,n){"use strict";n.d(t,{Kx:()=>l,tR:()=>u});var r=n(44112),a=n(86712),i=n(62693),s=n(47624);const o=[0,2,42],c=["testnet"],u=[{decimals:[10],displayName:"Pezkuwi Relay Chain",network:"pezkuwi",prefix:0,standardAccount:"*25519",symbols:["PZW"],website:"https://pezkuwi.com"},{decimals:[12],displayName:"Zagros Relay Chain",network:"zagros",prefix:2,standardAccount:"*25519",symbols:["ZGS"],website:"https://zagros.pezkuwi.com"},{decimals:[12],displayName:"Bizinikiwi",network:"bizinikiwi",prefix:42,standardAccount:"*25519",symbols:["BZN"],website:"https://bizinikiwi.com"},{decimals:[18],displayName:"PezkuwiChain",network:"pezkuwichain",prefix:1453,standardAccount:"*25519",symbols:["PZC"],website:"https://chain.pezkuwi.com"}].map(function(e){const t=e.network||"",n=t.replace(/_/g,"-").split("-"),o=e;return o.slip44=i.V[t],o.hasLedgerSupport=!!o.slip44,o.genesisHash=r.A[t]||[],o.icon=a.T[t]||"substrate",o.isTestnet=!!s.J[t]||c.includes(n[n.length-1]),o.isIgnored=o.isTestnet||!(e.standardAccount&&e.decimals?.length&&e.symbols?.length)&&42!==e.prefix,o}).filter(function(e){return!e.isIgnored&&!!e.network}).sort(function(e,t){const n=o.includes(e.prefix);return n===o.includes(t.prefix)?n?0:e.displayName.localeCompare(t.displayName):n?-1:1}),l=u.filter(function({genesisHash:e,prefix:t}){return!!e.length||42===t})},51344(e,t,n){"use strict";n.d(t,{Z8:()=>i,dr:()=>s,vA:()=>a});var r=n(64789);function a(e,t){if(!e)throw new Error((0,r.T)(t)?t():t)}function i(e,t){return a(null!=e,t),e}function s(e){throw new Error(`This codepath should be unreachable. Unhandled input: ${e}`)}},51444(e,t,n){"use strict";n.d(t,{k:()=>a});var r=n(21239);function a(e,t,n){const a=t.lookup.paramTypes.PezspRuntimeUncheckedExtrinsic;return e.createTypeUnsafe("MetadataV15",[(0,r.b)({},t,{extrinsic:e.createTypeUnsafe("ExtrinsicMetadataV15",[(0,r.b)({},t.extrinsic,{addressType:a?.[0].type.unwrapOr(0),callType:a?.[1].type.unwrapOr(0),extraType:a?.[3].type.unwrapOr(0),signatureType:a?.[2].type.unwrapOr(0)})]),outerEnums:e.createTypeUnsafe("OuterEnums15",[{callType:a?.[1].type.unwrapOr(0),eventType:t.lookup.paramTypes.PezframeSystemEventRecord?.[0].type.unwrapOr(0)}])})])}},51640(e,t,n){"use strict";n.d(t,{G:()=>c});var r=n(13779),a=n(73929),i=n(21239),s=n(99386),o=n(39916);class c extends r._{#$e;constructor(e,t,{isSigned:n}={}){const r=e.getSignedExtensionTypes();super(e,(0,i.b)({signer:"Address",signature:"ExtrinsicSignature",transactionExtensionVersion:"u8"},r),c.decodeExtrinsicSignature(t,n)),this.#$e=Object.keys(r),(0,a.t)(this,this.#$e,e=>this.get(e))}static decodeExtrinsicSignature(e,t=!1){return e&&(e instanceof c||t)?e:s.Hr}get encodedLength(){return this.isSigned?super.encodedLength:0}get isSigned(){return!this.signature.isEmpty}get era(){return this.getT("era")}get nonce(){return this.getT("nonce")}get signature(){return this.multiSignature.value||this.multiSignature}get multiSignature(){return this.getT("signature")}get signer(){return this.getT("signer")}get tip(){return this.getT("tip")}get assetId(){return this.getT("assetId")}get mode(){return this.getT("mode")}get metadataHash(){return this.getT("metadataHash")}get transactionExtensionVersion(){return this.getT("transactionExtensionVersion")}_injectSignature(e,t,n){throw new Error("Extrinsic: ExtrinsicV5 does not include signing support")}addSignature(e,t,n){throw new Error("Extrinsic: ExtrinsicV5 does not include signing support")}createPayload(e,t){const{era:n,runtimeVersion:{specVersion:r,transactionVersion:a}}=t;return new o.O(this.registry,(0,i.b)({},t,{era:n||s.Ln,method:e.toHex(),specVersion:r,transactionVersion:a}))}sign(e,t,n){throw new Error("Extrinsic: ExtrinsicV5 does not include signing support")}signFake(e,t,n){throw new Error("Extrinsic: ExtrinsicV5 does not include signing support")}toU8a(e){return this.isSigned?super.toU8a(e):s.Hr}}},51954(e,t,n){"use strict";n.d(t,{i:()=>a});var r=n(67164);function a(e,{isLe:t=!0,isNegative:n=!1}={}){t||(e=e.slice().reverse());const a=e.length;if(n&&a&&128&e[a-1])switch(a){case 0:return new r(0);case 1:return new r(-1*(255^e[0])-1);case 2:return new r(-1*(e[0]+(e[1]<<8)^65535)-1);case 3:return new r(-1*(e[0]+(e[1]<<8)+(e[2]<<16)^16777215)-1);case 4:return new r(-1*(e[0]+(e[1]<<8)+(e[2]<<16)+16777216*e[3]^4294967295)-1);case 5:return new r(-1*((e[0]+(e[1]<<8)+(e[2]<<16)+16777216*e[3]^4294967295)+4294967296*(255^e[4]))-1);case 6:return new r(-1*((e[0]+(e[1]<<8)+(e[2]<<16)+16777216*e[3]^4294967295)+4294967296*(e[4]+(e[5]<<8)^65535))-1);default:return new r(e,"le").fromTwos(8*a)}switch(a){case 0:return new r(0);case 1:return new r(e[0]);case 2:return new r(e[0]+(e[1]<<8));case 3:return new r(e[0]+(e[1]<<8)+(e[2]<<16));case 4:return new r(e[0]+(e[1]<<8)+(e[2]<<16)+16777216*e[3]);case 5:return new r(e[0]+(e[1]<<8)+(e[2]<<16)+16777216*(e[3]+(e[4]<<8)));case 6:return new r(e[0]+(e[1]<<8)+(e[2]<<16)+16777216*(e[3]+(e[4]<<8)+(e[5]<<16)));default:return new r(e,"le")}}},52129(e,t,n){"use strict";n.d(t,{v9:()=>r});const 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strict";n.d(t,{MI:()=>f});var r=n(75482),a=n(67164),i=n(62327),s=n(23018),o=n(49341),c=n(46943),u=n(31616);const l=(0,i.j)("aura"),d=(0,i.j)("BABE"),h=(0,i.j)("FRNK"),p=(0,i.j)("pow_"),m=(0,i.j)("nmbs");class f extends r.H{constructor(e,t){super(e,(0,u.E)(t)?(0,s.a)(t,{isLe:!1}):t,32)}get isAura(){return this.eq(l)}get isBabe(){return this.eq(d)}get isGrandpa(){return this.eq(h)}get isPow(){return this.eq(p)}get isNimbus(){return this.eq(m)}extractAuthor(e,t){if(t?.length){if(this.isAura)return function(e,t,n){return n[e.createTypeUnsafe("RawAuraPreDigest",[t.toU8a(!0)]).slotNumber.mod(new a(n.length)).toNumber()]}(this.registry,e,t);if(this.isBabe)return function(e,t,n){return n[e.createTypeUnsafe("RawBabePreDigestCompat",[t.toU8a(!0)]).value.toNumber()]}(this.registry,e,t)}if(this.isPow||this.isNimbus)return function(e,t){return e.createTypeUnsafe("AccountId",[t])}(this.registry,e)}toHuman(){return this.toString()}toRawType(){return"ConsensusEngineId"}toString(){return this.isAscii?(0,c.F)(this):(0,o.X)(this)}}},60125(e,t){t.$o=168782,t.qO=335277,t.ee="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r={acala:787,ajuna:354,"aleph-node":643,astar:810,bifrost:788,"bifrost-kusama":788,bittensor:354,centrifuge:747,composable:354,creditcoin3:354,darwinia:354,dentnet:734,"dock-mainnet":594,edgeware:523,encointer:434,enjin:1155,equilibrium:99999997,frequency:2091,genshiro:99999996,hydradx:354,integritee:2015,"interlay-parachain":354,karura:686,khala:434,kusama:434,liberland:767,matrixchain:1155,mythos:60,nodle:1003,origintrail:354,parallel:354,peaq:3338,pendulum:354,phala:354,picasso:434,polimec:3344,polkadex:799,polkadot:354,polymesh:595,quartz:631,sora:617,stafi:907,statemine:434,statemint:354,ternoa:995,unique:661,vara:4976,vtb:694,xxnetwork:1955,zeitgeist:354}},62775(e,t,n){"use strict";n.d(t,{s:()=>r});class r{registry;createdAtHash;isStorageFallback;#mt;constructor(e,t="DoNotConstruct"){throw this.registry=e,this.#mt=new Error(`DoNotConstruct: Cannot construct unknown type ${t}`),this.#mt}static with(e){return class extends r{constructor(t){super(t,e)}}}get encodedLength(){throw 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r=t.length/2,a=(0,i.zW)(r);if(a.length/2&128)throw new n("tlv.encode: long form length too big");const s=r>127?(0,i.zW)(a.length/2|128):"";return(0,i.zW)(e)+s+a+t},decode(e,t){const{Err:n}=h;let r=0;if(e<0||e>256)throw new n("tlv.encode: wrong tag");if(t.length<2||t[r++]!==e)throw new n("tlv.decode: wrong tlv");const a=t[r++];let i=0;if(128&a){const e=127&a;if(!e)throw new n("tlv.decode(long): indefinite length not supported");if(e>4)throw new n("tlv.decode(long): byte length is too big");const s=t.subarray(r,r+e);if(s.length!==e)throw new n("tlv.decode: length bytes not complete");if(0===s[0])throw new n("tlv.decode(long): zero leftmost byte");for(const e of s)i=i<<8|e;if(r+=e,i<128)throw new n("tlv.decode(long): not minimal encoding")}else i=a;const s=t.subarray(r,r+i);if(s.length!==i)throw new n("tlv.decode: wrong value length");return{v:s,l:t.subarray(r+i)}}},_int:{encode(e){const{Err:t}=h;if(eMath.ceil(e/2)))):void 0;return{CURVE:t,curveOpts:{Fp:n,Fn:(0,o.D0)(t.n,{BITS:e.nBitLength,allowedLengths:r,modFromBytes:e.wrapPrivateKey}),allowInfinityPoint:e.allowInfinityPoint,endo:e.endo,isTorsionFree:e.isTorsionFree,clearCofactor:e.clearCofactor,fromBytes:e.fromBytes,toBytes:e.toBytes}}}(e),r={hmac:e.hmac,randomBytes:e.randomBytes,lowS:e.lowS,bits2int:e.bits2int,bits2int_modN:e.bits2int_modN};return{CURVE:t,curveOpts:n,hash:e.hash,ecdsaOpts:r}}(e);return function(e,t){const n=t.Point;return Object.assign({},t,{ProjectivePoint:n,CURVE:Object.assign({},e,(0,o.LH)(n.Fn.ORDER,n.Fn.BITS))})}(e,function(e,t,n={}){(0,a.sd)(t),(0,i.DS)(n,{},{hmac:"function",lowS:"boolean",randomBytes:"function",bits2int:"function",bits2int_modN:"function"});const s=n.randomBytes||a.po,c=n.hmac||((e,...n)=>(0,r.w)(t,e,(0,a.Id)(...n))),{Fp:d,Fn:g}=e,{ORDER:y,BITS:x}=g,{keygen:k,getPublicKey:V,getSharedSecret:S,utils:T,lengths:P}=function(e,t={}){const{Fn:n}=e,r=t.randomBytes||a.po,s=Object.assign(w(e.Fp,n),{seed:(0,o.Tp)(n.ORDER)});function c(e){try{return!!b(n,e)}catch(e){return!1}}function u(e=r(s.seed)){return(0,o.qy)((0,i.eV)(e,s.seed,"seed"),n.ORDER)}function l(t,r=!0){return e.BASE.multiply(b(n,t)).toBytes(r)}function d(t){if("bigint"==typeof t)return!1;if(t instanceof e)return!0;const{secretKey:r,publicKey:a,publicKeyUncompressed:o}=s;if(n.allowedLengths||r===a)return;const c=(0,i.qj)("key",t).length;return c===a||c===o}const h={isValidSecretKey:c,isValidPublicKey:function(t,n){const{publicKey:r,publicKeyUncompressed:a}=s;try{const 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k=t.toBytes||function(e,t,n){const{x:s,y:o}=t.toAffine(),c=r.toBytes(s);if((0,i.d6)(n,"isCompressed"),n){x();const e=!r.isOdd(o);return(0,a.Id)(v(e),c)}return(0,a.Id)(Uint8Array.of(4),c,r.toBytes(o))},V=t.fromBytes||function(e){(0,i.eV)(e,void 0,"Point");const{publicKey:t,publicKeyUncompressed:n}=f,a=e.length,s=e[0],o=e.subarray(1);if(a!==t||2!==s&&3!==s){if(a===n&&4===s){const e=r.BYTES,t=r.fromBytes(o.subarray(0,e)),n=r.fromBytes(o.subarray(e,2*e));if(!T(t,n))throw new Error("bad point: is not on curve");return{x:t,y:n}}throw new Error(`bad point: got length ${a}, expected compressed=${t} or uncompressed=${n}`)}{const e=r.fromBytes(o);if(!r.isValid(e))throw new Error("bad point: is not on curve, wrong x");const t=S(e);let n;try{n=r.sqrt(t)}catch(e){const t=e instanceof Error?": "+e.message:"";throw new Error("bad point: is not on curve, sqrt error"+t)}return x(),!(1&~s)!==r.isOdd(n)&&(n=r.neg(n)),{x:e,y:n}}};function S(e){const t=r.sqr(e),n=r.mul(t,e);return 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ye=(u+(r=r+Math.imul(d,F)|0)|0)+((8191&(a=(a=a+Math.imul(d,W)|0)+Math.imul(h,F)|0))<<13)|0;u=((i=i+Math.imul(h,W)|0)+(a>>>13)|0)+(ye>>>26)|0,ye&=67108863,r=Math.imul(y,D),a=(a=Math.imul(y,X))+Math.imul(b,D)|0,i=Math.imul(b,X),r=r+Math.imul(m,F)|0,a=(a=a+Math.imul(m,W)|0)+Math.imul(f,F)|0,i=i+Math.imul(f,W)|0;var be=(u+(r=r+Math.imul(d,K)|0)|0)+((8191&(a=(a=a+Math.imul(d,G)|0)+Math.imul(h,K)|0))<<13)|0;u=((i=i+Math.imul(h,G)|0)+(a>>>13)|0)+(be>>>26)|0,be&=67108863,r=Math.imul(w,D),a=(a=Math.imul(w,X))+Math.imul(x,D)|0,i=Math.imul(x,X),r=r+Math.imul(y,F)|0,a=(a=a+Math.imul(y,W)|0)+Math.imul(b,F)|0,i=i+Math.imul(b,W)|0,r=r+Math.imul(m,K)|0,a=(a=a+Math.imul(m,G)|0)+Math.imul(f,K)|0,i=i+Math.imul(f,G)|0;var ve=(u+(r=r+Math.imul(d,Y)|0)|0)+((8191&(a=(a=a+Math.imul(d,Q)|0)+Math.imul(h,Y)|0))<<13)|0;u=((i=i+Math.imul(h,Q)|0)+(a>>>13)|0)+(ve>>>26)|0,ve&=67108863,r=Math.imul(V,D),a=(a=Math.imul(V,X))+Math.imul(S,D)|0,i=Math.imul(S,X),r=r+Math.imul(w,F)|0,a=(a=a+Math.imul(w,W)|0)+Math.imul(x,F)|0,i=i+Math.imul(x,W)|0,r=r+Math.imul(y,K)|0,a=(a=a+Math.imul(y,G)|0)+Math.imul(b,K)|0,i=i+Math.imul(b,G)|0,r=r+Math.imul(m,Y)|0,a=(a=a+Math.imul(m,Q)|0)+Math.imul(f,Y)|0,i=i+Math.imul(f,Q)|0;var we=(u+(r=r+Math.imul(d,$)|0)|0)+((8191&(a=(a=a+Math.imul(d,ee)|0)+Math.imul(h,$)|0))<<13)|0;u=((i=i+Math.imul(h,ee)|0)+(a>>>13)|0)+(we>>>26)|0,we&=67108863,r=Math.imul(P,D),a=(a=Math.imul(P,X))+Math.imul(M,D)|0,i=Math.imul(M,X),r=r+Math.imul(V,F)|0,a=(a=a+Math.imul(V,W)|0)+Math.imul(S,F)|0,i=i+Math.imul(S,W)|0,r=r+Math.imul(w,K)|0,a=(a=a+Math.imul(w,G)|0)+Math.imul(x,K)|0,i=i+Math.imul(x,G)|0,r=r+Math.imul(y,Y)|0,a=(a=a+Math.imul(y,Q)|0)+Math.imul(b,Y)|0,i=i+Math.imul(b,Q)|0,r=r+Math.imul(m,$)|0,a=(a=a+Math.imul(m,ee)|0)+Math.imul(f,$)|0,i=i+Math.imul(f,ee)|0;var xe=(u+(r=r+Math.imul(d,ne)|0)|0)+((8191&(a=(a=a+Math.imul(d,re)|0)+Math.imul(h,ne)|0))<<13)|0;u=((i=i+Math.imul(h,re)|0)+(a>>>13)|0)+(xe>>>26)|0,xe&=67108863,r=Math.imul(E,D),a=(a=Math.imul(E,X))+Math.imul(z,D)|0,i=Math.imul(z,X),r=r+Math.imul(P,F)|0,a=(a=a+Math.imul(P,W)|0)+Math.imul(M,F)|0,i=i+Math.imul(M,W)|0,r=r+Math.imul(V,K)|0,a=(a=a+Math.imul(V,G)|0)+Math.imul(S,K)|0,i=i+Math.imul(S,G)|0,r=r+Math.imul(w,Y)|0,a=(a=a+Math.imul(w,Q)|0)+Math.imul(x,Y)|0,i=i+Math.imul(x,Q)|0,r=r+Math.imul(y,$)|0,a=(a=a+Math.imul(y,ee)|0)+Math.imul(b,$)|0,i=i+Math.imul(b,ee)|0,r=r+Math.imul(m,ne)|0,a=(a=a+Math.imul(m,re)|0)+Math.imul(f,ne)|0,i=i+Math.imul(f,re)|0;var ke=(u+(r=r+Math.imul(d,ie)|0)|0)+((8191&(a=(a=a+Math.imul(d,se)|0)+Math.imul(h,ie)|0))<<13)|0;u=((i=i+Math.imul(h,se)|0)+(a>>>13)|0)+(ke>>>26)|0,ke&=67108863,r=Math.imul(C,D),a=(a=Math.imul(C,X))+Math.imul(O,D)|0,i=Math.imul(O,X),r=r+Math.imul(E,F)|0,a=(a=a+Math.imul(E,W)|0)+Math.imul(z,F)|0,i=i+Math.imul(z,W)|0,r=r+Math.imul(P,K)|0,a=(a=a+Math.imul(P,G)|0)+Math.imul(M,K)|0,i=i+Math.imul(M,G)|0,r=r+Math.imul(V,Y)|0,a=(a=a+Math.imul(V,Q)|0)+Math.imul(S,Y)|0,i=i+Math.imul(S,Q)|0,r=r+Math.imul(w,$)|0,a=(a=a+Math.imul(w,ee)|0)+Math.imul(x,$)|0,i=i+Math.imul(x,ee)|0,r=r+Math.imul(y,ne)|0,a=(a=a+Math.imul(y,re)|0)+Math.imul(b,ne)|0,i=i+Math.imul(b,re)|0,r=r+Math.imul(m,ie)|0,a=(a=a+Math.imul(m,se)|0)+Math.imul(f,ie)|0,i=i+Math.imul(f,se)|0;var Ve=(u+(r=r+Math.imul(d,ce)|0)|0)+((8191&(a=(a=a+Math.imul(d,ue)|0)+Math.imul(h,ce)|0))<<13)|0;u=((i=i+Math.imul(h,ue)|0)+(a>>>13)|0)+(Ve>>>26)|0,Ve&=67108863,r=Math.imul(H,D),a=(a=Math.imul(H,X))+Math.imul(j,D)|0,i=Math.imul(j,X),r=r+Math.imul(C,F)|0,a=(a=a+Math.imul(C,W)|0)+Math.imul(O,F)|0,i=i+Math.imul(O,W)|0,r=r+Math.imul(E,K)|0,a=(a=a+Math.imul(E,G)|0)+Math.imul(z,K)|0,i=i+Math.imul(z,G)|0,r=r+Math.imul(P,Y)|0,a=(a=a+Math.imul(P,Q)|0)+Math.imul(M,Y)|0,i=i+Math.imul(M,Q)|0,r=r+Math.imul(V,$)|0,a=(a=a+Math.imul(V,ee)|0)+Math.imul(S,$)|0,i=i+Math.imul(S,ee)|0,r=r+Math.imul(w,ne)|0,a=(a=a+Math.imul(w,re)|0)+Math.imul(x,ne)|0,i=i+Math.imul(x,re)|0,r=r+Math.imul(y,ie)|0,a=(a=a+Math.imul(y,se)|0)+Math.imul(b,ie)|0,i=i+Math.imul(b,se)|0,r=r+Math.imul(m,ce)|0,a=(a=a+Math.imul(m,ue)|0)+Math.imul(f,ce)|0,i=i+Math.imul(f,ue)|0;var Se=(u+(r=r+Math.imul(d,de)|0)|0)+((8191&(a=(a=a+Math.imul(d,he)|0)+Math.imul(h,de)|0))<<13)|0;u=((i=i+Math.imul(h,he)|0)+(a>>>13)|0)+(Se>>>26)|0,Se&=67108863,r=Math.imul(L,D),a=(a=Math.imul(L,X))+Math.imul(R,D)|0,i=Math.imul(R,X),r=r+Math.imul(H,F)|0,a=(a=a+Math.imul(H,W)|0)+Math.imul(j,F)|0,i=i+Math.imul(j,W)|0,r=r+Math.imul(C,K)|0,a=(a=a+Math.imul(C,G)|0)+Math.imul(O,K)|0,i=i+Math.imul(O,G)|0,r=r+Math.imul(E,Y)|0,a=(a=a+Math.imul(E,Q)|0)+Math.imul(z,Y)|0,i=i+Math.imul(z,Q)|0,r=r+Math.imul(P,$)|0,a=(a=a+Math.imul(P,ee)|0)+Math.imul(M,$)|0,i=i+Math.imul(M,ee)|0,r=r+Math.imul(V,ne)|0,a=(a=a+Math.imul(V,re)|0)+Math.imul(S,ne)|0,i=i+Math.imul(S,re)|0,r=r+Math.imul(w,ie)|0,a=(a=a+Math.imul(w,se)|0)+Math.imul(x,ie)|0,i=i+Math.imul(x,se)|0,r=r+Math.imul(y,ce)|0,a=(a=a+Math.imul(y,ue)|0)+Math.imul(b,ce)|0,i=i+Math.imul(b,ue)|0,r=r+Math.imul(m,de)|0,a=(a=a+Math.imul(m,he)|0)+Math.imul(f,de)|0,i=i+Math.imul(f,he)|0;var