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  1. <!DOCTYPE html>
  2. <html lang="pt-BR">
  3. <head>
  4. <meta charset="UTF-8">
  5. <meta name="viewport" content="width=device-width, initial-scale=1">
  6. <title>BCX Corretora</title>
  7. <link href="https://cdn.datatables.net/1.12.1/css/jquery.dataTables.min.css" rel="stylesheet">
  8. <link rel="stylesheet" href="https://code.jquery.com/ui/1.12.1/themes/base/jquery-ui.css">
  9. <script src="https://code.jquery.com/jquery-3.6.0.min.js"></script>
  10. <script src="https://cdn.datatables.net/1.12.1/js/jquery.dataTables.min.js"></script>
  11. <script src="https://code.jquery.com/ui/1.12.1/jquery-ui.js"></script>
  12. <script src="https://cdnjs.cloudflare.com/ajax/libs/jspdf/2.5.1/jspdf.umd.min.js"></script>
  13. <link href="https://cdn.jsdelivr.net/npm/bootstrap@5.3.3/dist/css/bootstrap.min.css" rel="stylesheet">
  14. <link rel="stylesheet" href="style.css">
  15. </head>
  16. <body>
  17. <div id="login-screen" class="screen">
  18. <form id="login-form" class="login-box">
  19. <img src="./images/logo-ajustada.png" alt="Logo da Empresa" class="logo">
  20. <h2>Login do Administrador</h2>
  21. <input type="text" name="username" placeholder="Usuário" required>
  22. <input type="password" name="password" placeholder="Senha" required>
  23. <button type="submit">Entrar</button>
  24. <div id="login-error" class="error hidden"></div>
  25. </form>
  26. </div>
  27. <div id="main-screen">
  28. <div class="d-flex">
  29. <button class="btn-sidebar-toggle" onclick="toggleSidebar()">&#9776;</button>
  30. <div id="sidebar" class="sidebar-custom p-4">
  31. <ul class="nav flex-column">
  32. <li class="nav-item"><a class="nav-link custom-link" href="#"
  33. onclick="openModal('modalUser','https://report.bcxcorretora.com.br/api/api/users','user')">Usuários</a></li>
  34. <li class="nav-item"><a class="nav-link custom-link" href="#"
  35. onclick="openModal('modalItType','https://report.bcxcorretora.com.br/api/api/investment-types','it-t')">Tipos
  36. de Investimentos</a></li>
  37. <li class="nav-item"><a class="nav-link custom-link" href="#"
  38. onclick="openModal('modalItRent','https://report.bcxcorretora.com.br/api/api/investment-rentabilities','it-rent')">Rentabilidades
  39. de Investimentos</a></li>
  40. <li class="nav-item"><a class="nav-link custom-link" href="#"
  41. onclick="openModal('modalFee','https://report.bcxcorretora.com.br/api/api/fee','fee')">Tarifas</a></li>
  42. <li class="nav-item"><a class="nav-link custom-link" href="#"
  43. onclick="openModal('modalWd','https://report.bcxcorretora.com.br/api/api/withdraw','wd')">Retiradas</a></li>
  44. <li class="nav-item"><a class="nav-link custom-link" href="#"
  45. onclick="openModal('modalIt','https://report.bcxcorretora.com.br/api/api/investments','it')">Investimentos</a>
  46. </li>
  47. <div class="sidebar-bottom-logout">
  48. <li class="nav-item">
  49. <a class="nav-link custom-link" href="#" onclick="logout()" style="color: red;">Logout</a>
  50. </li>
  51. </div>
  52. </ul>
  53. </div>
  54. <div class="container">
  55. <h1>BCX Corretora - Relatórios</h1>
  56. <img src="./images/logo-ajustada.png" alt="Logo da Empresa" class="logo">
  57. <div class="report-section text-center">
  58. <label for="inputRelatorioId">ID do Investimento:</label>
  59. <input type="number" id="inputRelatorioId" class="form-control mb-3" placeholder="Ex: 2" />
  60. <button class="btn btn-primary mb-2"
  61. onclick="gerarRelatorioPorId('https://report.bcxcorretora.com.br/api/api/investments', 'inputRelatorioId')">
  62. Gerar Relatório PDF
  63. </button>
  64. <br />
  65. <button class="btn btn-secondary" onclick="openModal('modalPdfHistory')">
  66. Histórico de PDFs
  67. </button>
  68. </div>
  69. <div id="modalUser" class="modal">
  70. <div class="modal-content">
  71. <div class="modal-header-actions d-flex justify-content-between mb-3">
  72. <button class="btn btn-primary"
  73. onclick="adicionarItem('https://report.bcxcorretora.com.br/api/api/users','user')">+</button>
  74. <span class="btn btn-danger btn-close-modal"
  75. onclick="closeModal('modalUser')">&times;</span>
  76. </div>
  77. <div class="modal-body">
  78. <table id="user" class="display" style="width:100%">
  79. <thead>
  80. <tr>
  81. <th>User ID</th>
  82. <th>Nome</th>
  83. <th>Email</th>
  84. <th>Chave da API</th>
  85. <th>Ações</th>
  86. </tr>
  87. </thead>
  88. <tbody></tbody>
  89. </table>
  90. </div>
  91. </div>
  92. </div>
  93. <div id="modalItType" class="modal">
  94. <div class="modal-content">
  95. <div class="modal-header-actions d-flex justify-content-between mb-3">
  96. <button class="btn btn-primary"
  97. onclick="adicionarItem('https://report.bcxcorretora.com.br/api/api/investment-types','it-t')">+</button>
  98. <span class="btn btn-danger btn-close-modal"
  99. onclick="closeModal('modalItType')">&times;</span>
  100. </div>
  101. <div class="modal-body">
  102. <table id="it-t" class="display" style="width:100%">
  103. <thead>
  104. <tr>
  105. <th>ID do tipo de Investimento</th>
  106. <th>Nome do tipo de investimento</th>
  107. <th>Ações</th>
  108. </tr>
  109. </thead>
  110. <tbody></tbody>
  111. </table>
  112. </div>
  113. </div>
  114. </div>
  115. <div id="modalItRent" class="modal">
  116. <div class="modal-content">
  117. <div class="modal-header-actions d-flex justify-content-between mb-3">
  118. <button class="btn btn-primary"
  119. onclick="adicionarItem('https://report.bcxcorretora.com.br/api/api/investment-rentabilities','it-rent')">+</button>
  120. <span class="btn btn-danger btn-close-modal"
  121. onclick="closeModal('modalItRent')">&times;</span>
  122. </div>
  123. <div class="modal-body">
  124. <table id="it-rent" class="display" style="width:100%">
  125. <thead>
  126. <tr>
  127. <th>ID da Rentabilidade</th>
  128. <th>Valor da Rentabilidade (%)</th>
  129. <th>Tipo de Investimento</th>
  130. <th>Data de Início</th>
  131. <th>Data de Término</th>
  132. <th>Ações</th>
  133. </tr>
  134. </thead>
  135. <tbody></tbody>
  136. </table>
  137. </div>
  138. </div>
  139. </div>
  140. <div id="modalFee" class="modal">
  141. <div class="modal-content">
  142. <div class="modal-header-actions d-flex justify-content-between mb-3">
  143. <button class="btn btn-primary"
  144. onclick="adicionarItem('https://report.bcxcorretora.com.br/api/api/fee','fee')">+</button>
