Repository: buuing/lucky-canvas Branch: master Commit: da677e362e27 Files: 186 Total size: 2.1 MB Directory structure: gitextract_o394m47x/ ├── .github/ │ └── ISSUE_TEMPLATE.md ├── .gitignore ├── LICENSE ├── README.md ├── lerna.json ├── package.json └── packages/ ├── core/ │ ├── .babelrc │ ├── .eslintrc.js │ ├── .gitignore │ ├── .npmignore │ ├── LICENSE │ ├── README.md │ ├── examples/ │ │ ├── grid.html │ │ ├── index.html │ │ ├── slot.html │ │ └── wheel.html │ ├── index.js │ ├── package.json │ ├── postinstall.js │ ├── rollup.config.build.js │ ├── rollup.config.dev.js │ ├── src/ │ │ ├── index.ts │ │ ├── lib/ │ │ │ ├── grid.ts │ │ │ ├── lucky.ts │ │ │ ├── slot.ts │ │ │ └── wheel.ts │ │ ├── observer/ │ │ │ ├── array.ts │ │ │ ├── dep.ts │ │ │ ├── index.ts │ │ │ ├── utils.ts │ │ │ └── watcher.ts │ │ ├── types/ │ │ │ ├── grid.ts │ │ │ ├── index.ts │ │ │ ├── slot.ts │ │ │ └── wheel.ts │ │ └── utils/ │ │ ├── image.ts │ │ ├── index.ts │ │ ├── math.ts │ │ ├── polyfill.js │ │ └── tween.ts │ ├── tsconfig.json │ └── types/ │ └── index.d.ts ├── mini/ │ ├── .babelrc │ ├── .eslintrc.js │ ├── .gitignore │ ├── .npmignore │ ├── LICENSE │ ├── README.md │ ├── gulpfile.js │ ├── package.json │ ├── src/ │ │ ├── lucky-grid/ │ │ │ ├── index.js │ │ │ ├── index.json │ │ │ ├── index.wxml │ │ │ └── index.wxss │ │ ├── lucky-wheel/ │ │ │ ├── index.js │ │ │ ├── index.json │ │ │ ├── index.wxml │ │ │ └── index.wxss │ │ ├── slot-machine/ │ │ │ ├── index.js │ │ │ ├── index.json │ │ │ ├── index.wxml │ │ │ └── index.wxss │ │ └── utils.js │ ├── test/ │ │ ├── index.test.js │ │ ├── utils.js │ │ └── wx.test.js │ ├── tools/ │ │ ├── build.js │ │ ├── checkcomponents.js │ │ ├── checkwxss.js │ │ ├── config.js │ │ ├── demo/ │ │ │ ├── app.js │ │ │ ├── app.json │ │ │ ├── app.wxss │ │ │ ├── package.json │ │ │ ├── pages/ │ │ │ │ ├── cjl/ │ │ │ │ │ ├── img.js │ │ │ │ │ ├── index.js │ │ │ │ │ ├── index.json │ │ │ │ │ ├── index.wxml │ │ │ │ │ └── index.wxss │ │ │ │ ├── index/ │ │ │ │ │ ├── index.js │ │ │ │ │ ├── index.json │ │ │ │ │ ├── index.wxml │ │ │ │ │ └── index.wxss │ │ │ │ ├── jd/ │ │ │ │ │ ├── img.js │ │ │ │ │ ├── index.js │ │ │ │ │ ├── index.json │ │ │ │ │ ├── index.wxml │ │ │ │ │ └── index.wxss │ │ │ │ ├── slot/ │ │ │ │ │ ├── index.js │ │ │ │ │ ├── index.json │ │ │ │ │ ├── index.wxml │ │ │ │ │ └── index.wxss │ │ │ │ ├── xc/ │ │ │ │ │ ├── img.js │ │ │ │ │ ├── index.js │ │ │ │ │ ├── index.json │ │ │ │ │ ├── index.wxml │ │ │ │ │ └── index.wxss │ │ │ │ ├── xdf/ │ │ │ │ │ ├── img.js │ │ │ │ │ ├── index.js │ │ │ │ │ ├── index.json │ │ │ │ │ ├── index.wxml │ │ │ │ │ └── index.wxss │ │ │ │ ├── ymc/ │ │ │ │ │ ├── img.js │ │ │ │ │ ├── index.js │ │ │ │ │ ├── index.json │ │ │ │ │ ├── index.wxml │ │ │ │ │ └── index.wxss │ │ │ │ ├── yx/ │ │ │ │ │ ├── img.js │ │ │ │ │ ├── index.js │ │ │ │ │ ├── index.json │ │ │ │ │ ├── index.wxml │ │ │ │ │ └── index.wxss │ │ │ │ ├── yyjk/ │ │ │ │ │ ├── index.js │ │ │ │ │ ├── index.json │ │ │ │ │ ├── index.wxml │ │ │ │ │ └── index.wxss │ │ │ │ └── yyx/ │ │ │ │ ├── img.js │ │ │ │ ├── index.js │ │ │ │ ├── index.json │ │ │ │ ├── index.wxml │ │ │ │ └── index.wxss │ │ │ └── project.config.json │ │ └── utils.js │ └── tsconfig.json ├── react/ │ ├── .babelrc │ ├── .gitignore │ ├── .npmignore │ ├── LICENSE │ ├── README.md │ ├── example/ │ │ ├── react16.8.html │ │ └── react18.0.html │ ├── package.json │ ├── rollup.config.build.js │ ├── rollup.config.dev.js │ └── src/ │ ├── app.js │ ├── components/ │ │ ├── LuckyGrid.js │ │ ├── LuckyWheel.js │ │ └── SlotMachine.js │ ├── demo/ │ │ ├── LuckyGrid.js │ │ ├── LuckyWheel.js │ │ └── SlotMachine.js │ └── index.js ├── taro/ │ ├── .gitignore │ ├── .npmignore │ ├── LICENSE │ ├── README.md │ ├── package.json │ ├── react/ │ │ ├── LuckyGrid.js │ │ ├── LuckyWheel.js │ │ ├── SlotMachine.js │ │ └── index.js │ ├── utils/ │ │ ├── index.css │ │ └── index.js │ └── vue/ │ ├── LuckyGrid.vue │ ├── LuckyWheel.vue │ ├── SlotMachine.vue │ └── index.js ├── uni/ │ ├── .gitignore │ ├── .npmignore │ ├── LICENSE │ ├── README.md │ ├── lucky-grid.vue │ ├── lucky-wheel.vue │ ├── package.json │ ├── slot-machine.vue │ └── utils.js └── vue/ ├── .gitignore ├── .npmignore ├── LICENSE ├── README.md ├── composition-api.js ├── index.js ├── package.json ├── rollup.config.build.js ├── rollup.config.dev.js ├── shims-vue.d.ts ├── src/ │ ├── components/ │ │ ├── LuckyGrid.ts │ │ ├── LuckyWheel.ts │ │ └── SlotMachine.ts │ ├── index.ts │ └── utils/ │ └── h-demi.ts ├── tsconfig.json ├── types/ │ └── index.d.ts ├── vue-demi.js ├── vue2.html └── vue3.html ================================================ FILE CONTENTS ================================================ ================================================ FILE: .github/ISSUE_TEMPLATE.md ================================================ - 你当前是什么框架(必填)： - 你使用的是哪个包(必填)： - 你当前插件的版本(必填)： - 当前环境是小程序还是浏览器(选填)： - 详细描述你的bug： - 问题代码(重要)： ``` // 代码开始, 别再放歪了行吗 // 代码结束 ``` ================================================ FILE: .gitignore ================================================ .DS_Store node_modules yarn.lock package-lock.json # local env files .env.local .env.*.local # Log files npm-debug.log* yarn-debug.log* yarn-error.log* lerna-debug.log* # Editor directories and files .idea .vscode *.suo *.ntvs* *.njsproj *.sln *.sw? packages/demo-taro-vue packages/demo-taro-react packages/uni-app-demo ================================================ FILE: LICENSE ================================================ Apache License Version 2.0, January 2004 http://www.apache.org/licenses/ TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION 1. Definitions. "License" shall mean the terms and conditions for use, reproduction, and distribution as defined by Sections 1 through 9 of this document. "Licensor" shall mean the copyright owner or entity authorized by the copyright owner that is granting the License. "Legal Entity" shall mean the union of the acting entity and all other entities that control, are controlled by, or are under common control with that entity. For the purposes of this definition, "control" means (i) the power, direct or indirect, to cause the direction or management of such entity, whether by contract or otherwise, or (ii) ownership of fifty percent (50%) or more of the outstanding shares, or (iii) beneficial ownership of such entity. "You" (or "Your") shall mean an individual or Legal Entity exercising permissions granted by this License. "Source" form shall mean the preferred form for making modifications, including but not limited to software source code, documentation source, and configuration files. "Object" form shall mean any form resulting from mechanical transformation or translation of a Source form, including but not limited to compiled object code, generated documentation, and conversions to other media types. "Work" shall mean the work of authorship, whether in Source or Object form, made available under the License, as indicated by a copyright notice that is included in or attached to the work (an example is provided in the Appendix below). "Derivative Works" shall mean any work, whether in Source or Object form, that is based on (or derived from) the Work and for which the editorial revisions, annotations, elaborations, or other modifications represent, as a whole, an original work of authorship. For the purposes of this License, Derivative Works shall not include works that remain separable from, or merely link (or bind by name) to the interfaces of, the Work and Derivative Works thereof. "Contribution" shall mean any work of authorship, including the original version of the Work and any modifications or additions to that Work or Derivative Works thereof, that is intentionally submitted to Licensor for inclusion in the Work by the copyright owner or by an individual or Legal Entity authorized to submit on behalf of the copyright owner. For the purposes of this definition, "submitted" means any form of electronic, verbal, or written communication sent to the Licensor or its representatives, including but not limited to communication on electronic mailing lists, source code control systems, and issue tracking systems that are managed by, or on behalf of, the Licensor for the purpose of discussing and improving the Work, but excluding communication that is conspicuously marked or otherwise designated in writing by the copyright owner as "Not a Contribution." "Contributor" shall mean Licensor and any individual or Legal Entity on behalf of whom a Contribution has been received by Licensor and subsequently incorporated within the Work. 2. Grant of Copyright License. Subject to the terms and conditions of this License, each Contributor hereby grants to You a perpetual, worldwide, non-exclusive, no-charge, royalty-free, irrevocable copyright license to reproduce, prepare Derivative Works of, publicly display, publicly perform, sublicense, and distribute the Work and such Derivative Works in Source or Object form. 3. Grant of Patent License. Subject to the terms and conditions of this License, each Contributor hereby grants to You a perpetual, worldwide, non-exclusive, no-charge, royalty-free, irrevocable (except as stated in this section) patent license to make, have made, use, offer to sell, sell, import, and otherwise transfer the Work, where such license applies only to those patent claims licensable by such Contributor that are necessarily infringed by their Contribution(s) alone or by combination of their Contribution(s) with the Work to which such Contribution(s) was submitted. If You institute patent litigation against any entity (including a cross-claim or counterclaim in a lawsuit) alleging that the Work or a Contribution incorporated within the Work constitutes direct or contributory patent infringement, then any patent licenses granted to You under this License for that Work shall terminate as of the date such litigation is filed. 4. Redistribution. You may reproduce and distribute copies of the Work or Derivative Works thereof in any medium, with or without modifications, and in Source or Object form, provided that You meet the following conditions: (a) You must give any other recipients of the Work or Derivative Works a copy of this License; and (b) You must cause any modified files to carry prominent notices stating that You changed the files; and (c) You must retain, in the Source form of any Derivative Works that You distribute, all copyright, patent, trademark, and attribution notices from the Source form of the Work, excluding those notices that do not pertain to any part of the Derivative Works; and (d) If the Work includes a "NOTICE" text file as part of its distribution, then any Derivative Works that You distribute must include a readable copy of the attribution notices contained within such NOTICE file, excluding those notices that do not pertain to any part of the Derivative Works, in at least one of the following places: within a NOTICE text file distributed as part of the Derivative Works; within the Source form or documentation, if provided along with the Derivative Works; or, within a display generated by the Derivative Works, if and wherever such third-party notices normally appear. The contents of the NOTICE file are for informational purposes only and do not modify the License. You may add Your own attribution notices within Derivative Works that You distribute, alongside or as an addendum to the NOTICE text from the Work, provided that such additional attribution notices cannot be construed as modifying the License. You may add Your own copyright statement to Your modifications and may provide additional or different license terms and conditions for use, reproduction, or distribution of Your modifications, or for any such Derivative Works as a whole, provided Your use, reproduction, and distribution of the Work otherwise complies with the conditions stated in this License. 5. Submission of Contributions. Unless You explicitly state otherwise, any Contribution intentionally submitted for inclusion in the Work by You to the Licensor shall be under the terms and conditions of this License, without any additional terms or conditions. Notwithstanding the above, nothing herein shall supersede or modify the terms of any separate license agreement you may have executed with Licensor regarding such Contributions. 6. Trademarks. This License does not grant permission to use the trade names, trademarks, service marks, or product names of the Licensor, except as required for reasonable and customary use in describing the origin of the Work and reproducing the content of the NOTICE file. 7. Disclaimer of Warranty. Unless required by applicable law or agreed to in writing, Licensor provides the Work (and each Contributor provides its Contributions) on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied, including, without limitation, any warranties or conditions of TITLE, NON-INFRINGEMENT, MERCHANTABILITY, or FITNESS FOR A PARTICULAR PURPOSE. You are solely responsible for determining the appropriateness of using or redistributing the Work and assume any risks associated with Your exercise of permissions under this License. 8. Limitation of Liability. In no event and under no legal theory, whether in tort (including negligence), contract, or otherwise, unless required by applicable law (such as deliberate and grossly negligent acts) or agreed to in writing, shall any Contributor be liable to You for damages, including any direct, indirect, special, incidental, or consequential damages of any character arising as a result of this License or out of the use or inability to use the Work (including but not limited to damages for loss of goodwill, work stoppage, computer failure or malfunction, or any and all other commercial damages or losses), even if such Contributor has been advised of the possibility of such damages. 9. Accepting Warranty or Additional Liability. While redistributing the Work or Derivative Works thereof, You may choose to offer, and charge a fee for, acceptance of support, warranty, indemnity, or other liability obligations and/or rights consistent with this License. However, in accepting such obligations, You may act only on Your own behalf and on Your sole responsibility, not on behalf of any other Contributor, and only if You agree to indemnify, defend, and hold each Contributor harmless for any liability incurred by, or claims asserted against, such Contributor by reason of your accepting any such warranty or additional liability. END OF TERMS AND CONDITIONS APPENDIX: How to apply the Apache License to your work. To apply the Apache License to your work, attach the following boilerplate notice, with the fields enclosed by brackets "[]" replaced with your own identifying information. (Don't include the brackets!) The text should be enclosed in the appropriate comment syntax for the file format. We also recommend that a file or class name and description of purpose be included on the same "printed page" as the copyright notice for easier identification within third-party archives. Copyright [2021] [Li Dong Qi] Licensed under the Apache License, Version 2.0 (the "License"); you may not use this file except in compliance with the License. You may obtain a copy of the License at http://www.apache.org/licenses/LICENSE-2.0 Unless required by applicable law or agreed to in writing, software distributed under the License is distributed on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. See the License for the specific language governing permissions and limitations under the License. ================================================ FILE: README.md ================================================