Te=(u+(r=r+Math.imul(d,me)|0)|0)+((8191&(a=(a=a+Math.imul(d,fe)|0)+Math.imul(h,me)|0))<<13)|0;u=((i=i+Math.imul(h,fe)|0)+(a>>>13)|0)+(Te>>>26)|0,Te&=67108863,r=Math.imul(L,F),a=(a=Math.imul(L,W))+Math.imul(R,F)|0,i=Math.imul(R,W),r=r+Math.imul(H,K)|0,a=(a=a+Math.imul(H,G)|0)+Math.imul(j,K)|0,i=i+Math.imul(j,G)|0,r=r+Math.imul(C,Y)|0,a=(a=a+Math.imul(C,Q)|0)+Math.imul(O,Y)|0,i=i+Math.imul(O,Q)|0,r=r+Math.imul(E,$)|0,a=(a=a+Math.imul(E,ee)|0)+Math.imul(z,$)|0,i=i+Math.imul(z,ee)|0,r=r+Math.imul(P,ne)|0,a=(a=a+Math.imul(P,re)|0)+Math.imul(M,ne)|0,i=i+Math.imul(M,re)|0,r=r+Math.imul(V,ie)|0,a=(a=a+Math.imul(V,se)|0)+Math.imul(S,ie)|0,i=i+Math.imul(S,se)|0,r=r+Math.imul(w,ce)|0,a=(a=a+Math.imul(w,ue)|0)+Math.imul(x,ce)|0,i=i+Math.imul(x,ue)|0,r=r+Math.imul(y,de)|0,a=(a=a+Math.imul(y,he)|0)+Math.imul(b,de)|0,i=i+Math.imul(b,he)|0;var Pe=(u+(r=r+Math.imul(m,me)|0)|0)+((8191&(a=(a=a+Math.imul(m,fe)|0)+Math.imul(f,me)|0))<<13)|0;u=((i=i+Math.imul(f,fe)|0)+(a>>>13)|0)+(Pe>>>26)|0,Pe&=67108863,r=Math.imul(L,K),a=(a=Math.imul(L,G))+Math.imul(R,K)|0,i=Math.imul(R,G),r=r+Math.imul(H,Y)|0,a=(a=a+Math.imul(H,Q)|0)+Math.imul(j,Y)|0,i=i+Math.imul(j,Q)|0,r=r+Math.imul(C,$)|0,a=(a=a+Math.imul(C,ee)|0)+Math.imul(O,$)|0,i=i+Math.imul(O,ee)|0,r=r+Math.imul(E,ne)|0,a=(a=a+Math.imul(E,re)|0)+Math.imul(z,ne)|0,i=i+Math.imul(z,re)|0,r=r+Math.imul(P,ie)|0,a=(a=a+Math.imul(P,se)|0)+Math.imul(M,ie)|0,i=i+Math.imul(M,se)|0,r=r+Math.imul(V,ce)|0,a=(a=a+Math.imul(V,ue)|0)+Math.imul(S,ce)|0,i=i+Math.imul(S,ue)|0,r=r+Math.imul(w,de)|0,a=(a=a+Math.imul(w,he)|0)+Math.imul(x,de)|0,i=i+Math.imul(x,he)|0;var Me=(u+(r=r+Math.imul(y,me)|0)|0)+((8191&(a=(a=a+Math.imul(y,fe)|0)+Math.imul(b,me)|0))<<13)|0;u=((i=i+Math.imul(b,fe)|0)+(a>>>13)|0)+(Me>>>26)|0,Me&=67108863,r=Math.imul(L,Y),a=(a=Math.imul(L,Q))+Math.imul(R,Y)|0,i=Math.imul(R,Q),r=r+Math.imul(H,$)|0,a=(a=a+Math.imul(H,ee)|0)+Math.imul(j,$)|0,i=i+Math.imul(j,ee)|0,r=r+Math.imul(C,ne)|0,a=(a=a+Math.imul(C,re)|0)+Math.imul(O,ne)|0,i=i+Math.imul(O,re)|0,r=r+Math.imul(E,ie)|0,a=(a=a+Math.imul(E,se)|0)+Math.imul(z,ie)|0,i=i+Math.imul(z,se)|0,r=r+Math.imul(P,ce)|0,a=(a=a+Math.imul(P,ue)|0)+Math.imul(M,ce)|0,i=i+Math.imul(M,ue)|0,r=r+Math.imul(V,de)|0,a=(a=a+Math.imul(V,he)|0)+Math.imul(S,de)|0,i=i+Math.imul(S,he)|0;var Ae=(u+(r=r+Math.imul(w,me)|0)|0)+((8191&(a=(a=a+Math.imul(w,fe)|0)+Math.imul(x,me)|0))<<13)|0;u=((i=i+Math.imul(x,fe)|0)+(a>>>13)|0)+(Ae>>>26)|0,Ae&=67108863,r=Math.imul(L,$),a=(a=Math.imul(L,ee))+Math.imul(R,$)|0,i=Math.imul(R,ee),r=r+Math.imul(H,ne)|0,a=(a=a+Math.imul(H,re)|0)+Math.imul(j,ne)|0,i=i+Math.imul(j,re)|0,r=r+Math.imul(C,ie)|0,a=(a=a+Math.imul(C,se)|0)+Math.imul(O,ie)|0,i=i+Math.imul(O,se)|0,r=r+Math.imul(E,ce)|0,a=(a=a+Math.imul(E,ue)|0)+Math.imul(z,ce)|0,i=i+Math.imul(z,ue)|0,r=r+Math.imul(P,de)|0,a=(a=a+Math.imul(P,he)|0)+Math.imul(M,de)|0,i=i+Math.imul(M,he)|0;var Ee=(u+(r=r+Math.imul(V,me)|0)|0)+((8191&(a=(a=a+Math.imul(V,fe)|0)+Math.imul(S,me)|0))<<13)|0;u=((i=i+Math.imul(S,fe)|0)+(a>>>13)|0)+(Ee>>>26)|0,Ee&=67108863,r=Math.imul(L,ne),a=(a=Math.imul(L,re))+Math.imul(R,ne)|0,i=Math.imul(R,re),r=r+Math.imul(H,ie)|0,a=(a=a+Math.imul(H,se)|0)+Math.imul(j,ie)|0,i=i+Math.imul(j,se)|0,r=r+Math.imul(C,ce)|0,a=(a=a+Math.imul(C,ue)|0)+Math.imul(O,ce)|0,i=i+Math.imul(O,ue)|0,r=r+Math.imul(E,de)|0,a=(a=a+Math.imul(E,he)|0)+Math.imul(z,de)|0,i=i+Math.imul(z,he)|0;var ze=(u+(r=r+Math.imul(P,me)|0)|0)+((8191&(a=(a=a+Math.imul(P,fe)|0)+Math.imul(M,me)|0))<<13)|0;u=((i=i+Math.imul(M,fe)|0)+(a>>>13)|0)+(ze>>>26)|0,ze&=67108863,r=Math.imul(L,ie),a=(a=Math.imul(L,se))+Math.imul(R,ie)|0,i=Math.imul(R,se),r=r+Math.imul(H,ce)|0,a=(a=a+Math.imul(H,ue)|0)+Math.imul(j,ce)|0,i=i+Math.imul(j,ue)|0,r=r+Math.imul(C,de)|0,a=(a=a+Math.imul(C,he)|0)+Math.imul(O,de)|0,i=i+Math.imul(O,he)|0;var Ie=(u+(r=r+Math.imul(E,me)|0)|0)+((8191&(a=(a=a+Math.imul(E,fe)|0)+Math.imul(z,me)|0))<<13)|0;u=((i=i+Math.imul(z,fe)|0)+(a>>>13)|0)+(Ie>>>26)|0,Ie&=67108863,r=Math.imul(L,ce),a=(a=Math.imul(L,ue))+Math.imul(R,ce)|0,i=Math.imul(R,ue),r=r+Math.imul(H,de)|0,a=(a=a+Math.imul(H,he)|0)+Math.imul(j,de)|0,i=i+Math.imul(j,he)|0;var Ce=(u+(r=r+Math.imul(C,me)|0)|0)+((8191&(a=(a=a+Math.imul(C,fe)|0)+Math.imul(O,me)|0))<<13)|0;u=((i=i+Math.imul(O,fe)|0)+(a>>>13)|0)+(Ce>>>26)|0,Ce&=67108863,r=Math.imul(L,de),a=(a=Math.imul(L,he))+Math.imul(R,de)|0,i=Math.imul(R,he);var Oe=(u+(r=r+Math.imul(H,me)|0)|0)+((8191&(a=(a=a+Math.imul(H,fe)|0)+Math.imul(j,me)|0))<<13)|0;u=((i=i+Math.imul(j,fe)|0)+(a>>>13)|0)+(Oe>>>26)|0,Oe&=67108863;var Ne=(u+(r=Math.imul(L,me))|0)+((8191&(a=(a=Math.imul(L,fe))+Math.imul(R,me)|0))<<13)|0;return u=((i=Math.imul(R,fe))+(a>>>13)|0)+(Ne>>>26)|0,Ne&=67108863,c[0]=ge,c[1]=ye,c[2]=be,c[3]=ve,c[4]=we,c[5]=xe,c[6]=ke,c[7]=Ve,c[8]=Se,c[9]=Te,c[10]=Pe,c[11]=Me,c[12]=Ae,c[13]=Ee,c[14]=ze,c[15]=Ie,c[16]=Ce,c[17]=Oe,c[18]=Ne,0!==u&&(c[19]=u,n.length++),n};function y(e,t,n){n.negative=t.negative^e.negative,n.length=e.length+t.length;for(var r=0,a=0,i=0;i>>26)|0)>>>26,s&=67108863}n.words[i]=o,r=s,s=a}return 0!==r?n.words[i]=r:n.length--,n._strip()}function b(e,t,n){return y(e,t,n)}function v(e,t){this.x=e,this.y=t}Math.imul||(g=f),i.prototype.mulTo=function(e,t){var n=this.length+e.length;return 10===this.length&&10===e.length?g(this,e,t):n<63?f(this,e,t):n<1024?y(this,e,t):b(this,e,t)},v.prototype.makeRBT=function(e){for(var t=new Array(e),n=i.prototype._countBits(e)-1,r=0;r>=1;return r},v.prototype.permute=function(e,t,n,r,a,i){for(var s=0;s>>=1)a++;return 1<>>=13,n[2*s+1]=8191&i,i>>>=13;for(s=2*t;s>=26,n+=i/67108864|0,n+=s>>>26,this.words[a]=67108863&s}return 0!==n&&(this.words[a]=n,this.length++),this.length=0===e?1:this.length,t?this.ineg():this},i.prototype.muln=function(e){return this.clone().imuln(e)},i.prototype.sqr=function(){return this.mul(this)},i.prototype.isqr=function(){return this.imul(this.clone())},i.prototype.pow=function(e){var t=function(e){for(var t=new Array(e.bitLength()),n=0;n>>a&1}return t}(e);if(0===t.length)return new i(1);for(var n=this,r=0;r=0);var t,n=e%26,a=(e-n)/26,i=67108863>>>26-n<<26-n;if(0!==n){var s=0;for(t=0;t>>26-n}s&&(this.words[t]=s,this.length++)}if(0!==a){for(t=this.length-1;t>=0;t--)this.words[t+a]=this.words[t];for(t=0;t=0),a=t?(t-t%26)/26:0;var i=e%26,s=Math.min((e-i)/26,this.length),o=67108863^67108863>>>i<s)for(this.length-=s,u=0;u=0&&(0!==l||u>=a);u--){var d=0|this.words[u];this.words[u]=l<<26-i|d>>>i,l=d&o}return c&&0!==l&&(c.words[c.length++]=l),0===this.length&&(this.words[0]=0,this.length=1),this._strip()},i.prototype.ishrn=function(e,t,n){return r(0===this.negative),this.iushrn(e,t,n)},i.prototype.shln=function(e){return this.clone().ishln(e)},i.prototype.ushln=function(e){return this.clone().iushln(e)},i.prototype.shrn=function(e){return this.clone().ishrn(e)},i.prototype.ushrn=function(e){return this.clone().iushrn(e)},i.prototype.testn=function(e){r("number"==typeof e&&e>=0);var t=e%26,n=(e-t)/26,a=1<=0);var t=e%26,n=(e-t)/26;if(r(0===this.negative,"imaskn works only with positive numbers"),this.length<=n)return this;if(0!==t&&n++,this.length=Math.min(n,this.length),0!==t){var a=67108863^67108863>>>t<=67108864;t++)this.words[t]-=67108864,t===this.length-1?this.words[t+1]=1:this.words[t+1]++;return this.length=Math.max(this.length,t+1),this},i.prototype.isubn=function(e){if(r("number"==typeof e),r(e<67108864),e<0)return this.iaddn(-e);if(0!==this.negative)return this.negative=0,this.iaddn(e),this.negative=1,this;if(this.words[0]-=e,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var t=0;t>26)-(c/67108864|0),this.words[a+n]=67108863&i}for(;a>26,this.words[a+n]=67108863&i;if(0===o)return this._strip();for(r(-1===o),o=0,a=0;a>26,this.words[a]=67108863&i;return this.negative=1,this._strip()},i.prototype._wordDiv=function(e,t){var n=(this.length,e.length),r=this.clone(),a=e,s=0|a.words[a.length-1];0!=(n=26-this._countBits(s))&&(a=a.ushln(n),r.iushln(n),s=0|a.words[a.length-1]);var o,c=r.length-a.length;if("mod"!==t){(o=new i(null)).length=c+1,o.words=new Array(o.length);for(var u=0;u=0;d--){var h=67108864*(0|r.words[a.length+d])+(0|r.words[a.length+d-1]);for(h=Math.min(h/s|0,67108863),r._ishlnsubmul(a,h,d);0!==r.negative;)h--,r.negative=0,r._ishlnsubmul(a,1,d),r.isZero()||(r.negative^=1);o&&(o.words[d]=h)}return o&&o._strip(),r._strip(),"div"!==t&&0!==n&&r.iushrn(n),{div:o||null,mod:r}},i.prototype.divmod=function(e,t,n){return r(!e.isZero()),this.isZero()?{div:new i(0),mod:new i(0)}:0!==this.negative&&0===e.negative?(o=this.neg().divmod(e,t),"mod"!==t&&(a=o.div.neg()),"div"!==t&&(s=o.mod.neg(),n&&0!==s.negative&&s.iadd(e)),{div:a,mod:s}):0===this.negative&&0!==e.negative?(o=this.divmod(e.neg(),t),"mod"!==t&&(a=o.div.neg()),{div:a,mod:o.mod}):0!==(this.negative&e.negative)?(o=this.neg().divmod(e.neg(),t),"div"!==t&&(s=o.mod.neg(),n&&0!==s.negative&&s.isub(e)),{div:o.div,mod:s}):e.length>this.length||this.cmp(e)<0?{div:new i(0),mod:this}:1===e.length?"div"===t?{div:this.divn(e.words[0]),mod:null}:"mod"===t?{div:null,mod:new i(this.modrn(e.words[0]))}:{div:this.divn(e.words[0]),mod:new i(this.modrn(e.words[0]))}:this._wordDiv(e,t);var a,s,o},i.prototype.div=function(e){return this.divmod(e,"div",!1).div},i.prototype.mod=function(e){return this.divmod(e,"mod",!1).mod},i.prototype.umod=function(e){return this.divmod(e,"mod",!0).mod},i.prototype.divRound=function(e){var t=this.divmod(e);if(t.mod.isZero())return t.div;var n=0!==t.div.negative?t.mod.isub(e):t.mod,r=e.ushrn(1),a=e.andln(1),i=n.cmp(r);return i<0||1===a&&0===i?t.div:0!==t.div.negative?t.div.isubn(1):t.div.iaddn(1)},i.prototype.modrn=function(e){var t=e<0;t&&(e=-e),r(e<=67108863);for(var n=(1<<26)%e,a=0,i=this.length-1;i>=0;i--)a=(n*a+(0|this.words[i]))%e;return t?-a:a},i.prototype.modn=function(e){return this.modrn(e)},i.prototype.idivn=function(e){var t=e<0;t&&(e=-e),r(e<=67108863);for(var n=0,a=this.length-1;a>=0;a--){var i=(0|this.words[a])+67108864*n;this.words[a]=i/e|0,n=i%e}return this._strip(),t?this.ineg():this},i.prototype.divn=function(e){return this.clone().idivn(e)},i.prototype.egcd=function(e){r(0===e.negative),r(!e.isZero());var t=this,n=e.clone();t=0!==t.negative?t.umod(e):t.clone();for(var a=new i(1),s=new i(0),o=new i(0),c=new i(1),u=0;t.isEven()&&n.isEven();)t.iushrn(1),n.iushrn(1),++u;for(var l=n.clone(),d=t.clone();!t.isZero();){for(var h=0,p=1;0===(t.words[0]&p)&&h<26;++h,p<<=1);if(h>0)for(t.iushrn(h);h-- >0;)(a.isOdd()||s.isOdd())&&(a.iadd(l),s.isub(d)),a.iushrn(1),s.iushrn(1);for(var m=0,f=1;0===(n.words[0]&f)&&m<26;++m,f<<=1);if(m>0)for(n.iushrn(m);m-- >0;)(o.isOdd()||c.isOdd())&&(o.iadd(l),c.isub(d)),o.iushrn(1),c.iushrn(1);t.cmp(n)>=0?(t.isub(n),a.isub(o),s.isub(c)):(n.isub(t),o.isub(a),c.isub(s))}return{a:o,b:c,gcd:n.iushln(u)}},i.prototype._invmp=function(e){r(0===e.negative),r(!e.isZero());var t=this,n=e.clone();t=0!==t.negative?t.umod(e):t.clone();for(var a,s=new i(1),o=new i(0),c=n.clone();t.cmpn(1)>0&&n.cmpn(1)>0;){for(var u=0,l=1;0===(t.words[0]&l)&&u<26;++u,l<<=1);if(u>0)for(t.iushrn(u);u-- >0;)s.isOdd()&&s.iadd(c),s.iushrn(1);for(var d=0,h=1;0===(n.words[0]&h)&&d<26;++d,h<<=1);if(d>0)for(n.iushrn(d);d-- >0;)o.isOdd()&&o.iadd(c),o.iushrn(1);t.cmp(n)>=0?(t.isub(n),s.isub(o)):(n.isub(t),o.isub(s))}return(a=0===t.cmpn(1)?s:o).cmpn(0)<0&&a.iadd(e),a},i.prototype.gcd=function(e){if(this.isZero())return e.abs();if(e.isZero())return this.abs();var t=this.clone(),n=e.clone();t.negative=0,n.negative=0;for(var r=0;t.isEven()&&n.isEven();r++)t.iushrn(1),n.iushrn(1);for(;;){for(;t.isEven();)t.iushrn(1);for(;n.isEven();)n.iushrn(1);var a=t.cmp(n);if(a<0){var i=t;t=n,n=i}else if(0===a||0===n.cmpn(1))break;t.isub(n)}return n.iushln(r)},i.prototype.invm=function(e){return this.egcd(e).a.umod(e)},i.prototype.isEven=function(){return!(1&this.words[0])},i.prototype.isOdd=function(){return!(1&~this.words[0])},i.prototype.andln=function(e){return this.words[0]&e},i.prototype.bincn=function(e){r("number"==typeof e);var t=e%26,n=(e-t)/26,a=1<>>26,o&=67108863,this.words[s]=o}return 0!==i&&(this.words[s]=i,this.length++),this},i.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},i.prototype.cmpn=function(e){var t,n=e<0;if(0!==this.negative&&!n)return-1;if(0===this.negative&&n)return 1;if(this._strip(),this.length>1)t=1;else{n&&(e=-e),r(e<=67108863,"Number is too big");var a=0|this.words[0];t=a===e?0:ae.length)return 1;if(this.length=0;n--){var r=0|this.words[n],a=0|e.words[n];if(r!==a){ra&&(t=1);break}}return t},i.prototype.gtn=function(e){return 1===this.cmpn(e)},i.prototype.gt=function(e){return 1===this.cmp(e)},i.prototype.gten=function(e){return this.cmpn(e)>=0},i.prototype.gte=function(e){return this.cmp(e)>=0},i.prototype.ltn=function(e){return-1===this.cmpn(e)},i.prototype.lt=function(e){return-1===this.cmp(e)},i.prototype.lten=function(e){return this.cmpn(e)<=0},i.prototype.lte=function(e){return this.cmp(e)<=0},i.prototype.eqn=function(e){return 0===this.cmpn(e)},i.prototype.eq=function(e){return 0===this.cmp(e)},i.red=function(e){return new P(e)},i.prototype.toRed=function(e){return r(!this.red,"Already a number in reduction context"),r(0===this.negative,"red works only with positives"),e.convertTo(this)._forceRed(e)},i.prototype.fromRed=function(){return r(this.red,"fromRed works only with numbers in reduction context"),this.red.convertFrom(this)},i.prototype._forceRed=function(e){return this.red=e,this},i.prototype.forceRed=function(e){return r(!this.red,"Already a number in reduction context"),this._forceRed(e)},i.prototype.redAdd=function(e){return r(this.red,"redAdd works only with red numbers"),this.red.add(this,e)},i.prototype.redIAdd=function(e){return r(this.red,"redIAdd works only with red numbers"),this.red.iadd(this,e)},i.prototype.redSub=function(e){return r(this.red,"redSub works only with red numbers"),this.red.sub(this,e)},i.prototype.redISub=function(e){return r(this.red,"redISub works only with red numbers"),this.red.isub(this,e)},i.prototype.redShl=function(e){return r(this.red,"redShl works only with red numbers"),this.red.shl(this,e)},i.prototype.redMul=function(e){return r(this.red,"redMul works only with red numbers"),this.red._verify2(this,e),this.red.mul(this,e)},i.prototype.redIMul=function(e){return r(this.red,"redMul works only with red numbers"),this.red._verify2(this,e),this.red.imul(this,e)},i.prototype.redSqr=function(){return r(this.red,"redSqr works only with red numbers"),this.red._verify1(this),this.red.sqr(this)},i.prototype.redISqr=function(){return r(this.red,"redISqr works only with red numbers"),this.red._verify1(this),this.red.isqr(this)},i.prototype.redSqrt=function(){return r(this.red,"redSqrt works only with red numbers"),this.red._verify1(this),this.red.sqrt(this)},i.prototype.redInvm=function(){return r(this.red,"redInvm works only with red numbers"),this.red._verify1(this),this.red.invm(this)},i.prototype.redNeg=function(){return r(this.red,"redNeg works only with red numbers"),this.red._verify1(this),this.red.neg(this)},i.prototype.redPow=function(e){return r(this.red&&!e.red,"redPow(normalNum)"),this.red._verify1(this),this.red.pow(this,e)};var w={k256:null,p224:null,p192:null,p25519:null};function x(e,t){this.name=e,this.p=new i(t,16),this.n=this.p.bitLength(),this.k=new i(1).iushln(this.n).isub(this.p),this.tmp=this._tmp()}function k(){x.call(this,"k256","ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f")}function V(){x.call(this,"p224","ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001")}function S(){x.call(this,"p192","ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff")}function T(){x.call(this,"25519","7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed")}function P(e){if("string"==typeof e){var t=i._prime(e);this.m=t.p,this.prime=t}else r(e.gtn(1),"modulus must be greater than 1"),this.m=e,this.prime=null}function M(e){P.call(this,e),this.shift=this.m.bitLength(),this.shift%26!