  145. <span class="btn btn-danger btn-close-modal" onclick="closeModal('modalFee')">&times;</span>
  146. </div>
  147. <div class="modal-body">
  148. <table id="fee" class="display" style="width:100%">
  149. <thead>
  150. <tr>
  151. <th>ID da Tarifa</th>
  152. <th>Tarifa Operacional</th>
  153. <th>Tarifa Prorata</th>
  154. <th>Ações</th>
  155. </tr>
  156. </thead>
  157. <tbody></tbody>
  158. </table>
  159. </div>
  160. </div>
  161. </div>
  162. <div id="modalWd" class="modal">
  163. <div class="modal-content">
  164. <div class="modal-header-actions d-flex justify-content-between mb-3">
  165. <button class="btn btn-primary"
  166. onclick="adicionarItem('https://report.bcxcorretora.com.br/api/api/withdraw','wd')">+</button>
  167. <span class="btn btn-danger btn-close-modal" onclick="closeModal('modalWd')">&times;</span>
  168. </div>
  169. <div class="modal-body">
  170. <table id="wd" class="display" style="width:100%">
  171. <thead>
  172. <tr>
  173. <th>ID da Retirada</th>
  174. <th>ID da Tarifa</th>
  175. <th>Tarifa Operacional</th>
  176. <th>Tipo de Retirada</th>
  177. <th>Valor da Retirada</th>
  178. <th>Valor da Tarifa na Retirada</th>
  179. <th>Data da Retirada</th>
  180. <th>Tipo de Investimento</th>
  181. <th>Tarifa Prorata</th>
  182. <th>Ações</th>
  183. </tr>
  184. </thead>
  185. <tbody></tbody>
  186. </table>
  187. </div>
  188. </div>
  189. </div>
  190. <div id="modalIt" class="modal">
  191. <div class="modal-content">
  192. <div class="modal-header-actions d-flex justify-content-between mb-3">
  193. <button class="btn btn-primary"
  194. onclick="adicionarItem('https://report.bcxcorretora.com.br/api/api/investments','it')">+</button>
  195. <span class="btn btn-danger btn-close-modal" onclick="closeModal('modalIt')">&times;</span>
  196. </div>
  197. <div class="modal-body">
  198. <table id="it" class="display" style="width:100%">
  199. <thead>
  200. <tr>
  201. <th>ID do Investimento</th>
  202. <th>Data de Início</th>
  203. <th>Data de Término</th>
  204. <th>Valor Investido</th>
  205. <th>Chave da API</th>
  206. <th>Nome do Usuário</th>
  207. <th>Tipo de Investimento</th>
  208. <th>Ações</th>
  209. </tr>
  210. </thead>
  211. <tbody></tbody>
  212. </table>
  213. </div>
  214. </div>
  215. </div>
  216. <div id="modalPdfHistory" class="modal">
  217. <div class="modal-content">
  218. <div class="modal-header-actions d-flex justify-content-end mb-3">
  219. <span class="btn btn-danger btn-close-modal"
  220. onclick="closeModal('modalPdfHistory')">&times;</span>
  221. </div>
  222. <div class="modal-body">
  223. <div class="d-flex justify-content-between mb-2">
  224. <button class="btn btn-success" onclick="acceptSelected()">Aceitar</button>
  225. <button class="btn btn-danger" onclick="rejectSelected()">Recusar</button>
  226. </div>
  227. <table id="pdfHistory" class="display" style="width:100%">
  228. <thead>
  229. <tr>
  230. <th><input type="checkbox" id="selectAll" onclick="toggleSelectAll(this)" />
  231. </th>
  232. <th>ID Investimento</th>
  233. <th>Data de Geração</th>
  234. <th>Arquivo</th>
  235. <th>Status</th>
  236. </tr>
  237. </thead>
  238. <tbody></tbody>
  239. </table>
  240. </div>
  241. </div>
  242. </div>
  243. <script src="https://cdn.jsdelivr.net/npm/bootstrap@5.3.3/dist/js/bootstrap.bundle.min.js"></script>
  244. <script>
  245. function toggleSidebar() {
  246. const sidebar = document.getElementById('sidebar');
  247. sidebar.classList.toggle('open');
  248. const button = document.querySelector('.btn-sidebar-toggle');
  249. if (sidebar.classList.contains('open')) {
  250. button.style.left = '270px';
  251. } else {
  252. button.style.left = '20px';
  253. }
  254. }
  255. </script>
  256. <div id="inserirModal" class="modal">
  257. <div class="modal-content">
  258. <div class="d-flex justify-content-end mb-3">
  259. <span class="btn btn-danger btn-close-modal" onclick="closeInsertModal()">&times;</span>
  260. </div>
  261. <h3>Inserir/Editar item</h3>
  262. <form id="inserirForm" onsubmit="event.preventDefault(); enviarItem();"></form>
  263. <button type="button" class="btn btn-primary" onclick="enviarItem()">Salvar</button>
  264. </div>
  265. </div>
  266. <script>
  267. function convertToISO(dateString) {
  268. if (!dateString) return null;
  269. const parts = dateString.split('/');
  270. if (parts.length === 3) {
  271. return `${parts[2]}-${parts[1]}-${parts[0]}`;
  272. }
  273. return dateString;
  274. }
  275. function convertToBR(dateString) {
  276. if (!dateString) return null;
  277. const dateObj = new Date(dateString);
  278. if (isNaN(dateObj.getTime())) {
  279. return null;
  280. }
  281. return dateObj.toLocaleDateString('pt-BR');
  282. }
  283. $(document).ready(function () {
  284. $('#it-t').DataTable();
  285. $('#user').DataTable();
  286. $('#it-rent').DataTable();
  287. $('#it').DataTable();
  288. fetchData('https://report.bcxcorretora.com.br/api/api/users', 'user');
  289. fetchData('https://report.bcxcorretora.com.br/api/api/investment-types', 'it-t');
  290. fetchData('https://report.bcxcorretora.com.br/api/api/investment-rentabilities', 'it-rent');
  291. fetchData('https://report.bcxcorretora.com.br/api/api/investments', 'it');
  292. fetchData('https://report.bcxcorretora.com.br/api/api/fee', 'fee');
  293. fetchData('https://report.bcxcorretora.com.br/api/api/withdraw', 'wd');
  294. $(document).on('focus', '.datepicker-input', function () {
  295. if (!$(this).hasClass('hasDatepicker')) {
  296. $(this).datepicker({
  297. dateFormat: 'dd/mm/yy',
  298. dayNames: ['Domingo', 'Segunda', 'Terça', 'Quarta', 'Quinta', 'Sexta', 'Sábado'],
  299. dayNamesMin: ['D', 'S', 'T', 'Q', 'Q', 'S', 'S'],
  300. monthNames: ['Janeiro', 'Fevereiro', 'Março', 'Abril', 'Maio', 'Junho', 'Julho', 'Agosto', 'Setembro', 'Outubro', 'Novembro', 'Dezembro'],
  301. monthNamesShort: ['Jan', 'Fev', 'Mar',
  302. 'Abr', 'Mai', 'Jun', 'Jul', 'Ago', 'Set', 'Out', 'Nov', 'Dez'
  303. ]
  304. });
  305. }
  306. });
  307. });
  308. const hiddenColumnsMap = {
  309. 'user': [3],
  310. 'it-rent': [],
  311. 'it': [4],
  312. 'wd': [1, 2, 8, 9]
  313. };
  314. const fieldLabelMap = {
  315. user_name: "Nome de Usuário",
  316. user_email: "Email",
  317. user_api_key: "Chave da API",
  318. btcv_start_date: "Data de Início",
  319. btcv_end_date: "Data de Término",
  320. investment_rentability_api_rent: "Valor da Rentabilidade (%)",
  321. investment_start: "Início do Investimento",