logo

lucky-canvas 抽奖插件

一个基于 JavaScript 的跨平台 ( 大转盘 / 九宫格 / 老虎机 ) 抽奖插件

stars forks author license downloads

|适配框架|npm包|最新版本|npm下载量| | :-: | :-: | :-: | :-: | |`JS` / `JQ`|[lucky-canvas](https://100px.net/usage/js.html)|version|downloads| |`Vue`|[@lucky-canvas/vue](https://100px.net/usage/vue.html)|version|downloads|downloads| |`React`|[@lucky-canvas/react](https://100px.net/usage/react.html)|version|downloads|-| |`UniApp`|[@lucky-canvas/uni](https://100px.net/usage/uni.html)|version|downloads|-| |`Taro3.x`|[@lucky-canvas/taro](https://100px.net/usage/taro.html)|version|downloads|-| |`微信小程序`|[@lucky-canvas/mini](https://100px.net/usage/wx.html)|version|downloads|-|

## 官方文档 & Demo演示 > **中文**：[https://100px.net](https://100px.net) > **English**：**If anyone can help translate the document, please contact me** `ldq404@qq.com`
## 贡献者
🤖 🛰 📚
🦄
🛰
🛰
🛰
🛰
🛠 🎨
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🛠
🛠
🛠
🛠
🛠
🛠
📚
📚
🎨
🎨
🎨
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🎨
🛰

## 🙏🙏🙏 点个Star **如果您觉得这个项目还不错, 可以在 [Github](https://github.com/buuing/lucky-canvas) 上面帮我点个`star`, 支持一下作者 ☜(ﾟヮﾟ☜)**
## 问题反馈 - Bug 反馈请直接去 Github 上面提 Issues，我会实时收到邮件提醒前去查看 - **如果是小白需要技术指导的话, 左边是我的赞赏码, 备注好你的微信号, 我看到后会主动加你** - 但如果是因为我文档没写清楚，或者是插件本身的bug，导致你无法正常使用的话，赞赏全额返还 > **`注好你的微信号!`** **`微信看不到赞赏人信息`** **`所以你必须在备注里写上`**

## 友情链接 - [🎁 h5-Dooring 一款功能强大，高可扩展的H5可视化编辑器](https://github.com/MrXujiang/h5-Dooring) - [🎁 right-menu 功能强大的右键菜单插件, 支持 JS / TS / Vue / React 等多端框架](https://github.com/buuing/right-menu) ================================================ FILE: lerna.json ================================================ { "packages": [ "packages/*" ], "version": "0.0.4", "npmClient": "npm", "useWorkspaces": true } ================================================ FILE: package.json ================================================ { "name": "lucky-canvas", "devDependencies": { "lerna": "^4.0.0" }, "scripts": { "install": "lerna bootstrap", "dev": "lerna exec --scope=lucky-canvas -- npm run dev", "dev:vue": "lerna run --scope=lucky-canvas --scope=@lucky-canvas/vue dev --parallel", "dev:react": "lerna run --scope=lucky-canvas --scope=@lucky-canvas/react dev --parallel", "dev:uni": "", "dev:taro": "", "dev:mini": "", "build": "lerna run build --sort --stream", "update-version": "lerna version --conventional-commits --no-push --no-changelog --no-git-tag-version", "publish-to-npm": "lerna publish from-package", "publish-beta": "lerna publish --no-git-tag-version --dist-tag beta" }, "private": true, "workspaces": [ "packages/*" ] } ================================================ FILE: packages/core/.babelrc ================================================ { "presets": [ [ "@babel/preset-env", { "modules": false } ] ] } ================================================ FILE: packages/core/.eslintrc.js ================================================ // module.exports = { // "env": { // "browser": true, // "es6": true, // "node": true // }, // "parser": "@typescript-eslint/parser", // // "plugins": ['prettier'], // "extends": "eslint:recommended", // "globals": { // "Atomics": "readonly", // "SharedArrayBuffer": "readonly", // "ENV": true // }, // "parserOptions": { // "ecmaVersion": 2018, // "sourceType": "module" // }, // "rules": { // "linebreak-style": 'off' // } // } ================================================ FILE: packages/core/.gitignore ================================================ .DS_Store node_modules yarn.lock package-lock.json dist # local env files .env.local .env.*.local # Log files npm-debug.log* yarn-debug.log* yarn-error.log* # Editor directories and files .idea .vscode *.suo *.ntvs* *.njsproj *.sln *.sw? ================================================ FILE: packages/core/.npmignore ================================================ * ================================================ FILE: packages/core/LICENSE ================================================ Apache License Version 2.0, January 2004 http://www.apache.org/licenses/ TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION 1. Definitions. "License" shall mean the terms and conditions for use, reproduction, and distribution as defined by Sections 1 through 9 of this document. "Licensor" shall mean the copyright owner or entity authorized by the copyright owner that is granting the License. "Legal Entity" shall mean the union of the acting entity and all other entities that control, are controlled by, or are under common control with that entity. For the purposes of this definition, "control" means (i) the power, direct or indirect, to cause the direction or management of such entity, whether by contract or otherwise, or (ii) ownership of fifty percent (50%) or more of the outstanding shares, or (iii) beneficial ownership of such entity. "You" (or "Your") shall mean an individual or Legal Entity exercising permissions granted by this License. "Source" form shall mean the preferred form for making modifications, including but not limited to software source code, documentation source, and configuration files. "Object" form shall mean any form resulting from mechanical transformation or translation of a Source form, including but not limited to compiled object code, generated documentation, and conversions to other media types. "Work" shall mean the work of authorship, whether in Source or Object form, made available under the License, as indicated by a copyright notice that is included in or attached to the work (an example is provided in the Appendix below). "Derivative Works" shall mean any work, whether in Source or Object form, that is based on (or derived from) the Work and for which the editorial revisions, annotations, elaborations, or other modifications represent, as a whole, an original work of authorship. For the purposes of this License, Derivative Works shall not include works that remain separable from, or merely link (or bind by name) to the interfaces of, the Work and Derivative Works thereof. "Contribution" shall mean any work of authorship, including the original version of the Work and any modifications or additions to that Work or Derivative Works thereof, that is intentionally submitted to Licensor for inclusion in the Work by the copyright owner or by an individual or Legal Entity authorized to submit on behalf of the copyright owner. For the purposes of this definition, "submitted" means any form of electronic, verbal, or written communication sent to the Licensor or its representatives, including but not limited to communication on electronic mailing lists, source code control systems, and issue tracking systems that are managed by, or on behalf of, the Licensor for the purpose of discussing and improving the Work, but excluding communication that is conspicuously marked or otherwise designated in writing by the copyright owner as "Not a Contribution." "Contributor" shall mean Licensor and any individual or Legal Entity on behalf of whom a Contribution has been received by Licensor and subsequently incorporated within the Work. 2. Grant of Copyright License. Subject to the terms and conditions of this License, each Contributor hereby grants to You a perpetual, worldwide, non-exclusive, no-charge, royalty-free, irrevocable copyright license to reproduce, prepare Derivative Works of, publicly display, publicly perform, sublicense, and distribute the Work and such Derivative Works in Source or Object form. 3. Grant of Patent License. Subject to the terms and conditions of this License, each Contributor hereby grants to You a perpetual, worldwide, non-exclusive, no-charge, royalty-free, irrevocable (except as stated in this section) patent license to make, have made, use, offer to sell, sell, import, and otherwise transfer the Work, where such license applies only to those patent claims licensable by such Contributor that are necessarily infringed by their Contribution(s) alone or by combination of their Contribution(s) with the Work to which such Contribution(s) was submitted. If You institute patent litigation against any entity (including a cross-claim or counterclaim in a lawsuit) alleging that the Work or a Contribution incorporated within the Work constitutes direct or contributory patent infringement, then any patent licenses granted to You under this License for that Work shall terminate as of the date such litigation is filed. 4. Redistribution. You may reproduce and distribute copies of the Work or Derivative Works thereof in any medium, with or without modifications, and in Source or Object form, provided that You meet the following conditions: (a) You must give any other recipients of the Work or Derivative Works a copy of this License; and (b) You must cause any modified files to carry prominent notices stating that You changed the files; and (c) You must retain, in the Source form of any Derivative Works that You distribute, all copyright, patent, trademark, and attribution notices from the Source form of the Work, excluding those notices that do not pertain to any part of the Derivative Works; and (d) If the Work includes a "NOTICE" text file as part of its distribution, then any Derivative Works that You distribute must include a readable copy of the attribution notices contained within such NOTICE file, excluding those notices that do not pertain to any part of the Derivative Works, in at least one of the following places: within a NOTICE text file distributed as part of the Derivative Works; within the Source form or documentation, if provided along with the Derivative Works; or, within a display generated by the Derivative Works, if and wherever such third-party notices normally appear. The contents of the NOTICE file are for informational purposes only and do not modify the License. You may add Your own attribution notices within Derivative Works that You distribute, alongside or as an addendum to the NOTICE text from the Work, provided that such additional attribution notices cannot be construed as modifying the License. You may add Your own copyright statement to Your modifications and may provide additional or different license terms and conditions for use, reproduction, or distribution of Your modifications, or for any such Derivative Works as a whole, provided Your use, reproduction, and distribution of the Work otherwise complies with the conditions stated in this License. 5. Submission of Contributions. Unless You explicitly state otherwise, any Contribution intentionally submitted for inclusion in the Work by You to the Licensor shall be under the terms and conditions of this License, without any additional terms or conditions. Notwithstanding the above, nothing herein shall supersede or modify the terms of any separate license agreement you may have executed with Licensor regarding such Contributions. 6. Trademarks. This License does not grant permission to use the trade names, trademarks, service marks, or product names of the Licensor, except as required for reasonable and customary use in describing the origin of the Work and reproducing the content of the NOTICE file. 7. Disclaimer of Warranty. Unless required by applicable law or agreed to in writing, Licensor provides the Work (and each Contributor provides its Contributions) on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied, including, without limitation, any warranties or conditions of TITLE, NON-INFRINGEMENT, MERCHANTABILITY, or FITNESS FOR A PARTICULAR PURPOSE. You are solely responsible for determining the appropriateness of using or redistributing the Work and assume any risks associated with Your exercise of permissions under this License. 