=0&&(this.shift+=26-this.shift%26),this.r=new i(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}x.prototype._tmp=function(){var e=new i(null);return e.words=new Array(Math.ceil(this.n/13)),e},x.prototype.ireduce=function(e){var t,n=e;do{this.split(n,this.tmp),t=(n=(n=this.imulK(n)).iadd(this.tmp)).bitLength()}while(t>this.n);var r=t0?n.isub(this.p):void 0!==n.strip?n.strip():n._strip(),n},x.prototype.split=function(e,t){e.iushrn(this.n,0,t)},x.prototype.imulK=function(e){return e.imul(this.k)},a(k,x),k.prototype.split=function(e,t){for(var n=4194303,r=Math.min(e.length,9),a=0;a>>22,i=s}i>>>=22,e.words[a-10]=i,0===i&&e.length>10?e.length-=10:e.length-=9},k.prototype.imulK=function(e){e.words[e.length]=0,e.words[e.length+1]=0,e.length+=2;for(var t=0,n=0;n>>=26,e.words[n]=a,t=r}return 0!==t&&(e.words[e.length++]=t),e},i._prime=function(e){if(w[e])return w[e];var t;if("k256"===e)t=new k;else if("p224"===e)t=new V;else if("p192"===e)t=new S;else{if("p25519"!==e)throw new Error("Unknown prime "+e);t=new T}return w[e]=t,t},P.prototype._verify1=function(e){r(0===e.negative,"red works only with positives"),r(e.red,"red works only with red numbers")},P.prototype._verify2=function(e,t){r(0===(e.negative|t.negative),"red works only with positives"),r(e.red&&e.red===t.red,"red works only with red numbers")},P.prototype.imod=function(e){return this.prime?this.prime.ireduce(e)._forceRed(this):(l(e,e.umod(this.m)._forceRed(this)),e)},P.prototype.neg=function(e){return e.isZero()?e.clone():this.m.sub(e)._forceRed(this)},P.prototype.add=function(e,t){this._verify2(e,t);var n=e.add(t);return n.cmp(this.m)>=0&&n.isub(this.m),n._forceRed(this)},P.prototype.iadd=function(e,t){this._verify2(e,t);var n=e.iadd(t);return n.cmp(this.m)>=0&&n.isub(this.m),n},P.prototype.sub=function(e,t){this._verify2(e,t);var n=e.sub(t);return n.cmpn(0)<0&&n.iadd(this.m),n._forceRed(this)},P.prototype.isub=function(e,t){this._verify2(e,t);var n=e.isub(t);return n.cmpn(0)<0&&n.iadd(this.m),n},P.prototype.shl=function(e,t){return this._verify1(e),this.imod(e.ushln(t))},P.prototype.imul=function(e,t){return this._verify2(e,t),this.imod(e.imul(t))},P.prototype.mul=function(e,t){return this._verify2(e,t),this.imod(e.mul(t))},P.prototype.isqr=function(e){return this.imul(e,e.clone())},P.prototype.sqr=function(e){return this.mul(e,e)},P.prototype.sqrt=function(e){if(e.isZero())return e.clone();var t=this.m.andln(3);if(r(t%2==1),3===t){var n=this.m.add(new i(1)).iushrn(2);return this.pow(e,n)}for(var a=this.m.subn(1),s=0;!a.isZero()&&0===a.andln(1);)s++,a.iushrn(1);r(!a.isZero());var o=new i(1).toRed(this),c=o.redNeg(),u=this.m.subn(1).iushrn(1),l=this.m.bitLength();for(l=new i(2*l*l).toRed(this);0!==this.pow(l,u).cmp(c);)l.redIAdd(c);for(var d=this.pow(l,a),h=this.pow(e,a.addn(1).iushrn(1)),p=this.pow(e,a),m=s;0!==p.cmp(o);){for(var f=p,g=0;0!==f.cmp(o);g++)f=f.redSqr();r(g=0;r--){for(var u=t.words[r],l=c-1;l>=0;l--){var d=u>>l&1;a!==n[0]&&(a=this.sqr(a)),0!==d||0!==s?(s<<=1,s|=d,(4===++o||0===r&&0===l)&&(a=this.mul(a,n[s]),o=0,s=0)):o=0}c=26}return a},P.prototype.convertTo=function(e){var t=e.umod(this.m);return t===e?t.clone():t},P.prototype.convertFrom=function(e){var t=e.clone();return t.red=null,t},i.mont=function(e){return new M(e)},a(M,P),M.prototype.convertTo=function(e){return this.imod(e.ushln(this.shift))},M.prototype.convertFrom=function(e){var t=this.imod(e.mul(this.rinv));return t.red=null,t},M.prototype.imul=function(e,t){if(e.isZero()||t.isZero())return e.words[0]=0,e.length=1,e;var n=e.imul(t),r=n.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),a=n.isub(r).iushrn(this.shift),i=a;return a.cmp(this.m)>=0?i=a.isub(this.m):a.cmpn(0)<0&&(i=a.iadd(this.m)),i._forceRed(this)},M.prototype.mul=function(e,t){if(e.isZero()||t.isZero())return new i(0)._forceRed(this);var n=e.mul(t),r=n.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),a=n.isub(r).iushrn(this.shift),s=a;return a.cmp(this.m)>=0?s=a.isub(this.m):a.cmpn(0)<0&&(s=a.iadd(this.m)),s._forceRed(this)},M.prototype.invm=function(e){return this.imod(e._invmp(this.m).mul(this.r2))._forceRed(this)}}(e=n.nmd(e),this)},67380(e,t,n){"use strict";n.d(t,{A:()=>i});var r=n(18017),a=n(96630);const 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r={rpc:{},types:{Extrinsic:"GenericExtrinsic",ExtrinsicEra:"GenericExtrinsicEra",ExtrinsicPayload:"GenericExtrinsicPayload",ExtrinsicSignature:"MultiSignature",ExtrinsicV4:"GenericExtrinsicV4",ExtrinsicPayloadV4:"GenericExtrinsicPayloadV4",ExtrinsicSignatureV4:"GenericExtrinsicSignatureV4",ExtrinsicUnknown:"GenericExtrinsicUnknown",ExtrinsicPayloadUnknown:"GenericExtrinsicPayloadUnknown",ExtrinsicV5:"GenericExtrinsicV5",ExtrinsicPayloadV5:"GenericExtrinsicPayloadV5",ExtrinsicSignatureV5:"GenericExtrinsicSignatureV5",Era:"ExtrinsicEra",ImmortalEra:"GenericImmortalEra",MortalEra:"GenericMortalEra",AnySignature:"H512",MultiSignature:{_enum:{Ed25519:"Ed25519Signature",Sr25519:"Sr25519Signature",Ecdsa:"EcdsaSignature"}},Signature:"H512",SignerPayload:"GenericSignerPayload",EcdsaSignature:"[u8; 65]",Ed25519Signature:"H512",Sr25519Signature:"H512"}}},73929(e,t,n){"use strict";function r(e,t,n,r,a=0){const i=r?r(t,a):t;i in e||Object.defineProperty(e,i,{enumerable:!0,get:function(){return 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this.inner.eq(e)}sign(e){const t=this.inner.sign(e);return{signature:(0,i.X)(t)}}toHuman(e,t){return this.inner.toHuman(e,t)}toJSON(){return this.toHex()}toRawType(){return"ExtrinsicPayload"}toString(){return this.toHex()}toU8a(e){return super.toU8a(!!e&&{method:!0})}}},82235(e,t,n){"use strict";n.d(t,{A:()=>r});const r={rpc:{},types:{ClassId:"u32",InstanceId:"u32",DepositBalance:"Balance",DepositBalanceOf:"Balance",ClassDetails:{owner:"AccountId",issuer:"AccountId",admin:"AccountId",freezer:"AccountId",totalDeposit:"DepositBalance",freeHolding:"bool",instances:"u32",instanceMetadatas:"u32",attributes:"u32",isFrozen:"bool"},DestroyWitness:{instances:"Compact",instanceMetadatas:"Compact",attributes:"Compact"},InstanceDetails:{owner:"AccountId",approved:"Option",isFrozen:"bool",deposit:"DepositBalance"},ClassMetadata:{deposit:"DepositBalance",data:"Vec",isFrozen:"bool"},InstanceMetadata:{deposit:"DepositBalance",data:"Vec",isFrozen:"bool"}}}},82431(e,t,n){var r=n(93281).Global;function 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does not include signing support")}sign(e,t){throw new Error("Extrinsic: ExtrinsicV5 does not include signing support")}signFake(e,t){throw new Error("Extrinsic: ExtrinsicV5 does not include signing support")}}},83313(e,t,n){"use strict";n.d(t,{Az:()=>u,DM:()=>c,TQ:()=>i,ol:()=>s,r9:()=>a,tT:()=>l,yc:()=>o});var r=n(2532);function a(e,t,n){return e&t^~e&n}function i(e,t,n){return e&t^e&n^t&n}class s extends r.Vw{constructor(e,t,n,a){super(),this.finished=!1,this.length=0,this.pos=0,this.destroyed=!1,this.blockLen=e,this.outputLen=t,this.padOffset=n,this.isLE=a,this.buffer=new Uint8Array(e),this.view=(0,r.O8)(this.buffer)}update(e){(0,r.CC)(this),e=(0,r.ZJ)(e),(0,r.DO)(e);const{view:t,buffer:n,blockLen:a}=this,i=e.length;for(let s=0;sa-s&&(this.process(n,0),s=0);for(let e=s;e>a&i),o=Number(n&i),c=r?4:0,u=r?0:4;e.setUint32(t+c,s,r),e.setUint32(t+u,o,r)}(n,a-8,BigInt(8*this.length),i),this.process(n,0);const o=(0,r.O8)(e),c=this.outputLen;if(c%4)throw new Error("_sha2: outputLen should be aligned to 32bit");const u=c/4,l=this.get();if(u>l.length)throw new Error("_sha2: outputLen bigger than state");for(let e=0;ea});const r=new RegExp("(\\d+?)(?=(\\d{3})+(?!\\d)|$)","g");function a(e,t=","){const n=e[0].startsWith("-"),a=n?e.substring(1).match(r):e.match(r);return a?`${n?"-":""}${a.join(t)}`:e}},83947(){"object"!=typeof JSON&&(JSON={}),function(){"use strict";var rx_one=/^[\],:{}\s]*$/,rx_two=/\\(?:["\\\/bfnrt]|u[0-9a-fA-F]{4})/g,rx_three=/"[^"\\\n\r]*"|true|false|null|-?\d+(?:\.\d*)?(?:[eE][+\-]?\d+)?/g,rx_four=/(?:^|:|,)(?:\s*\[)+/g,rx_escapable=/[\\"\u0000-\u001f\u007f-\u009f\u00ad\u0600-\u0604\u070f\u17b4\u17b5\u200c-\u200f\u2028-\u202f\u2060-\u206f\ufeff\ufff0-\uffff]/g,rx_dangerous=/[\u0000\u00ad\u0600-\u0604\u070f\u17b4\u17b5\u200c-\u200f\u2028-\u202f\u2060-\u206f\ufeff\ufff0-\uffff]/g,gap,indent,meta,rep;function f(e){return e<10?"0"+e:e}function this_value(){return this.valueOf()}function quote(e){return rx_escapable.lastIndex=0,rx_escapable.test(e)?'"'+e.replace(rx_escapable,function(e){var t=meta[e];return"string"==typeof t?t:"\\u"+("0000"+e.charCodeAt(0).toString(16)).slice(-4)})+'"':'"'+e+'"'}function str(e,t){var n,r,a,i,s,o=gap,c=t[e];switch(c&&"object"==typeof c&&"function"==typeof c.toJSON&&(c=c.toJSON(e)),"function"==typeof rep&&(c=rep.call(t,e,c)),typeof c){case"string":return quote(c);case"number":return isFinite(c)?String(c):"null";case"boolean":case"null":return String(c);case"object":if(!c)return"null";if(gap+=indent,s=[],"[object Array]"===Object.prototype.toString.apply(c)){for(i=c.length,n=0;np});const r={assumed_validation_data:{description:"Returns the persisted validation data for the given `ParaId` along with the corresponding validation code hash.",params:[{name:"paraId",type:"ParaId"},{name:"hash",type:"Hash"}],type:"Option<(PersistedValidationData, ValidationCodeHash)>"},availability_cores:{description:"Yields information on all availability cores as relevant to the child block.",params:[],type:"Vec"},candidate_events:{description:"Get a vector of events concerning candidates that occurred within a block.",params:[],type:"Vec"},candidate_pending_availability:{description:"Get the receipt of a candidate pending availability.",params:[{name:"paraId",type:"ParaId"}],type:"Option"},check_validation_outputs:{description:"Checks if the given validation outputs pass the acceptance criteria.",params:[{name:"paraId",type:"ParaId"},{name:"outputs",type:"CandidateCommitments"}],type:"bool"},dmq_contents:{description:"Get all the pending inbound messages in the downward message queue for a para.",params:[{name:"paraId",type:"ParaId"}],type:"Vec"},inbound_hrmp_channels_contents:{description:"Get the contents of all channels addressed to the given recipient.",params:[{name:"paraId",type:"ParaId"}],type:"Vec"},on_chain_votes:{description:"Scrape dispute relevant from on-chain, backing votes and resolved disputes.",params:[],type:"Option"},persisted_validation_data:{description:"Yields the persisted validation data for the given `ParaId` along with an assumption that should be used if the para currently occupies a core.",params:[{name:"paraId",type:"ParaId"},{name:"assumption",type:"OccupiedCoreAssumption"}],type:"Option"},session_index_for_child:{description:"Returns the session index expected at a child of the block.",params:[],type:"SessionIndex"},validation_code:{description:"Fetch the validation code used by a para, making the given `OccupiedCoreAssumption`.",params:[{name:"paraId",type:"ParaId"},{name:"assumption",type:"OccupiedCoreAssumption"}],type:"Option"},validation_code_by_hash:{description:"Get the validation code from its hash.",params:[{name:"hash",type:"ValidationCodeHash"}],type:"Option"},validator_groups:{description:"Returns the validator groups and rotation info localized based on the hypothetical child of a block whose state this is invoked on",params:[],type:"(Vec>, GroupRotationInfo)"},validators:{description:"Get the current validators.",params:[],type:"Vec"}},a={pvfs_require_precheck:{description:"Returns code hashes of PVFs that require pre-checking by validators in the active set.",params:[],type:"Vec"},session_info:{description:"Get the session info for the given session, if stored.",params:[{name:"index",type:"SessionIndex"}],type:"Option"},submit_pvf_check_statement:{description:"Submits a PVF pre-checking statement into the transaction pool.",params:[{name:"stmt",type:"PvfCheckStatement"},{name:"signature",type:"ValidatorSignature"}],type:"Null"},validation_code_hash:{description:"Fetch the hash of the validation code used by a para, making the given `OccupiedCoreAssumption`.",params:[{name:"paraId",type:"ParaId"},{name:"assumption",type:"OccupiedCoreAssumption"}],type:"Option"}},i={disputes:{description:"Returns all onchain disputes.",params:[],type:"Vec<(SessionIndex, CandidateHash, 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r(t[1]+(t[2]<<8)+(t[3]<<16)+16777216*(t[4]+(t[5]<<8)+(t[6]<<16)))];default:return[e,(0,a.i)(t.subarray(1,e))]}}}}function o(e){switch(3&e[0]){case 0:return[1,e[0]>>>2];case 1:return[2,e[0]+(e[1]<<8)>>>2];case 2:return[4,e[0]+(e[1]<<8)+(e[2]<<16)+16777216*e[3]>>>2];default:switch((e[0]>>>2)+5){case 5:return[5,e[1]+(e[2]<<8)+(e[3]<<16)+16777216*e[4]];case 6:return[6,e[1]+(e[2]<<8)+(e[3]<<16)+16777216*(e[4]+(e[5]<<8))];case 7:return[7,e[1]+(e[2]<<8)+(e[3]<<16)+16777216*(e[4]+(e[5]<<8)+(e[6]<<16))];default:throw new Error("Compact input is > Number.MAX_SAFE_INTEGER")}}}},85918(e,t,n){"use strict";n.d(t,{_:()=>r});const r={localStorageClear:{description:"Clear offchain local storage under given key and prefix",isUnsafe:!0,params:[{name:"kind",type:"StorageKind"},{name:"key",type:"Bytes"}],type:"Null"},localStorageGet:{description:"Get offchain local storage under given key and 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mnemonic",f="Invalid entropy";function g(e){return(e||"").normalize("NFKD")}function y(e){return parseInt(e,2)}function b(e){return e.map(e=>e.toString(2).padStart(8,"0")).join("")}function v(e){return b(Array.from(h(e))).slice(0,8*e.length/32)}function w(e,t){return(0,i.E)((0,r.j)(g(e)),(0,r.j)(`mnemonic${g(t)}`)).password}function x(e,t=p){const n=g(e).split(" ");if(n.length%3!=0)throw new Error(m);const r=n.map(e=>{const n=t.indexOf(e);if(-1===n)throw new Error(m);return n.toString(2).padStart(11,"0")}).join(""),i=32*Math.floor(r.length/33),s=r.slice(0,i),o=r.slice(i),c=s.match(/(.{1,8})/g),u=c?.map(y);if(!u||u.length%4!=0||u.length<16||u.length>32)throw new Error(f);const l=(0,a.e)(u);if(v(l)!==o)throw new Error("Invalid mnemonic checksum");return l}function k(e,t){return function(e,t=p){if(e.length%4!=0||e.length<16||e.length>32)throw new Error(f);const n=`${b(Array.from(e))}${v(e)}`.match(/(.{1,11})/g),r=n?.map(e=>t[y(e)]);if(!r||r.length<12)throw new Error("Unable to map entropy to mnemonic");return r.join(" ")}((0,s.a)(e/3*4),t)}function V(e,t){try{x(e,t)}catch{return!1}return!0}},86143(e,t,n){"use strict";n.d(t,{A:()=>i});var r=n(78746),a=n(56893);const i={rpc:r._,runtime:a.f,types:{MmrBatchProof:{leafIndices:"Vec",leafCount:"MmrNodeIndex",items:"Vec"},MmrEncodableOpaqueLeaf:"Bytes",MmrError:{_enum:["InvalidNumericOp","Push","GetRoot","Commit","GenerateProof","Verify","LeafNotFound"," PezpalletNotIncluded","InvalidLeafIndex","InvalidBestKnownBlock"]},MmrHash:"Hash",MmrLeafBatchProof:{blockHash:"BlockHash",leaves:"Bytes",proof:"Bytes"},MmrLeafIndex:"u64",MmrLeafProof:{blockHash:"BlockHash",leaf:"Bytes",proof:"Bytes"},MmrNodeIndex:"u64",MmrProof:{leafIndex:"MmrLeafIndex",leafCount:"MmrNodeIndex",items:"Vec"}}}},86171(e,t,n){"use strict";n.d(t,{F:()=>u});var r=n(13812),a=n(23408),i=n(50969),s=n(38505),o=n(89582),c=n(73491);function u(e,t,n=-1){if(!e)throw new Error("Invalid empty address passed");if((0,i.b)(e)||(0,r.qv)(e))return(0,a.e)(e);try{const r=(0,s.Rx)(e);if(!c.N.allowedEncodedLengths.includes(r.length))throw new Error("Invalid decoded address length");const[a,i,u,l]=(0,o.I)(r);if(!a&&!t)throw new Error("Invalid decoded address checksum");if(-1!