  322. investment_end: "Término do Investimento",
  323. investment_type_name: "Tipo do Investimento",
  324. fee_op: "Tarifa Operacional",
  325. fee_prorata: "Tarifa Prorata",
  326. withdraws_investment_id: "ID do Investimento",
  327. investment_id: "ID do Investimento",
  328. investment_amt: "Valor do Investimento",
  329. withdraws_amt: "Valor do Saque",
  330. withdraws_fee_amt: "Tarifa do Saque",
  331. withdraws_date: "Data do Saque",
  332. withdraws_tp: "Tipo de Saque",
  333. withdraws_fee_id: "ID da Tarifa"
  334. };
  335. const moneyFormatMap = {
  336. it: ['investment_amt'],
  337. wd: ['withdraws_amt', 'withdraws_fee_amt']
  338. };
  339. const formatarParaDinheiro = valor => {
  340. return valor.toLocaleString('pt-BR', { style: 'currency', currency: 'BRL' });
  341. };
  342. function fetchData(url, tableId) {
  343. fetch(url)
  344. .then(response => {
  345. if (!response.ok) {
  346. throw new Error(`Erro ao buscar dados da API: ${response.status}`);
  347. }
  348. return response.json();
  349. })
  350. .then(data => {
  351. const tableElement = document.getElementById(tableId);
  352. if (!tableElement) {
  353. console.error('Tabela não encontrada:', tableId);
  354. return;
  355. }
  356. let table = $(`#${tableId}`).DataTable();
  357. table.clear();
  358. const colunasParaFormatar = moneyFormatMap[tableId] ?? [];
  359. const dateFields = ['btcv_start_date', 'btcv_end_date', 'investment_start', 'investment_end', 'withdraws_date'];
  360. if (tableId === 'it' && data.length > 0) {
  361. return fetch('https://report.bcxcorretora.com.br/api/api/users')
  362. .then(resp => resp.json())
  363. .then(users => {
  364. const userMap = new Map(users.map(user => [user.user_api_key, user.user_name]));
  365. processTableData(data, tableId, table, colunasParaFormatar, dateFields, userMap);
  366. });
  367. } else {
  368. processTableData(data, tableId, table, colunasParaFormatar, dateFields);
  369. }
  370. })
  371. .catch(error => {
  372. console.error('Erro ao buscar dados da API:', error);
  373. });
  374. }
  375. function processTableData(data, tableId, table, colunasParaFormatar, dateFields, userMap = null) {
  376. data.forEach(item => {
  377. const values = Object.values(item);
  378. const keys = Object.keys(item);
  379. if (tableId === 'it' && userMap) {
  380. const userApiKeyIndex = keys.indexOf('user_api_key');
  381. if (userApiKeyIndex !== -1) {
  382. const userName = userMap.get(item.user_api_key) || 'Desconhecido';
  383. values[userApiKeyIndex] = userName;
  384. }
  385. }
  386. const valoresFormatados = values.map((valor, index) => {
  387. if (dateFields.includes(keys[index]) && valor) {
  388. const dateObj = new Date(valor);
  389. return dateObj.toLocaleDateString('pt-BR');
  390. }
  391. if (colunasParaFormatar.includes(keys[index]) && !isNaN(parseFloat(valor))) {
  392. return formatarParaDinheiro(parseFloat(valor));
  393. }
  394. return valor;
  395. });
  396. const id = values[0];
  397. const botoes = `
  398. <button onclick="editarItem('${insertApiUrl}', '${tableId}', ${id})"✏️</button>
  399. <button onclick="deletarItem('${insertApiUrl}', '${tableId}', ${id})">🗑️</button>`;
  400. table.row.add([...valoresFormatados, botoes]).draw();
  401. });
  402. const hiddenColumns = hiddenColumnsMap[tableId];
  403. if (hiddenColumns) {
  404. hiddenColumns.forEach(index => {
  405. table.column(index).visible(false);
  406. });
  407. }
  408. }
  409. const postFieldsMap = {
  410. 'user': ['user_name', 'user_email', 'user_api_key'],
  411. 'it-t': ['investment_type_name'],
  412. 'it-rent': ['investment_type_name', 'btcv_start_date', 'btcv_end_date', 'investment_rentability_api_rent'],
  413. 'it': ['user_name', 'investment_type_name', 'investment_start', 'investment_end', 'investment_amt'],
  414. 'fee': ['fee_op', 'fee_prorata'],
  415. 'wd': ['withdraws_tp', 'withdraws_amt', 'withdraws_investment_id', 'withdraws_fee_id', 'withdraws_date']
  416. };
  417. const dateFields = ['btcv_start_date', 'btcv_end_date', 'investment_start', 'investment_end', 'withdraws_date'];
  418. let insertApiUrl = '';
  419. let insertTableId = '';
  420. const hiddenFieldsMap = {
  421. 'user': ['user_api_key'],
  422. 'it-rent': ['investment_type_name', 'btcv_start_date', 'btcv_end_date'],
  423. 'it': ['user_api_key'],
  424. 'wd': []
  425. };
  426. const dropdownOptionsMap = {
  427. withdraws_tp: ['Saque', 'Saque de rentabilidade', 'Encerramento', 'Cancelamento']
  428. };
  429. async function fetchInvestmentTypes() {
  430. try {
  431. const response = await fetch('https://report.bcxcorretora.com.br/api/api/investment-types');
  432. if (!response.ok) throw new Error('Erro ao buscar tipos de investimento.');
  433. const types = await response.json();
  434. return types.map(type => type.investment_type_name);
  435. } catch (error) {
  436. console.error('Erro ao buscar tipos de investimento:', error);
  437. return [];
  438. }
  439. }
  440. async function fetchFees() {
  441. try {
  442. const response = await fetch('https://report.bcxcorretora.com.br/api/api/fee');
  443. if (!response.ok) throw new Error('Erro ao buscar taxas.');
  444. const fees = await response.json();
  445. return fees.map(fee => fee.fee_id);
  446. } catch (error) {
  447. console.error('Erro ao buscar taxas:', error);
  448. return [];
  449. }
  450. }
  451. // Funções para buscar dados da API para os dropdowns
  452. async function fetchUsers() {
  453. try {
  454. const response = await fetch('https://report.bcxcorretora.com.br/api/api/users');
  455. if (!response.ok) throw new Error('Erro ao buscar usuários.');
  456. const users = await response.json();
  457. return users.map(user => ({ name: user.user_name, key: user.user_api_key }));
  458. } catch (error) {
  459. console.error('Erro ao buscar usuários:', error);
  460. return [];
  461. }
  462. }
  463. async function fetchDropdownData() {
  464. await fetchInvestmentTypes().then(types => {
  465. dropdownOptionsMap['investment_type_name'] = types;
  466. });
  467. await fetchFees().then(fees => {
  468. dropdownOptionsMap['withdraws_fee_id'] = fees;
  469. });
  470. if(insertTableId === 'it' || insertTableId === 'user'){
  471. await fetchUsers().then(users => {
  472. dropdownOptionsMap['user_name'] = users;
  473. });
  474. }
  475. }
  476. async function editarItem(apiUrl, tableId, id) {
  477. await fetchDropdownData();
