UNPKG

onesec-bridge

Version:
228 lines 79.1 kB
import { unzip as Re } from "fflate"; import { Actor as ze, HttpAgent as Ae } from "@dfinity/agent"; function Ye(e) { if (e !== void 0) switch (!0) { case "CheckingBalance" in e: case "Forwarding" in e: return e; case "LowBalance" in e: return { LowBalance: { balance: e.LowBalance.balance, minAmount: e.LowBalance.min_amount } }; case "Forwarded" in e: return { Forwarded: { hash: e.Forwarded.hash, logIndex: e.Forwarded.log_index[0] } }; default: throw Error("unexpected candid forward status"); } } function G(e) { return { done: e.done[0], status: Ye(e.status[0]) }; } function Ge(e) { if (e !== void 0) switch (!0) { case "ICP" in e: return "ICP"; case "Base" in e: return "Base"; case "Arbitrum" in e: return "Arbitrum"; case "Ethereum" in e: return "Ethereum"; default: throw Error("unexpected candid chain"); } } function ke(e) { if (e !== void 0) switch (!0) { case "ICP" in e: return "ICP"; case "USDC" in e: return "USDC"; case "USDT" in e: return "USDT"; case "ckBTC" in e: return "ckBTC"; case "cbBTC" in e: return "cbBTC"; case "BOB" in e: return "BOB"; case "GLDT" in e: return "GLDT"; default: throw Error("unexpected candid token"); } } function Pe(e) { switch (!0) { case "ICRC" in e: return { ICRC: { owner: e.ICRC.owner, subaccount: e.ICRC.subaccount[0] !== void 0 ? Uint8Array.from(e.ICRC.subaccount[0]) : void 0 } }; case "AccountId" in e: return { AccountId: { accountId: e.AccountId } }; default: throw Error("unexpected candid account"); } } function U(e) { if (e !== void 0) switch (!0) { case "Icp" in e: return { Icp: { blockIndex: e.Icp.block_index, ledger: e.Icp.ledger } }; case "Evm" in e: return { Evm: { hash: e.Evm.hash, logIndex: e.Evm.log_index[0] } }; default: throw Error("unexpected candid tx"); } } function Je(e) { if (e !== void 0) switch (!0) { case "Icp" in e: return { Icp: Pe(e.Icp) }; case "Evm" in e: return { Evm: e.Evm }; default: throw Error("unexpected candid account"); } } function Me(e) { if (e !== void 0) switch (!0) { case "PendingSourceTx" in e: case "PendingDestinationTx" in e: case "PendingRefundTx" in e: case "Succeeded" in e: return e; case "Refunded" in e: return { Refunded: { tx: U(e.Refunded) } }; case "Failed" in e: return { Failed: e.Failed }; default: throw Error("unexpected candid status"); } } function k(e) { return { chain: Ge(e.chain[0]), token: ke(e.token[0]), account: Je(e.account[0]), tx: U(e.tx[0]), amount: e.amount }; } function Be(e) { return { source: k(e.source), destination: k(e.destination), status: Me(e.status[0]) }; } let i, f = null; function q() { return (f === null || f.byteLength === 0) && (f = new Uint8Array(i.memory.buffer)), f; } let y = 0; function P(e, t) { const a = t(e.length * 1, 1) >>> 0; return q().set(e, a / 1), y = e.length, a; } const C = typeof TextDecoder < "u" ? new TextDecoder("utf-8", { ignoreBOM: !0, fatal: !0 }) : { decode: () => { throw Error("TextDecoder not available"); } }; typeof TextDecoder < "u" && C.decode(); function He(e, t) { return e = e >>> 0, C.decode( q().subarray(e, e + t) ); } function Ue(e, t, a) { let n, r; try { const s = P(t, i.__wbindgen_malloc), c = y, x = P(a, i.__wbindgen_malloc), g = y, d = i.forwarding_address_from_icrc(e, s, c, x, g); return n = d[0], r = d[1], He(d[0], d[1]); } finally { i.__wbindgen_free(n, r, 1); } } async function qe(e, t) { if (typeof Response == "function" && e instanceof Response) { if (typeof WebAssembly.instantiateStreaming == "function") try { return await WebAssembly.instantiateStreaming(e, t); } catch (n) { if (e.headers.get("Content-Type") != "application/wasm") console.warn( "`WebAssembly.instantiateStreaming` failed because your server does not serve Wasm with `application/wasm` MIME type. Falling back to `WebAssembly.instantiate` which is slower. Original error:\n", n ); else throw n; } const a = await e.arrayBuffer(); return await WebAssembly.instantiate(a, t); } else { const a = await WebAssembly.instantiate(e, t); return a instanceof WebAssembly.Instance ? { instance: a, module: e } : a; } } function Ce() { const e = {}; return e.wbg = {}, e.wbg.__wbindgen_init_externref_table = function() { const t = i.__wbindgen_export_0, a = t.grow(4); t.set(0, void 0), t.set(a + 0, void 0), t.set(a + 1, null), t.set(a + 2, !0), t.set(a + 3, !1); }, e; } function Se(e, t) { return i = e.exports, S.__wbindgen_wasm_module = t, f = null, i.__wbindgen_start(), i; } async function S(e) { if (i !== void 0) return i; typeof e < "u" && (Object.getPrototypeOf(e) === Object.prototype ? { module_or_path: e } = e : console.warn( "using deprecated parameters for the initialization function; pass a single object instead" )), typeof e > "u" && (e = new URL("forwarding_address_bg.wasm", import.meta.url)); const t = Ce(); (typeof e == "string" || typeof Request == "function" && e instanceof Request || typeof URL == "function" && e instanceof URL) && (e = fetch(e)); const { instance: a, module: n } = await qe(await e, t); return Se(a, n); } const je = "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