==n&&n!==l)throw new Error(`Expected ss58Format ${n}, received ${l}`);return r.slice(u,i)}catch(t){throw new Error(`Decoding ${e}: ${t.message}`)}}},86233(e,t,n){"use strict";n.d(t,{f:()=>r});const r={OracleApi:[{methods:{get_all_values:{description:"Retrieves all values",params:[{name:"providerId",type:"Raw"}],type:"Raw"},get_value:{description:"Retrieves a single value",params:[{name:"providerId",type:"Raw"},{name:"key",type:"Raw"}],type:"Option"}},version:1}]}},86277(e,t,n){"use strict";n.d(t,{A:()=>s});var r=n(49575);const a={extrinsic:{era:"ExtrinsicEra"},payload:{blockHash:"Hash"}},i={extrinsic:{tip:"Compact"},payload:{}},s={ChargeTransactionPayment:i,CheckBlockGasLimit:r.E,CheckEra:a,CheckGenesis:{extrinsic:{},payload:{genesisHash:"Hash"}},CheckMetadataHash:{extrinsic:{mode:"u8"},payload:{metadataHash:"Option<[u8;32]>"}},CheckMortality:a,CheckNonZeroSender:r.E,CheckNonce:{extrinsic:{nonce:"Compact"},payload:{}},CheckSpecVersion:{extrinsic:{},payload:{specVersion:"u32"}},CheckTxVersion:{extrinsic:{},payload:{transactionVersion:"u32"}},CheckVersion:{extrinsic:{},payload:{specVersion:"u32"}},CheckWeight:r.E,LockStakingStatus:r.E,SkipCheckIfFeeless:i,ValidateEquivocationReport:r.E,WeightReclaim:r.E}},86365(e,t,n){"use strict";n.d(t,{U:()=>a});var r=n(20348);class a{encodedLength=0;isEmpty=!0;registry;createdAtHash;initialU8aLength=0;isStorageFallback;constructor(e){this.registry=e}get hash(){throw new Error(".hash is not implemented on Null")}eq(e){return e instanceof a||(0,r.k)(e)}inspect(){return{}}toHex(){return"0x"}toHuman(){return this.toJSON()}toJSON(){return null}toPrimitive(){return null}toRawType(){return"Null"}toString(){return""}toU8a(e){return new Uint8Array}}},86712(e,t,n){"use strict";n.d(t,{T:()=>r});const r={centrifuge:"polkadot",kusama:"polkadot",polkadot:"polkadot",sora:"polkadot",statemine:"polkadot",statemint:"polkadot",westmint:"polkadot"}},87458(e,t,n){"use strict";n.d(t,{d:()=>u});var r=n(21239);function a(e,t){const n=e.createTypeUnsafe("ItemDeprecationInfoV16",["NotDeprecated"]),a=t.items.map(t=>e.createTypeUnsafe("StorageEntryMetadataV16",[(0,r.b)({},t,{deprecationInfo:n})]));return e.createTypeUnsafe("PezpalletStorageMetadataV16",[{items:e.createTypeUnsafe("Vec",[a]),prefix:t.prefix}])}function i(e,t){const n=e.createTypeUnsafe("EnumDeprecationInfoV16",[]);return e.createTypeUnsafe("PezpalletCallMetadataV16",[{deprecationInfo:n,type:t.type}])}function s(e,t){const n=e.createTypeUnsafe("EnumDeprecationInfoV16",[]);return e.createTypeUnsafe("PezpalletEventMetadataV16",[{deprecationInfo:n,type:t.type}])}function o(e,t){const n=e.createTypeUnsafe("ItemDeprecationInfoV16",["NotDeprecated"]);return e.createTypeUnsafe("Vec",[t.map(t=>e.createTypeUnsafe("PezpalletConstantMetadataV16",[(0,r.b)({},t,{deprecationInfo:n})]))])}function c(e,t){const n=e.createTypeUnsafe("EnumDeprecationInfoV16",[]);return e.createTypeUnsafe("PezpalletErrorMetadataV16",[{deprecationInfo:n,type:t.type}])}function u(e,t,n){const u=t.pallets.map(t=>function(e,t){const n=e.createTypeUnsafe("ItemDeprecationInfoV16",["NotDeprecated"]),u=e.createTypeUnsafe("Vec",[[]]),l=e.createTypeUnsafe("Vec",[[]]);return e.createTypeUnsafe("PezpalletMetadataV16",[(0,r.b)({},t,{associatedTypes:u,calls:t.calls.isSome?i(e,t.calls.unwrap()):null,constants:o(e,t.constants),deprecationInfo:n,errors:t.errors.isSome?c(e,t.errors.unwrap()):null,events:t.events.isSome?s(e,t.events.unwrap()):null,storage:t.storage.isSome?a(e,t.storage.unwrap()):null,viewFunctions:l})])}(e,t)),l=function(e,t){const n=t.signedExtensions.map(({additionalSigned:t,identifier:n,type:r})=>e.createTypeUnsafe("TransactionExtensionMetadataV16",[{identifier:n,implict:t,type:r}])),r=n.map((t,n)=>e.createTypeUnsafe("Compact",[n])),a=e.createTypeUnsafe("BTreeMap>>",[new Map([[e.createTypeUnsafe("u8",[t.version]),e.createTypeUnsafe("Vec>",[r])]])]);return e.createTypeUnsafe("ExtrinsicMetadataV16",[{addressType:t.addressType,callType:t.callType,signatureType:t.signatureType,transactionExtensions:n,transactionExtensionsByVersion:a,versions:[t.version]}])}(e,t.extrinsic),d=t.apis.map(t=>function(e,t){const n=e.createTypeUnsafe("ItemDeprecationInfoV16",["NotDeprecated"]),a=t.methods.map(t=>e.createTypeUnsafe("RuntimeApiMethodMetadataV16",[(0,r.b)({},t,{deprecationInfo:n})]));return e.createTypeUnsafe("RuntimeApiMetadataV16",[(0,r.b)({},t,{deprecationInfo:n,methods:a,version:e.createTypeUnsafe("Compact",[0])})])}(e,t));return e.createTypeUnsafe("MetadataV16",[(0,r.b)({},t,{apis:d,extrinsic:l,pallets:u})])}},87634(e,t,n){"use strict";n.d(t,{v3:()=>r});const r={AssetIdV3:{_enum:{Concrete:"MultiLocationV3",Abstract:"Bytes"}},BodyIdV3:{_enum:{Unit:"Null",Moniker:"[u8;4]",Index:"Compact",Executive:"Null",Technical:"Null",Legislative:"Null",Judicial:"Null",Defense:"Null",Administration:"Null",Treasury:"Null"}},BodyPartV3:{_enum:{Voice:"Null",Members:{count:"Compact"},Fraction:{nom:"Compact",denom:"Compact"},AtLeastProportion:{nom:"Compact",denom:"Compact"},MoreThanProportion:{nom:"Compact",denom:"Compact"}}},AssetInstanceV3:{_enum:{Undefined:"Null",Index:"Compact",Array4:"[u8;4]",Array8:"[u8;8]",Array16:"[u8;16]",Array32:"[u8;32]"}},FungibilityV3:{_enum:{Fungible:"Compact",NonFungible:"AssetInstanceV3"}},InteriorMultiLocationV3:"JunctionsV3",JunctionV3:{_enum:{Teyrchain:"Compact",AccountId32:{network:"Option",id:"[u8;32]"},AccountIndex64:{network:"Option",index:"Compact"},AccountKey20:{network:"Option",key:"[u8;20]"},PezpalletInstance:"u8",GeneralIndex:"Compact",GeneralKey:{length:"u8",data:"[u8;32]"},OnlyChild:"Null",Plurality:{id:"BodyIdV3",part:"BodyPartV3"},GlobalConsensus:"NetworkIdV3"}},JunctionsV3:{_enum:{Here:"Null",X1:"JunctionV3",X2:"(JunctionV3, JunctionV3)",X3:"(JunctionV3, JunctionV3, JunctionV3)",X4:"(JunctionV3, JunctionV3, JunctionV3, JunctionV3)",X5:"(JunctionV3, JunctionV3, JunctionV3, JunctionV3, JunctionV3)",X6:"(JunctionV3, JunctionV3, JunctionV3, JunctionV3, JunctionV3, JunctionV3)",X7:"(JunctionV3, JunctionV3, JunctionV3, JunctionV3, JunctionV3, JunctionV3, JunctionV3)",X8:"(JunctionV3, JunctionV3, JunctionV3, JunctionV3, JunctionV3, JunctionV3, JunctionV3, JunctionV3)"}},MaybeErrorCodeV3:{_enum:{Success:"Null",Error:"Bytes",TruncatedError:"Bytes"}},MaxPezpalletsInfo:"u32",MultiAssetV3:{id:"AssetIdV3",fun:"FungibilityV3"},MultiAssetsV3:"Vec",MultiAssetFilterV3:{_enum:{Definite:"MultiAssetsV3",Wild:"WildMultiAssetV3"}},MultiLocationV3:{parents:"u8",interior:"JunctionsV3"},MaxPezpalletNameLen:"u32",NetworkIdV3:{_enum:{ByGenesis:"[u8;32]",ByFork:{blockNumber:"u64",blockHash:"[u8;32]"},Pezkuwi:"Null",Dicle:"Null",Zagros:"Null",Pezkuwichain:"Null",Wococo:"Null",Ethereum:{chainId:"Compact"},BitcoinCore:"Null",BitcoinCash:"Null",PezkuwiBulletin:"Null"}},OriginKindV3:"OriginKindV2",PezpalletInfoV3:{index:"Compact",name:"Bytes",moduleName:"Bytes",major:"Compact",minor:"Compact",patch:"Compact"},WildFungibilityV3:"WildFungibilityV2",QueryResponseInfoV3:{destination:"MultiLocationV3",queryId:"Compact",maxWeight:"WeightV2"},ResponseV3:{_enum:{Null:"Null",Assets:"MultiAssetsV3",ExecutionResult:"Option<(u32,XcmErrorV3)>",Version:"u32",PezpalletsInfo:"Vec",DispatchResult:"MaybeErrorCodeV3"}},XcmErrorV3:{_enum:{Overflow:"Null",Unimplemented:"Null",UntrustedReserveLocation:"Null",UntrustedTeleportLocation:"Null",LocationFull:"Null",LocationNotInvertible:"Null",BadOrigin:"Null",InvalidLocation:"Null",AssetNotFound:"Null",FailedToTransactAsset:"Null",NotWithdrawable:"Null",LocationCannotHold:"Null",ExceedsMaxMessageSize:"Null",DestinationUnsupported:"Null",Transport:"Null",Unroutable:"Null",UnknownClaim:"Null",FailedToDecode:"Null",MaxWeightInvalid:"Null",NotHoldingFees:"Null",TooExpensive:"Null",Trap:"u64",ExpectationFalse:"Null",PezpalletNotFound:"Null",NameMismatch:"Null",VersionIncompatible:"Null",HoldingWouldOverflow:"Null",ExportError:"Null",ReanchorFailed:"Null",NoDeal:"Null",FeesNotMet:"Null",LockError:"Null",NoPermission:"Null",Unanchored:"Null",NotDepositable:"Null",UnhandledXcmVersion:"Null",WeightLimitReached:"WeightV2",Barrier:"Null",ExceedsStackLimit:"Null"}},ResponseV3Error:"(u32, XcmErrorV3)",ResponseV3Result:"Option<(u32, ResponseV3Error)>",WeightLimitV3:{_enum:{Unlimited:"Null",Limited:"WeightV2"}},InstructionV3:{_enum:{WithdrawAsset:"MultiAssetsV3",ReserveAssetDeposited:"MultiAssetsV3",ReceiveTeleportedAsset:"MultiAssetsV3",QueryResponse:{queryId:"Compact",response:"ResponseV3",maxWeight:"WeightV2",querier:"Option"},TransferAsset:{assets:"MultiAssetsV3",beneficiary:"MultiLocationV3"},TransferReserveAsset:{assets:"MultiAssetsV3",dest:"MultiLocationV3",xcm:"XcmV3"},Transact:{originKind:"XcmOriginKind",requireWeightAtMost:"WeightV2",call:"DoubleEncodedCall"},HrmpNewChannelOpenRequest:{sender:"Compact",maxMessageSize:"Compact",maxCapacity:"Compact"},HrmpChannelAccepted:{recipient:"Compact"},HrmpChannelClosing:{initiator:"Compact",sender:"Compact",recipient:"Compact"},ClearOrigin:"Null",DescendOrigin:"JunctionsV3",ReportError:"QueryResponseInfoV3",DepositAsset:{assets:"MultiAssetFilterV3",beneficiary:"MultiLocationV3"},DepositReserveAsset:{assets:"MultiAssetFilterV3",dest:"MultiLocationV3",xcm:"XcmV3"},ExchangeAsset:{give:"MultiAssetFilterV3",want:"MultiAssetsV3",maximal:"bool"},InitiateReserveWithdraw:{assets:"MultiAssetFilterV3",reserve:"MultiLocationV3",xcm:"XcmV3"},InitiateTeleport:{assets:"MultiAssetFilterV3",dest:"MultiLocationV3",xcm:"XcmV3"},ReportHolding:{responseInfo:"QueryResponseInfoV3",assets:"MultiAssetFilterV3"},BuyExecution:{fees:"MultiAssetV3",weightLimit:"WeightLimitV3"},RefundSurplus:"Null",SetErrorHandler:"XcmV3",SetAppendix:"XcmV3",ClearError:"Null",ClaimAsset:{assets:"MultiAssetsV3",ticket:"MultiLocationV3"},Trap:"Compact",SubscribeVersion:{queryId:"Compact",maxResponseWeight:"WeightV2"},UnsubscribeVersion:"Null",BurnAsset:"MultiAssetsV3",ExpectAsset:"MultiAssetsV3",ExpectOrigin:"Option",ExpectError:"Option<(u32, XcmErrorV3)>",ExpectTransactStatus:"MaybeErrorCodeV3",QueryPezpallet:{moduleName:"Vec",responseInfo:"QueryResponseInfoV3"},ExpectPezpallet:{index:"Compact",name:"Vec",moduleName:"Vec",crateMajor:"Compact",minCrateMinor:"Compact"},ReportTransactStatus:"QueryResponseInfoV3",ClearTransactStatus:"Null",UniversalOrigin:"JunctionV3",ExportMessage:{network:"NetworkIdV3",destination:"JunctionsV3",xcm:"XcmV3"},LockAsset:{asset:"MultiAssetV3",unlocker:"MultiLocationV3"},UnlockAsset:{asset:"MultiAssetV3",target:"MultiLocationV3"},NoteUnlockable:{asset:"MultiAssetV3",owner:"MultiLocationV3"},RequestUnlock:{asset:"MultiAssetV3",locker:"MultiLocationV3"},SetFeesMode:{jitWithdraw:"bool"},SetTopic:"[u8; 32]",ClearTopic:"Null",AliasOrigin:"MultiLocationV3",UnpaidExecution:{weightLimit:"WeightLimitV3",checkOrigin:"Option"}}},WildMultiAssetV3:{_enum:{All:"Null",AllOf:{id:"AssetIdV3",fun:"WildFungibilityV2"},AllCounted:"Compact",AllOfCounted:{id:"AssetIdV3",fun:"WildFungibilityV2",count:"Compact"}}},VersionV3:"u32",XcmV3:"Vec"}},87824(e,t,n){"use strict";n.d(t,{x:()=>h});var r=n(35257),a=n(71761),i=n(31616),s=n(92132),o=n(50969),c=n(86171),u=n(94021),l=n(20286);function d(e,t){return[0,32].includes(t.length)?{Id:t}:20===t.length?{Address20:t}:t.length<=8?{Index:e.createTypeUnsafe("AccountIndex",[t]).toNumber()}:t}class h extends r.g{constructor(e,t){super(e,{Id:"AccountId",Index:"Compact",Raw:"Bytes",Address32:"H256",Address20:"H160"},function(e,t){return t instanceof u.C?{Id:t}:(0,o.b)(t)?d(e,t):t instanceof h?t:t instanceof 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JunctionV0)"}},OriginKindV0:{_enum:["Native","SovereignAccount","Superuser","Xcm"]},ResponseV0:{_enum:{Assets:"Vec"}},XcmV0:{_enum:{WithdrawAsset:{assets:"Vec",effects:"Vec"},ReserveAssetDeposit:{assets:"Vec",effects:"Vec"},ReceiveTeleportedAsset:{assets:"Vec",effects:"Vec"},QueryResponse:{queryId:"Compact",response:"ResponseV0"},TransferAsset:{assets:"Vec",dest:"MultiLocationV0"},TransferReserveAsset:{assets:"Vec",dest:"MultiLocationV0",effects:"Vec"},Transact:{originType:"XcmOriginKind",requireWeightAtMost:"u64",call:"DoubleEncodedCall"},HrmpNewChannelOpenRequest:{sender:"Compact",maxMessageSize:"Compact",maxCapacity:"Compact"},HrmpChannelAccepted:{recipient:"Compact"},HrmpChannelClosing:{initiator:"Compact",sender:"Compact",recipient:"Compact"},RelayedFrom:{who:"MultiLocationV0",message:"XcmV0"}}},XcmErrorV0:{_enum:{Undefined:"Null",Overflow:"Null",Unimplemented:"Null",UnhandledXcmVersion:"Null",UnhandledXcmMessage:"Null",UnhandledEffect:"Null",EscalationOfPrivilege:"Null",UntrustedReserveLocation:"Null",UntrustedTeleportLocation:"Null",DestinationBufferOverflow:"Null",SendFailed:"Null",CannotReachDestination:"(MultiLocation, Xcm)",MultiLocationFull:"Null",FailedToDecode:"Null",BadOrigin:"Null",ExceedsMaxMessageSize:"Null",FailedToTransactAsset:"Null",WeightLimitReached:"Weight",Wildcard:"Null",TooMuchWeightRequired:"Null",NotHoldingFees:"Null",WeightNotComputable:"Null",Barrier:"Null",NotWithdrawable:"Null",LocationCannotHold:"Null",TooExpensive:"Null",AssetNotFound:"Null",RecursionLimitReached:"Null"}},XcmOrderV0:{_enum:{Null:"Null",DepositAsset:{assets:"Vec",dest:"MultiLocationV0"},DepositReserveAsset:{assets:"Vec",dest:"MultiLocationV0",effects:"Vec"},ExchangeAsset:{give:"Vec",receive:"Vec"},InitiateReserveWithdraw:{assets:"Vec",reserve:"MultiLocationV0",effects:"Vec"},InitiateTeleport:{assets:"Vec",dest:"MultiLocationV0",effects:"Vec"},QueryHolding:{queryId:"Compact",dest:"MultiLocationV0",assets:"Vec"},BuyExecution:{fees:"MultiAssetV0",weight:"u64",debt:"u64",haltOnError:"bool",xcm:"Vec"}}}}},88586(e,t,n){"use strict";n.d(t,{B:()=>i});var r=n(13779),a=n(99386);class i extends r._{constructor(e,t,{isSigned:n=!1,version:r=0}={}){throw super(e,{}),new Error(`Unsupported ${n?"":"un"}signed extrinsic version ${r&a.DT}`)}}},88748(e,t,n){"use strict";n.d(t,{_:()=>r});const r={queryFeeDetails:{deprecated:"Use `api.call.transactionPaymentApi.queryFeeDetails` instead",description:"Query the detailed fee of a given encoded extrinsic",params:[{name:"extrinsic",type:"Bytes"},{isHistoric:!0,isOptional:!0,name:"at",type:"BlockHash"}],type:"FeeDetails"},queryInfo:{deprecated:"Use `api.call.transactionPaymentApi.queryInfo` instead",description:"Retrieves the fee information for an encoded extrinsic",params:[{name:"extrinsic",type:"Bytes"},{isHistoric:!0,isOptional:!0,name:"at",type:"BlockHash"}],type:"RuntimeDispatchInfoV1"}}},89117(e,t,n){"use strict";function r(e){return e}n.d(t,{D:()=>r})},89380(e,t,n){"use strict";n.d(t,{T:()=>a});var r=n(43706);class a extends(r.n.with(64)){__FloatType="f64"}},89406(e,t,n){"use strict";n.d(t,{f:()=>r});const r={Benchmark:[{methods:{benchmark_metadata:{description:"Get the benchmark metadata available for this runtime.",params:[{name:"extra",type:"bool"}],type:"(Vec, Vec)"},dispatch_benchmark:{description:"Dispatch the given benchmark.",params:[{name:"config",type:"BenchmarkConfig"}],type:"Result, Text>"}},version:1}]}},89460(e,t,n){"use strict";n.d(t,{A:()=>r});const r={rpc:{},types:{Bounty:{proposer:"AccountId",value:"Balance",fee:"Balance",curatorDeposit:"Balance",bond:"Balance",status:"BountyStatus"},BountyIndex:"u32",BountyStatus:{_enum:{Proposed:"Null",Approved:"Null",Funded:"Null",CuratorProposed:"BountyStatusCuratorProposed",Active:"BountyStatusActive",PendingPayout:"BountyStatusPendingPayout"}},BountyStatusActive:{curator:"AccountId",updateDue:"BlockNumber"},BountyStatusCuratorProposed:{curator:"AccountId"},BountyStatusPendingPayout:{curator:"AccountId",beneficiary:"AccountId",unlockAt:"BlockNumber"},OpenTip:{reason:"Hash",who:"AccountId",finder:"AccountId",deposit:"Balance",closes:"Option",tips:"Vec",findersFee:"bool"},OpenTipTo225:{reason:"Hash",who:"AccountId",finder:"Option",closes:"Option",tips:"Vec"},OpenTipFinderTo225:"(AccountId, Balance)",OpenTipTip:"(AccountId, Balance)",TreasuryProposal:{proposer:"AccountId",value:"Balance",beneficiary:"AccountId",bond:"Balance"}}}},89582(e,t,n){"use strict";n.d(t,{I:()=>a});var r=n(75415);function a(e){const t=64&e[0]?2:1,n=1===t?e[0]:(63&e[0])<<2|e[1]>>6|(63&e[1])<<8,a=[34+t,35+t].includes(e.length),i=e.length-(a?2:1),s=(0,r.f)(e.subarray(0,i));return[!