8. Limitation of Liability. In no event and under no legal theory, whether in tort (including negligence), contract, or otherwise, unless required by applicable law (such as deliberate and grossly negligent acts) or agreed to in writing, shall any Contributor be liable to You for damages, including any direct, indirect, special, incidental, or consequential damages of any character arising as a result of this License or out of the use or inability to use the Work (including but not limited to damages for loss of goodwill, work stoppage, computer failure or malfunction, or any and all other commercial damages or losses), even if such Contributor has been advised of the possibility of such damages. 9. Accepting Warranty or Additional Liability. While redistributing the Work or Derivative Works thereof, You may choose to offer, and charge a fee for, acceptance of support, warranty, indemnity, or other liability obligations and/or rights consistent with this License. However, in accepting such obligations, You may act only on Your own behalf and on Your sole responsibility, not on behalf of any other Contributor, and only if You agree to indemnify, defend, and hold each Contributor harmless for any liability incurred by, or claims asserted against, such Contributor by reason of your accepting any such warranty or additional liability. END OF TERMS AND CONDITIONS APPENDIX: How to apply the Apache License to your work. To apply the Apache License to your work, attach the following boilerplate notice, with the fields enclosed by brackets "[]" replaced with your own identifying information. (Don't include the brackets!) The text should be enclosed in the appropriate comment syntax for the file format. We also recommend that a file or class name and description of purpose be included on the same "printed page" as the copyright notice for easier identification within third-party archives. Copyright [2021] [Li Dong Qi] Licensed under the Apache License, Version 2.0 (the "License"); you may not use this file except in compliance with the License. You may obtain a copy of the License at http://www.apache.org/licenses/LICENSE-2.0 Unless required by applicable law or agreed to in writing, software distributed under the License is distributed on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. See the License for the specific language governing permissions and limitations under the License. ================================================ FILE: packages/core/README.md ================================================
logo

lucky-canvas 抽奖插件

一个基于 JavaScript 的跨平台 ( 大转盘 / 九宫格 / 老虎机 ) 抽奖插件

stars forks author license


## 官方文档 & Demo演示 > **中文**：[https://100px.net/usage/js.html](https://100px.net/usage/js.html) > **English**：**If anyone can help translate the document, please contact me** `ldq404@qq.com`
## 在 JS / TS 中使用 - [跳转官网 查看详情](https://100px.net/usage/js.html)
## 🙏🙏🙏 点个Star **如果您觉得这个项目还不错, 可以在 [Github](https://github.com/buuing/lucky-canvas) 上面帮我点个`star`, 支持一下作者 ☜(ﾟヮﾟ☜)** ================================================ FILE: packages/core/examples/grid.html ================================================ Document
================================================ FILE: packages/core/examples/index.html ================================================ Document

官网文档: 100px.net

大转盘示例 九宫格示例 老虎机示例 ================================================ FILE: packages/core/examples/slot.html ================================================ Document
================================================ FILE: packages/core/examples/wheel.html ================================================ Document


================================================ FILE: packages/core/index.js ================================================ module.exports = require('./dist/index.umd.js') ================================================ FILE: packages/core/package.json ================================================ { "name": "lucky-canvas", "version": "1.7.26", "description": "一个基于原生 js 的（大转盘 / 九宫格 / 老虎机）抽奖插件", "main": "dist/index.cjs.js", "module": "dist/index.esm.js", "unpkg": "dist/index.umd.js", "jsdelivr": "dist/index.umd.js", "types": "types/index.d.ts", "scripts": { "dev": "rollup --config rollup.config.dev.js -w", "build": "rollup --config rollup.config.build.js" }, "homepage": "https://100px.net", "bugs": "https://github.com/LuckDraw/lucky-canvas/issues", "repository": { "type": "git", "url": "git+https://github.com/LuckDraw/lucky-canvas.git", "directory": "packages/lucky-canvas" }, "author": "ldq ", "license": "Apache-2.0", "files": [ "dist", "types", "index.js" ], "keywords": [ "大转盘抽奖", "九宫格抽奖", "老虎机抽奖", "抽奖插件", "js抽奖", "移动端抽奖", "canvas抽奖" ], "devDependencies": { "@babel/core": "^7.12.3", "@babel/preset-env": "^7.12.1", "@babel/plugin-transform-runtime": "^7.16.4", "@babel/runtime": "^7.16.3", "core-js": "^3.19.2", "@rollup/plugin-commonjs": "^16.0.0", "@rollup/plugin-eslint": "^8.0.1", "@rollup/plugin-json": "^4.1.0", "@rollup/plugin-node-resolve": "^10.0.0", "@rollup/plugin-typescript": "^6.1.0", "@typescript-eslint/parser": "^4.14.0", "babel-plugin-external-helpers": "^6.22.0", "babel-preset-latest": "^6.24.1", "eslint": "^7.18.0", "eslint-plugin-prettier": "^3.3.1", "prettier": "^2.2.1", "rollup": "^2.33.1", "rollup-plugin-babel": "^4.4.0", "rollup-plugin-livereload": "^2.0.0", "rollup-plugin-serve": "^1.1.0", "rollup-plugin-terser": "^7.0.2", "rollup-plugin-delete": "^2.0.0", "rollup-plugin-dts": "^3.0.2", "rollup-plugin-typescript2": "^0.30.0", "tslib": "^2.3.1", "typescript": "^4.0.5" }, "dependencies": {} } ================================================ FILE: packages/core/postinstall.js ================================================ console.log(` \u001B[93m╭────────────────────────────────────────────────────╮\u001b[0m \u001B[93m│\u001b[0m \u001B[93m│\u001b[0m \u001B[93m│\u001b[0m \u001B[97m欢迎使用\u001B[0m \u001B[46mlucky-canvas\u001B[0m \u001B[97m抽奖插件\u001B[0m \u001B[93m│\u001b[0m \u001B[93m│\u001b[0m \u001B[96m官网文档: https://100px.net\u001B[0m \u001B[93m│\u001b[0m \u001B[93m│\u001b[0m \u001B[93m│\u001b[0m \u001B[93m│\u001b[0m \u001B[93m如果您用着顺手可以点个 Star 支持一下\u001B[0m \u001B[93m│\u001b[0m \u001B[93m│\u001b[0m \u001B[96mGitHub: https://github.com/LuckDraw/lucky-canvas\u001b[0m \u001B[93m│\u001b[0m \u001B[93m│\u001b[0m \u001B[93m│\u001b[0m \u001B[93m╰────────────────────────────────────────────────────╯\u001b[0m`) ================================================ FILE: packages/core/rollup.config.build.js ================================================ import path from 'path' import ts from 'rollup-plugin-typescript2' import dts from 'rollup-plugin-dts' import json from '@rollup/plugin-json' import resolve from '@rollup/plugin-node-resolve' import commonjs from '@rollup/plugin-commonjs' import babel from 'rollup-plugin-babel' import { terser } from 'rollup-plugin-terser' import del from 'rollup-plugin-delete' import pkg from './package.json' export default [ { input: 'src/index.ts', output: [ { file: pkg.main, format: 'cjs', sourcemap: true, }, { file: pkg.module, format: 'esm', sourcemap: true, }, { file: pkg.jsdelivr, format: 'umd', name: 'LuckyCanvas', sourcemap: false, }, ], plugins: [ ts({ tsconfig: path.resolve(__dirname, './tsconfig.json'), extensions: ['.js', '.ts'], "declaration": true, }), json(), resolve(), commonjs(), babel({ runtimeHelpers: true, exclude: 'node_modules/**', }), terser() ] }, { input: "dist/src/index.d.ts", output: [ { file: "types/index.d.ts", format: "es" } ], plugins: [ dts(), del({ targets: ['dist/src'], hook: 'buildEnd' }) ], }, ] ================================================ FILE: packages/core/rollup.config.dev.js ================================================ import path from 'path' import ts from 'rollup-plugin-typescript2' import json from '@rollup/plugin-json' import resolve from '@rollup/plugin-node-resolve' import commonjs from '@rollup/plugin-commonjs' import babel from 'rollup-plugin-babel' import livereload from 'rollup-plugin-livereload' import serve from 'rollup-plugin-serve' // import eslint from '@rollup/plugin-eslint' import pkg from './package.json' export default { input: 'src/index.ts', output: [ { file: pkg.jsdelivr, format: 'umd', name: 'LuckyCanvas', sourcemap: true, }, { file: pkg.module, format: 'es', sourcemap: true, }, ], plugins: [ resolve(), commonjs(), json(), // eslint({ // throwOnError: true, // throwOnWarning: true, // include: ['src/**'], // exclude: ['node_modules/**'] // }), ts({ tsconfig: path.resolve(__dirname, './tsconfig.json'), extensions: ['.js', '.ts'] }), babel({ runtimeHelpers: true, exclude: 'node_modules/**', }), livereload(), serve({ open: true, port: 13000, contentBase: './', openPage: '/examples/index.html' }), ] } ================================================ FILE: packages/core/src/index.ts ================================================ export { default as LuckyWheel } from './lib/wheel' export { default as LuckyGrid } from './lib/grid' export { default as SlotMachine } from './lib/slot' export { cutRound, opacity } from './utils/image' // export type { default as LuckyWheelConfig } from './types/wheel' // export type { default as LuckyGridConfig } from './types/grid' // export type { default as SlotMachineConfig } from './types/slot' ================================================ FILE: packages/core/src/lib/grid.ts ================================================ import Lucky from './lucky' import { UserConfigType, ImgType } from '../types/index' import LuckyGridConfig, { BlockType, PrizeType, ButtonType, CellFontType, CellImgType, RowsType, ColsType, CellType, DefaultConfigType, DefaultStyleType, ActiveStyleType, StartCallbackType, EndCallbackType, } from '../types/grid' import { has, isExpectType, removeEnter, computePadding, hasBackground, computeRange, splitText } from '../utils/index' import { roundRectByArc, getLinearGradient } from '../utils/math' import { quad } from '../utils/tween' export default class LuckyGrid extends Lucky { private rows: RowsType = 3 private cols: ColsType = 3 private blocks: Array = [] private prizes: Array = [] private buttons: Array = [] private button?: ButtonType private defaultConfig: DefaultConfigType = {} private defaultStyle: DefaultStyleType = {} private activeStyle: ActiveStyleType = {} private _defaultConfig: Required = {} as Required private _defaultStyle: Required = {} as Required private _activeStyle: Required = {} as Required private startCallback?: StartCallbackType private endCallback?: EndCallbackType private cellWidth = 0 // 格子宽度 private cellHeight = 0 // 格子高度 private startTime = 0 // 开始时间戳 private endTime = 0 // 结束时间戳 private currIndex = 0 // 当前index累加 private stopIndex = 0 // 刻舟求剑 private endIndex = 0 // 停止索引 private demo = false // 是否自动游走 private timer = 0 // 游走定时器 private FPS = 16.6 // 屏幕刷新率 /** * 游戏当前的阶段 * step = 0 时, 游戏尚未开始 * step = 1 时, 此时处于加速阶段 * step = 2 时, 此时处于匀速阶段 * step = 3 时, 此时处于减速阶段 */ private step: 0 | 1 | 2 | 3 = 0 /** * 中奖索引 * prizeFlag = undefined 时, 处于开始抽奖阶段, 正常旋转 * prizeFlag >= 0 时, 说明stop方法被调用, 并且传入了中奖索引 * prizeFlag === -1 时, 说明stop方法被调用, 并且传入了负值, 本次抽奖无效 */ private prizeFlag: number | undefined = -1 // 所有格子 private cells: CellType[] = [] // 奖品区域几何信息 private prizeArea: { x: number, y: number, w: number, h: number } | undefined // 图片缓存 private ImageCache = new Map() /** * 九宫格构造器 * @param config 配置项 * @param data 抽奖数据 */ constructor (config: UserConfigType, data: LuckyGridConfig) { super(config, { width: data.width, height: data.height }) this.initData(data) this.initWatch() this.initComputed() // 创建前回调函数 config.beforeCreate?.call(this) // 首次初始化 this.init() } protected resize(): void { super.resize() this.draw() this.config.afterResize?.() } protected initLucky (): void { this.cellWidth = 0 this.cellHeight = 0 this.startTime = 0 this.endTime = 0 this.currIndex = 0 this.stopIndex = 0 this.endIndex = 0 this.demo = false this.timer = 0 this.FPS = 16.6 this.prizeFlag = -1 this.step = 0 super.initLucky() } /** * 初始化数据 * @param data */ private initData (data: LuckyGridConfig): void { this.$set(this, 'width', data.width) this.$set(this, 'height', data.height) this.$set(this, 'rows', Number(data.rows) || 3) this.$set(this, 'cols', Number(data.cols) || 3) this.$set(this, 'blocks', data.blocks || []) this.$set(this, 'prizes', data.prizes || []) this.$set(this, 'buttons', data.buttons || []) // 临时过渡代码, 升级到2.x即可删除 this.$set(this, 'button', data.button) this.$set(this, 'defaultConfig', data.defaultConfig || {}) this.$set(this, 'defaultStyle', data.defaultStyle || {}) this.$set(this, 'activeStyle', data.activeStyle || {}) this.$set(this, 'startCallback', data.start) this.$set(this, 'endCallback', data.end) } /** * 初始化属性计算 */ private initComputed (): void { // 默认配置 this.$computed(this, '_defaultConfig', () => { const config = { gutter: 5, speed: 20, accelerationTime: 2500, decelerationTime: 2500, ...this.defaultConfig } config.gutter = this.getLength(config.gutter) config.speed = config.speed / 40 return config }) // 默认样式 this.$computed(this, '_defaultStyle', () => { return { borderRadius: 20, fontColor: '#000', fontSize: '18px', fontStyle: 'sans-serif', fontWeight: '400', background: 'rgba(0,0,0,0)', shadow: '', wordWrap: true, lengthLimit: '90%', ...this.defaultStyle } }) // 中奖样式 this.$computed(this, '_activeStyle', () => { return { background: '#ffce98', shadow: '', ...this.activeStyle } }) } /** * 初始化观察者 */ private initWatch (): void { // 重置宽度 this.$watch('width', (newVal: string | number) => { this.data.width = newVal this.resize() }) // 重置高度 this.$watch('height', (newVal: string | number) => { this.data.height = newVal this.resize() }) // 监听 blocks 数据的变化 this.$watch('blocks', (newData: Array) => { this.initImageCache() }, { deep: true }) // 监听 prizes 数据的变化 this.$watch('prizes', (newData: Array) => { this.initImageCache() }, { deep: true }) // 监听 button 数据的变化 this.