  478. const fields = postFieldsMap[tableId];
  479. if (!fields) {
  480. alert(`Campos para a tabela '${tableId}' não foram definidos.`);
  481. return;
  482. }
  483. const hiddenFields = hiddenFieldsMap[tableId] || [];
  484. fetch(`${apiUrl}/${id}`)
  485. .then(response => {
  486. if (!response.ok) throw new Error('Erro ao buscar os dados do item.');
  487. return response.json();
  488. })
  489. .then(data => {
  490. const form = document.getElementById('inserirForm');
  491. form.innerHTML = '';
  492. document.getElementById('inserirModal').style.display = 'block';
  493. form.setAttribute('data-id', id);
  494. form.setAttribute('data-mode', 'edit');
  495. fields.forEach(field => {
  496. if (hiddenFields.includes(field)) {
  497. const hiddenInput = document.createElement('input');
  498. hiddenInput.name = field;
  499. hiddenInput.type = 'hidden';
  500. if (data[field] !== undefined && data[field] !== null) {
  501. hiddenInput.value = dateFields.includes(field)
  502. ? convertToISO(data[field])
  503. : data[field];
  504. }
  505. form.appendChild(hiddenInput);
  506. } else {
  507. const labelText = fieldLabelMap[field] || field;
  508. const label = document.createElement('label');
  509. label.textContent = labelText;
  510. form.appendChild(label);
  511. if (dropdownOptionsMap[field]) {
  512. const select = document.createElement('select');
  513. select.name = field;
  514. select.required = true;
  515. select.classList.add('form-control');
  516. dropdownOptionsMap[field].forEach(optionValue => {
  517. const option = document.createElement('option');
  518. option.value = typeof optionValue === 'object' ? optionValue.key : optionValue;
  519. option.textContent = typeof optionValue === 'object' ? optionValue.name : optionValue;
  520. if (String(option.value) === String(data[field]) || String(option.textContent) === String(data[field])) {
  521. option.selected = true;
  522. }
  523. select.appendChild(option);
  524. });
  525. form.appendChild(select);
  526. } else {
  527. const input = document.createElement('input');
  528. input.name = field;
  529. input.type = 'text';
  530. if (dateFields.includes(field)) {
  531. input.classList.add('datepicker-input');
  532. }
  533. input.required = true;
  534. input.classList.add('form-control');
  535. if (data[field] !== undefined && data[field] !== null) {
  536. input.value = dateFields.includes(field)
  537. ? convertToBR(data[field])
  538. : data[field];
  539. }
  540. form.appendChild(input);
  541. }
  542. form.appendChild(document.createElement('br'));
  543. }
  544. });
  545. insertApiUrl = apiUrl;
  546. insertTableId = tableId;
  547. })
  548. .catch(error => {
  549. console.error('Erro ao carregar item para edição:', error);
  550. alert('Erro ao carregar dados do item.');
  551. });
  552. }
  553. function deletarItem(apiUrl, tableId, id) {
  554. if (!confirm('Tem certeza que deseja deletar este item?')) return;
  555. fetch(`${apiUrl}/${id}`, {
  556. method: 'DELETE'
  557. })
  558. .then(response => {
  559. if (!response.ok) throw new Error('Erro ao deletar item.');
  560. return response.json();
  561. })
  562. .then(() => {
  563. alert('Item deletado com sucesso!');
  564. fetchData(apiUrl, tableId);
  565. })
  566. .catch(error => {
  567. console.error('Erro ao deletar:', error);
  568. alert('Erro ao deletar item.');
  569. });
  570. }
  571. async function adicionarItem(apiUrl, tableId) {
  572. await fetchDropdownData();
  573. insertApiUrl = apiUrl;
  574. insertTableId = tableId;
  575. const fields = postFieldsMap[tableId];
  576. if (!fields) {
  577. alert(`Campos para a tabela '${tableId}' não foram definidos.`);
  578. return;
  579. }
  580. const form = document.getElementById('inserirForm');
  581. form.innerHTML = '';
  582. form.setAttribute('data-mode', 'create');
  583. form.removeAttribute('data-id');
  584. fields.forEach(field => {
  585. const labelText = fieldLabelMap[field] || field;
  586. const label = document.createElement('label');
  587. label.textContent = labelText;
  588. form.appendChild(label);
  589. if (tableId === 'it-t' && field === 'investment_type_name') {
  590. const input = document.createElement('input');
  591. input.name = field;
  592. input.type = 'text';
  593. input.required = true;
  594. input.classList.add('form-control');
  595. form.appendChild(input);
  596. } else if (dropdownOptionsMap[field]) {
  597. const select = document.createElement('select');
  598. select.name = field;
  599. select.required = true;
  600. select.classList.add('form-control');
  601. dropdownOptionsMap[field].forEach(optionValue => {
  602. const option = document.createElement('option');
  603. option.value = typeof optionValue === 'object' ? optionValue.key : optionValue;
  604. option.textContent = typeof optionValue === 'object' ? optionValue.name : optionValue;
  605. select.appendChild(option);
  606. });
  607. form.appendChild(select);
  608. } else {
  609. const input = document.createElement('input');
  610. input.name = field;
  611. input.type = 'text';
  612. if (dateFields.includes(field)) {
  613. input.classList.add('datepicker-input');
  614. input.placeholder = 'dd/mm/aaaa';
  615. }
  616. input.required = true;
  617. input.classList.add('form-control');
  618. form.appendChild(input);
  619. }
  620. form.appendChild(document.createElement('br'));
  621. });
  622. document.getElementById('inserirModal').style.display = 'block';
  623. }
  624. function closeInsertModal() {
  625. document.getElementById('inserirModal').style.display = 'none';
  626. }
  627. async function enviarItem() {
  628. const form = document.getElementById('inserirForm');
  629. const inputs = form.querySelectorAll('input, select');
  630. const novoItem = {};
  631. const tableId = insertTableId;
  632. for (let input of inputs) {
  633. if (!input.value.trim() && input.type !== 'hidden') {
  634. alert('Todos os campos são obrigatórios.');
  635. return;
  636. }
  637. let value = input.value.trim();
  638. if (tableId === 'fee' && (input.name === 'fee_op' || input.name === 'fee_prorata')) {
  639. value = parseFloat(value) / 100;
  640. } else if (dateFields.includes(input.name)) {
  641. const [dia, mes, ano] = value.split('/');
  642. if (!dia || !mes || !ano || isNaN(new Date(ano, mes - 1, dia))) {
  643. alert(`Formato de data inválido para ${fieldLabelMap[input.name]}. Use dd/mm/aaaa.`);
  644. return;
  645. }
  646. value = `${ano}-${mes}-${dia}`;