(128&e[0]||[46,47].includes(e[0])||(a?e[e.length-2]!==s[0]||e[e.length-1]!==s[1]:e[e.length-1]!==s[0])),i,t,n]}},89602(e,t,n){"use strict";n.d(t,{A:()=>r});const r={rpc:{},types:{DeferredOffenceOf:"(Vec, Vec, SessionIndex)",Kind:"[u8; 16]",OffenceDetails:{offender:"Offender",reporters:"Vec"},Offender:"IdentificationTuple",OpaqueTimeSlot:"Bytes",ReportIdOf:"Hash",Reporter:"AccountId"}}},89767(e,t,n){"use strict";n.d(t,{P:()=>s});var r=n(58408),a=n(25584),i=n(64789);function s(e){return a.Ze&&!!e&&(0,i.T)(e.readDoubleLE)&&r.Mn.Buffer.isBuffer(e)}},90659(e,t,n){"use strict";n.d(t,{a:()=>i});var r=n(45542);function a(e,t){return e.size===t.length&&!t.some(t=>!e.has(t))}function i(e,t){return Array.isArray(t)?a(e,t):t instanceof Set?a(e,[...t.values()]):!!(0,r.G)(t)&&a(e,Object.values(t))}},90714(e,t,n){"use strict";n.d(t,{w:()=>a});const r={assets:{Approval:"AssetApproval",ApprovalKey:"AssetApprovalKey",Balance:"TAssetBalance",DestroyWitness:"AssetDestroyWitness"},babe:{EquivocationProof:"BabeEquivocationProof"},balances:{Status:"BalanceStatus"},beefy:{AuthorityId:"BeefyId"},contracts:{StorageKey:"ContractStorageKey"},electionProviderMultiPhase:{Phase:"ElectionPhase"},ethereum:{Block:"EthBlock",Header:"EthHeader",Receipt:"EthReceipt",Transaction:"EthTransaction",TransactionStatus:"EthTransactionStatus"},evm:{Account:"EvmAccount",Log:"EvmLog",Vicinity:"EvmVicinity"},grandpa:{Equivocation:"GrandpaEquivocation",EquivocationProof:"GrandpaEquivocationProof"},identity:{Judgement:"IdentityJudgement"},inclusion:{ValidatorIndex:"ParaValidatorIndex"},paraDisputes:{ValidatorIndex:"ParaValidatorIndex"},paraInclusion:{ValidatorIndex:"ParaValidatorIndex"},paraScheduler:{ValidatorIndex:"ParaValidatorIndex"},paraShared:{ValidatorIndex:"ParaValidatorIndex"},teyrchains:{Id:"ParaId"},parasDisputes:{ValidatorIndex:"ParaValidatorIndex"},parasInclusion:{ValidatorIndex:"ParaValidatorIndex"},parasScheduler:{ValidatorIndex:"ParaValidatorIndex"},parasShared:{ValidatorIndex:"ParaValidatorIndex"},proposeTeyrchain:{Proposal:"TeyrchainProposal"},proxy:{Announcement:"ProxyAnnouncement"},scheduler:{ValidatorIndex:"ParaValidatorIndex"},shared:{ValidatorIndex:"ParaValidatorIndex"},society:{Judgement:"SocietyJudgement",Vote:"SocietyVote"},staking:{Compact:"CompactAssignments"},treasury:{Proposal:"TreasuryProposal"},xcm:{AssetId:"XcmAssetId"},xcmPezpallet:{AssetId:"XcmAssetId"}};function a({knownTypes:e},t){return{...r[t]??{},...e.typesAlias?.[t]??{}}}},90780(e,t,n){"use strict";n.d(t,{j:()=>r});const r={ErrorMetadataV13:"ErrorMetadataV12",EventMetadataV13:"EventMetadataV12",ExtrinsicMetadataV13:"ExtrinsicMetadataV12",FunctionArgumentMetadataV13:"FunctionArgumentMetadataV12",FunctionMetadataV13:"FunctionMetadataV12",MetadataV13:{modules:"Vec",extrinsic:"ExtrinsicMetadataV13"},ModuleConstantMetadataV13:"ModuleConstantMetadataV12",ModuleMetadataV13:{name:"Text",storage:"Option",calls:"Option>",events:"Option>",constants:"Vec",errors:"Vec",index:"u8"},StorageEntryModifierV13:"StorageEntryModifierV12",StorageEntryMetadataV13:{name:"Text",modifier:"StorageEntryModifierV13",type:"StorageEntryTypeV13",fallback:"Bytes",docs:"Vec"},StorageEntryTypeV13:{_enum:{Plain:"Type",Map:{hasher:"StorageHasherV13",key:"Type",value:"Type",linked:"bool"},DoubleMap:{hasher:"StorageHasherV13",key1:"Type",key2:"Type",value:"Type",key2Hasher:"StorageHasherV13"},NMap:{keyVec:"Vec",hashers:"Vec",value:"Type"}}},StorageMetadataV13:{prefix:"Text",items:"Vec"},StorageHasherV13:"StorageHasherV12"}},90820(e,t,n){"use strict";n.d(t,{A:()=>i});var r=n(76689),a=n(35942);const i={rpc:r._,runtime:a.f,types:{AccountInfo:"AccountInfoWithTripleRefCount",AccountInfoWithRefCountU8:{nonce:"Index",refcount:"u8",data:"AccountData"},AccountInfoWithRefCount:{_fallback:"AccountInfoWithRefCountU8",nonce:"Index",refcount:"RefCount",data:"AccountData"},AccountInfoWithDualRefCount:{_fallback:"AccountInfoWithRefCount",nonce:"Index",consumers:"RefCount",providers:"RefCount",data:"AccountData"},AccountInfoWithProviders:"AccountInfoWithDualRefCount",AccountInfoWithTripleRefCount:{_fallback:"AccountInfoWithDualRefCount",nonce:"Index",consumers:"RefCount",providers:"RefCount",sufficients:"RefCount",data:"AccountData"},ApplyExtrinsicResult:"Result",ApplyExtrinsicResultPre6:"Result",ArithmeticError:{_enum:["Underflow","Overflow","DivisionByZero"]},BlockLength:{max:"PerDispatchClassU32"},BlockWeights:{baseBlock:"Weight",maxBlock:"Weight",perClass:"PerDispatchClassWeightsPerClass"},ChainProperties:"GenericChainProperties",ChainType:{_enum:{Development:"Null",Local:"Null",Live:"Null",Custom:"Text"}},ConsumedWeight:"PerDispatchClassWeight",DigestOf:"Digest",DispatchClass:{_enum:["Normal","Operational","Mandatory"]},DispatchError:{_enum:{Other:"Null",CannotLookup:"Null",BadOrigin:"Null",Module:"DispatchErrorModule",ConsumerRemaining:"Null",NoProviders:"Null",TooManyConsumers:"Null",Token:"TokenError",Arithmetic:"ArithmeticError",Transactional:"TransactionalError",Exhausted:"Null",Corruption:"Null",Unavailable:"Null"}},DispatchErrorPre6:{_enum:{Other:"Null",CannotLookup:"Null",BadOrigin:"Null",Module:"DispatchErrorModulePre6",ConsumerRemaining:"Null",NoProviders:"Null",TooManyConsumers:"Null",Token:"TokenError",Arithmetic:"ArithmeticError",Transactional:"TransactionalError"}},DispatchErrorPre6First:{_enum:{Other:"Null",CannotLookup:"Null",BadOrigin:"Null",Module:"DispatchErrorModulePre6",ConsumerRemaining:"Null",NoProviders:"Null",Token:"TokenError",Arithmetic:"ArithmeticError",Transactional:"TransactionalError"}},DispatchErrorModuleU8:{index:"u8",error:"u8"},DispatchErrorModuleU8a:{index:"u8",error:"[u8; 4]"},DispatchErrorModule:"DispatchErrorModuleU8a",DispatchErrorModulePre6:"DispatchErrorModuleU8",DispatchErrorTo198:{module:"Option",error:"u8"},DispatchInfo:{weight:"Weight",class:"DispatchClass",paysFee:"Pays"},DispatchInfoTo190:{weight:"Weight",class:"DispatchClass"},DispatchInfoTo244:{weight:"Weight",class:"DispatchClass",paysFee:"bool"},DispatchOutcome:"Result<(), DispatchError>",DispatchOutcomePre6:"Result<(), DispatchErrorPre6>",DispatchResult:"Result<(), DispatchError>",DispatchResultOf:"DispatchResult",DispatchResultTo198:"Result<(), Text>",Event:"GenericEvent",EventId:"[u8; 2]",EventIndex:"u32",EventRecord:{phase:"Phase",event:"Event",topics:"Vec"},Health:{peers:"u64",isSyncing:"bool",shouldHavePeers:"bool"},InvalidTransaction:{_enum:{Call:"Null",Payment:"Null",Future:"Null",Stale:"Null",BadProof:"Null",AncientBirthBlock:"Null",ExhaustsResources:"Null",Custom:"u8",BadMandatory:"Null",MandatoryDispatch:"Null",BadSigner:"Null"}},Key:"Bytes",LastRuntimeUpgradeInfo:{specVersion:"Compact",specName:"Text"},NetworkState:{peerId:"Text",listenedAddresses:"Vec",externalAddresses:"Vec",connectedPeers:"HashMap",notConnectedPeers:"HashMap",averageDownloadPerSec:"u64",averageUploadPerSec:"u64",peerset:"NetworkStatePeerset"},NetworkStatePeerset:{messageQueue:"u64",nodes:"HashMap"},NetworkStatePeersetInfo:{connected:"bool",reputation:"i32"},NodeRole:{_enum:{Full:"Null",LightClient:"Null",Authority:"Null",UnknownRole:"u8"}},NotConnectedPeer:{knownAddresses:"Vec",latestPingTime:"Option",versionString:"Option"},Peer:{enabled:"bool",endpoint:"PeerEndpoint",knownAddresses:"Vec",latestPingTime:"PeerPing",open:"bool",versionString:"Text"},PeerEndpoint:{listening:"PeerEndpointAddr"},PeerEndpointAddr:{_alias:{localAddr:"local_addr",sendBackAddr:"send_back_addr"},localAddr:"Text",sendBackAddr:"Text"},PeerPing:{nanos:"u64",secs:"u64"},PeerInfo:{peerId:"Text",roles:"Text",protocolVersion:"u32",bestHash:"Hash",bestNumber:"BlockNumber"},PerDispatchClassU32:{normal:"u32",operational:"u32",mandatory:"u32"},PerDispatchClassWeight:{normal:"Weight",operational:"Weight",mandatory:"Weight"},PerDispatchClassWeightsPerClass:{normal:"WeightPerClass",operational:"WeightPerClass",mandatory:"WeightPerClass"},Phase:{_enum:{ApplyExtrinsic:"u32",Finalization:"Null",Initialization:"Null"}},RawOrigin:{_enum:{Root:"Null",Signed:"AccountId",None:"Null"}},RefCount:"u32",RefCountTo259:"u8",SyncState:{startingBlock:"BlockNumber",currentBlock:"BlockNumber",highestBlock:"Option"},SystemOrigin:"RawOrigin",TokenError:{_enum:["NoFunds","WouldDie","BelowMinimum","CannotCreate","UnknownAsset","Frozen","Unsupported","Underflow","Overflow"]},TransactionValidityError:{_enum:{Invalid:"InvalidTransaction",Unknown:"UnknownTransaction"}},TransactionalError:{_enum:["LimitReached","NoLayer"]},UnknownTransaction:{_enum:{CannotLookup:"Null",NoUnsignedValidator:"Null",Custom:"u8"}},WeightPerClass:{baseExtrinsic:"Weight",maxExtrinsic:"Option",maxTotal:"Option",reserved:"Option"}}}},90969(e,t,n){"use strict";n.d(t,{_:()=>r});const r={getBlockStats:{description:"Reexecute the specified `block_hash` and gather statistics while doing so",isUnsafe:!0,params:[{isHistoric:!0,name:"at",type:"Hash"}],type:"Option"}}},91246(e,t,n){"use strict";n.d(t,{A:()=>r});const r={rpc:{},types:{AccountVote:{_enum:{Standard:"AccountVoteStandard",Split:"AccountVoteSplit"}},AccountVoteSplit:{aye:"Balance",nay:"Balance"},AccountVoteStandard:{vote:"Vote",balance:"Balance"},Conviction:{_enum:["None","Locked1x","Locked2x","Locked3x","Locked4x","Locked5x","Locked6x"]},Delegations:{votes:"Balance",capital:"Balance"},PreimageStatus:{_enum:{Missing:"BlockNumber",Available:"PreimageStatusAvailable"}},PreimageStatusAvailable:{data:"Bytes",provider:"AccountId",deposit:"Balance",since:"BlockNumber",expiry:"Option"},PriorLock:"(BlockNumber, Balance)",PropIndex:"u32",Proposal:"Call",ProxyState:{_enum:{Open:"AccountId",Active:"AccountId"}},ReferendumIndex:"u32",ReferendumInfoTo239:{end:"BlockNumber",proposalHash:"Hash",threshold:"VoteThreshold",delay:"BlockNumber"},ReferendumInfo:{_enum:{Ongoing:"ReferendumStatus",Finished:"ReferendumInfoFinished"}},ReferendumInfoFinished:{approved:"bool",end:"BlockNumber"},ReferendumStatus:{end:"BlockNumber",proposalHash:"Hash",threshold:"VoteThreshold",delay:"BlockNumber",tally:"Tally"},Tally:{ayes:"Balance",nays:"Balance",turnout:"Balance"},Voting:{_enum:{Direct:"VotingDirect",Delegating:"VotingDelegating"}},VotingDirect:{votes:"Vec",delegations:"Delegations",prior:"PriorLock"},VotingDirectVote:"(ReferendumIndex, AccountVote)",VotingDelegating:{balance:"Balance",target:"AccountId",conviction:"Conviction",delegations:"Delegations",prior:"PriorLock"}}}},91366(e,t,n){"use strict";n.d(t,{A:()=>i});var r=n(88319),a=n(9076);const i={rpc:r._,runtime:a.f,types:{BeefyAuthoritySet:{id:"u64",len:"u32",root:"H256"},BeefyCommitment:{payload:"BeefyPayload",blockNumber:"BlockNumber",validatorSetId:"ValidatorSetId"},BeefyId:"[u8; 33]",BeefyEquivocationProof:{first:"BeefyVoteMessage",second:"BeefyVoteMessage"},BeefyCompactSignedCommitment:{commitment:"BeefyCommitment",signaturesFrom:"Vec",validatorSetLen:"u32",signaturesCompact:"Vec"},BeefySignedCommitment:{commitment:"BeefyCommitment",signatures:"Vec>"},BeefyVersionedFinalityProof:{_enum:{V0:"Null",V1:"BeefyCompactSignedCommitment"}},BeefyNextAuthoritySet:{id:"u64",len:"u32",root:"H256"},BeefyPayload:"Vec<(BeefyPayloadId, Bytes)>",BeefyPayloadId:"[u8;2]",BeefyVoteMessage:{commitment:"BeefyCommitment",id:"AuthorityId",signature:"Signature"},MmrRootHash:"H256",ValidatorSetId:"u64",ValidatorSet:{validators:"Vec",id:"ValidatorSetId"}}}},92026(e,t,n){"use strict";n.d(t,{l:()=>r});const r={CustomMetadata15:{map:"BTreeMap"},CustomValueMetadata15:{type:"SiLookupTypeId",value:"Bytes"},ExtrinsicMetadataV15:{version:"u8",addressType:"SiLookupTypeId",callType:"SiLookupTypeId",signatureType:"SiLookupTypeId",extraType:"SiLookupTypeId",signedExtensions:"Vec"},OuterEnums15:{callType:"SiLookupTypeId",eventType:"SiLookupTypeId",errorType:"SiLookupTypeId"},PezpalletMetadataV15:{name:"Text",storage:"Option",calls:"Option",events:"Option",constants:"Vec",errors:"Option",index:"u8",docs:"Vec"},RuntimeApiMetadataV15:{name:"Text",methods:"Vec",docs:"Vec"},RuntimeApiMethodMetadataV15:{name:"Text",inputs:"Vec",output:"SiLookupTypeId",docs:"Vec"},RuntimeApiMethodParamMetadataV15:{name:"Text",type:"SiLookupTypeId"},MetadataV15:{lookup:"PortableRegistry",pallets:"Vec",extrinsic:"ExtrinsicMetadataV15",type:"SiLookupTypeId",apis:"Vec",outerEnums:"OuterEnums15",custom:"CustomMetadata15"}}},92031(e,t,n){"use strict";n.d(t,{_:()=>c});var r=n(9292),a=n(64789),i=n(20348),s=n(50965);function o(e,t,n,r=!0){return n&&(0,a.T)(n.unwrapOrDefault)?n:e.createTypeUnsafe(t,[r?(0,i.k)(n)||(0,s.b)(n)?null:Array.isArray(n)?n:[n]:n])}class c extends r.L{constructor(e,t){super(e,function(e,t){return(t&&(0,a.T)(t.entries)?