$watch('buttons', (newData: Array) => { this.initImageCache() }, { deep: true }) this.$watch('rows', () => this.init()) this.$watch('cols', () => this.init()) this.$watch('defaultConfig', () => this.draw(), { deep: true }) this.$watch('defaultStyle', () => this.draw(), { deep: true }) this.$watch('activeStyle', () => this.draw(), { deep: true }) this.$watch('startCallback', () => this.init()) this.$watch('endCallback', () => this.init()) } /** * 初始化 canvas 抽奖 */ public async init (): Promise { this.initLucky() const { config } = this // 初始化前回调函数 config.beforeInit?.call(this) // 先画一次防止闪烁 this.draw() // 异步加载图片 await this.initImageCache() // 初始化后回调函数 config.afterInit?.call(this) } private initImageCache (): Promise { return new Promise((resolve) => { const btnImgs = this.buttons.map(btn => btn.imgs) if (this.button) btnImgs.push(this.button.imgs) const willUpdateImgs = { blocks: this.blocks.map(block => block.imgs), prizes: this.prizes.map(prize => prize.imgs), buttons: btnImgs, } ;(<(keyof typeof willUpdateImgs)[]>Object.keys(willUpdateImgs)).forEach(imgName => { const willUpdate = willUpdateImgs[imgName] // 循环遍历所有图片 const allPromise: Promise[] = [] willUpdate && willUpdate.forEach((imgs, cellIndex) => { imgs && imgs.forEach((imgInfo, imgIndex) => { allPromise.push(this.loadAndCacheImg(imgName, cellIndex, imgIndex)) }) }) Promise.all(allPromise).then(() => { this.draw() resolve() }) }) }) } /** * canvas点击事件 * @param e 事件参数 */ protected handleClick (e: MouseEvent): void { const { ctx } = this ;[ ...this.buttons, this.button ].forEach(btn => { if (!btn) return const [x, y, width, height] = this.getGeometricProperty([ btn.x, btn.y, btn.col || 1, btn.row || 1 ]) ctx.beginPath() ctx.rect(x, y, width, height) if (!ctx.isPointInPath(e.offsetX, e.offsetY)) return if (this.step !== 0) return // 如果btn里有单独的回调方法, 优先触发 if (typeof btn.callback === 'function') btn.callback.call(this, btn) // 最后触发公共回调 this.startCallback?.(e, btn) }) } /** * 根据索引单独加载指定图片并缓存 * @param cellName 模块名称 * @param cellIndex 模块索引 * @param imgName 模块对应的图片缓存 * @param imgIndex 图片索引 */ private async loadAndCacheImg ( cellName: 'blocks' | 'prizes' | 'buttons', cellIndex: number, imgIndex: number ): Promise { return new Promise((resolve, reject) => { let cell: BlockType | PrizeType | ButtonType = this[cellName][cellIndex] // 临时过渡代码, 升级到2.x即可删除 if (cellName === 'buttons' && !this.buttons.length && this.button) { cell = this.button } if (!cell || !cell.imgs) return const imgInfo = cell.imgs[imgIndex] if (!imgInfo) return // 异步加载图片 const request = [ this.loadImg(imgInfo.src, imgInfo), imgInfo['activeSrc'] && this.loadImg(imgInfo['activeSrc'], imgInfo, '$activeResolve') ] Promise.all(request).then(async ([defaultImg, activeImg]) => { const formatter = imgInfo.formatter // 对图片进行处理 if (typeof formatter === 'function') { defaultImg = await Promise.resolve(formatter.call(this, defaultImg)) if (activeImg) { activeImg = await Promise.resolve(formatter.call(this, activeImg)) } } this.ImageCache.set(imgInfo['src'], defaultImg) activeImg && this.ImageCache.set(imgInfo['activeSrc'], activeImg) resolve() }).catch(err => { console.error(`${cellName}[${cellIndex}].imgs[${imgIndex}] ${err}`) reject() }) }) } /** * 绘制九宫格抽奖 */ protected draw (): void { const { config, ctx, _defaultConfig, _defaultStyle, _activeStyle } = this // 触发绘制前回调 config.beforeDraw?.call(this, ctx) // 清空画布 ctx.clearRect(0, 0, this.boxWidth, this.boxHeight) // 合并奖品和按钮 this.cells = [ ...this.prizes, ...this.buttons ] if (this.button) this.cells.push(this.button) this.cells.forEach(cell => { cell.col = cell.col || 1 cell.row = cell.row || 1 }) // 计算获取奖品区域的几何信息 this.prizeArea = this.blocks.reduce(({x, y, w, h}, block, blockIndex) => { const [paddingTop, paddingBottom, paddingLeft, paddingRight] = computePadding(block, this.getLength.bind(this)) const r = block.borderRadius ? this.getLength(block.borderRadius) : 0 // 绘制边框 const background = block.background if (hasBackground(background)) { ctx.fillStyle = this.handleBackground(x, y, w, h, background!) roundRectByArc(ctx, x, y, w, h, r) ctx.fill() } // 绘制图片 block.imgs && block.imgs.forEach((imgInfo, imgIndex) => { const blockImg = this.ImageCache.get(imgInfo.src) if (!blockImg) return // 绘制图片 const [trueWidth, trueHeight] = this.computedWidthAndHeight(blockImg, imgInfo, w, h) const [xAxis, yAxis] = [ this.getOffsetX(trueWidth, w) + this.getLength(imgInfo.left, w), this.getLength(imgInfo.top, h) ] this.drawImage(ctx, blockImg, x + xAxis, y + yAxis, trueWidth, trueHeight) }) return { x: x + paddingLeft, y: y + paddingTop, w: w - paddingLeft - paddingRight, h: h - paddingTop - paddingBottom } }, { x: 0, y: 0, w: this.boxWidth, h: this.boxHeight }) // 计算单一奖品格子的宽度和高度 this.cellWidth = (this.prizeArea.w - _defaultConfig.gutter * (this.cols - 1)) / this.cols this.cellHeight = (this.prizeArea.h - _defaultConfig.gutter * (this.rows - 1)) / this.rows // 绘制所有格子 this.cells.forEach((cell, cellIndex) => { let [x, y, width, height] = this.getGeometricProperty([cell.x, cell.y, cell.col!, cell.row!]) // 默认不显示中奖标识 let isActive = false // 只要 prizeFlag 不是负数, 就显示中奖标识 if (this.prizeFlag === void 0 || this.prizeFlag > -1) { isActive = cellIndex === this.currIndex % this.prizes.length >> 0 } // 绘制背景色 const background = isActive ? _activeStyle.background : (cell.background || _defaultStyle.background) if (hasBackground(background)) { // 处理阴影 (暂时先用any, 这里后续要优化) const shadow: any = ( isActive ? _activeStyle.shadow : (cell.shadow || _defaultStyle.shadow) ) .replace(/px/g, '') // 清空px字符串 .split(',')[0].split(' ') // 防止有人声明多个阴影, 截取第一个阴影 .map((n, i) => i < 3 ? Number(n) : n) // 把数组的前三个值*像素比 // 绘制阴影 if (shadow.length === 4) { ctx.shadowColor = shadow[3] ctx.shadowOffsetX = shadow[0] * config.dpr ctx.shadowOffsetY = shadow[1] * config.dpr ctx.shadowBlur = shadow[2] // 修正(格子+阴影)的位置, 这里使用逗号运算符 shadow[0] > 0 ? (width -= shadow[0]) : (width += shadow[0], x -= shadow[0]) shadow[1] > 0 ? (height -= shadow[1]) : (height += shadow[1], y -= shadow[1]) } // 绘制背景 ctx.fillStyle = this.handleBackground(x, y, width, height, background) const borderRadius = this.getLength(cell.borderRadius ? cell.borderRadius : _defaultStyle.borderRadius) roundRectByArc(ctx, x, y, width, height, borderRadius) ctx.fill() // 清空阴影 ctx.shadowColor = 'rgba(0, 0, 0, 0)' ctx.shadowOffsetX = 0 ctx.shadowOffsetY = 0 ctx.shadowBlur = 0 } // 修正图片缓存 let cellName = 'prizes' if (cellIndex >= this.prizes.length) { cellName = 'buttons' cellIndex -= this.prizes.length } // 绘制图片 cell.imgs && cell.imgs.forEach((imgInfo, imgIndex) => { const cellImg = this.ImageCache.get(imgInfo.src) const activeImg = this.ImageCache.get(imgInfo['activeSrc']) if (!cellImg) return const renderImg = (isActive && activeImg) || cellImg if (!renderImg) return const [trueWidth, trueHeight] = this.computedWidthAndHeight(renderImg, imgInfo, width, height) const [xAxis, yAxis] = [ x + this.getOffsetX(trueWidth, width) + this.getLength(imgInfo.left, width), y + this.getLength(imgInfo.top, height) ] this.drawImage(ctx, renderImg, xAxis, yAxis, trueWidth, trueHeight) }) // 绘制文字 cell.fonts && cell.fonts.forEach(font => { // 字体样式 const style = isActive && _activeStyle.fontStyle ? _activeStyle.fontStyle : (font.fontStyle || _defaultStyle.fontStyle) // 字体加粗 const fontWeight = isActive && _activeStyle.fontWeight ? _activeStyle.fontWeight : (font.fontWeight || _defaultStyle.fontWeight) // 字体大小 const size = isActive && _activeStyle.fontSize ? this.getLength(_activeStyle.fontSize) : this.getLength(font.fontSize || _defaultStyle.fontSize) // 字体行高 const lineHeight = isActive && _activeStyle.lineHeight ? _activeStyle.lineHeight : font.lineHeight || _defaultStyle.lineHeight || font.fontSize || _defaultStyle.fontSize const wordWrap = has(font, 'wordWrap') ? font.wordWrap : _defaultStyle.wordWrap const lengthLimit = font.lengthLimit || _defaultStyle.lengthLimit const lineClamp = font.lineClamp || _defaultStyle.lineClamp ctx.font = `${fontWeight} ${size >> 0}px ${style}` ctx.fillStyle = (isActive && _activeStyle.fontColor) ? _activeStyle.fontColor : (font.fontColor || _defaultStyle.fontColor) let lines = [], text = String(font.text) // 计算文字换行 if (wordWrap) { // 最大宽度 let maxWidth = this.getLength(lengthLimit, width) lines = splitText(ctx, removeEnter(text), () => maxWidth, lineClamp) } else { lines = text.split('\n') } lines.forEach((line, lineIndex) => { ctx.fillText( line, x + this.getOffsetX(ctx.measureText(line).width, width) + this.getLength(font.left, width), y + this.getLength(font.top, height) + (lineIndex + 1) * this.getLength(lineHeight) ) }) }) }) // 触发绘制后回调 config.afterDraw?.call(this, ctx) } /** * 处理背景色 * @param x * @param y * @param width * @param height * @param background * @param isActive */ private handleBackground ( x: number, y: number, width: number, height: number, background: string, ) { const { ctx } = this // 处理线性渐变 if (background.includes('linear-gradient')) { background = getLinearGradient(ctx, x, y, width, height, background) } return background } /** * 刻舟求剑 */ private carveOnGunwaleOfAMovingBoat (): void { const { _defaultConfig, prizeFlag, currIndex } = this this.endTime = Date.now() const stopIndex = this.stopIndex = currIndex const speed = _defaultConfig.speed let i = 0, prevSpeed = 0, prevIndex = 0 while (++i) { const endIndex = this.prizes.length * i + prizeFlag! - (stopIndex) const currSpeed = quad.easeOut(this.FPS, stopIndex, endIndex, _defaultConfig.decelerationTime) - stopIndex if (currSpeed > speed) { this.endIndex = (speed - prevSpeed > currSpeed - speed) ? endIndex : prevIndex break } prevIndex = endIndex prevSpeed = currSpeed } } /** * 对外暴露: 开始抽奖方法 */ public play (): void { if (this.step !== 0) return // 记录游戏开始的时间 this.startTime = Date.now() // 重置中奖索引 this.prizeFlag = void 0 // 开始加速 this.step = 1 // 触发回调 this.config.afterStart?.() // 开始运行 this.run() } /** * 对外暴露: 缓慢停止方法 * @param index 中奖索引 */ public stop (index?: number): void { if (this.step === 0 || this.step === 3) return // 如果没有传递中奖索引, 则通过range属性计算一个 if (!index && index !== 0) { const rangeArr = this.prizes.map(item => item.range) index = computeRange(rangeArr) } // 如果index是负数则停止游戏, 反之则传递中奖索引 if (index < 0) { this.step = 0 this.prizeFlag = -1 } else { this.step = 2 this.prizeFlag = index % this.prizes.length } } /** * 实际开始执行方法 * @param num 记录帧动画执行多少次 */ private run (num: number = 0): void { const { rAF, step, prizes, prizeFlag, _defaultConfig } = this const { accelerationTime, decelerationTime, speed } = _defaultConfig // 结束游戏 if (step === 0) { this.endCallback?.(this.prizes.find((prize, index) => index === prizeFlag) || {}) return } // 如果等于 -1 就直接停止游戏 if (prizeFlag === -1) return // 计算结束位置 if (step === 3 && !this.endIndex) this.carveOnGunwaleOfAMovingBoat() // 计算时间间隔 const startInterval = Date.now() - this.startTime const endInterval = Date.now() - this.endTime let currIndex = this.currIndex // if (step === 1 || startInterval < accelerationTime) { // 加速阶段 // 记录帧率 this.FPS = startInterval / num const currSpeed = quad.easeIn(startInterval, 0.1, speed - 0.1, accelerationTime) // 加速到峰值后, 进入匀速阶段 if (currSpeed === speed) { this.step = 2 } currIndex = currIndex + currSpeed % prizes.length } else if (step === 2) { // 匀速阶段 // 速度保持不变 currIndex = currIndex + speed % prizes.length // 如果 prizeFlag 有值, 则进入减速阶段 if (prizeFlag !== void 0 && prizeFlag >= 0) { this.step = 3 // 清空上一次的位置信息 this.stopIndex = 0 this.endIndex = 0 } } else if (step === 3) { // 减速阶段 // 开始缓慢停止 currIndex = quad.easeOut(endInterval, this.stopIndex, this.endIndex, decelerationTime) if (endInterval >= decelerationTime) { this.step = 0 } } else { // 出现异常 this.stop(-1) } this.currIndex = currIndex this.draw() rAF(this.run.bind(this, num + 1)) } /** * 计算奖品格子的几何属性 * @param { array } [...矩阵坐标, col, row] * @return { array } [...真实坐标, width, height] */ private getGeometricProperty ([x, y, col = 1, row = 1]: number[]) { const { cellWidth, cellHeight } = this const gutter = this._defaultConfig.gutter let res = [ this.prizeArea!.x + (cellWidth + gutter) * x, this.prizeArea!.y + (cellHeight + gutter) * y ] col && row && res.push( cellWidth * col + gutter * (col - 1), cellHeight * row + gutter * (row - 1), ) return res } /** * 换算渲染坐标 * @param x * @param y */ protected conversionAxis (x: number, y: number): [number, number] { const { config } = this return [x / config.dpr, y / config.dpr] } } ================================================ FILE: packages/core/src/lib/lucky.ts ================================================ import '../utils/polyfill' import { has, isExpectType, throttle } from '../utils/index' import { name, version } from '../../package.json' import { ConfigType, UserConfigType, ImgItemType, ImgType, Tuple } from '../types/index' import { defineReactive } from '../observer' import Watcher, { WatchOptType } from '../observer/watcher' export default class Lucky { static version: string = version protected readonly version: string = version protected readonly config: ConfigType protected readonly ctx: CanvasRenderingContext2D protected htmlFontSize: number = 16 protected rAF: Function = function () {} protected boxWidth: number = 0 protected boxHeight: number = 0 protected data: { width: string | number, height: string | number } /** * 公共构造器 * @param config */ constructor ( config: string | HTMLDivElement | UserConfigType, data: { width: string | number, height: string | number } ) { // 兼容代码开始: 为了处理 v1.0.6 版本在这里传入了一个 dom if (typeof config === 'string') config = { el: config } as UserConfigType else if (config.nodeType === 1) config = { el: '', divElement: config } as UserConfigType // 这里先野蛮的处理, 等待后续优化, 对外暴露的类型是UserConfigType, 但内部期望是ConfigType config = config as UserConfigType this.config = config as ConfigType this.data = data // 开始初始化 if (!config.flag) config.flag = 'WEB' if (config.el) config.divElement = document.querySelector(config.el) as HTMLDivElement // 如果存在父盒子, 就创建canvas标签 if (config.divElement) { // 无论盒子内有没有canvas都执行覆盖逻辑 config.canvasElement = document.createElement('canvas') config.divElement.appendChild(config.canvasElement) } // 获取 canvas 上下文 if (config.canvasElement) { config.ctx = config.canvasElement.getContext('2d')! // 添加版本信息到标签上, 方便定位版本问题 config.canvasElement.setAttribute('package', `${name}@${version}`) config.canvasElement.addEventListener('click', e => this.handleClick(e)) } this.ctx = config.ctx as CanvasRenderingContext2D // 初始化 window 方法 this.initWindowFunction() // 如果最后得不到 canvas 上下文那就无法进行绘制 if (!this.config.ctx) { console.error('无法获取到 CanvasContext2D') } // 监听 window 触发 resize 时重置 if (window && typeof window.addEventListener === 'function') { window.addEventListener('resize', throttle(() => this.resize(), 300)) } // 监听异步设置 html 的 fontSize 并重新绘制 if (window && typeof window.MutationObserver === 'function') { new window.MutationObserver(() => { this.resize() }).observe(document.documentElement, { attributes: true }) } } /** * 初始化组件大小/单位 */ protected resize(): void { this.config.beforeResize?.