  647. } else if (tableId === 'it' && input.name === 'user_name') {
  648. const users = await fetchUsers();
  649. const selectedUser = users.find(user => user.name === value);
  650. if (selectedUser) {
  651. novoItem['user_api_key'] = selectedUser.key;
  652. } else {
  653. alert('Usuário selecionado não encontrado.');
  654. return;
  655. }
  656. }
  657. novoItem[input.name] = value;
  658. }
  659. const mode = form.getAttribute('data-mode');
  660. const id = form.getAttribute('data-id');
  661. const urlFinal = mode === 'edit' ? `${insertApiUrl}/${id}` : insertApiUrl;
  662. const method = mode === 'edit' ? 'PUT' : 'POST';
  663. fetch(urlFinal, {
  664. method: method,
  665. headers: {
  666. 'Content-Type': 'application/json'
  667. },
  668. body: JSON.stringify(novoItem)
  669. })
  670. .then(async response => {
  671. if (!response.ok) {
  672. const errorData = await response.json();
  673. const errorMessage = errorData.error || `${mode === 'edit' ? 'Edição' : 'Inserção'} falhou.`;
  674. throw new Error(errorMessage);
  675. }
  676. return response.json();
  677. })
  678. .then(data => {
  679. alert(`Item ${mode === 'edit' ? 'editado' : 'inserido'} com sucesso!`);
  680. closeInsertModal();
  681. fetchData(insertApiUrl, insertTableId);
  682. })
  683. .catch(error => {
  684. console.error(`Erro no ${method}:`, error);
  685. alert(`Erro ao ${mode === 'edit' ? 'editar' : 'inserir'} o item:\n${error.message}`);
  686. });
  687. }
  688. </script>
  689. <script>
  690. function openModal(modalId, url, tableId) {
  691. const modal = document.getElementById(modalId);
  692. modal.style.display = "block";
  693. if (modalId === 'modalPdfHistory') {
  694. populatePdfHistoryTable();
  695. } else {
  696. fetchData(url, tableId);
  697. }
  698. }
  699. function closeModal(modalId) {
  700. const modal = document.getElementById(modalId);
  701. modal.style.display = "none";
  702. }
  703. window.onclick = function (event) {
  704. const modals = document.getElementsByClassName("modal");
  705. for (let i = 0; i < modals.length; i++) {
  706. if (event.target === modals[i]) {
  707. modals[i].style.display = "none";
  708. }
  709. }
  710. }
  711. function updatePdfStatus(checkboxes, status) {
  712. let history = JSON.parse(localStorage.getItem('pdfHistory') || '[]');
  713. checkboxes.forEach(cb => {
  714. const itemId = String(cb.dataset.id);
  715. const itemIndex = history.findIndex(item => String(item.id) === itemId);
  716. if (itemIndex !== -1) {
  717. history[itemIndex].status = status;
  718. }
  719. });
  720. localStorage.setItem('pdfHistory', JSON.stringify(history));
  721. }
  722. function populatePdfHistoryTable() {
  723. const tableId = 'pdfHistory';
  724. const tableElement = document.getElementById(tableId);
  725. if (!tableElement) {
  726. console.error('Tabela de histórico de PDF não encontrada:', tableId);
  727. return;
  728. }
  729. let table = $(`#${tableId}`).DataTable();
  730. table.clear().draw();
  731. const history = JSON.parse(localStorage.getItem('pdfHistory') || '[]');
  732. history.forEach(item => {
  733. const rowData = [
  734. `<input type="checkbox" data-id="${item.id}" data-filename="${item.filename}" data-investment-id="${item.id}" />`,
  735. item.id,
  736. new Date(item.date).toLocaleDateString('pt-BR'),
  737. `<a href="#" onclick="downloadPdf('${item.filename}')">${item.filename}</a>`,
  738. item.status
  739. ];
  740. table.row.add(rowData).draw(false);
  741. });
  742. table.draw();
  743. window.downloadPdf = function (filename) {
  744. const a = document.createElement('a');
  745. alert("O download direto de arquivos locais através de um link HTTP não é possível. Use o botão 'Aceitar' para regenerar o PDF.");
  746. console.warn("Tentativa de download direto de arquivo não acessível via HTTP. Caminho: ./" + filename);
  747. };
  748. window.acceptSelected = async function () {
  749. const selectedCheckboxes = document.querySelectorAll('#pdfHistory input[type="checkbox"]:checked');
  750. if (selectedCheckboxes.length === 0) {
  751. alert('Selecione pelo menos um item para aceitar.');
  752. return;
  753. }
  754. alert('Gerando novamente o(s) PDF(s) selecionado(s)... Por favor, aguarde.');
  755. for (const cb of selectedCheckboxes) {
  756. const investmentId = cb.dataset.investmentId;
  757. if (investmentId) {
  758. await gerarRelatorioPorId('https://report.bcxcorretora.com.br/api/api/investments', null, investmentId);
  759. }
  760. }
  761. alert('PDF(s) selecionado(s) gerado(s) novamente e baixado(s).');
  762. updatePdfStatus(selectedCheckboxes, 'aceito');
  763. populatePdfHistoryTable();
  764. };
  765. window.rejectSelected = function () {
  766. const selectedCheckboxes = document.querySelectorAll('#pdfHistory input[type="checkbox"]:checked');
  767. if (selectedCheckboxes.length === 0) {
  768. alert('Selecione pelo menos um item para recusar.');
  769. return;
  770. }
  771. if (!confirm('Tem certeza que deseja recusar e deletar o(s) PDF(s) selecionado(s) do histórico?')) {
  772. return;
  773. }
  774. let history = JSON.parse(localStorage.getItem('pdfHistory') || '[]');
  775. const selectedIds = Array.from(selectedCheckboxes).map(cb => cb.dataset.id);
  776. history = history.filter(item => !selectedIds.includes(String(item.id)));
  777. localStorage.setItem('pdfHistory', JSON.stringify(history));
  778. alert('PDF(s) selecionado(s) recusado(s) e deletado(s) do histórico.');
  779. populatePdfHistoryTable();
  780. };
  781. window.toggleSelectAll = function (source) {
  782. const checkboxes = document.querySelectorAll('#pdfHistory input[type="checkbox"]');
  783. for (let i = 0; i < checkboxes.length; i++) {
  784. checkboxes[i].checked = source.checked;
  785. }
  786. };
  787. }
  788. </script>
  789. <script>
  790. function criaData(data) {
  791. if (typeof data !== 'string') {
  792. console.warn('criaData received non-string data:', data);
  793. return null;
  794. }
  795. const dateObj = new Date(data);
  796. if (isNaN(dateObj.getTime())) {
  797. console.warn('criaData created an invalid Date object from string:', data);
  798. return null;
  799. }
  800. return dateObj;
  801. }
  802. async function gerarRelatorioPorId(urlBase, inputIdElementId, directId = null) {
  803. const investimentoId = directId || document.getElementById(inputIdElementId).value;
  804. if (!investimentoId) {
  805. alert("Por favor, insira um ID de investimento.");