[...t.entries()]:Object.entries(t||{})).reduce((t,[n,r])=>(t[n]=function(e,t,n){return"ss58Format"===t?o(e,"Option",n,!1):"tokenDecimals"===t?o(e,"Option>",n):"tokenSymbol"===t?o(e,"Option>",n):"isEthereum"===t?o(e,"Bool",n,!1):n}(e,n,r),t),{isEthereum:e.createTypeUnsafe("Bool",[]),ss58Format:e.createTypeUnsafe("Option",[]),tokenDecimals:e.createTypeUnsafe("Option>",[]),tokenSymbol:e.createTypeUnsafe("Option>",[])})}(e,t))}get isEthereum(){return this.getT("isEthereum")}get ss58Format(){return this.getT("ss58Format")}get tokenDecimals(){return this.getT("tokenDecimals")}get tokenSymbol(){return this.getT("tokenSymbol")}}},92132(e,t,n){"use strict";function r(e){return"string"==typeof e||e instanceof String}n.d(t,{K:()=>r})},92967(e,t,n){"use strict";n.d(t,{A:()=>r});const r={rpc:{},runtime:n(21077).f,types:{Error:{_enum:["Unsupported","VersionedConversionFailed"]}}}},93007(e,t,n){"use strict";n.d(t,{A:()=>i,h:()=>a});var r=n(96909);const a={Council:"CollectiveOrigin",System:"SystemOrigin",TechnicalCommittee:"CollectiveOrigin",Xcm:"XcmOrigin",XcmPezpallet:"XcmOrigin",Authority:"AuthorityOrigin",GeneralCouncil:"CollectiveOrigin"},i={rpc:{},runtime:r.f,types:{Fixed64:"Int<64, Fixed64>",FixedI64:"Int<64, FixedI64>",FixedU64:"UInt<64, FixedU64>",Fixed128:"Int<128, Fixed128>",FixedI128:"Int<128, FixedI128>",FixedU128:"UInt<128, FixedU128>",I32F32:"Int<64, I32F32>",U32F32:"UInt<64, U32F32>",PerU16:"UInt<16, PerU16>",Perbill:"UInt<32, Perbill>",Percent:"UInt<8, Percent>",Permill:"UInt<32, Permill>",Perquintill:"UInt<64, Perquintill>",AccountId:"AccountId32",AccountId20:"GenericEthereumAccountId",AccountId32:"GenericAccountId32",AccountId33:"GenericAccountId33",AccountIdOf:"AccountId",AccountIndex:"GenericAccountIndex",Address:"MultiAddress",AssetId:"u32",Balance:"UInt<128, Balance>",BalanceOf:"Balance",Block:"GenericBlock",BlockNumber:"u32",BlockNumberFor:"BlockNumber",BlockNumberOf:"BlockNumber",Call:"GenericCall",CallHash:"Hash",CallHashOf:"CallHash",ChangesTrieConfiguration:{digestInterval:"u32",digestLevels:"u32"},ChangesTrieSignal:{_enum:{NewConfiguration:"Option"}},ConsensusEngineId:"GenericConsensusEngineId",CodecHash:"Hash",CrateVersion:{major:"u16",minor:"u8",patch:"u8"},Digest:{logs:"Vec"},DigestItem:{_enum:{Other:"Bytes",AuthoritiesChange:"Vec",ChangesTrieRoot:"Hash",SealV0:"SealV0",Consensus:"Consensus",Seal:"Seal",PreRuntime:"PreRuntime",ChangesTrieSignal:"ChangesTrieSignal",RuntimeEnvironmentUpdated:"Null"}},ExtrinsicsWeight:{normal:"Weight",operational:"Weight"},H32:"[u8; 4; H32]",H64:"[u8; 8; H64]",H128:"[u8; 16; H128]",H160:"[u8; 20; H160]",H256:"[u8; 32; H256]",H512:"[u8; 64; H512]",H1024:"[u8; 128; H1024]",H2048:"[u8; 256; H2048]",Hash:"H256",Header:{parentHash:"Hash",number:"Compact",stateRoot:"Hash",extrinsicsRoot:"Hash",digest:"Digest"},HeaderPartial:{parentHash:"Hash",number:"BlockNumber"},IndicesLookupSource:"GenericLookupSource",Index:"u32",Justification:"(ConsensusEngineId, EncodedJustification)",EncodedJustification:"Bytes",Justifications:"Vec",KeyValue:"(StorageKey, StorageData)",KeyTypeId:"u32",LockIdentifier:"[u8; 8]",LookupSource:"MultiAddress",LookupTarget:"AccountId",ModuleId:"LockIdentifier",MultiAddress:"GenericMultiAddress",MultiSigner:{_enum:{Ed25519:"[u8; 32]",Sr25519:"[u8; 32]",Ecdsa:"[u8; 33]"}},Moment:"UInt<64, Moment>",OpaqueCall:"Bytes",Origin:"DoNotConstruct",OriginCaller:{_enum:{System:"SystemOrigin"}},PalletId:"PezpalletId",ParachainsInherentData:"TeyrchainsInherentData",PezpalletId:"LockIdentifier",PezpalletsOrigin:"OriginCaller",PezpalletVersion:{major:"u16",minor:"u8",patch:"u8"},Pays:{_enum:["Yes","No"]},Phantom:"Null",PhantomData:"Null",Releases:{_enum:["V1","V2","V3","V4","V5","V6","V7","V8","V9","V10"]},RuntimeCall:"Call",RuntimeEvent:"Event",RuntimeDbWeight:{read:"Weight",write:"Weight"},SignedBlock:"SignedBlockWithJustifications",SignedBlockWithJustification:{block:"Block",justification:"Option"},SignedBlockWithJustifications:{block:"Block",justifications:"Option"},Slot:"u64",SlotDuration:"u64",StorageData:"Bytes",StorageInfo:{palletName:"Bytes",storage_name:"Bytes",prefix:"Bytes",maxValues:"Option",maxSize:"Option"},StorageProof:{trieNodes:"Vec"},TransactionPriority:"u64",TransactionLongevity:"u64",TransactionTag:"Bytes",TransactionInfo:{_alias:{dataSize:"size"},chunkRoot:"H256",contentHash:"H256",dataSize:"u32",blockChunks:"u32"},TransactionStorageProof:{chunk:"Vec",proof:"Vec>"},ValidatorId:"AccountId",ValidatorIdOf:"ValidatorId",WeightV0:"u32",WeightV1:"u64",WeightV2:{refTime:"Compact",proofSize:"Compact"},Weight:"WeightV2",WeightMultiplier:"Fixed64",PreRuntime:"(ConsensusEngineId, Bytes)",SealV0:"(u64, Signature)",Seal:"(ConsensusEngineId, Bytes)",Consensus:"(ConsensusEngineId, Bytes)",ExtrinsicInclusionMode:{_enum:["AllExtrinsics","OnlyInherents"]}}}},93169(e,t,n){"use strict";n.d(t,{X:()=>h});var r=n(75482),a=n(3901),i=n(13812),s=n(23408),o=n(92132),c=n(50969),u=n(23438),l=n(42298);function d(e){return(0,c.b)(e)||Array.isArray(e)?(0,s.e)(e):(0,i.qv)(e)||(0,l.q)(e.toString())?(0,a.V)(e.toString()):(0,o.K)(e)?(0,s.e)(e):e}class h extends r.H{constructor(e,t=new Uint8Array){super(e,d(t),160)}eq(e){return!!e&&super.eq(d(e))}toHuman(){return this.toJSON()}toJSON(){return this.toString()}toPrimitive(){return this.toJSON()}toString(){return(0,u.w)(this)}toRawType(){return"AccountId"}}},93281(e,t,n){var r=Object.assign?Object.assign:function(e,t,n,r){for(var a=1;aN});var r=n(37970),a=Array.isArray,i=Object.getPrototypeOf,s=Object.prototype,o=Object.keys;var c=n(55823),u=function(e){return e&&"number"==typeof e.length&&"function"!=typeof e},l=n(37407);function d(e){return(0,l.T)(null==e?void 0:e.then)}var h=n(43006);function p(e){return(0,l.T)(e[h.s])}function m(e){return Symbol.asyncIterator&&(0,l.T)(null==e?void 0:e[Symbol.asyncIterator])}function f(e){return new TypeError("You provided "+(null!==e&&"object"==typeof e?"an invalid object":"'"+e+"'")+" where a stream was expected. You can provide an Observable, Promise, ReadableStream, Array, AsyncIterable, or Iterable.")}var g="function"==typeof Symbol&&Symbol.iterator?Symbol.iterator:"@@iterator";function y(e){return(0,l.T)(null==e?void 0:e[g])}function b(e){return(0,c.AQ)(this,arguments,function(){var t,n,r;return(0,c.YH)(this,function(a){switch(a.label){case 0:t=e.getReader(),a.label=1;case 1:a.trys.push([1,,9,10]),a.label=2;case 2:return[4,(0,c.N3)(t.read())];case 3:return n=a.sent(),r=n.value,n.done?[4,(0,c.N3)(void 0)]:[3,5];case 4:return[2,a.sent()];case 5:return[4,(0,c.N3)(r)];case 6:return[4,a.sent()];case 7:return a.sent(),[3,2];case 8:return[3,10];case 9:return t.releaseLock(),[7];case 10:return[2]}})})}function v(e){return(0,l.T)(null==e?void 0:e.getReader)}var w=n(4174);function x(e){if(e instanceof r.c)return e;if(null!=e){if(p(e))return i=e,new r.c(function(e){var t=i[h.s]();if((0,l.T)(t.subscribe))return t.subscribe(e);throw new TypeError("Provided object does not correctly implement Symbol.observable")});if(u(e))return a=e,new r.c(function(e){for(var t=0;ta});var r=n(13779);class a extends r._{constructor(e,t){super(e,{header:"Header",extrinsics:"Vec"},t)}get contentHash(){return this.registry.hash(this.toU8a())}get extrinsics(){return this.getT("extrinsics")}get hash(){return this.header.hash}get header(){return this.getT("header")}}},93979(e,t,n){"use strict";n.d(t,{A:()=>r});const r={rpc:{},runtime:n(71593).f,types:{}}},94021(e,t,n){"use strict";n.d(t,{C:()=>p,g:()=>m});var r=n(75482),a=n(3901),i=n(13812),s=n(23408),o=n(92132),c=n(50969),u=n(86171),l=n(18663);function d(e){if((0,c.b)(e)||Array.isArray(e))return(0,s.e)(e);if(!e)return new Uint8Array;if((0,i.qv)(e))return(0,a.V)(e);if((0,o.K)(e))return(0,u.F)(e.toString());throw new Error("Unknown type passed to AccountId constructor, found typeof "+typeof e)}class h extends r.H{constructor(e,t=264,n){const r=d(n);if(8*r.lengthe))throw new Error(`Invalid AccountId provided, expected ${t>>3} bytes, found ${r.length}`);super(e,r,t)}eq(e){return super.eq(d(e))}toHuman(){return this.toJSON()}toJSON(){return this.toString()}toPrimitive(){return this.toJSON()}toString(){return(0,l.j)(this,this.registry.chainSS58)}toRawType(){return"AccountId"}}class p extends h{constructor(e,t){super(e,256,t)}}class m extends h{constructor(e,t){super(e,264,t)}}},94082(e,t,n){"use strict";n.d(t,{A:()=>r});const r={rpc:{},runtime:n(26736).f,types:{Points:"u32",EraPoints:{total:"Points",individual:"Vec"},CompactAssignments:"CompactAssignmentsWith16",CompactAssignmentsWith16:{votes1:"Vec<(NominatorIndexCompact, ValidatorIndexCompact)>",votes2:"Vec<(NominatorIndexCompact, CompactScoreCompact, ValidatorIndexCompact)>",votes3:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 2], ValidatorIndexCompact)>",votes4:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 3], ValidatorIndexCompact)>",votes5:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 4], ValidatorIndexCompact)>",votes6:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 5], ValidatorIndexCompact)>",votes7:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 6], ValidatorIndexCompact)>",votes8:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 7], ValidatorIndexCompact)>",votes9:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 8], ValidatorIndexCompact)>",votes10:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 9], ValidatorIndexCompact)>",votes11:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 10], ValidatorIndexCompact)>",votes12:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 11], ValidatorIndexCompact)>",votes13:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 12], ValidatorIndexCompact)>",votes14:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 13], ValidatorIndexCompact)>",votes15:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 14], ValidatorIndexCompact)>",votes16:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 15], ValidatorIndexCompact)>"},CompactAssignmentsWith24:{votes1:"Vec<(NominatorIndexCompact, ValidatorIndexCompact)>",votes2:"Vec<(NominatorIndexCompact, CompactScoreCompact, ValidatorIndexCompact)>",votes3:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 2], ValidatorIndexCompact)>",votes4:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 3], ValidatorIndexCompact)>",votes5:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 4], ValidatorIndexCompact)>",votes6:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 5], ValidatorIndexCompact)>",votes7:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 6], ValidatorIndexCompact)>",votes8:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 7], ValidatorIndexCompact)>",votes9:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 8], ValidatorIndexCompact)>",votes10:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 9], ValidatorIndexCompact)>",votes11:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 10], ValidatorIndexCompact)>",votes12:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 11], ValidatorIndexCompact)>",votes13:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 12], ValidatorIndexCompact)>",votes14:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 13], ValidatorIndexCompact)>",votes15:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 14], ValidatorIndexCompact)>",votes16:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 15], ValidatorIndexCompact)>",votes17:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 16], ValidatorIndexCompact)>",votes18:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 17], ValidatorIndexCompact)>",votes19:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 18], ValidatorIndexCompact)>",votes20:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 19], ValidatorIndexCompact)>",votes21:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 20], ValidatorIndexCompact)>",votes22:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 21], ValidatorIndexCompact)>",votes23:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 22], ValidatorIndexCompact)>",votes24:"Vec<(NominatorIndexCompact, [CompactScoreCompact; 23], ValidatorIndexCompact)>"},CompactAssignmentsTo265:"CompactAssignmentsWith16",CompactAssignmentsTo257:{votes1:"Vec<(NominatorIndex, [CompactScore; 0], ValidatorIndex)>",votes2:"Vec<(NominatorIndex, [CompactScore; 1], ValidatorIndex)>",votes3:"Vec<(NominatorIndex, [CompactScore; 2], ValidatorIndex)>",votes4:"Vec<(NominatorIndex, [CompactScore; 3], ValidatorIndex)>",votes5:"Vec<(NominatorIndex, [CompactScore; 4], ValidatorIndex)>",votes6:"Vec<(NominatorIndex, [CompactScore; 5], ValidatorIndex)>",votes7:"Vec<(NominatorIndex, [CompactScore; 6], ValidatorIndex)>",votes8:"Vec<(NominatorIndex, [CompactScore; 7], ValidatorIndex)>",votes9:"Vec<(NominatorIndex, [CompactScore; 8], ValidatorIndex)>",votes10:"Vec<(NominatorIndex, [CompactScore; 9], ValidatorIndex)>",votes11:"Vec<(NominatorIndex, [CompactScore; 10], ValidatorIndex)>",votes12:"Vec<(NominatorIndex, [CompactScore; 11], ValidatorIndex)>",votes13:"Vec<(NominatorIndex, [CompactScore; 12], ValidatorIndex)>",votes14:"Vec<(NominatorIndex, [CompactScore; 13], ValidatorIndex)>",votes15:"Vec<(NominatorIndex, [CompactScore; 14], ValidatorIndex)>",votes16:"Vec<(NominatorIndex, [CompactScore; 15], ValidatorIndex)>"},CompactScore:"(ValidatorIndex, OffchainAccuracy)",CompactScoreCompact:"(ValidatorIndexCompact, OffchainAccuracyCompact)",ElectionCompute:{_enum:["OnChain","Signed","Unsigned"]},ElectionPhase:{_enum:{Off:null,Signed:null,Unsigned:"(bool, BlockNumber)",Emergency:null}},ElectionResult:{compute:"ElectionCompute",slotStake:"Balance",electedStashes:"Vec",exposures:"Vec<(AccountId, Exposure)>"},ElectionResultToSpec10:{electedStashes:"Vec",exposures:"Vec<(AccountId, Exposure)>",compute:"ElectionCompute"},ElectionScore:"[u128; 3]",ElectionSize:{validators:"Compact",nominators:"Compact"},ElectionStatus:{_enum:{Close:"Null",Open:"BlockNumber"}},ExtendedBalance:"u128",RawSolution:"RawSolutionWith16",RawSolutionWith16:{compact:"CompactAssignmentsWith16",score:"ElectionScore",round:"u32"},RawSolutionWith24:{compact:"CompactAssignmentsWith24",score:"ElectionScore",round:"u32"},RawSolutionTo265:"RawSolutionWith16",ReadySolution:{supports:"SolutionSupports",score:"ElectionScore",compute:"ElectionCompute"},RoundSnapshot:{voters:"Vec<(AccountId, VoteWeight, Vec)>",targets:"Vec"},SeatHolder:{who:"AccountId",stake:"Balance",deposit:"Balance"},SignedSubmission:{_fallback:"SignedSubmissionTo276",who:"AccountId",deposit:"Balance",solution:"RawSolution",reward:"Balance"},SignedSubmissionTo276:{who:"AccountId",deposit:"Balance",solution:"RawSolution"},SignedSubmissionOf:"SignedSubmission",SolutionOrSnapshotSize:{voters:"Compact",targets:"Compact"},SolutionSupport:{total:"ExtendedBalance",voters:"Vec<(AccountId, ExtendedBalance)>"},SolutionSupports:"Vec<(AccountId, SolutionSupport)>",Supports:"SolutionSupports",SubmissionIndicesOf:"BTreeMap",Voter:{votes:"Vec",stake:"Balance",deposit:"Balance"},VoteWeight:"u64",ActiveEraInfo:{index:"EraIndex",start:"Option"},EraIndex:"u32",EraRewardPoints:{total:"RewardPoint",individual:"BTreeMap"},EraRewards:{total:"u32",rewards:"Vec"},Exposure:{total:"Compact",own:"Compact",others:"Vec"},Forcing:{_enum:["NotForcing","ForceNew","ForceNone","ForceAlways"]},IndividualExposure:{who:"AccountId",value:"Compact"},KeyType:"AccountId",MomentOf:"Moment",Nominations:{targets:"Vec",submittedIn:"EraIndex",suppressed:"bool"},NominatorIndex:"u32",NominatorIndexCompact:"Compact",OffchainAccuracy:"PerU16",OffchainAccuracyCompact:"Compact",PhragmenScore:"[u128; 3]",Points:"u32",RewardDestination:{_enum:{Staked:"Null",Stash:"Null",Controller:"Null",Account:"AccountId",None:"Null"}},RewardPoint:"u32",SlashJournalEntry:{who:"AccountId",amount:"Balance",ownSlash:"Balance"},SlashingSpansTo204:{spanIndex:"SpanIndex",lastStart:"EraIndex",prior:"Vec"},SlashingSpans:{spanIndex:"SpanIndex",lastStart:"EraIndex",lastNonzeroSlash:"EraIndex",prior:"Vec"},SpanIndex:"u32",SpanRecord:{slashed:"Balance",paidOut:"Balance"},StakingLedgerTo223:{stash:"AccountId",total:"Compact",active:"Compact",unlocking:"Vec"},StakingLedgerTo240:{_fallback:"StakingLedgerTo223",stash:"AccountId",total:"Compact",active:"Compact",unlocking:"Vec",lastReward:"Option"},StakingLedger:{stash:"AccountId",total:"Compact",active:"Compact",unlocking:"Vec",claimedRewards:"Vec"},UnappliedSlashOther:"(AccountId, Balance)",UnappliedSlash:{validator:"AccountId",own:"Balance",others:"Vec",reporters:"Vec",payout:"Balance"},UnlockChunk:{value:"Compact",era:"Compact"},ValidatorIndex:"u16",ValidatorIndexCompact:"Compact",ValidatorPrefs:"ValidatorPrefsWithBlocked",ValidatorPrefsWithCommission:{commission:"Compact"},ValidatorPrefsWithBlocked:{commission:"Compact",blocked:"bool"},ValidatorPrefsTo196:{validatorPayment:"Compact"},ValidatorPrefsTo145:{unstakeThreshold:"Compact",validatorPayment:"Compact"}}}},94168(e,t,n){"use strict";n.d(t,{Sx:()=>p});var r=n(44859),a=n(83313),i=n(6123),s=n(2532);const o=Uint32Array.from([4089235720,1779033703,2227873595,3144134277,4271175723,1013904242,1595750129,2773480762,2917565137,1359893119,725511199,2600822924,4215389547,528734635,327033209,1541459225]),c=new Uint32Array(32);function u(e,t,n,r,a,s){const o=a[s],u=a[s+1];let 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Uint8Array(e),this.buffer32=(0,s.DH)(this.buffer)}update(e){(0,s.CC)(this),e=(0,s.ZJ)(e),(0,s.DO)(e);const{blockLen:t,buffer:n,buffer32:r}=this,a=e.length,i=e.byteOffset,o=e.buffer;for(let c=0;cr[t]=(0,s.Y1)(e))}digest(){const{buffer:e,outputLen:t}=this;this.digestInto(e);const n=e.slice(0,t);return this.destroy(),n}_cloneInto(e){const{buffer:t,length:n,finished:r,destroyed:a,outputLen:i,pos:s}=this;return e||(e=new this.constructor({dkLen:i})),e.set(...this.get()),e.buffer.set(t),e.destroyed=a,e.finished=r,e.length=n,e.pos=s,e.outputLen=i,e}clone(){return this._cloneInto()}}class h extends d{constructor(e={}){const t=void 0===e.dkLen?64:e.dkLen;super(128,t),this.v0l=0|o[0],this.v0h=0|o[1],this.v1l=0|o[2],this.v1h=0|o[3],this.v2l=0|o[4],this.v2h=0|o[5],this.v3l=0|o[6],this.v3h=0|o[7],this.v4l=0|o[8],this.v4h=0|o[9],this.v5l=0|o[10],this.v5h=0|o[11],this.v6l=0|o[12],this.v6h=0|o[13],this.v7l=0|o[14],this.v7h=0|o[15],function(e,t={},n,r,a){if((0,s.Fe)(n),e<0||e>n)throw new Error("outputLen bigger than keyLen");const{key:i,salt:o,personalization:c}=t;if(void 0!