() // 先初始化 fontSize 以防后面有 rem 单位 this.setHTMLFontSize() // 拿到 config 即可设置 dpr this.setDpr() // 初始化宽高 this.resetWidthAndHeight() // 根据 dpr 来缩放 canvas this.zoomCanvas() } /** * 初始化方法 */ protected initLucky () { this.resize() if (!this.boxWidth || !this.boxHeight) { return console.error('无法获取到宽度或高度') } } /** * 鼠标点击事件 * @param e 事件参数 */ protected handleClick (e: MouseEvent): void {} /** * 根标签的字体大小 */ protected setHTMLFontSize (): void { if (!window || !window.getComputedStyle) return this.htmlFontSize = +window.getComputedStyle(document.documentElement).fontSize.slice(0, -2) } // 清空画布 public clearCanvas (): void { const [width, height] = [this.boxWidth, this.boxHeight] this.ctx.clearRect(-width, -height, width * 2, height * 2) } /** * 设备像素比 * window 环境下自动获取, 其余环境手动传入 */ protected setDpr (): void { const { config } = this if (config.dpr) { // 优先使用 config 传入的 dpr } else if (window) { window['dpr'] = config.dpr = window.devicePixelRatio || 1 } else if (!config.dpr) { console.error(config, '未传入 dpr 可能会导致绘制异常') } } /** * 重置盒子和canvas的宽高 */ private resetWidthAndHeight (): void { const { config, data } = this // 如果是浏览器环境并且存在盒子 let boxWidth = 0, boxHeight = 0 if (config.divElement) { boxWidth = config.divElement.offsetWidth boxHeight = config.divElement.offsetHeight } // 先从 data 里取宽高, 如果 config 上面没有, 就从 style 上面取 this.boxWidth = this.getLength(data.width || config['width']) || boxWidth this.boxHeight = this.getLength(data.height || config['height']) || boxHeight // 重新把宽高赋给盒子 if (config.divElement) { config.divElement.style.overflow = 'hidden' config.divElement.style.width = this.boxWidth + 'px' config.divElement.style.height = this.boxHeight + 'px' } } /** * 根据 dpr 缩放 canvas 并处理位移 */ protected zoomCanvas (): void { const { config, ctx } = this const { canvasElement, dpr } = config const [width, height] = [this.boxWidth * dpr, this.boxHeight * dpr] if (!canvasElement) return canvasElement.width = width canvasElement.height = height canvasElement.style.width = `${width}px` canvasElement.style.height = `${height}px` canvasElement.style['transform-origin'] = 'left top' canvasElement.style.transform = `scale(${1 / dpr})` ctx.scale(dpr, dpr) } /** * 从 window 对象上获取一些方法 */ private initWindowFunction (): void { const { config } = this if (window) { this.rAF = window.requestAnimationFrame || window['webkitRequestAnimationFrame'] || window['mozRequestAnimationFrame'] || function (callback: Function) { window.setTimeout(callback, 1000 / 60) } config.setTimeout = window.setTimeout config.setInterval = window.setInterval config.clearTimeout = window.clearTimeout config.clearInterval = window.clearInterval return } if (config.rAF) { // 优先使用帧动画 this.rAF = config.rAF } else if (config.setTimeout) { // 其次使用定时器 const timeout = config.setTimeout this.rAF = (callback: Function): number => timeout(callback, 16.7) } else { // 如果config里面没有提供, 那就假设全局方法存在setTimeout this.rAF = (callback: Function): number => setTimeout(callback, 16.7) } } public isWeb () { return ['WEB', 'UNI-H5', 'TARO-H5'].includes(this.config.flag) } /** * 异步加载图片并返回图片的几何信息 * @param src 图片路径 * @param info 图片信息 */ protected loadImg ( src: string, info: ImgItemType, resolveName = '$resolve' ): Promise { return new Promise((resolve, reject) => { if (!src) reject(`=> '${info.src}' 不能为空或不合法`) if (this.config.flag === 'WEB') { let imgObj = new Image() imgObj['crossorigin'] = 'anonymous' imgObj.onload = () => resolve(imgObj) imgObj.onerror = () => reject(`=> '${info.src}' 图片加载失败`) imgObj.src = src } else { // 其余平台向外暴露, 交给外部自行处理 info[resolveName] = resolve info['$reject'] = reject return } }) } /** * 公共绘制图片的方法 * @param imgObj 图片对象 * @param rectInfo: [x轴位置, y轴位置, 渲染宽度, 渲染高度] */ protected drawImage( ctx: CanvasRenderingContext2D, imgObj: ImgType, ...rectInfo: [...Tuple, ...Partial>] ): void { let drawImg const { flag, dpr } = this.config if (['WEB', 'MP-WX'].includes(flag)) { // 浏览器和新版小程序中直接绘制即可 drawImg = imgObj } else if (['UNI-H5', 'UNI-MP', 'TARO-H5', 'TARO-MP'].includes(flag)) { // 旧版本的小程序需要绘制 path, 这里特殊处理一下 type OldImageType = ImgType & { path: CanvasImageSource } drawImg = (imgObj as OldImageType).path } else { // 如果传入了未知的标识 return console.error('意料之外的 flag, 该平台尚未兼容!') } const miniProgramOffCtx = (drawImg['canvas'] || drawImg).getContext?.('2d') if (miniProgramOffCtx && !this.isWeb()) { rectInfo = rectInfo.map(val => val! * dpr) as Tuple const temp = miniProgramOffCtx.getImageData(...rectInfo.slice(0, 4)) ctx.putImageData(temp, ...(rectInfo.slice(4, 6) as Tuple)) } else { if (rectInfo.length === 8) { rectInfo = rectInfo.map((val, index) => index < 4 ? val! * dpr : val) as Tuple } // 尝试捕获错误 try { ctx.drawImage(drawImg, ...rectInfo as Tuple) } catch (err) { /** * TODO: safari浏览器下, init() 会出现奇怪的报错 * IndexSizeError: The index is not in the allowed range * 但是这个报错并不影响实际的绘制, 目前先放一放, 等待有缘人 */ // console.log(err) } } } /** * 计算图片的渲染宽高 * @param imgObj 图片标签元素 * @param imgInfo 图片信息 * @param maxWidth 最大宽度 * @param maxHeight 最大高度 * @return [渲染宽度, 渲染高度] */ protected computedWidthAndHeight ( imgObj: ImgType, imgInfo: ImgItemType, maxWidth: number, maxHeight: number ): [number, number] { // 根据配置的样式计算图片的真实宽高 if (!imgInfo.width && !imgInfo.height) { // 如果没有配置宽高, 则使用图片本身的宽高 return [imgObj.width, imgObj.height] } else if (imgInfo.width && !imgInfo.height) { // 如果只填写了宽度, 没填写高度 let trueWidth = this.getLength(imgInfo.width, maxWidth) // 那高度就随着宽度进行等比缩放 return [trueWidth, imgObj.height * (trueWidth / imgObj.width)] } else if (!imgInfo.width && imgInfo.height) { // 如果只填写了宽度, 没填写高度 let trueHeight = this.getLength(imgInfo.height, maxHeight) // 那宽度就随着高度进行等比缩放 return [imgObj.width * (trueHeight / imgObj.height), trueHeight] } // 如果宽度和高度都填写了, 就如实计算 return [ this.getLength(imgInfo.width, maxWidth), this.getLength(imgInfo.height, maxHeight) ] } /** * 转换单位 * @param { string } value 将要转换的值 * @param { number } denominator 分子 * @return { number } 返回新的字符串 */ protected changeUnits (value: string, denominator = 1): number { const { config } = this return Number(value.replace(/^([-]*[0-9.]*)([a-z%]*)$/, (val, num, unit) => { const handleCssUnit = { '%': (n: number) => n * (denominator / 100), 'px': (n: number) => n * 1, 'rem': (n: number) => n * this.htmlFontSize, 'vw': (n: number) => n / 100 * window.innerWidth, }[unit] if (handleCssUnit) return handleCssUnit(num) // 如果找不到默认单位, 就交给外面处理 const otherHandleCssUnit = config.handleCssUnit || config['unitFunc'] return otherHandleCssUnit ? otherHandleCssUnit(num, unit) : num })) } /** * 获取长度 * @param length 将要转换的长度 * @param maxLength 最大长度 * @return 返回长度 */ protected getLength (length: string | number | undefined, maxLength?: number): number { if (isExpectType(length, 'number')) return length as number if (isExpectType(length, 'string')) return this.changeUnits(length as string, maxLength) return 0 } /** * 获取相对(居中)X坐标 * @param width * @param col */ protected getOffsetX (width: number, maxWidth: number = 0): number { return (maxWidth - width) / 2 } protected getOffscreenCanvas (width: number, height: number): { _offscreenCanvas: HTMLCanvasElement, _ctx: CanvasRenderingContext2D } | void { if (!has(this, '_offscreenCanvas')) { if (window && window.document && this.config.flag === 'WEB') { this['_offscreenCanvas'] = document.createElement('canvas') } else { this['_offscreenCanvas'] = this.config['offscreenCanvas'] } if (!this['_offscreenCanvas']) return console.error('离屏 Canvas 无法渲染!') } const dpr = this.config.dpr const _offscreenCanvas = this['_offscreenCanvas'] as HTMLCanvasElement _offscreenCanvas.width = (width || 300) * dpr _offscreenCanvas.height = (height || 150) * dpr const _ctx = _offscreenCanvas.getContext('2d')! _ctx.clearRect(0, 0, width, height) _ctx.scale(dpr, dpr) _ctx['dpr'] = dpr return { _offscreenCanvas, _ctx } } /** * 添加一个新的响应式数据 (临时) * @param data 数据 * @param key 属性 * @param value 新值 */ public $set (data: object, key: string | number, value: any) { if (!data || typeof data !== 'object') return defineReactive(data, key, value) } /** * 添加一个属性计算 (临时) * @param data 源数据 * @param key 属性名 * @param callback 回调函数 */ protected $computed (data: object, key: string, callback: Function) { Object.defineProperty(data, key, { get: () => { return callback.call(this) } }) } /** * 添加一个观察者 create user watcher * @param expr 表达式 * @param handler 回调函数 * @param watchOpt 配置参数 * @return 卸载当前观察者的函数 (暂未返回) */ protected $watch ( expr: string | Function, handler: Function | WatchOptType, watchOpt: WatchOptType = {} ): Function { if (typeof handler === 'object') { watchOpt = handler handler = watchOpt.handler! } // 创建 user watcher const watcher = new Watcher(this, expr, handler, watchOpt) // 判断是否需要初始化时触发回调 if (watchOpt.immediate) { handler.call(this, watcher.value) } // 返回一个卸载当前观察者的函数 return function unWatchFn () {} } } ================================================ FILE: packages/core/src/lib/slot.ts ================================================ import Lucky from './lucky' import { UserConfigType, ImgType, ImgItemType, Tuple } from '../types/index' import SlotMachineConfig, { BlockType, PrizeType, SlotType, DefaultConfigType, DefaultStyleType, EndCallbackType, } from '../types/slot' import { get, has, isExpectType, removeEnter, computePadding, hasBackground, computeRange, splitText, getSortedArrayByIndex } from '../utils/index' import { roundRectByArc } from '../utils/math' import { quad } from '../utils/tween' export default class SlotMachine extends Lucky { // 背景 private blocks: Array = [] // 奖品列表 private prizes: Array = [] // 插槽列表 private slots: Array = [] // 默认配置 private defaultConfig: DefaultConfigType = {} private _defaultConfig: Required = {} as Required // 默认样式 private defaultStyle: DefaultStyleType = {} private _defaultStyle: Required = {} as Required private endCallback: EndCallbackType = () => {} // 离屏canvas private _offscreenCanvas?: HTMLCanvasElement private cellWidth = 0 // 格子宽度 private cellHeight = 0 // 格子高度 private cellAndSpacing = 0 // 格子+间距 private widthAndSpacing = 0 // 格子宽度+列间距 private heightAndSpacing = 0 // 格子高度+行间距 private FPS = 16.6 // 屏幕刷新率 private scroll: number[] = [] // 滚动的长度 private stopScroll: number[] = [] // 刻舟求剑 private endScroll: number[] = [] // 最终停止的长度 private startTime = 0 // 开始游戏的时间 private endTime = 0 // 开始停止的时间 // 默认顺序由 prizes 生成 private defaultOrder: number[] = [] /** * 游戏当前的阶段 * step = 0 时, 游戏尚未开始 * step = 1 时, 此时处于加速阶段 * step = 2 时, 此时处于匀速阶段 * step = 3 时, 此时处于减速阶段 */ private step: 0 | 1 | 2 | 3 = 0 /** * 中奖索引 * prizeFlag = undefined 时, 处于开始抽奖阶段, 正常旋转 * prizeFlag >= 0 时, 说明stop方法被调用, 并且传入了中奖索引 * prizeFlag === -1 时, 说明stop方法被调用, 并且传入了负值, 本次抽奖无效 */ private prizeFlag: number[] | undefined = void 0 // 奖品区域几何信息 private prizeArea?: { x: number, y: number, w: number, h: number } // 图片缓存 private ImageCache = new Map() /** * 老虎机构造器 * @param config 配置项 * @param data 抽奖数据 */ constructor (config: UserConfigType, data: SlotMachineConfig) { super(config, { width: data.width, height: data.height }) this.initData(data) this.initWatch() this.initComputed() // 创建前回调函数 config.beforeCreate?.call(this) // 首次初始化 this.init() } protected resize(): void { super.resize() this.draw() this.config.afterResize?.() } protected initLucky (): void { this.cellWidth = 0 this.cellHeight = 0 this.cellAndSpacing = 0 this.widthAndSpacing = 0 this.heightAndSpacing = 0 this.FPS = 16.6 this.scroll = [] this.stopScroll = [] this.endScroll = [] this.startTime = 0 this.endTime = 0 this.prizeFlag = void 0 this.step = 0 super.initLucky() } /** * 初始化数据 * @param data */ private initData (data: SlotMachineConfig): void { this.$set(this, 'width', data.width) this.$set(this, 'height', data.height) this.$set(this, 'blocks', data.blocks || []) this.$set(this, 'prizes', data.prizes || []) this.$set(this, 'slots', data.slots || []) this.$set(this, 'defaultConfig', data.defaultConfig || {}) this.$set(this, 'defaultStyle', data.defaultStyle || {}) this.$set(this, 'endCallback', data.end) } /** * 初始化属性计算 */ private initComputed (): void { // 默认配置 this.$computed(this, '_defaultConfig', () => { const config = { mode: 'vertical', rowSpacing: 0, colSpacing: 5, speed: 20, direction: 1, accelerationTime: 2500, decelerationTime: 2500, ...this.defaultConfig } config.rowSpacing = this.getLength(config.rowSpacing) config.colSpacing = this.getLength(config.colSpacing) return config }) // 默认样式 this.$computed(this, '_defaultStyle', () => { return { borderRadius: 0, fontColor: '#000', fontSize: '18px', fontStyle: 'sans-serif', fontWeight: '400', background: 'rgba(0,0,0,0)', wordWrap: true, lengthLimit: '90%', ...this.defaultStyle } }) } /** * 初始化观察者 */ private initWatch (): void { // 重置宽度 this.