  806. return;
  807. }
  808. const url = `${urlBase}/${investimentoId}`;
  809. try {
  810. const response = await fetch(url);
  811. if (!response.ok) throw new Error("Investimento não encontrado.");
  812. const investimento = await response.json();
  813. const invStart = criaData(investimento.investment_start);
  814. const invEnd = criaData(investimento.investment_end);
  815. if (!invStart || !invEnd) {
  816. throw new Error("Datas de início ou término do investimento são inválidas ou nulas.");
  817. }
  818. investimento.investment_start = invStart;
  819. investimento.investment_end = invEnd;
  820. const rentabilidadeResponse = await fetch(`${urlBase}/${investimentoId}/rentability`);
  821. if (!rentabilidadeResponse.ok) {
  822. throw new Error('Nenhuma rentabilidade encontrada para este investimento.');
  823. }
  824. const rentabilidades = await rentabilidadeResponse.json();
  825. const validRentabilidades = rentabilidades.filter(r => {
  826. const dataR = new Date(r.btcv_start_date);
  827. return !isNaN(dataR.getTime());
  828. });
  829. const rentabilidadesOrdenadas = validRentabilidades.sort((a, b) => {
  830. const dateA = criaData(a.btcv_start_date);
  831. const dateB = criaData(b.btcv_start_date);
  832. if (!dateA || !dateB) return 0;
  833. return dateA.getTime() - dateB.getTime();
  834. });
  835. const rentabilidadesMapeadas = rentabilidadesOrdenadas.flatMap(r => {
  836. const startDate = criaData(r.btcv_start_date);
  837. const endDate = criaData(r.btcv_end_date);
  838. const rentabilidade = parseFloat(r.investment_rentability_api_rent);
  839. const diasRentabilidade = [];
  840. if (startDate && endDate) {
  841. for (let currentDate = new Date(startDate); currentDate.getTime() <= endDate.getTime(); currentDate.setDate(currentDate.getDate() + 1)) {
  842. diasRentabilidade.push({
  843. data: new Date(currentDate),
  844. rentabilidade: rentabilidade
  845. });
  846. }
  847. }
  848. return diasRentabilidade;
  849. });
  850. let dataInicioOriginal = null;
  851. let dataFimOriginal = null;
  852. function getMesesInvestimento(inicioInvDate, fimInvDate) {
  853. const meses = [];
  854. let inicio = new Date(inicioInvDate);
  855. let fim = new Date(fimInvDate);
  856. if (!inicio || !fim || isNaN(inicio.getTime()) || isNaN(fim.getTime())) {
  857. console.error('getMesesInvestimento: Datas de início ou fim de investimento são inválidas. Inicio:', inicioInvDate, 'Fim:', fimInvDate);
  858. return [];
  859. }
  860. if (rentabilidadesMapeadas.length > 0) {
  861. const primeiraDataMapeada = zerarHora(rentabilidadesMapeadas[0].data);
  862. const ultimaDataMapeada = zerarHora(rentabilidadesMapeadas[rentabilidadesMapeadas.length - 1].data);
  863. if (inicio.getTime() < primeiraDataMapeada.getTime()) {
  864. dataInicioOriginal = new Date(inicio);
  865. inicio = new Date(primeiraDataMapeada);
  866. }
  867. if (fim.getTime() > ultimaDataMapeada.getTime()) {
  868. dataFimOriginal = new Date(fim);
  869. fim = new Date(ultimaDataMapeada);
  870. }
  871. }
  872. let contador = 0;
  873. const LIMITE = 120;
  874. while (inicio.getTime() <= fim.getTime() && contador < LIMITE) {
  875. const proximoInicio = new Date(inicio.getFullYear(), inicio.getMonth() + 1, inicio.getDate());
  876. const umDiaAntes = new Date(proximoInicio);
  877. umDiaAntes.setDate(umDiaAntes.getDate() - 1);
  878. const dataFinalDoMes = umDiaAntes.getTime() > fim.getTime() ? fim : umDiaAntes;
  879. if (dataFinalDoMes.getTime() < inicio.getTime()) break;
  880. meses.push({
  881. startDate: new Date(inicio),
  882. endDate: new Date(dataFinalDoMes)
  883. });
  884. inicio = proximoInicio;
  885. contador++;
  886. }
  887. return meses;
  888. }
  889. function zerarHora(data) {
  890. const d = data instanceof Date && !isNaN(data.getTime()) ? new Date(data) : null;
  891. if (d) {
  892. d.setHours(0, 0, 0, 0);
  893. }
  894. return d;
  895. }
  896. async function buscarFeePorId(feeId) {
  897. const url = `https://report.bcxcorretora.com.br/api/api/fee/${feeId}`;
  898. try {
  899. const response = await fetch(url);
  900. if (!response.ok) {
  901. throw new Error(`Erro ao buscar taxas: ${response.statusText}`);
  902. }
  903. const feeData = await response.json();
  904. return feeData;
  905. } catch (error) {
  906. console.error("Erro na requisição buscarFeePorId:", error.message);
  907. return null;
  908. }
  909. }
  910. const meses = getMesesInvestimento(investimento.investment_start, investimento.investment_end);
  911. const { jsPDF } = window.jspdf;
  912. const doc = new jsPDF();
  913. const yPostionPosCabecalho = 60;
  914. let yPosition = yPostionPosCabecalho;
  915. let isInitialReportHeaderPrinted = false;
  916. const fonte = "helvetica";
  917. let currentRunningBalance = parseFloat(investimento.investment_amt);
  918. const formatDate = (date) => {
  919. if (date && date instanceof Date && !isNaN(date.getTime())) {
  920. return date.toLocaleDateString('pt-BR');
  921. }
  922. console.warn('formatDate received invalid date for formatting:', date);
  923. return 'Data Inválida';
  924. };
  925. const responseSaques = await fetch(`https://report.bcxcorretora.com.br/api/api/withdraw/investment/${investimento.investment_id}`);
  926. const todosSaques = await responseSaques.json();
  927. function quebraPagina(yPosAtual) {
  928. const ALTURA_MAXIMA_PAGINA = 280;
  929. if (yPosAtual >= ALTURA_MAXIMA_PAGINA) {
  930. doc.addPage();
  931. criaCabecalho();
  932. return yPostionPosCabecalho;
  933. }
  934. return yPosAtual;
  935. }
  936. function centralizarTexto(texto, yPosition) {
  937. const pageWidth = doc.internal.pageSize.getWidth();
  938. const textWidth = doc.getTextWidth(texto);
  939. const xPosition = (pageWidth - textWidth) / 2;
  940. doc.text(texto, xPosition, yPosition);
  941. }
  942. function criaCabecalho() {
  943. const touro = `data:image/png;base64,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`;
  944. const logo = 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`; let yPosition = 30;
  945. doc.addImage(logo, 'PNG', 10, 10, 40, 40);
  946. const textoX = 130;
  947. const textoYTopo = 10 - 11;
  948. const textoYBase = 10 + 40 + 11 + 2;
  949. doc.setFontSize(5);
  950. doc.setTextColor('#223567');
  951. const linhasDeTexto = [
  952. "Av. Osvaldo Reis",
  953. "3385 | Sala 1407",
  954. "Praia Brava",
  955. "Itajaí | SC",
  956. "CEP: 88306-773",
  957. "+55 47 99128-0000",