==i&&(i.length<1||i.length>n))throw new Error("key length must be undefined or 1.."+n);if(void 0!==o&&o.length!==r)throw new Error("salt must be undefined or "+r);if(void 0!==c&&c.length!==a)throw new Error("personalization must be undefined or "+a)}(t,e,64,16,16);let{key:n,personalization:r,salt:a}=e,i=0;if(void 0!==n&&(n=(0,s.ZJ)(n),i=n.length),this.v0l^=this.outputLen|i<<8|65536|1<<24,void 0!==a){a=(0,s.ZJ)(a);const e=(0,s.DH)(a);this.v4l^=(0,s.Y1)(e[0]),this.v4h^=(0,s.Y1)(e[1]),this.v5l^=(0,s.Y1)(e[2]),this.v5h^=(0,s.Y1)(e[3])}if(void 0!==r){r=(0,s.ZJ)(r);const e=(0,s.DH)(r);this.v6l^=(0,s.Y1)(e[0]),this.v6h^=(0,s.Y1)(e[1]),this.v7l^=(0,s.Y1)(e[2]),this.v7h^=(0,s.Y1)(e[3])}if(void 0!==n){const e=new Uint8Array(this.blockLen);e.set(n),this.update(e)}}get(){let{v0l:e,v0h:t,v1l:n,v1h:r,v2l:a,v2h:i,v3l:s,v3h:o,v4l:c,v4h:u,v5l:l,v5h:d,v6l:h,v6h:p,v7l:m,v7h:f}=this;return[e,t,n,r,a,i,s,o,c,u,l,d,h,p,m,f]}set(e,t,n,r,a,i,s,o,c,u,l,d,h,p,m,f){this.v0l=0|e,this.v0h=0|t,this.v1l=0|n,this.v1h=0|r,this.v2l=0|a,this.v2h=0|i,this.v3l=0|s,this.v3h=0|o,this.v4l=0|c,this.v4h=0|u,this.v5l=0|l,this.v5h=0|d,this.v6l=0|h,this.v6h=0|p,this.v7l=0|m,this.v7h=0|f}compress(e,t,n){this.get().forEach((e,t)=>c[t]=e),c.set(o,16);let{h:a,l:d}=i.F6(BigInt(this.length));c[24]=o[8]^d,c[25]=o[9]^a,n&&(c[28]=~c[28],c[29]=~c[29]);let h=0;const p=r.Gs;for(let n=0;n<12;n++)u(0,4,8,12,e,t+2*p[h++]),l(0,4,8,12,e,t+2*p[h++]),u(1,5,9,13,e,t+2*p[h++]),l(1,5,9,13,e,t+2*p[h++]),u(2,6,10,14,e,t+2*p[h++]),l(2,6,10,14,e,t+2*p[h++]),u(3,7,11,15,e,t+2*p[h++]),l(3,7,11,15,e,t+2*p[h++]),u(0,5,10,15,e,t+2*p[h++]),l(0,5,10,15,e,t+2*p[h++]),u(1,6,11,12,e,t+2*p[h++]),l(1,6,11,12,e,t+2*p[h++]),u(2,7,8,13,e,t+2*p[h++]),l(2,7,8,13,e,t+2*p[h++]),u(3,4,9,14,e,t+2*p[h++]),l(3,4,9,14,e,t+2*p[h++]);this.v0l^=c[0]^c[16],this.v0h^=c[1]^c[17],this.v1l^=c[2]^c[18],this.v1h^=c[3]^c[19],this.v2l^=c[4]^c[20],this.v2h^=c[5]^c[21],this.v3l^=c[6]^c[22],this.v3h^=c[7]^c[23],this.v4l^=c[8]^c[24],this.v4h^=c[9]^c[25],this.v5l^=c[10]^c[26],this.v5h^=c[11]^c[27],this.v6l^=c[12]^c[28],this.v6h^=c[13]^c[29],this.v7l^=c[14]^c[30],this.v7h^=c[15]^c[31],(0,s.uH)(c)}destroy(){this.destroyed=!0,(0,s.uH)(this.buffer32),this.set(0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0)}}const p=(0,s.ZG)(e=>new h(e));a.yc},94296(e,t,n){"use strict";n.d(t,{A:()=>r});const r={rpc:{},types:{UncleEntryItem:{_enum:{InclusionHeight:"BlockNumber",Uncle:"(Hash, Option)"}}}}},94490(e,t,n){"use strict";n.d(t,{l:()=>a});var r=n(52330);function a(e,t,n,a){const i=a.fields,s=(0,r.WH)(a.name),o=(...r)=>{if(i.length!==r.length)throw new Error(`Extrinsic ${t}.${s} expects ${i.length} arguments, got ${r.length}.`);return e.createTypeUnsafe("Call",[{args:r,callIndex:n},a])};return o.is=e=>function(e,t){return e.callIndex[0]===t[0]&&e.callIndex[1]===t[1]}(e,n),o.callIndex=n,o.meta=a,o.method=s,o.section=t,o.toJSON=()=>a.toJSON(),o}},94572(e,t,n){"use strict";n.d(t,{p:()=>a});var r=n(11500);class a extends r.q{static with(e,t){return class extends a{constructor(t,n){super(t,n,e)}toRawType(){return t||super.toRawType()}}}}},94602(e,t,n){"use strict";n.d(t,{W:()=>s,y:()=>i});var r=n(4217),a=n(39043);const i=new r.q(a.L);async function s(e){return i.init(e)}},94641(e,t,n){"use strict";n.d(t,{A:()=>r});const r={rpc:{},types:{BridgedBlockHash:"H256",BridgedBlockNumber:"BlockNumber",BridgedHeader:"Header",BridgeMessageId:"(LaneId, MessageNonce)",CallOrigin:{_enum:{SourceRoot:"Null",TargetAccount:"(AccountId, MultiSigner, MultiSignature)",SourceAccount:"AccountId"}},ChainId:"[u8; 4]",DeliveredMessages:{begin:"MessageNonce",end:"MessageNonce",dispatchResults:"BitVec"},DispatchFeePayment:{_enum:["AtSourceChain","AtTargetChain"]},InboundLaneData:{relayers:"Vec",lastConfirmedNonce:"MessageNonce"},InboundRelayer:"AccountId",InitializationData:{header:"Header",authorityList:"AuthorityList",setId:"SetId",isHalted:"bool"},LaneId:"[u8; 4]",MessageData:{payload:"Bytes",fee:"Balance"},MessagesDeliveryProofOf:{bridgedHeaderHash:"BlockHash",storageProof:"Vec",lane:"LaneId"},MessageKey:{laneId:"LaneId",nonce:"MessageNonce"},MessageNonce:"u64",MessagesProofOf:{bridgedHeaderHash:"BridgedBlockHash",storageProof:"Vec",lane:"LaneId",noncesStart:"MessageNonce",noncesEnd:"MessageNonce"},OperatingMode:{_enum:["Normal","RejectingOutboundMessages","Halted"]},OutboundLaneData:{oldestUnprunedNonce:"MessageNonce",latestReceivedNonce:"MessageNonce",latestGeneratedNonce:"MessageNonce"},OutboundMessageFee:"Balance",OutboundPayload:{specVersion:"u32",weight:"Weight",origin:"CallOrigin",dispatchFeePayment:"DispatchFeePayment",call:"Bytes"},Parameter:"Null",RelayerId:"AccountId",UnrewardedRelayer:{relayer:"RelayerId",messages:"DeliveredMessages"},UnrewardedRelayersState:{unrewardedRelayer_Entries:"MessageNonce",messagesInOldestEntry:"MessageNonce",totalMessages:"MessageNonce"}}}},95675(e,t,n){"use strict";function r(e,t,n){return t}n.d(t,{V:()=>r})},95715(e,t,n){"use strict";n.d(t,{e:()=>r});const r={ErrorMetadataV12:"ErrorMetadataV11",EventMetadataV12:"EventMetadataV11",ExtrinsicMetadataV12:"ExtrinsicMetadataV11",FunctionArgumentMetadataV12:"FunctionArgumentMetadataV11",FunctionMetadataV12:"FunctionMetadataV11",MetadataV12:{modules:"Vec",extrinsic:"ExtrinsicMetadataV12"},ModuleConstantMetadataV12:"ModuleConstantMetadataV11",ModuleMetadataV12:{name:"Text",storage:"Option",calls:"Option>",events:"Option>",constants:"Vec",errors:"Vec",index:"u8"},StorageEntryModifierV12:"StorageEntryModifierV11",StorageEntryMetadataV12:"StorageEntryMetadataV11",StorageEntryTypeV12:"StorageEntryTypeV11",StorageMetadataV12:"StorageMetadataV11",StorageHasherV12:"StorageHasherV11"}},95751(e,t,n){"use strict";n.d(t,{e:()=>r});const r={MetadataV16:{lookup:"PortableRegistry",pallets:"Vec",extrinsic:"ExtrinsicMetadataV16",apis:"Vec",outerEnums:"OuterEnums15",custom:"CustomMetadata15"},PezpalletMetadataV16:{name:"Text",storage:"Option",calls:"Option",events:"Option",constants:"Vec",errors:"Option",associatedTypes:"Vec",viewFunctions:"Vec",index:"u8",docs:"Vec",deprecationInfo:"ItemDeprecationInfoV16"},PezpalletStorageMetadataV16:{prefix:"Text",items:"Vec"},StorageEntryMetadataV16:{name:"Text",modifier:"StorageEntryModifierV14",type:"StorageEntryTypeV14",fallback:"Bytes",docs:"Vec",deprecationInfo:"ItemDeprecationInfoV16"},ItemDeprecationInfoV16:{_enum:{NotDeprecated:"Null",DeprecatedWithoutNote:"Null",Deprecated:{note:"Text",since:"Option"}}},PezpalletCallMetadataV16:{type:"SiLookupTypeId",deprecationInfo:"EnumDeprecationInfoV16"},EnumDeprecationInfoV16:"BTreeMap",VariantDeprecationInfoV16:{_enum:{DummyVariant:"Null",DeprecatedWithoutNote:"Null",Deprecated:{note:"Text",since:"Option"}}},PezpalletEventMetadataV16:{type:"SiLookupTypeId",deprecationInfo:"EnumDeprecationInfoV16"},PezpalletConstantMetadataV16:{name:"Text",type:"SiLookupTypeId",value:"Bytes",docs:"Vec",deprecationInfo:"ItemDeprecationInfoV16"},PezpalletErrorMetadataV16:{type:"SiLookupTypeId",deprecationInfo:"EnumDeprecationInfoV16"},PezpalletAssociatedTypeMetadataV16:{name:"Text",type:"SiLookupTypeId",docs:"Vec"},PezpalletViewFunctionMetadataV16:{id:"[u8; 32]",name:"Text",inputs:"Vec",output:"SiLookupTypeId",docs:"Vec",deprecationInfo:"ItemDeprecationInfoV16"},ExtrinsicMetadataV16:{versions:"Vec",addressType:"SiLookupTypeId",callType:"SiLookupTypeId",signatureType:"SiLookupTypeId",transactionExtensionsByVersion:"BTreeMap>>",transactionExtensions:"Vec"},TransactionExtensionMetadataV16:{identifier:"Text",type:"SiLookupTypeId",implicit:"SiLookupTypeId"},RuntimeApiMetadataV16:{name:"Text",methods:"Vec",docs:"Vec",version:"Compact",deprecationInfo:"ItemDeprecationInfoV16"},RuntimeApiMethodMetadataV16:{name:"Text",inputs:"Vec",output:"SiLookupTypeId",docs:"Vec",deprecationInfo:"ItemDeprecationInfoV16"}}},95874(e,t,n){"use strict";n.d(t,{f:()=>r});const r={TaggedTransactionQueue:[{methods:{validate_transaction:{description:"Validate the transaction.",params:[{name:"source",type:"TransactionSource"},{name:"tx",type:"Extrinsic"},{name:"blockHash",type:"BlockHash"}],type:"TransactionValidity"}},version:3},{methods:{validate_transaction:{description:"Validate the transaction.",params:[{name:"source",type:"TransactionSource"},{name:"tx",type:"Extrinsic"}],type:"TransactionValidity"}},version:2},{methods:{validate_transaction:{description:"Validate the transaction.",params:[{name:"tx",type:"Extrinsic"}],type:"TransactionValidity"}},version:1}]}},96144(e,t,n){"use strict";n.d(t,{h:()=>h});var r=n(82018),a=n(52129),i=n(55205),s=n(24486),o=n(95715),c=n(90780),u=n(22889),l=n(92026),d=n(95751);const h={rpc:{},runtime:r.f,types:{...a.v9,...i.s,...s.l,...o.e,...c.j,...u.c,...l.l,...d.e,ErrorMetadataLatest:"ErrorMetadataV14",EventMetadataLatest:"EventMetadataV14",ExtrinsicMetadataLatest:"ExtrinsicMetadataV16",FunctionArgumentMetadataLatest:"FunctionArgumentMetadataV14",FunctionMetadataLatest:"FunctionMetadataV14",MetadataLatest:"MetadataV16",PezpalletCallMetadataLatest:"PezpalletCallMetadataV16",PezpalletConstantMetadataLatest:"PezpalletConstantMetadataV16",PezpalletErrorMetadataLatest:"PezpalletErrorMetadataV16",PezpalletEventMetadataLatest:"PezpalletEventMetadataV16",PezpalletMetadataLatest:"PezpalletMetadataV16",PezpalletStorageMetadataLatest:"PezpalletStorageMetadataV16",PortableType:"PortableTypeV14",RuntimeApiMetadataLatest:"RuntimeApiMetadataV16",SignedExtensionMetadataLatest:"SignedExtensionMetadataV14",TransactionExtensionMetadataLatest:"TransactionExtensionMetadataV16",StorageEntryMetadataLatest:"StorageEntryMetadataV16",StorageEntryModifierLatest:"StorageEntryModifierV14",StorageEntryTypeLatest:"StorageEntryTypeV14",StorageHasher:"StorageHasherV14",OpaqueMetadata:"Opaque",MetadataAll:{_enum:{V0:"DoNotConstruct",V1:"DoNotConstruct",V2:"DoNotConstruct",V3:"DoNotConstruct",V4:"DoNotConstruct",V5:"DoNotConstruct",V6:"DoNotConstruct",V7:"DoNotConstruct",V8:"DoNotConstruct",V9:"MetadataV9",V10:"MetadataV10",V11:"MetadataV11",V12:"MetadataV12",V13:"MetadataV13",V14:"MetadataV14",V15:"MetadataV15",V16:"MetadataV16"}}}}},96230(e,t,n){"use strict";n.d(t,{f:()=>r});const r={GenesisBuilder:[{methods:{build_config:{description:"Build `RuntimeGenesisConfig` from a JSON blob not using any defaults and store it in the storage.",params:[{name:"json",type:"Vec"}],type:"Result<(), GenesisBuildErr>"},create_default_config:{description:"Creates the default `RuntimeGenesisConfig` and returns it as a JSON blob.",params:[],type:"Vec"}},version:1}]}},96630(e,t,n){"use strict";n.d(t,{f:()=>a});const r={get_storage:{description:"Query a given storage key in a given contract.",params:[{name:"address",type:"AccountId"},{name:"key",type:"Bytes"}],type:"Option"},upload_code:{description:"Upload new code without instantiating a contract from it.",params:[{name:"origin",type:"AccountId"},{name:"code",type:"Bytes"},{name:"storageDepositLimit",type:"Option"}],type:"CodeUploadResult"}},a={ContractsApi:[{methods:{call:{description:"Perform a call from a specified account to a given contract.",params:[{name:"origin",type:"AccountId"},{name:"dest",type:"AccountId"},{name:"value",type:"Balance"},{name:"gasLimit",type:"Option"},{name:"storageDepositLimit",type:"Option"},{name:"inputData",type:"Vec"}],type:"ContractExecResult"},instantiate:{description:"Instantiate a new contract.",params:[{name:"origin",type:"AccountId"},{name:"value",type:"Balance"},{name:"gasLimit",type:"Option"},{name:"storageDepositLimit",type:"Option"},{name:"code",type:"CodeSource"},{name:"data",type:"Bytes"},{name:"salt",type:"Bytes"}],type:"ContractInstantiateResult"},...r},version:2},{methods:{call:{description:"Perform a call from a specified account to a given contract.",params:[{name:"origin",type:"AccountId"},{name:"dest",type:"AccountId"},{name:"value",type:"Balance"},{name:"gasLimit",type:"u64"},{name:"storageDepositLimit",type:"Option"},{name:"inputData",type:"Vec"}],type:"ContractExecResultU64"},instantiate:{description:"Instantiate a new contract.",params:[{name:"origin",type:"AccountId"},{name:"value",type:"Balance"},{name:"gasLimit",type:"u64"},{name:"storageDepositLimit",type:"Option"},{name:"code",type:"CodeSource"},{name:"data",type:"Bytes"},{name:"salt",type:"Bytes"}],type:"ContractInstantiateResultU64"},...r},version:1}]}},96871(e,t,n){"use strict";n.d(t,{Zf:()=>r});const r=n(50041).Zf},96909(e,t,n){"use strict";n.d(t,{f:()=>c});const r={execute_block:{description:"Execute the given block.",params:[{name:"block",type:"Block"}],type:"Null"}},a={version:{description:"Returns the version of the runtime.",params:[],type:"RuntimeVersionPre3"}},i={initialize_block:{description:"Initialize a block with the given header.",params:[{name:"header",type:"Header"}],type:"Null"}},s={version:{description:"Returns the version of the runtime.",params:[],type:"RuntimeVersion"}},o={...r,initialize_block:{description:"Initialize a block with the given 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noble-curves - MIT License (c) 2022 Paul Miller (paulmillr.com) */ + +/*! noble-hashes - MIT License (c) 2022 Paul Miller (paulmillr.com) */ + +/*! scure-base - MIT License (c) 2022 Paul Miller (paulmillr.com) */ diff --git a/temp_ff_validate/content.d.ts b/temp_ff_validate/content.d.ts new file mode 100644 index 0000000..cb0ff5c --- /dev/null +++ b/temp_ff_validate/content.d.ts @@ -0,0 +1 @@ +export {}; diff --git a/temp_ff_validate/content.js b/temp_ff_validate/content.js new file mode 100644 index 0000000..090f270 --- /dev/null +++ b/temp_ff_validate/content.js @@ -0,0 +1 @@ +(()=>{"use strict";var e={};e.g=function(){if("object"==typeof globalThis)return globalThis;try{return this||new Function("return this")()}catch(e){if("object"==typeof window)return window}}();const t="Pezkuwi-0x343cabeadae178ba",n=`${t}-content`,o=`${t}-page`,r=`${t}-content`,s="undefined"!=typeof globalThis?globalThis:void 0!==e.g?e.g:"undefined"!=typeof self?self:"undefined"!