$watch('width', (newVal: string | number) => { this.data.width = newVal this.resize() }) // 重置高度 this.$watch('height', (newVal: string | number) => { this.data.height = newVal this.resize() }) // 监听 blocks 数据的变化 this.$watch('blocks', (newData: Array) => { this.initImageCache() }, { deep: true }) // 监听 prizes 数据的变化 this.$watch('prizes', (newData: Array) => { this.initImageCache() }, { deep: true }) // 监听 prizes 数据的变化 this.$watch('slots', (newData: Array) => { this.drawOffscreenCanvas() this.draw() }, { deep: true }) this.$watch('defaultConfig', () => this.draw(), { deep: true }) this.$watch('defaultStyle', () => this.draw(), { deep: true }) this.$watch('endCallback', () => this.init()) } /** * 初始化 canvas 抽奖 */ public async init (): Promise { this.initLucky() const { config } = this // 初始化前回调函数 config.beforeInit?.call(this) // 先绘制一次 this.drawOffscreenCanvas() this.draw() // 异步加载图片 await this.initImageCache() // 初始化后回调函数 config.afterInit?.call(this) } private initImageCache (): Promise { return new Promise((resolve) => { const willUpdateImgs = { blocks: this.blocks.map(block => block.imgs), prizes: this.prizes.map(prize => prize.imgs), } ;(<(keyof typeof willUpdateImgs)[]>Object.keys(willUpdateImgs)).forEach(imgName => { const willUpdate = willUpdateImgs[imgName] // 循环遍历所有图片 const allPromise: Promise[] = [] willUpdate && willUpdate.forEach((imgs, cellIndex) => { imgs && imgs.forEach((imgInfo, imgIndex) => { allPromise.push(this.loadAndCacheImg(imgName, cellIndex, imgIndex)) }) }) Promise.all(allPromise).then(() => { this.drawOffscreenCanvas() this.draw() resolve() }) }) }) } /** * 根据索引单独加载指定图片并缓存 * @param cellName 模块名称 * @param cellIndex 模块索引 * @param imgName 模块对应的图片缓存 * @param imgIndex 图片索引 */ private async loadAndCacheImg ( cellName: 'blocks' | 'prizes', cellIndex: number, imgIndex: number ): Promise { return new Promise((resolve, reject) => { let cell: BlockType | PrizeType = this[cellName][cellIndex] if (!cell || !cell.imgs) return const imgInfo = cell.imgs[imgIndex] if (!imgInfo) return // 异步加载图片 this.loadImg(imgInfo.src, imgInfo).then(async currImg => { if (typeof imgInfo.formatter === 'function') { currImg = await Promise.resolve(imgInfo.formatter.call(this, currImg)) } this.ImageCache.set(imgInfo['src'], currImg) resolve() }).catch(err => { console.error(`${cellName}[${cellIndex}].imgs[${imgIndex}] ${err}`) reject() }) }) } /** * 绘制离屏canvas */ protected drawOffscreenCanvas (): void { const { _defaultConfig, _defaultStyle } = this const { w, h } = this.drawBlocks()! // 计算单一奖品格子的宽度和高度 const prizesLen = this.prizes.length const { cellWidth, cellHeight, widthAndSpacing, heightAndSpacing } = this.displacementWidthOrHeight() this.defaultOrder = new Array(prizesLen).fill(void 0).map((v, i) => i) let maxOrderLen = 0, maxOffWidth = 0, maxOffHeight = 0 this.slots.forEach((slot, slotIndex) => { // 初始化 scroll 的值 if (this.scroll[slotIndex] === void 0) this.scroll[slotIndex] = 0 // 如果没有order属性, 就填充prizes const order = slot.order || this.defaultOrder // 计算最大值 const currLen = order.length maxOrderLen = Math.max(maxOrderLen, currLen) maxOffWidth = Math.max(maxOffWidth, w + widthAndSpacing * currLen) maxOffHeight = Math.max(maxOffHeight, h + heightAndSpacing * currLen) }) // 创建一个离屏Canvas来存储画布的内容 const { _offscreenCanvas, _ctx } = this.getOffscreenCanvas(maxOffWidth, maxOffHeight)! this._offscreenCanvas = _offscreenCanvas // 绘制插槽 this.slots.forEach((slot, slotIndex) => { const cellX = cellWidth * slotIndex const cellY = cellHeight * slotIndex let lengthOfCopy = 0 // 绘制奖品 const newPrizes = getSortedArrayByIndex(this.prizes, slot.order||this.defaultOrder) // 如果没有奖品则打断逻辑 if (!newPrizes.length) return newPrizes.forEach((cell, cellIndex) => { if (!cell) return const prizesX = widthAndSpacing * cellIndex + _defaultConfig.colSpacing / 2 const prizesY = heightAndSpacing * cellIndex + _defaultConfig.rowSpacing / 2 const [_x, _y, spacing] = this.displacement( [cellX, prizesY, heightAndSpacing], [prizesX, cellY, widthAndSpacing] ) lengthOfCopy += spacing // 绘制背景 const background = cell.background || _defaultStyle.background if (hasBackground(background)) { const borderRadius = this.getLength(has(cell, 'borderRadius') ? cell.borderRadius : _defaultStyle.borderRadius) roundRectByArc(_ctx, _x, _y, cellWidth, cellWidth, borderRadius) _ctx.fillStyle = background _ctx.fill() } // 绘制图片 cell.imgs && cell.imgs.forEach((imgInfo, imgIndex) => { const cellImg = this.ImageCache.get(imgInfo.src) if (!cellImg) return const [trueWidth, trueHeight] = this.computedWidthAndHeight(cellImg, imgInfo, cellWidth, cellHeight) const [xAxis, yAxis] = [ _x + this.getOffsetX(trueWidth, cellWidth) + this.getLength(imgInfo.left, cellWidth), _y + this.getLength(imgInfo.top, cellHeight) ] this.drawImage(_ctx, cellImg, xAxis, yAxis, trueWidth, trueHeight) }) // 绘制文字 cell.fonts && cell.fonts.forEach(font => { // 字体样式 const style = font.fontStyle || _defaultStyle.fontStyle // 字体加粗 const fontWeight = font.fontWeight || _defaultStyle.fontWeight // 字体大小 const size = this.getLength(font.fontSize || _defaultStyle.fontSize) // 字体行高 const lineHeight = font.lineHeight || _defaultStyle.lineHeight || font.fontSize || _defaultStyle.fontSize const wordWrap = has(font, 'wordWrap') ? font.wordWrap : _defaultStyle.wordWrap const lengthLimit = font.lengthLimit || _defaultStyle.lengthLimit const lineClamp = font.lineClamp || _defaultStyle.lineClamp _ctx.font = `${fontWeight} ${size >> 0}px ${style}` _ctx.fillStyle = font.fontColor || _defaultStyle.fontColor let lines = [], text = String(font.text) // 计算文字换行 if (wordWrap) { // 最大宽度 let maxWidth = this.getLength(lengthLimit, cellWidth) lines = splitText(_ctx, removeEnter(text), () => maxWidth, lineClamp) } else { lines = text.split('\n') } lines.forEach((line, lineIndex) => { _ctx.fillText( line, _x + this.getOffsetX(_ctx.measureText(line).width, cellWidth) + this.getLength(font.left, cellWidth), _y + this.getLength(font.top, cellHeight) + (lineIndex + 1) * this.getLength(lineHeight) ) }) }) }) const [_x, _y, _w, _h] = this.displacement( [cellX, 0, cellWidth, lengthOfCopy], [0, cellY, lengthOfCopy, cellHeight] ) let drawLen = lengthOfCopy while (drawLen < maxOffHeight + lengthOfCopy) { const [drawX, drawY] = this.displacement([_x, drawLen], [drawLen, _y]) this.drawImage( _ctx, _offscreenCanvas, _x, _y, _w, _h, drawX, drawY, _w, _h ) drawLen += lengthOfCopy } }) } /** * 绘制背景区域 */ protected drawBlocks (): SlotMachine['prizeArea'] { const { config, ctx, _defaultConfig, _defaultStyle } = this // 绘制背景区域, 并计算奖品区域 return this.prizeArea = this.blocks.reduce(({x, y, w, h}, block, blockIndex) => { const [paddingTop, paddingBottom, paddingLeft, paddingRight] = computePadding(block, this.getLength.bind(this)) const r = block.borderRadius ? this.getLength(block.borderRadius) : 0 // 绘制边框 const background = block.background || _defaultStyle.background if (hasBackground(background)) { roundRectByArc(ctx, x, y, w, h, r) ctx.fillStyle = background ctx.fill() } // 绘制图片 block.imgs && block.imgs.forEach((imgInfo, imgIndex) => { const blockImg = this.ImageCache.get(imgInfo.src) if (!blockImg) return // 绘制图片 const [trueWidth, trueHeight] = this.computedWidthAndHeight(blockImg, imgInfo, w, h) const [xAxis, yAxis] = [this.getOffsetX(trueWidth, w) + this.getLength(imgInfo.left, w), this.getLength(imgInfo.top, h)] this.drawImage(ctx, blockImg, x + xAxis, y + yAxis, trueWidth, trueHeight) }) return { x: x + paddingLeft, y: y + paddingTop, w: w - paddingLeft - paddingRight, h: h - paddingTop - paddingBottom } }, { x: 0, y: 0, w: this.boxWidth, h: this.boxHeight }) } /** * 绘制老虎机抽奖 */ protected draw (): void { const { config, ctx, _defaultConfig, _defaultStyle } = this // 触发绘制前回调 config.beforeDraw?.call(this, ctx) // 清空画布 ctx.clearRect(0, 0, this.boxWidth, this.boxHeight) // 绘制背景 const { x, y, w, h } = this.drawBlocks()! // 绘制插槽 if (!this._offscreenCanvas) return const { cellWidth, cellHeight, cellAndSpacing, widthAndSpacing, heightAndSpacing } = this this.slots.forEach((slot, slotIndex) => { const order = slot.order || this.defaultOrder // 绘制临界点 const _p = cellAndSpacing * order.length // 调整奖品垂直居中 const start = this.displacement(-(h - heightAndSpacing) / 2, -(w - widthAndSpacing) / 2) let scroll = this.scroll[slotIndex] + start // scroll 会无限累加 1 / -1 if (scroll < 0) { scroll = scroll % _p + _p } if (scroll > _p) { scroll = scroll % _p } const [sx, sy, sw, sh] = this.displacement( [cellWidth * slotIndex, scroll, cellWidth, h], [scroll, cellHeight * slotIndex, w, cellHeight] ) const [dx, dy, dw, dh] = this.displacement( [x + widthAndSpacing * slotIndex, y, cellWidth, h], [x, y + heightAndSpacing * slotIndex, w, cellHeight] ) this.drawImage(ctx, this._offscreenCanvas!, sx, sy, sw, sh, dx, dy, dw, dh) }) } /** * 刻舟求剑 */ private carveOnGunwaleOfAMovingBoat (): void { const { _defaultConfig, prizeFlag, cellAndSpacing } = this // 记录开始停止的时间戳 this.endTime = Date.now() this.slots.forEach((slot, slotIndex) => { const order = slot.order || this.defaultOrder if (!order.length) return const speed = slot.speed || _defaultConfig.speed const direction = slot.direction || _defaultConfig.direction const orderIndex = order.findIndex(prizeIndex => prizeIndex === prizeFlag![slotIndex]) const _p = cellAndSpacing * order.length const stopScroll = this.stopScroll[slotIndex] = this.scroll[slotIndex] let i = 0 while (++i) { const endScroll = cellAndSpacing * orderIndex + (_p * i * direction) - stopScroll const currSpeed = quad.easeOut(this.FPS, stopScroll, endScroll, _defaultConfig.decelerationTime) - stopScroll if (Math.abs(currSpeed) > speed) { this.endScroll[slotIndex] = endScroll break } } }) } /** * 对外暴露: 开始抽奖方法 */ public play (): void { if (this.step !== 0) return // 记录开始游戏的时间 this.startTime = Date.now() // 清空中奖索引 this.prizeFlag = void 0 // 开始加速 this.step = 1 // 触发回调 this.config.afterStart?.() // 开始渲染 this.run() } public stop (index: number | number[]): void { if (this.step === 0 || this.step === 3) return // 设置中奖索引 if (typeof index === 'number') { this.prizeFlag = new Array(this.slots.length).fill(index) } else if (isExpectType(index, 'array')) { if (index.length === this.slots.length) { this.prizeFlag = index } else { this.stop(-1) return console.error(`stop([${index}]) 参数长度的不正确`) } } else { this.stop(-1) return console.error(`stop() 无法识别的参数类型 ${typeof index}`) } // 如果包含负数则停止游戏, 反之则继续游戏 if (this.prizeFlag?.includes(-1)) { this.prizeFlag = [] // 停止游戏 this.step = 0 } else { // 进入匀速 this.step = 2 } } /** * 让游戏动起来 * @param num 记录帧动画执行多少次 */ private run (num: number = 0): void { const { rAF, step, prizeFlag, _defaultConfig, cellAndSpacing, slots } = this const { accelerationTime, decelerationTime } = _defaultConfig // 游戏结束 if (this.step === 0 && prizeFlag?.length === slots.length) { let flag = prizeFlag[0] for (let i = 0; i < slots.length; i++) { const slot = slots[i], currFlag = prizeFlag[i] const order = slot.order || this.defaultOrder if (!order?.includes(currFlag) || flag !== currFlag) { flag = -1 break } } this.endCallback?.(this.prizes.find((prize, index) => index === flag) || void 0) return } // 如果长度为 0 就直接停止游戏 if (prizeFlag !== void 0 && !prizeFlag.length) return // 计算最终停止的位置 if (this.step === 3 && !this.endScroll.length) this.carveOnGunwaleOfAMovingBoat() // 计算时间间隔 const startInterval = Date.now() - this.startTime const endInterval = Date.now() - this.endTime // 分别计算对应插槽的加速度 slots.forEach((slot, slotIndex) => { const order = slot.order || this.defaultOrder if (!order || !order.length) return const _p = cellAndSpacing * order.length const speed = Math.abs(slot.speed || _defaultConfig.speed) const direction = slot.direction || _defaultConfig.direction let scroll = 0, prevScroll = this.scroll[slotIndex] if (step === 1 || startInterval < accelerationTime) { // 加速阶段 // 记录帧率 this.FPS = startInterval / num const currSpeed = quad.easeIn(startInterval, 0, speed, accelerationTime) // 加速到最大速度后, 即可进入匀速阶段 if (currSpeed === speed) { this.step = 2 } scroll = (prevScroll + (currSpeed * direction)) % _p } else if (step === 2) { // 匀速阶段 // 速度保持不变 scroll = (prevScroll + (speed * direction)) % _p // 如果有 prizeFlag 有值, 则进入减速阶段 if (prizeFlag?.length === slots.length) { this.step = 3 // 清空上一轮的位置信息 this.stopScroll = [] this.endScroll = [] } } else if (step === 3 && endInterval) { // 减速阶段 // 开始缓慢停止 const stopScroll = this.stopScroll[slotIndex] const endScroll = this.endScroll[slotIndex] scroll = quad.easeOut(endInterval, stopScroll, endScroll, decelerationTime) if (endInterval >= decelerationTime) { this.step = 0 } } this.scroll[slotIndex] = scroll }) this.draw() rAF(this.run.bind(this, num + 1)) } // 根据mode置换数值 private displacement (a: T, b: T): T { return this._defaultConfig.mode === 'horizontal' ? b : a } // 根据mode计算宽高 private displacementWidthOrHeight () { const mode = this._defaultConfig.mode const slotsLen = this.slots.length const { colSpacing, rowSpacing } = this._defaultConfig const { x, y, w, h } = this.prizeArea || this.drawBlocks()! let cellWidth = 0, cellHeight = 0, widthAndSpacing = 0, heightAndSpacing = 0 if (mode === 'horizontal') { cellHeight = this.cellHeight = (h - rowSpacing * (slotsLen - 1)) / slotsLen cellWidth = this.cellWidth = cellHeight } else { cellWidth = this.cellWidth = (w - colSpacing * (slotsLen - 1)) / slotsLen cellHeight = this.cellHeight = cellWidth } widthAndSpacing = this.widthAndSpacing = this.cellWidth + colSpacing heightAndSpacing = this.heightAndSpacing = this.cellHeight + rowSpacing if (mode === 'horizontal') { this.cellAndSpacing = widthAndSpacing } else { this.cellAndSpacing = heightAndSpacing } return { cellWidth, cellHeight, widthAndSpacing, heightAndSpacing, } } } ================================================ FILE: packages/core/src/lib/wheel.ts ================================================ import Lucky from './lucky' import { UserConfigType, FontItemType, ImgType } from '../types/index' import LuckyWheelConfig, { BlockType, PrizeType, ButtonType, DefaultConfigType, DefaultStyleType, StartCallbackType, EndCallbackType } from '../types/wheel' import { removeEnter, hasBackground, computeRange, splitText, has, } from '../utils/index' import { getAngle, fanShapedByArc } from '../utils/math' import { quad } from '../utils/tween' export default class LuckyWheel extends Lucky { private blocks: Array = [] private prizes: Array = [] private buttons: Array = [] private defaultConfig: DefaultConfigType = {} private defaultStyle: DefaultStyleType = {} private _defaultConfig: Required = {} as Required private _defaultStyle: Required = {} as Required private startCallback?: StartCallbackType private endCallback?: EndCallbackType private Radius = 0 // 大转盘半径 private prizeRadius = 0 // 奖品区域半径 private prizeDeg = 0 // 奖品数学角度 private prizeAng = 0 // 奖品运算角度 private rotateDeg = 0 // 转盘旋转角度 private maxBtnRadius = 0 // 最大按钮半径 private startTime = 0 // 开始时间戳 private endTime = 0 // 停止时间戳 private stopDeg = 0 // 刻舟求剑 private endDeg = 0 // 停止角度 private FPS = 16.6 // 屏幕刷新率 /** * 游戏当前的阶段 * step = 0 时, 游戏尚未开始 * step = 1 时, 此时处于加速阶段 * step = 2 时, 此时处于匀速阶段 * step = 3 时, 此时处于减速阶段 */ private step: 0 | 1 | 2 | 3 = 0 /** * 中奖索引 * prizeFlag = undefined 时, 处于开始抽奖阶段, 正常旋转 * prizeFlag >= 0 时, 说明stop方法被调用, 并且传入了中奖索引 * prizeFlag === -1 时, 说明stop方法被调用, 并且传入了负值, 本次抽奖无效 */ private prizeFlag: number | undefined private ImageCache = new Map() /** * 大转盘构造器 * @param config 配置项 * @param data 抽奖数据 */ constructor (config: UserConfigType, data: LuckyWheelConfig) { super(config, { width: data.width, height: data.height }) this.initData(data) this.initWatch() this.initComputed() // 创建前回调函数 config.beforeCreate?.call(this) // 首次初始化 this.init() } protected resize(): void { super.resize() this.Radius = Math.min(this.boxWidth, this.boxHeight) / 2 this.ctx.translate(this.Radius, this.Radius) this.draw() this.config.afterResize?.