  958. "www.bcxcorretora.com.br"
  959. ];
  960. const espacoDisponivel = textoYBase - textoYTopo;
  961. const espacoOcupado = espacoDisponivel * 0.7;
  962. const margemSuperior = (espacoDisponivel - espacoOcupado) / 2;
  963. const espacoEntreLinhas = espacoOcupado / (linhasDeTexto.length - 1);
  964. linhasDeTexto.forEach((linha, index) => {
  965. doc.text(linha, textoX, textoYTopo + margemSuperior + (index * espacoEntreLinhas));
  966. });
  967. doc.setFontSize(16);
  968. doc.setFont(fonte, "bold");
  969. doc.setTextColor('#223567');
  970. centralizarTexto(`INVESTIMENTO ${investimento.investment_type_name}`.toUpperCase(), yPosition);
  971. yPosition += 10;
  972. centralizarTexto(`${investimento.user_name}`.toUpperCase(), yPosition);
  973. doc.setFontSize(12);
  974. doc.setFont(fonte, "normal");
  975. }
  976. function centralizarTituloExtrato(texto, yPosition) {
  977. const pageWidth = doc.internal.pageSize.getWidth();
  978. doc.setFontSize(14);
  979. doc.setFont(fonte, "bold");
  980. const textoWidth = doc.getTextWidth(texto);
  981. const xCentralizado = (pageWidth - textoWidth) / 2;
  982. doc.text(texto, xCentralizado, yPosition);
  983. doc.setFont(fonte, "normal");
  984. }
  985. function adicionarTopico(texto, yPosition) {
  986. doc.setFont(fonte, "bold");
  987. doc.setFontSize(12);
  988. doc.text(`• ${texto}`, 20, yPosition);
  989. doc.setFont(fonte, "normal");
  990. }
  991. function adicionarSubtopico(texto, yPosition) {
  992. doc.setFontSize(12);
  993. doc.setFont(fonte, "normal");
  994. doc.text(`> ${texto}`, 25, yPosition);
  995. }
  996. function adicionarTopicoCustomizado(texto, xPosition, yPosition) {
  997. doc.setFontSize(12);
  998. doc.setFont(fonte, "normal");
  999. doc.text(`> ${texto}`, xPosition, yPosition);
  1000. }
  1001. for (let i = 0; i < meses.length; i++) {
  1002. const mes = meses[i];
  1003. let rendimentoAcumuladoNoMes = 0;
  1004. const initialBalanceForThisMonth = currentRunningBalance;
  1005. if (i > 0) {
  1006. doc.addPage();
  1007. criaCabecalho();
  1008. yPosition = yPostionPosCabecalho;
  1009. } else {
  1010. criaCabecalho();
  1011. }
  1012. doc.setFontSize(15);
  1013. yPosition += 10;
  1014. doc.line(20, yPosition, 190, yPosition);
  1015. yPosition += 5;
  1016. if (!isInitialReportHeaderPrinted && dataInicioOriginal && rentabilidadesMapeadas.length > 0 && rentabilidadesMapeadas[0].data && !isNaN(rentabilidadesMapeadas[0].data.getTime())) {
  1017. doc.setFontSize(12);
  1018. doc.text(`Não há rendimento antes do dia ${formatDate(rentabilidadesMapeadas[0].data)}`, 20, yPosition);
  1019. yPosition += 5;
  1020. doc.line(20, yPosition, 190, yPosition);
  1021. yPosition += 10;
  1022. }
  1023. isInitialReportHeaderPrinted = true;
  1024. const rentabilidadesNoMes = rentabilidadesMapeadas.filter(r => {
  1025. const dataR = zerarHora(r.data);
  1026. const mesStartDate = zerarHora(mes.startDate);
  1027. const mesEndDate = zerarHora(mes.endDate);
  1028. return dataR && mesStartDate && mesEndDate && dataR.getTime() >= mesStartDate.getTime() && dataR.getTime() <= mesEndDate.getTime();
  1029. });
  1030. const rentabilidadeDoMes = rentabilidadesNoMes.length > 0
  1031. ? rentabilidadesNoMes.reduce((acc, r) => acc + r.rentabilidade, 0) / rentabilidadesNoMes.length
  1032. : 0;
  1033. currentRunningBalance += currentRunningBalance * (rentabilidadeDoMes / 100);
  1034. rendimentoAcumuladoNoMes = currentRunningBalance - initialBalanceForThisMonth;
  1035. const btcValueStart = await fetch(`https://report.bcxcorretora.com.br/api/api/btcvalues/date/${convertToISO(formatDate(mes.startDate))}`);
  1036. const btcValueEnd = await fetch(`https://report.bcxcorretora.com.br/api/api/btcvalues/date/${convertToISO(formatDate(mes.endDate))}`);
  1037. let valorBTCStart = null;
  1038. if (btcValueStart.ok) {
  1039. const btcData = await btcValueStart.json();
  1040. if (btcData?.btc_value_value) {
  1041. valorBTCStart = parseFloat(btcData.btc_value_value);
  1042. }
  1043. }
  1044. let valorBTCEnd = null;
  1045. if (btcValueEnd.ok) {
  1046. const btcData = await btcValueEnd.json();
  1047. if (btcData?.btc_value_value) {
  1048. valorBTCEnd = parseFloat(btcData.btc_value_value);
  1049. }
  1050. }
  1051. let valorizacao = 'Indisponível';
  1052. if (valorBTCStart !== null && valorBTCEnd !== null && valorBTCStart !== 0) {
  1053. valorizacao = ((valorBTCEnd - valorBTCStart) / valorBTCStart) * 100;
  1054. }
  1055. const extratoTexto = `Extrato: ${formatDate(mes.startDate)} a ${formatDate(mes.endDate)}`;
  1056. centralizarTituloExtrato(extratoTexto, yPosition);
  1057. yPosition += 15;
  1058. doc.setFontSize(12);
  1059. doc.setFont(fonte, "normal");
  1060. const initialBalanceFormatted = formatarParaDinheiro(initialBalanceForThisMonth);
  1061. const valorBTCStartFormatted = formatarParaDinheiro(valorBTCStart);
  1062. const valorBTCEndFormatted = formatarParaDinheiro(valorBTCEnd);
  1063. const rendimentoMesFormatted = formatarParaDinheiro(rendimentoAcumuladoNoMes);
  1064. yPosition = quebraPagina(yPosition);
  1065. adicionarTopico(`Saldo inicial: ${initialBalanceFormatted}`, yPosition);
  1066. yPosition += 10;
  1067. yPosition = quebraPagina(yPosition);
  1068. adicionarSubtopico(`BTC no início: ${valorBTCStartFormatted ?? 'Indisponível'}`, yPosition);
  1069. yPosition += 10;
  1070. yPosition = quebraPagina(yPosition);
  1071. adicionarSubtopico(`BTC no fim: ${valorBTCEndFormatted ?? 'Indisponível'}`, yPosition);
  1072. yPosition += 10;
  1073. yPosition = quebraPagina(yPosition);
  1074. adicionarSubtopico(`Valorização no período: ${typeof valorizacao === "number" ? valorizacao.toFixed(2) + '%' : valorizacao}`, yPosition);
  1075. yPosition += 10;
  1076. yPosition = quebraPagina(yPosition);
  1077. adicionarSubtopico(`Rentabilidade: ${rentabilidadeDoMes.toFixed(2)}%`, yPosition);
  1078. yPosition += 10;
  1079. yPosition = quebraPagina(yPosition);
  1080. adicionarSubtopico(`Rendimento no mês: ${rendimentoMesFormatted}`, yPosition);
  1081. yPosition += 10;
  1082. doc.line(20, yPosition, 190, yPosition);
  1083. yPosition += 5;
  1084. }
  1085. if (todosSaques.length > 0) {
  1086. doc.addPage();
  1087. criaCabecalho();
  1088. yPosition = yPostionPosCabecalho;
  1089. centralizarTituloExtrato(`Saques`, yPosition);
  1090. yPosition += 15;
  1091. for (const wd of todosSaques) {
  1092. const valorSaqueBruto = parseFloat(wd.withdraws_amt);
  1093. yPosition = quebraPagina(yPosition);