=typeof window?window:Function("return this"),a=(i="chrome",c=s.browser,void 0===s[i]?c:s[i]);var i,c;function d(e,t,n){const o=a.runtime.connect({name:e});return o.onMessage.addListener(t),o.onDisconnect.addListener(()=>{console.log(`Disconnected from ${e}`),n()}),o}const u=async function(){return new Promise((e,t)=>{a.runtime.sendMessage({type:"wakeup"},n=>{a.runtime.lastError?t(new Error(a.runtime.lastError.message)):e(n)})})};let l;const m={onPortDisconnectHandler:function(){l=void 0},onPortMessageHandler:function(e){window.postMessage({...e,origin:r},"*")},portName:n};window.addEventListener("message",({data:e,source:t})=>{t===window&&e.origin===o&&async function(e,t){for(let n=0;n<5;n++)try{const n=await u();if("awake"===n?.status)return e||d(t.portName,t.onPortMessageHandler,t.onPortDisconnectHandler)}catch(e){console.error(`Attempt ${n+1} failed: ${e.message}`),await new Promise(e=>setTimeout(e,1e3))}throw new Error("Failed to wake up the service worker and setup the port after multiple attempts")}(l,m).then(t=>{t.postMessage(e),l=t}).catch(e=>console.error(`Failed to send message: ${e.message}`))});const w=document.createElement("script");w.src=a.runtime.getURL("page.js"),w.onload=()=>{w.parentNode&&w.parentNode.removeChild(w)},(document.head||document.documentElement).appendChild(w)})(); \ No newline at end of file diff --git a/temp_ff_validate/extension.d.ts b/temp_ff_validate/extension.d.ts new file mode 100644 index 0000000..2be7842 --- /dev/null +++ b/temp_ff_validate/extension.d.ts @@ -0,0 +1 @@ +import '@pezkuwi/extension-inject/crossenv'; diff --git a/temp_ff_validate/extension.js b/temp_ff_validate/extension.js new file mode 100644 index 0000000..bbe9fc3 --- /dev/null +++ b/temp_ff_validate/extension.js @@ -0,0 +1,1569 @@ +/*! 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xe=(c+(n=n+Math.imul(d,le)|0)|0)+((8191&(t=(t=t+Math.imul(d,ce)|0)+Math.imul(h,le)|0))<<13)|0;c=((i=i+Math.imul(h,ce)|0)+(t>>>13)|0)+(xe>>>26)|0,xe&=67108863,n=Math.imul(R,_),t=(t=Math.imul(R,F))+Math.imul(q,_)|0,i=Math.imul(q,F),n=n+Math.imul(N,H)|0,t=(t=t+Math.imul(N,X)|0)+Math.imul(P,H)|0,i=i+Math.imul(P,X)|0,n=n+Math.imul(I,G)|0,t=(t=t+Math.imul(I,Z)|0)+Math.imul(T,G)|0,i=i+Math.imul(T,Z)|0,n=n+Math.imul(C,Y)|0,t=(t=t+Math.imul(C,J)|0)+Math.imul(S,Y)|0,i=i+Math.imul(S,J)|0,n=n+Math.imul(x,$)|0,t=(t=t+Math.imul(x,ee)|0)+Math.imul(j,$)|0,i=i+Math.imul(j,ee)|0,n=n+Math.imul(v,re)|0,t=(t=t+Math.imul(v,ne)|0)+Math.imul(w,re)|0,i=i+Math.imul(w,ne)|0,n=n+Math.imul(b,ie)|0,t=(t=t+Math.imul(b,oe)|0)+Math.imul(y,ie)|0,i=i+Math.imul(y,oe)|0,n=n+Math.imul(p,le)|0,t=(t=t+Math.imul(p,ce)|0)+Math.imul(g,le)|0,i=i+Math.imul(g,ce)|0;var je=(c+(n=n+Math.imul(d,de)|0)|0)+((8191&(t=(t=t+Math.imul(d,he)|0)+Math.imul(h,de)|0))<<13)|0;c=((i=i+Math.imul(h,he)|0)+(t>>>13)|0)+(je>>>26)|0,je&=67108863,n=Math.imul(L,_),t=(t=Math.imul(L,F))+Math.imul(D,_)|0,i=Math.imul(D,F),n=n+Math.imul(R,H)|0,t=(t=t+Math.imul(R,X)|0)+Math.imul(q,H)|0,i=i+Math.imul(q,X)|0,n=n+Math.imul(N,G)|0,t=(t=t+Math.imul(N,Z)|0)+Math.imul(P,G)|0,i=i+Math.imul(P,Z)|0,n=n+Math.imul(I,Y)|0,t=(t=t+Math.imul(I,J)|0)+Math.imul(T,Y)|0,i=i+Math.imul(T,J)|0,n=n+Math.imul(C,$)|0,t=(t=t+Math.imul(C,ee)|0)+Math.imul(S,$)|0,i=i+Math.imul(S,ee)|0,n=n+Math.imul(x,re)|0,t=(t=t+Math.imul(x,ne)|0)+Math.imul(j,re)|0,i=i+Math.imul(j,ne)|0,n=n+Math.imul(v,ie)|0,t=(t=t+Math.imul(v,oe)|0)+Math.imul(w,ie)|0,i=i+Math.imul(w,oe)|0,n=n+Math.imul(b,le)|0,t=(t=t+Math.imul(b,ce)|0)+Math.imul(y,le)|0,i=i+Math.imul(y,ce)|0,n=n+Math.imul(p,de)|0,t=(t=t+Math.imul(p,he)|0)+Math.imul(g,de)|0,i=i+Math.imul(g,he)|0;var Ee=(c+(n=n+Math.imul(d,pe)|0)|0)+((8191&(t=(t=t+Math.imul(d,ge)|0)+Math.imul(h,pe)|0))<<13)|0;c=((i=i+Math.imul(h,ge)|0)+(t>>>13)|0)+(Ee>>>26)|0,Ee&=67108863,n=Math.imul(L,H),t=(t=Math.imul(L,X))+Math.imul(D,H)|0,i=Math.imul(D,X),n=n+Math.imul(R,G)|0,t=(t=t+Math.imul(R,Z)|0)+Math.imul(q,G)|0,i=i+Math.imul(q,Z)|0,n=n+Math.imul(N,Y)|0,t=(t=t+Math.imul(N,J)|0)+Math.imul(P,Y)|0,i=i+Math.imul(P,J)|0,n=n+Math.imul(I,$)|0,t=(t=t+Math.imul(I,ee)|0)+Math.imul(T,$)|0,i=i+Math.imul(T,ee)|0,n=n+Math.imul(C,re)|0,t=(t=t+Math.imul(C,ne)|0)+Math.imul(S,re)|0,i=i+Math.imul(S,ne)|0,n=n+Math.imul(x,ie)|0,t=(t=t+Math.imul(x,oe)|0)+Math.imul(j,ie)|0,i=i+Math.imul(j,oe)|0,n=n+Math.imul(v,le)|0,t=(t=t+Math.imul(v,ce)|0)+Math.imul(w,le)|0,i=i+Math.imul(w,ce)|0,n=n+Math.imul(b,de)|0,t=(t=t+Math.imul(b,he)|0)+Math.imul(y,de)|0,i=i+Math.imul(y,he)|0;var Ce=(c+(n=n+Math.imul(p,pe)|0)|0)+((8191&(t=(t=t+Math.imul(p,ge)|0)+Math.imul(g,pe)|0))<<13)|0;c=((i=i+Math.imul(g,ge)|0)+(t>>>13)|0)+(Ce>>>26)|0,Ce&=67108863,n=Math.imul(L,G),t=(t=Math.imul(L,Z))+Math.imul(D,G)|0,i=Math.imul(D,Z),n=n+Math.imul(R,Y)|0,t=(t=t+Math.imul(R,J)|0)+Math.imul(q,Y)|0,i=i+Math.imul(q,J)|0,n=n+Math.imul(N,$)|0,t=(t=t+Math.imul(N,ee)|0)+Math.imul(P,$)|0,i=i+Math.imul(P,ee)|0,n=n+Math.imul(I,re)|0,t=(t=t+Math.imul(I,ne)|0)+Math.imul(T,re)|0,i=i+Math.imul(T,ne)|0,n=n+Math.imul(C,ie)|0,t=(t=t+Math.imul(C,oe)|0)+Math.imul(S,ie)|0,i=i+Math.imul(S,oe)|0,n=n+Math.imul(x,le)|0,t=(t=t+Math.imul(x,ce)|0)+Math.imul(j,le)|0,i=i+Math.imul(j,ce)|0,n=n+Math.imul(v,de)|0,t=(t=t+Math.imul(v,he)|0)+Math.imul(w,de)|0,i=i+Math.imul(w,he)|0;var Se=(c+(n=n+Math.imul(b,pe)|0)|0)+((8191&(t=(t=t+Math.imul(b,ge)|0)+Math.imul(y,pe)|0))<<13)|0;c=((i=i+Math.imul(y,ge)|0)+(t>>>13)|0)+(Se>>>26)|0,Se&=67108863,n=Math.imul(L,Y),t=(t=Math.imul(L,J))+Math.imul(D,Y)|0,i=Math.imul(D,J),n=n+Math.imul(R,$)|0,t=(t=t+Math.imul(R,ee)|0)+Math.imul(q,$)|0,i=i+Math.imul(q,ee)|0,n=n+Math.imul(N,re)|0,t=(t=t+Math.imul(N,ne)|0)+Math.imul(P,re)|0,i=i+Math.imul(P,ne)|0,n=n+Math.imul(I,ie)|0,t=(t=t+Math.imul(I,oe)|0)+Math.imul(T,ie)|0,i=i+Math.imul(T,oe)|0,n=n+Math.imul(C,le)|0,t=(t=t+Math.imul(C,ce)|0)+Math.imul(S,le)|0,i=i+Math.imul(S,ce)|0,n=n+Math.imul(x,de)|0,t=(t=t+Math.imul(x,he)|0)+Math.imul(j,de)|0,i=i+Math.imul(j,he)|0;var Ae=(c+(n=n+Math.imul(v,pe)|0)|0)+((8191&(t=(t=t+Math.imul(v,ge)|0)+Math.imul(w,pe)|0))<<13)|0;c=((i=i+Math.imul(w,ge)|0)+(t>>>13)|0)+(Ae>>>26)|0,Ae&=67108863,n=Math.imul(L,$),t=(t=Math.imul(L,ee))+Math.imul(D,$)|0,i=Math.imul(D,ee),n=n+Math.imul(R,re)|0,t=(t=t+Math.imul(R,ne)|0)+Math.imul(q,re)|0,i=i+Math.imul(q,ne)|0,n=n+Math.imul(N,ie)|0,t=(t=t+Math.imul(N,oe)|0)+Math.imul(P,ie)|0,i=i+Math.imul(P,oe)|0,n=n+Math.imul(I,le)|0,t=(t=t+Math.imul(I,ce)|0)+Math.imul(T,le)|0,i=i+Math.imul(T,ce)|0,n=n+Math.imul(C,de)|0,t=(t=t+Math.imul(C,he)|0)+Math.imul(S,de)|0,i=i+Math.imul(S,he)|0;var Ie=(c+(n=n+Math.imul(x,pe)|0)|0)+((8191&(t=(t=t+Math.imul(x,ge)|0)+Math.imul(j,pe)|0))<<13)|0;c=((i=i+Math.imul(j,ge)|0)+(t>>>13)|0)+(Ie>>>26)|0,Ie&=67108863,n=Math.imul(L,re),t=(t=Math.imul(L,ne))+Math.imul(D,re)|0,i=Math.imul(D,ne),n=n+Math.imul(R,ie)|0,t=(t=t+Math.imul(R,oe)|0)+Math.imul(q,ie)|0,i=i+Math.imul(q,oe)|0,n=n+Math.imul(N,le)|0,t=(t=t+Math.imul(N,ce)|0)+Math.imul(P,le)|0,i=i+Math.imul(P,ce)|0,n=n+Math.imul(I,de)|0,t=(t=t+Math.imul(I,he)|0)+Math.imul(T,de)|0,i=i+Math.imul(T,he)|0;var Te=(c+(n=n+Math.imul(C,pe)|0)|0)+((8191&(t=(t=t+Math.imul(C,ge)|0)+Math.imul(S,pe)|0))<<13)|0;c=((i=i+Math.imul(S,ge)|0)+(t>>>13)|0)+(Te>>>26)|0,Te&=67108863,n=Math.imul(L,ie),t=(t=Math.imul(L,oe))+Math.imul(D,ie)|0,i=Math.imul(D,oe),n=n+Math.imul(R,le)|0,t=(t=t+Math.imul(R,ce)|0)+Math.imul(q,le)|0,i=i+Math.imul(q,ce)|0,n=n+Math.imul(N,de)|0,t=(t=t+Math.imul(N,he)|0)+Math.imul(P,de)|0,i=i+Math.imul(P,he)|0;var Oe=(c+(n=n+Math.imul(I,pe)|0)|0)+((8191&(t=(t=t+Math.imul(I,ge)|0)+Math.imul(T,pe)|0))<<13)|0;c=((i=i+Math.imul(T,ge)|0)+(t>>>13)|0)+(Oe>>>26)|0,Oe&=67108863,n=Math.imul(L,le),t=(t=Math.imul(L,ce))+Math.imul(D,le)|0,i=Math.imul(D,ce),n=n+Math.imul(R,de)|0,t=(t=t+Math.imul(R,he)|0)+Math.imul(q,de)|0,i=i+Math.imul(q,he)|0;var Ne=(c+(n=n+Math.imul(N,pe)|0)|0)+((8191&(t=(t=t+Math.imul(N,ge)|0)+Math.imul(P,pe)|0))<<13)|0;c=((i=i+Math.imul(P,ge)|0)+(t>>>13)|0)+(Ne>>>26)|0,Ne&=67108863,n=Math.imul(L,de),t=(t=Math.imul(L,he))+Math.imul(D,de)|0,i=Math.imul(D,he);var Pe=(c+(n=n+Math.imul(R,pe)|0)|0)+((8191&(t=(t=t+Math.imul(R,ge)|0)+Math.imul(q,pe)|0))<<13)|0;c=((i=i+Math.imul(q,ge)|0)+(t>>>13)|0)+(Pe>>>26)|0,Pe&=67108863;var Me=(c+(n=Math.imul(L,pe))|0)+((8191&(t=(t=Math.imul(L,ge))+Math.imul(D,pe)|0))<<13)|0;return c=((i=Math.imul(D,ge))+(t>>>13)|0)+(Me>>>26)|0,Me&=67108863,l[0]=fe,l[1]=be,l[2]=ye,l[3]=ke,l[4]=ve,l[5]=we,l[6]=ze,l[7]=xe,l[8]=je,l[9]=Ee,l[10]=Ce,l[11]=Se,l[12]=Ae,l[13]=Ie,l[14]=Te,l[15]=Oe,l[16]=Ne,l[17]=Pe,l[18]=Me,0!==c&&(l[19]=c,r.length++),r};function b(e,a,r){r.negative=a.negative^e.negative,r.length=e.length+a.length;for(var n=0,t=0,i=0;i>>26)|0)>>>26,o&=67108863}r.words[i]=s,n=o,o=t}return 0!==n?r.words[i]=n:r.length--,r._strip()}function y(e,a,r){return b(e,a,r)}function k(e,a){this.x=e,this.y=a}Math.imul||(f=g),i.prototype.mulTo=function(e,a){var r=this.length+e.length;return 10===this.length&&10===e.length?f(this,e,a):r<63?g(this,e,a):r<1024?b(this,e,a):y(this,e,a)},k.prototype.makeRBT=function(e){for(var a=new Array(e),r=i.prototype._countBits(e)-1,n=0;n>=1;return n},k.prototype.permute=function(e,a,r,n,t,i){for(var o=0;o>>=1)t++;return 1<>>=13,r[2*o+1]=8191&i,i>>>=13;for(o=2*a;o>=26,r+=i/67108864|0,r+=o>>>26,this.words[t]=67108863&o}return 0!==r&&(this.words[t]=r,this.length++),this.length=0===e?1:this.length,a?this.ineg():this},i.prototype.muln=function(e){return this.clone().imuln(e)},i.prototype.sqr=function(){return this.mul(this)},i.prototype.isqr=function(){return this.imul(this.clone())},i.prototype.pow=function(e){var a=function(e){for(var a=new Array(e.bitLength()),r=0;r>>t&1}return a}(e);if(0===a.length)return new i(1);for(var r=this,n=0;n=0);var a,r=e%26,t=(e-r)/26,i=67108863>>>26-r<<26-r;if(0!==r){var o=0;for(a=0;a>>26-r}o&&(this.words[a]=o,this.length++)}if(0!==t){for(a=this.length-1;a>=0;a--)this.words[a+t]=this.words[a];for(a=0;a=0),t=a?(a-a%26)/26:0;var i=e%26,o=Math.min((e-i)/26,this.length),s=67108863^67108863>>>i<o)for(this.length-=o,c=0;c=0&&(0!==u||c>=t);c--){var d=0|this.words[c];this.words[c]=u<<26-i|d>>>i,u=d&s}return l&&0!==u&&(l.words[l.length++]=u),0===this.length&&(this.words[0]=0,this.length=1),this._strip()},i.prototype.ishrn=function(e,a,r){return n(0===this.negative),this.iushrn(e,a,r)},i.prototype.shln=function(e){return this.clone().ishln(e)},i.prototype.ushln=function(e){return this.clone().iushln(e)},i.prototype.shrn=function(e){return this.clone().ishrn(e)},i.prototype.ushrn=function(e){return this.clone().iushrn(e)},i.prototype.testn=function(e){n("number"==typeof e&&e>=0);var a=e%26,r=(e-a)/26,t=1<=0);var a=e%26,r=(e-a)/26;if(n(0===this.negative,"imaskn works only with positive numbers"),this.length<=r)return this;if(0!==a&&r++,this.length=Math.min(r,this.length),0!==a){var t=67108863^67108863>>>a<=67108864;a++)this.words[a]-=67108864,a===this.length-1?this.words[a+1]=1:this.words[a+1]++;return this.length=Math.max(this.length,a+1),this},i.prototype.isubn=function(e){if(n("number"==typeof e),n(e<67108864),e<0)return this.iaddn(-e);if(0!==this.negative)return this.negative=0,this.iaddn(e),this.negative=1,this;if(this.words[0]-=e,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var a=0;a>26)-(l/67108864|0),this.words[t+r]=67108863&i}for(;t>26,this.words[t+r]=67108863&i;if(0===s)return this._strip();for(n(-1===s),s=0,t=0;t>26,this.words[t]=67108863&i;return this.negative=1,this._strip()},i.prototype._wordDiv=function(e,a){var r=(this.length,e.length),n=this.clone(),t=e,o=0|t.words[t.length-1];0!=(r=26-this._countBits(o))&&(t=t.ushln(r),n.iushln(r),o=0|t.words[t.length-1]);var s,l=n.length-t.length;if("mod"!==a){(s=new i(null)).length=l+1,s.words=new Array(s.length);for(var c=0;c=0;d--){var h=67108864*(0|n.words[t.length+d])+(0|n.words[t.length+d-1]);for(h=Math.min(h/o|0,67108863),n._ishlnsubmul(t,h,d);0!==n.negative;)h--,n.negative=0,n._ishlnsubmul(t,1,d),n.isZero()||(n.negative^=1);s&&(s.words[d]=h)}return s&&s._strip(),n._strip(),"div"!==a&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},i.prototype.divmod=function(e,a,r){return n(!e.isZero()),this.isZero()?{div:new i(0),mod:new i(0)}:0!==this.negative&&0===e.negative?(s=this.neg().divmod(e,a),"mod"!==a&&(t=s.div.neg()),"div"!==a&&(o=s.mod.neg(),r&&0!==o.negative&&o.iadd(e)),{div:t,mod:o}):0===this.negative&&0!==e.negative?(s=this.divmod(e.neg(),a),"mod"!==a&&(t=s.div.neg()),{div:t,mod:s.mod}):0!==(this.negative&e.negative)?(s=this.neg().divmod(e.neg(),a),"div"!==a&&(o=s.mod.neg(),r&&0!==o.negative&&o.isub(e)),{div:s.div,mod:o}):e.length>this.length||this.cmp(e)<0?{div:new i(0),mod:this}:1===e.length?"div"===a?{div:this.divn(e.words[0]),mod:null}:"mod"===a?{div:null,mod:new i(this.modrn(e.words[0]))}:{div:this.divn(e.words[0]),mod:new i(this.modrn(e.words[0]))}:this._wordDiv(e,a);var t,o,s},i.prototype.div=function(e){return this.divmod(e,"div",!1).div},i.prototype.mod=function(e){return this.divmod(e,"mod",!1).mod},i.prototype.umod=function(e){return this.divmod(e,"mod",!0).mod},i.prototype.divRound=function(e){var a=this.divmod(e);if(a.mod.isZero())return a.div;var r=0!==a.div.negative?a.mod.isub(e):a.mod,n=e.ushrn(1),t=e.andln(1),i=r.cmp(n);return i<0||1===t&&0===i?a.div:0!==a.div.negative?a.div.isubn(1):a.div.iaddn(1)},i.prototype.modrn=function(e){var a=e<0;a&&(e=-e),n(e<=67108863);for(var r=(1<<26)%e,t=0,i=this.length-1;i>=0;i--)t=(r*t+(0|this.words[i]))%e;return a?-t:t},i.prototype.modn=function(e){return this.modrn(e)},i.prototype.idivn=function(e){var a=e<0;a&&(e=-e),n(e<=67108863);for(var r=0,t=this.length-1;t>=0;t--){var i=(0|this.words[t])+67108864*r;this.words[t]=i/e|0,r=i%e}return this._strip(),a?this.ineg():this},i.prototype.divn=function(e){return this.clone().idivn(e)},i.prototype.egcd=function(e){n(0===e.negative),n(!e.isZero());var a=this,r=e.clone();a=0!==a.negative?a.umod(e):a.clone();for(var t=new i(1),o=new i(0),s=new i(0),l=new i(1),c=0;a.isEven()&&r.isEven();)a.iushrn(1),r.iushrn(1),++c;for(var u=r.clone(),d=a.clone();!a.isZero();){for(var h=0,m=1;0===(a.words[0]&m)&&h<26;++h,m<<=1);if(h>0)for(a.iushrn(h);h-- >0;)(t.isOdd()||o.isOdd())&&(t.iadd(u),o.isub(d)),t.iushrn(1),o.iushrn(1);for(var p=0,g=1;0===(r.words[0]&g)&&p<26;++p,g<<=1);if(p>0)for(r.iushrn(p);p-- >0;)(s.isOdd()||l.isOdd())&&(s.iadd(u),l.isub(d)),s.iushrn(1),l.iushrn(1);a.cmp(r)>=0?(a.isub(r),t.isub(s),o.isub(l)):(r.isub(a),s.isub(t),l.isub(o))}return{a:s,b:l,gcd:r.iushln(c)}},i.prototype._invmp=function(e){n(0===e.negative),n(!e.isZero());var a=this,r=e.clone();a=0!==a.negative?a.umod(e):a.clone();for(var t,o=new i(1),s=new i(0),l=r.clone();a.cmpn(1)>0&&r.cmpn(1)>0;){for(var c=0,u=1;0===(a.words[0]&u)&&c<26;++c,u<<=1);if(c>0)for(a.iushrn(c);c-- >0;)o.isOdd()&&o.iadd(l),o.iushrn(1);for(var d=0,h=1;0===(r.words[0]&h)&&d<26;++d,h<<=1);if(d>0)for(r.iushrn(d);d-- >0;)s.isOdd()&&s.iadd(l),s.iushrn(1);a.cmp(r)>=0?(a.isub(r),o.isub(s)):(r.isub(a),s.isub(o))}return(t=0===a.cmpn(1)?o:s).cmpn(0)<0&&t.iadd(e),t},i.prototype.gcd=function(e){if(this.isZero())return e.abs();if(e.isZero())return this.abs();var a=this.clone(),r=e.clone();a.negative=0,r.negative=0;for(var n=0;a.isEven()&&r.isEven();n++)a.iushrn(1),r.iushrn(1);for(;;){for(;a.isEven();)a.iushrn(1);for(;r.isEven();)r.iushrn(1);var t=a.cmp(r);if(t<0){var i=a;a=r,r=i}else if(0===t||0===r.cmpn(1))break;a.isub(r)}return r.iushln(n)},i.prototype.invm=function(e){return this.egcd(e).a.umod(e)},i.prototype.isEven=function(){return!(1&this.words[0])},i.prototype.isOdd=function(){return!(1&~this.words[0])},i.prototype.andln=function(e){return this.words[0]&e},i.prototype.bincn=function(e){n("number"==typeof e);var a=e%26,r=(e-a)/26,t=1<>>26,s&=67108863,this.words[o]=s}return 0!==i&&(this.words[o]=i,this.length++),this},i.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},i.prototype.cmpn=function(e){var a,r=e<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this._strip(),this.length>1)a=1;else{r&&(e=-e),n(e<=67108863,"Number is too big");var t=0|this.words[0];a=t===e?0:te.length)return 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