() } protected initLucky (): void { this.Radius = 0 this.prizeRadius = 0 this.prizeDeg = 0 this.prizeAng = 0 this.rotateDeg = 0 this.maxBtnRadius = 0 this.startTime = 0 this.endTime = 0 this.stopDeg = 0 this.endDeg = 0 this.FPS = 16.6 this.prizeFlag = -1 this.step = 0 super.initLucky() } /** * 初始化数据 * @param data */ private initData (data: LuckyWheelConfig): void { this.$set(this, 'width', data.width) this.$set(this, 'height', data.height) this.$set(this, 'blocks', data.blocks || []) this.$set(this, 'prizes', data.prizes || []) this.$set(this, 'buttons', data.buttons || []) this.$set(this, 'defaultConfig', data.defaultConfig || {}) this.$set(this, 'defaultStyle', data.defaultStyle || {}) this.$set(this, 'startCallback', data.start) this.$set(this, 'endCallback', data.end) } /** * 初始化属性计算 */ private initComputed () { // 默认配置 this.$computed(this, '_defaultConfig', () => { const config = { gutter: '0px', offsetDegree: 0, speed: 20, speedFunction: 'quad', accelerationTime: 2500, decelerationTime: 2500, stopRange: 0, ...this.defaultConfig } return config }) // 默认样式 this.$computed(this, '_defaultStyle', () => { const style = { fontSize: '18px', fontColor: '#000', fontStyle: 'sans-serif', fontWeight: '400', background: 'rgba(0,0,0,0)', wordWrap: true, lengthLimit: '90%', ...this.defaultStyle } return style }) } /** * 初始化观察者 */ private initWatch () { // 重置宽度 this.$watch('width', (newVal: string | number) => { this.data.width = newVal this.resize() }) // 重置高度 this.$watch('height', (newVal: string | number) => { this.data.height = newVal this.resize() }) // 观察 blocks 变化收集图片 this.$watch('blocks', (newData: Array) => { this.initImageCache() }, { deep: true }) // 观察 prizes 变化收集图片 this.$watch('prizes', (newData: Array) => { this.initImageCache() }, { deep: true }) // 观察 buttons 变化收集图片 this.$watch('buttons', (newData: Array) => { this.initImageCache() }, { deep: true }) this.$watch('defaultConfig', () => this.draw(), { deep: true }) this.$watch('defaultStyle', () => this.draw(), { deep: true }) this.$watch('startCallback', () => this.init()) this.$watch('endCallback', () => this.init()) } /** * 初始化 canvas 抽奖 */ public async init (): Promise { this.initLucky() const { config } = this // 初始化前回调函数 config.beforeInit?.call(this) this.draw() // 先画一次, 防止闪烁 this.draw() // 再画一次, 拿到正确的按钮轮廓 // 异步加载图片 await this.initImageCache() // 初始化后回调函数 config.afterInit?.call(this) } private initImageCache (): Promise { return new Promise((resolve) => { const willUpdateImgs = { blocks: this.blocks.map(block => block.imgs), prizes: this.prizes.map(prize => prize.imgs), buttons: this.buttons.map(btn => btn.imgs), } ;(<(keyof typeof willUpdateImgs)[]>Object.keys(willUpdateImgs)).forEach(imgName => { const willUpdate = willUpdateImgs[imgName] // 循环遍历所有图片 const allPromise: Promise[] = [] willUpdate && willUpdate.forEach((imgs, cellIndex) => { imgs && imgs.forEach((imgInfo, imgIndex) => { allPromise.push(this.loadAndCacheImg(imgName, cellIndex, imgIndex)) }) }) Promise.all(allPromise).then(() => { this.draw() resolve() }) }) }) } /** * canvas点击事件 * @param e 事件参数 */ protected handleClick (e: MouseEvent): void { const { ctx } = this ctx.beginPath() ctx.arc(0, 0, this.maxBtnRadius, 0, Math.PI * 2, false) if (!ctx.isPointInPath(e.offsetX, e.offsetY)) return if (this.step !== 0) return this.startCallback?.(e) } /** * 根据索引单独加载指定图片并缓存 * @param cellName 模块名称 * @param cellIndex 模块索引 * @param imgName 模块对应的图片缓存 * @param imgIndex 图片索引 */ private async loadAndCacheImg ( cellName: 'blocks' | 'prizes' | 'buttons', cellIndex: number, imgIndex: number, ): Promise { return new Promise((resolve, reject) => { // 获取图片信息 const cell: BlockType | PrizeType | ButtonType = this[cellName][cellIndex] if (!cell || !cell.imgs) return const imgInfo = cell.imgs[imgIndex] if (!imgInfo) return // 异步加载图片 this.loadImg(imgInfo.src, imgInfo).then(async currImg => { if (typeof imgInfo.formatter === 'function') { currImg = await Promise.resolve(imgInfo.formatter.call(this, currImg)) } this.ImageCache.set(imgInfo['src'], currImg) resolve() }).catch(err => { console.error(`${cellName}[${cellIndex}].imgs[${imgIndex}] ${err}`) reject() }) }) } private drawBlock (radius: number, block: BlockType, blockIndex: number): void { const { ctx } = this if (hasBackground(block.background)) { ctx.beginPath() ctx.fillStyle = block.background! ctx.arc(0, 0, radius, 0, Math.PI * 2, false) ctx.fill() } block.imgs && block.imgs.forEach((imgInfo, imgIndex) => { const blockImg = this.ImageCache.get(imgInfo.src) if (!blockImg) return // 绘制图片 const [trueWidth, trueHeight] = this.computedWidthAndHeight(blockImg, imgInfo, radius * 2, radius * 2) const [xAxis, yAxis] = [this.getOffsetX(trueWidth) + this.getLength(imgInfo.left, radius * 2), this.getLength(imgInfo.top, radius * 2) - radius] ctx.save() imgInfo.rotate && ctx.rotate(getAngle(this.rotateDeg)) this.drawImage(ctx, blockImg, xAxis, yAxis, trueWidth, trueHeight) ctx.restore() }) } /** * 开始绘制 */ protected draw (): void { const { config, ctx, _defaultConfig, _defaultStyle } = this // 触发绘制前回调 config.beforeDraw?.call(this, ctx) // 清空画布 ctx.clearRect(-this.Radius, -this.Radius, this.Radius * 2, this.Radius * 2) // 计算 padding 并绘制 blocks 边框 this.prizeRadius = this.blocks.reduce((radius, block, blockIndex) => { this.drawBlock(radius, block, blockIndex) return radius - this.getLength(block.padding && block.padding.split(' ')[0]) }, this.Radius) // 计算起始弧度 this.prizeDeg = 360 / this.prizes.length this.prizeAng = getAngle(this.prizeDeg) const shortSide = this.prizeRadius * Math.sin(this.prizeAng / 2) * 2 // 起始角度调整到正上方, 并且减去半个扇形角度 let start = getAngle(this.rotateDeg - 90 + this.prizeDeg / 2 + _defaultConfig.offsetDegree) // 计算文字横坐标 const getFontX = (font: FontItemType, line: string) => { return this.getOffsetX(ctx.measureText(line).width) + this.getLength(font.left, shortSide) } // 计算文字纵坐标 const getFontY = (font: FontItemType, height: number, lineIndex: number) => { // 优先使用字体行高, 要么使用默认行高, 其次使用字体大小, 否则使用默认字体大小 const lineHeight = font.lineHeight || _defaultStyle.lineHeight || font.fontSize || _defaultStyle.fontSize return this.getLength(font.top, height) + (lineIndex + 1) * this.getLength(lineHeight) } ctx.save() // 绘制prizes奖品区域 this.prizes.forEach((prize, prizeIndex) => { // 计算当前奖品区域中间坐标点 let currMiddleDeg = start + prizeIndex * this.prizeAng // 奖品区域可见高度 let prizeHeight = this.prizeRadius - this.maxBtnRadius // 绘制背景 const background = prize.background || _defaultStyle.background if (hasBackground(background)) { ctx.fillStyle = background fanShapedByArc( ctx, this.maxBtnRadius, this.prizeRadius, currMiddleDeg - this.prizeAng / 2, currMiddleDeg + this.prizeAng / 2, this.getLength(_defaultConfig.gutter), ) ctx.fill() } // 计算临时坐标并旋转文字 let x = Math.cos(currMiddleDeg) * this.prizeRadius let y = Math.sin(currMiddleDeg) * this.prizeRadius ctx.translate(x, y) ctx.rotate(currMiddleDeg + getAngle(90)) // 绘制图片 prize.imgs && prize.imgs.forEach((imgInfo, imgIndex) => { const prizeImg = this.ImageCache.get(imgInfo.src) if (!prizeImg) return const [trueWidth, trueHeight] = this.computedWidthAndHeight( prizeImg, imgInfo, this.prizeAng * this.prizeRadius, prizeHeight ) const [xAxis, yAxis] = [ this.getOffsetX(trueWidth) + this.getLength(imgInfo.left, shortSide), this.getLength(imgInfo.top, prizeHeight) ] this.drawImage(ctx, prizeImg, xAxis, yAxis, trueWidth, trueHeight) }) // 逐行绘制文字 prize.fonts && prize.fonts.forEach(font => { const fontColor = font.fontColor || _defaultStyle.fontColor const fontWeight = font.fontWeight || _defaultStyle.fontWeight const fontSize = this.getLength(font.fontSize || _defaultStyle.fontSize) const fontStyle = font.fontStyle || _defaultStyle.fontStyle const wordWrap = has(font, 'wordWrap') ? font.wordWrap : _defaultStyle.wordWrap const lengthLimit = font.lengthLimit || _defaultStyle.lengthLimit const lineClamp = font.lineClamp || _defaultStyle.lineClamp ctx.fillStyle = fontColor ctx.font = `${fontWeight} ${fontSize >> 0}px ${fontStyle}` let lines = [], text = String(font.text) if (wordWrap) { lines = splitText(ctx, removeEnter(text), (lines) => { // 三角形临边 const adjacentSide = this.prizeRadius - getFontY(font, prizeHeight, lines.length) // 三角形短边 const shortSide = adjacentSide * Math.tan(this.prizeAng / 2) // 最大宽度 let maxWidth = shortSide * 2 - this.getLength(_defaultConfig.gutter) return this.getLength(lengthLimit, maxWidth) }, lineClamp) } else { lines = text.split('\n') } lines.filter(line => !!line).forEach((line, lineIndex) => { ctx.fillText(line, getFontX(font, line), getFontY(font, prizeHeight, lineIndex)) }) }) // 修正旋转角度和原点坐标 ctx.rotate(getAngle(360) - currMiddleDeg - getAngle(90)) ctx.translate(-x, -y) }) ctx.restore() // 绘制按钮 this.buttons.forEach((btn, btnIndex) => { let radius = this.getLength(btn.radius, this.prizeRadius) // 绘制背景颜色 this.maxBtnRadius = Math.max(this.maxBtnRadius, radius) if (hasBackground(btn.background)) { ctx.beginPath() ctx.fillStyle = btn.background as string ctx.arc(0, 0, radius, 0, Math.PI * 2, false) ctx.fill() } // 绘制指针 if (btn.pointer && hasBackground(btn.background)) { ctx.beginPath() ctx.fillStyle = btn.background as string ctx.moveTo(-radius, 0) ctx.lineTo(radius, 0) ctx.lineTo(0, -radius * 2) ctx.closePath() ctx.fill() } // 绘制按钮图片 btn.imgs && btn.imgs.forEach((imgInfo, imgIndex) => { const btnImg = this.ImageCache.get(imgInfo.src) if (!btnImg) return const [trueWidth, trueHeight] = this.computedWidthAndHeight(btnImg, imgInfo, radius * 2, radius * 2) const [xAxis, yAxis] = [this.getOffsetX(trueWidth) + this.getLength(imgInfo.left, radius), this.getLength(imgInfo.top, radius)] this.drawImage(ctx, btnImg, xAxis, yAxis, trueWidth, trueHeight) }) // 绘制按钮文字 btn.fonts && btn.fonts.forEach(font => { let fontColor = font.fontColor || _defaultStyle.fontColor let fontWeight = font.fontWeight || _defaultStyle.fontWeight let fontSize = this.getLength(font.fontSize || _defaultStyle.fontSize) let fontStyle = font.fontStyle || _defaultStyle.fontStyle ctx.fillStyle = fontColor ctx.font = `${fontWeight} ${fontSize >> 0}px ${fontStyle}` String(font.text).split('\n').forEach((line, lineIndex) => { ctx.fillText(line, getFontX(font, line), getFontY(font, radius, lineIndex)) }) }) }) // 触发绘制后回调 config.afterDraw?.call(this, ctx) } /** * 刻舟求剑 */ private carveOnGunwaleOfAMovingBoat (): void { const { _defaultConfig, prizeFlag, prizeDeg, rotateDeg } = this this.endTime = Date.now() const stopDeg = this.stopDeg = rotateDeg const speed = _defaultConfig.speed const stopRange = (Math.random() * prizeDeg - prizeDeg / 2) * this.getLength(_defaultConfig.stopRange) let i = 0, prevSpeed = 0, prevDeg = 0 while (++i) { const endDeg = 360 * i - prizeFlag! * prizeDeg - rotateDeg - _defaultConfig.offsetDegree + stopRange - prizeDeg / 2 let currSpeed = quad.easeOut(this.FPS, stopDeg, endDeg, _defaultConfig.decelerationTime) - stopDeg if (currSpeed > speed) { this.endDeg = (speed - prevSpeed > currSpeed - speed) ? endDeg : prevDeg break } prevDeg = endDeg prevSpeed = currSpeed } } /** * 对外暴露: 开始抽奖方法 */ public play (): void { if (this.step !== 0) return // 记录游戏开始时间 this.startTime = Date.now() // 重置中奖索引 this.prizeFlag = void 0 // 加速阶段 this.step = 1 // 触发回调 this.config.afterStart?.() // 开始游戏 this.run() } /** * 对外暴露: 缓慢停止方法 * @param index 中奖索引 */ public stop (index?: number): void { if (this.step === 0 || this.step === 3) return // 如果没有传递中奖索引, 则通过range属性计算一个 if (!index && index !== 0) { const rangeArr = this.prizes.map(item => item.range) index = computeRange(rangeArr) } // 如果index是负数则停止游戏, 反之则传递中奖索引 if (index < 0) { this.step = 0 this.prizeFlag = -1 } else { this.step = 2 this.prizeFlag = index % this.prizes.length } } /** * 实际开始执行方法 * @param num 记录帧动画执行多少次 */ private run (num: number = 0): void { const { rAF, step, prizeFlag, _defaultConfig } = this const { accelerationTime, decelerationTime, speed } = _defaultConfig // 游戏结束 if (step === 0) { this.endCallback?.