  1094. doc.setFontSize(12);
  1095. adicionarTopico(`${wd.withdraws_tp} em ${formatDate(criaData(wd.withdraws_date))}: ${formatarParaDinheiro(valorSaqueBruto)}`, yPosition);
  1096. yPosition += 10;
  1097. if (wd.withdraws_tp === 'Saque de rentabilidade' || wd.withdraws_tp === 'Fechamento') {
  1098. yPosition = quebraPagina(yPosition);
  1099. adicionarTopicoCustomizado(`Taxa de operação: ${formatarParaDinheiro(parseFloat(wd.withdraws_fee_amt))}`, 30, yPosition);
  1100. yPosition += 10;
  1101. } else if (wd.withdraws_tp === 'Saque' || wd.withdraws_tp === 'Cancelamento') {
  1102. const taxaCompleta = await buscarFeePorId(wd.withdraws_fee_id);
  1103. if (taxaCompleta) {
  1104. const feeOp = parseFloat(taxaCompleta.fee_op);
  1105. const feeProrata = parseFloat(taxaCompleta.fee_prorata);
  1106. const feeOpAmount = (feeOp * valorSaqueBruto);
  1107. const feeProrataAmount = (feeProrata * valorSaqueBruto);
  1108. yPosition = quebraPagina(yPosition);
  1109. adicionarTopicoCustomizado(`Taxa de operação: ${formatarParaDinheiro(feeOpAmount)}`, 30, yPosition);
  1110. yPosition += 10;
  1111. yPosition = quebraPagina(yPosition);
  1112. adicionarTopicoCustomizado(`Taxa pró-rata: ${formatarParaDinheiro(feeProrataAmount)}`, 30, yPosition);
  1113. yPosition += 10;
  1114. }
  1115. }
  1116. currentRunningBalance -= valorSaqueBruto;
  1117. }
  1118. }
  1119. yPosition = quebraPagina(yPosition);
  1120. adicionarTopico(`Novo saldo: ${formatarParaDinheiro(currentRunningBalance)}`, yPosition);
  1121. yPosition += 5;
  1122. doc.line(20, yPosition, 190, yPosition);
  1123. yPosition += 5;
  1124. const filename = `relatorio_investimento_${investimento.investment_id}_${formatDate(new Date())}.pdf`;
  1125. doc.save(filename);
  1126. const history = JSON.parse(localStorage.getItem('pdfHistory') || '[]');
  1127. const existingIndex = history.findIndex(item => item.id === investimento.investment_id);
  1128. if (existingIndex !== -1 && history[existingIndex].status === 'aceito') {
  1129. console.log(`PDF ${investimento.investment_id} já aceito — não será adicionado novamente.`);
  1130. } else if (existingIndex !== -1) {
  1131. history[existingIndex].date = new Date().toISOString();
  1132. history[existingIndex].filename = filename;
  1133. history[existingIndex].status = 'pendente';
  1134. } else {
  1135. history.push({
  1136. id: investimento.investment_id,
  1137. date: new Date().toISOString(),
  1138. filename: filename,
  1139. status: 'pendente'
  1140. });
  1141. }
  1142. localStorage.setItem('pdfHistory', JSON.stringify(history));
  1143. } catch (error) {
  1144. console.error("Erro ao gerar relatório:", error);
  1145. alert(error.message);
  1146. }
  1147. }
  1148. </script>
  1149. <script>
  1150. document.getElementById('inserirForm').addEventListener('keypress', function (e) {
  1151. if (e.key === 'Enter') {
  1152. e.preventDefault();
  1153. enviarItem();
  1154. }
  1155. });
  1156. </script>
  1157. <script>
  1158. window.addEventListener('DOMContentLoaded', function () {
  1159. const loginForm = document.getElementById('login-form');
  1160. const loginScreen = document.getElementById('login-screen');
  1161. const mainScreen = document.getElementById('main-screen');
  1162. const errorDiv = document.getElementById('login-error');
  1163. // 1) Função para checar se já existe um token válido no cookie
  1164. (async function checkAuth() {
  1165. try {
  1166. const resp = await fetch('https://report.bcxcorretora.com.br/api/auth/me', {
  1167. method: 'GET',
  1168. credentials: 'include'
  1169. });
  1170. if (resp.ok) {
  1171. loginScreen.classList.add('hidden');
  1172. mainScreen.classList.remove('hidden');
  1173. } else {
  1174. // Se não estiver logado, exibe apenas a tela de login
  1175. loginScreen.classList.remove('hidden');
  1176. mainScreen.classList.add('hidden');
  1177. }
  1178. } catch (networkErr) {
  1179. // Em caso de erro de rede, exibe a tela de login mesmo assim
  1180. console.error('Erro ao checar sessão:', networkErr);
  1181. loginScreen.classList.remove('hidden');
  1182. mainScreen.classList.add('hidden');
  1183. }
  1184. })();
  1185. // 2) Se o form não existir, aborta
  1186. if (!loginForm) {
  1187. console.error('Elemento com id="login-form" não encontrado');
  1188. return;
  1189. }
  1190. // 3) Listener de envio de formulário
  1191. loginForm.addEventListener('submit', async function (e) {
  1192. e.preventDefault();
  1193. const username = this.username.value.trim();
  1194. const password = this.password.value.trim();
  1195. // Limpa estado anterior de erro
  1196. errorDiv.classList.add('hidden');
  1197. errorDiv.textContent = '';
  1198. //
  1199. if (!username || !password) {
  1200. errorDiv.textContent = 'Por favor, preencha usuário e senha.';
  1201. errorDiv.classList.remove('hidden');
  1202. return;
  1203. }
  1204. try {
  1205. const response = await fetch('https://report.bcxcorretora.com.br/api/auth/login', {
  1206. method: 'POST',
  1207. credentials: 'include',
  1208. headers: { 'Content-Type': 'application/json' },
  1209. body: JSON.stringify({ username, password })
  1210. });
  1211. if (!response.ok) {
  1212. const err = await response.json();
  1213. errorDiv.textContent = err.error || 'Erro ao fazer login.';
  1214. errorDiv.classList.remove('hidden');
  1215. return;
  1216. }
  1217. loginScreen.classList.add('hidden');
  1218. mainScreen.classList.remove('hidden');
  1219. } catch (err) {
  1220. errorDiv.textContent = 'Erro de rede. Verifique o servidor.';
  1221. errorDiv.classList.remove('hidden');
  1222. }
  1223. });
  1224. });
  1225. </script>
  1226. <script>
  1227. async function logout() {
  1228. try {
  1229. const response = await fetch('https://report.bcxcorretora.com.br/api/auth/logout', {
  1230. method: 'POST',
  1231. credentials: 'include'
  1232. });
  1233. if (response.ok) {
  1234. alert('Sessão encerrada com sucesso.');
  1235. document.getElementById('main-screen').classList.add('hidden');
  1236. document.getElementById('login-screen').classList.remove('hidden');
  1237. } else {
  1238. const err = await response.json();
  1239. alert('Erro ao fazer logout: ' + (err.error || 'Erro desconhecido.'));
  1240. }
  1241. } catch (networkErr) {
  1242. alert('Erro de rede. Verifique o servidor.');
  1243. console.error('Erro de rede:', networkErr);
  1244. }
  1245. }
  1246. </script>
  1247. </body>
  1248. </html>