(this.prizes.find((prize, index) => index === prizeFlag) || {}) return } // 如果等于 -1 就直接停止游戏 if (prizeFlag === -1) return // 计算结束位置 if (step === 3 && !this.endDeg) this.carveOnGunwaleOfAMovingBoat() // 计算时间间隔 const startInterval = Date.now() - this.startTime const endInterval = Date.now() - this.endTime let rotateDeg = this.rotateDeg // if (step === 1 || startInterval < accelerationTime) { // 加速阶段 // 记录帧率 this.FPS = startInterval / num const currSpeed = quad.easeIn(startInterval, 0, speed, accelerationTime) // 加速到峰值后, 进入匀速阶段 if (currSpeed === speed) { this.step = 2 } rotateDeg = rotateDeg + currSpeed % 360 } else if (step === 2) { // 匀速阶段 // 速度保持不变 rotateDeg = rotateDeg + speed % 360 // 如果 prizeFlag 有值, 则进入减速阶段 if (prizeFlag !== void 0 && prizeFlag >= 0) { this.step = 3 // 清空上一次的位置信息 this.stopDeg = 0 this.endDeg = 0 } } else if (step === 3) { // 减速阶段 // 开始缓慢停止 rotateDeg = quad.easeOut(endInterval, this.stopDeg, this.endDeg, decelerationTime) if (endInterval >= decelerationTime) { this.step = 0 } } else { // 出现异常 this.stop(-1) } this.rotateDeg = rotateDeg this.draw() rAF(this.run.bind(this, num + 1)) } /** * 换算渲染坐标 * @param x * @param y */ protected conversionAxis (x: number, y: number): [number, number] { const { config } = this return [x / config.dpr - this.Radius, y / config.dpr - this.Radius] } } ================================================ FILE: packages/core/src/observer/array.ts ================================================ /** * 重写数组的原型方法 */ const oldArrayProto = Array.prototype const newArrayProto = Object.create(oldArrayProto) const methods = ['push', 'pop', 'shift', 'unshift', 'sort', 'splice', 'reverse'] methods.forEach(method => { newArrayProto[method] = function (...args: any[]) { const res = oldArrayProto[method].apply(this, args) const luckyOb = this['__luckyOb__'] if (['push', 'unshift', 'splice'].includes(method)) luckyOb.walk(this) luckyOb.dep.notify() return res } }) export { newArrayProto } ================================================ FILE: packages/core/src/observer/dep.ts ================================================ import Watcher from './watcher' export default class Dep { static target: Watcher | null private subs: Array /** * 订阅中心构造器 */ constructor () { this.subs = [] } /** * 收集依赖 * @param {*} sub */ public addSub (sub: Watcher) { // 此处临时使用includes防重复添加 if (!this.subs.includes(sub)) { this.subs.push(sub) } } /** * 派发更新 */ public notify () { this.subs.forEach(sub => { sub.update() }) } } ================================================ FILE: packages/core/src/observer/index.ts ================================================ import Dep from './dep' import { hasProto, def } from './utils' import { newArrayProto } from './array' export default class Observer { value: any dep: Dep /** * 观察者构造器 * @param value */ constructor (value: any) { // this.value = value this.dep = new Dep() // 将响应式对象代理到当前value上面, 并且将当前的enumerable设置为false def(value, '__luckyOb__', this) if (Array.isArray(value)) { // 如果是数组, 则重写原型方法 if (hasProto) { value['__proto__'] = newArrayProto } else { Object.getOwnPropertyNames(newArrayProto).forEach(key => { def(value, key, newArrayProto[key]) }) } } this.walk(value) } walk (data: object | any[]) { Object.keys(data).forEach(key => { defineReactive(data, key, data[key]) }) } } /** * 处理响应式 * @param { Object | Array } data */ export function observe (data: any): Observer | void { if (!data || typeof data !== 'object') return let luckyOb: Observer | void if ('__luckyOb__' in data) { luckyOb = data['__luckyOb__'] } else { luckyOb = new Observer(data) } return luckyOb } /** * 重写 setter / getter * @param {*} data * @param {*} key * @param {*} val */ export function defineReactive (data: any, key: string | number, val: any) { const dep = new Dep() const property = Object.getOwnPropertyDescriptor(data, key) if (property && property.configurable === false) { return } const getter = property && property.get const setter = property && property.set if ((!getter || setter) && arguments.length === 2) { val = data[key] } let childOb = observe(val) Object.defineProperty(data, key, { get: () => { const value = getter ? getter.call(data) : val if (Dep.target) { dep.addSub(Dep.target) if (childOb) { childOb.dep.addSub(Dep.target) } } return value }, set: (newVal) => { if (newVal === val) return val = newVal if (getter && !setter) return if (setter) { setter.call(data, newVal) } else { val = newVal } childOb = observe(newVal) dep.notify() } }) } ================================================ FILE: packages/core/src/observer/utils.ts ================================================ import { isExpectType } from '../utils' export const hasProto = '__proto__' in {} export function def (obj: object, key: string | number, val: any, enumerable?: boolean) { Object.defineProperty(obj, key, { value: val, enumerable: !!enumerable, writable: true, configurable: true }) } export function parsePath (path: string) { path += '.' let segments: string[] = [], segment = '' for (let i = 0; i < path.length; i++) { let curr = path[i] if (/\[|\./.test(curr)) { segments.push(segment) segment = '' } else if (/\W/.test(curr)) { continue } else { segment += curr } } return function (data: object | any[]) { return segments.reduce((data, key) => { return data[key] }, data) } } export function traverse (value: any) { // const seenObjects = new Set() const dfs = (data: any) => { if (!isExpectType(data, 'array', 'object')) return Object.keys(data).forEach(key => { const value = data[key] dfs(value) }) } dfs(value) // seenObjects.clear() } ================================================ FILE: packages/core/src/observer/watcher.ts ================================================ import Lucky from '../lib/lucky' import Dep from './dep' import { parsePath, traverse } from './utils' export interface WatchOptType { handler?: () => Function immediate?: boolean deep?: boolean } let uid = 0 export default class Watcher { id: number $lucky: Lucky expr: string | Function cb: Function deep: boolean getter: Function value: any /** * 观察者构造器 * @param {*} $lucky * @param {*} expr * @param {*} cb */ constructor ($lucky: Lucky, expr: string | Function, cb: Function, options: WatchOptType = {}) { this.id = uid++ this.$lucky = $lucky this.expr = expr this.deep = !!options.deep if (typeof expr === 'function') { this.getter = expr } else { this.getter = parsePath(expr) } this.cb = cb this.value = this.get() } /** * 根据表达式获取新值 */ get () { Dep.target = this const value = this.getter.call(this.$lucky, this.$lucky) // 处理深度监听 if (this.deep) { traverse(value) } Dep.target = null return value } /** * 触发 watcher 更新 */ update () { // get获取新值 const newVal = this.get() // 读取之前存储的旧值 const oldVal = this.value this.value = newVal // 触发 watch 回调 this.cb.call(this.$lucky, newVal, oldVal) } } ================================================ FILE: packages/core/src/types/grid.ts ================================================ import { FontItemType, ImgItemType, BorderRadiusType, BackgroundType, ShadowType, FontExtendType } from './index' export type PrizeFontType = FontItemType & FontExtendType export type ButtonFontType = FontItemType & FontExtendType export type CellFontType = PrizeFontType | ButtonFontType export type BlockImgType = ImgItemType & {} export type PrizeImgType = ImgItemType & { activeSrc?: string } export type ButtonImgType = ImgItemType & {} export type CellImgType = PrizeImgType | ButtonImgType export type BlockType = { borderRadius?: BorderRadiusType background?: BackgroundType padding?: string paddingTop?: string | number paddingRight?: string | number paddingBottom?: string | number paddingLeft?: string | number imgs?: Array } export type CellType = { x: number y: number col?: number row?: number borderRadius?: BorderRadiusType background?: BackgroundType shadow?: ShadowType fonts?: Array imgs?: Array } export type PrizeType = CellType & { range?: number disabled?: boolean } export type ButtonType = CellType & { callback?: Function } export type DefaultConfigType = { gutter?: number speed?: number accelerationTime?: number decelerationTime?: number } export type DefaultStyleType = { borderRadius?: BorderRadiusType background?: BackgroundType shadow?: ShadowType fontColor?: PrizeFontType['fontColor'] fontSize?: PrizeFontType['fontSize'] fontStyle?: PrizeFontType['fontStyle'] fontWeight?: PrizeFontType['fontWeight'] lineHeight?: PrizeFontType['lineHeight'] wordWrap?: PrizeFontType['wordWrap'] lengthLimit?: PrizeFontType['lengthLimit'] lineClamp?: PrizeFontType['lineClamp'] } export type ActiveStyleType = { background?: BackgroundType shadow?: ShadowType fontColor?: PrizeFontType['fontColor'] fontSize?: PrizeFontType['fontSize'] fontStyle?: PrizeFontType['fontStyle'] fontWeight?: PrizeFontType['fontWeight'] lineHeight?: PrizeFontType['lineHeight'] } export type RowsType = number export type ColsType = number export type StartCallbackType = (e: MouseEvent, button?: ButtonType) => void export type EndCallbackType = (prize: object) => void export default interface LuckyGridConfig { width: string | number height: string | number rows?: RowsType cols?: ColsType blocks?: Array prizes?: Array buttons?: Array button?: ButtonType defaultConfig?: DefaultConfigType defaultStyle?: DefaultStyleType activeStyle?: ActiveStyleType start?: StartCallbackType end?: EndCallbackType } ================================================ FILE: packages/core/src/types/index.ts ================================================ // 字体类型 export type FontItemType = { text: string top?: string | number left?: string | number fontColor?: string fontSize?: string fontStyle?: string fontWeight?: string lineHeight?: string } export type FontExtendType = { wordWrap?: boolean lengthLimit?: string | number lineClamp?: number } export type ImgType = HTMLImageElement | HTMLCanvasElement // 图片类型 export type ImgItemType = { src: string top?: string | number left?: string | number width?: string height?: string formatter?: (img: ImgType) => ImgType $resolve?: Function $reject?: Function } export type BorderRadiusType = string | number export type BackgroundType = string export type ShadowType = string export type ConfigType = { // 临时处理元素类型, 当版本升到4.x之后就可以删掉了 nodeType?: number // 配置 flag: 'WEB' | 'MP-WX' | 'UNI-H5' | 'UNI-MP' | 'TARO-H5' | 'TARO-MP' el?: string divElement?: HTMLDivElement canvasElement?: HTMLCanvasElement ctx: CanvasRenderingContext2D dpr: number handleCssUnit?: (num: number, unit: string) => number // 覆盖方法 rAF?: Function setTimeout: Function setInterval: Function clearTimeout: Function clearInterval: Function // 组件生命周期 beforeCreate?: Function beforeResize?: Function afterResize?: Function beforeInit?: Function afterInit?: Function beforeDraw?: Function afterDraw?: Function afterStart?: Function } export type UserConfigType = Partial export type UniImageType = { path: string width: number height: number } export type Tuple = Res['length'] extends Len ? Res : Tuple ================================================ FILE: packages/core/src/types/slot.ts ================================================ import { FontItemType, ImgItemType, BorderRadiusType, BackgroundType, FontExtendType } from './index' export type PrizeFontType = FontItemType & FontExtendType export type BlockImgType = ImgItemType & {} export type PrizeImgType = ImgItemType export type BlockType = { borderRadius?: BorderRadiusType background?: BackgroundType padding?: string paddingTop?: string | number paddingRight?: string | number paddingBottom?: string | number paddingLeft?: string | number imgs?: Array } export type PrizeType = { borderRadius?: BorderRadiusType background?: BackgroundType fonts?: Array imgs?: Array } export type SlotType = { order?: number[] speed?: number direction?: 1 | -1 } export type DefaultConfigType = { /** * vertical 为纵向旋转 * horizontal 为横向旋转 */ mode?: 'vertical' | 'horizontal' /** * 当排列方向 = `vertical`时 * 1 bottom to top * -1 top to bottom * 当排列方向 = `horizontal`时 * 1 right to left * -1 left to right */ direction?: 1 | -1 // 行间距 rowSpacing?: number // 列间距 colSpacing?: number // 速度 speed?: number accelerationTime?: number decelerationTime?: number } export type DefaultStyleType = { borderRadius?: BorderRadiusType background?: BackgroundType fontColor?: PrizeFontType['fontColor'] fontSize?: PrizeFontType['fontSize'] fontStyle?: PrizeFontType['fontStyle'] fontWeight?: PrizeFontType['fontWeight'] lineHeight?: PrizeFontType['lineHeight'] wordWrap?: PrizeFontType['wordWrap'] lengthLimit?: PrizeFontType['lengthLimit'] lineClamp?: PrizeFontType['lineClamp'] } export type EndCallbackType = (prize: PrizeType | undefined) => void export default interface SlotMachineConfig { width: string | number height: string | number blocks?: Array prizes?: Array slots?: Array defaultConfig?: DefaultConfigType defaultStyle?: DefaultStyleType end?: EndCallbackType } ================================================ FILE: packages/core/src/types/wheel.ts ================================================ import { FontItemType, ImgItemType, BackgroundType, FontExtendType } from './index' export type PrizeFontType = FontItemType & FontExtendType export type ButtonFontType = FontItemType & {} export type BlockImgType = ImgItemType & { rotate?: boolean } export type PrizeImgType = ImgItemType & {} export type ButtonImgType = ImgItemType & {} export type BlockType = { padding?: string background?: BackgroundType imgs?: Array } export type PrizeType = { range?: number background?: BackgroundType fonts?: Array imgs?: Array } export type ButtonType = { radius?: string pointer?: boolean background?: BackgroundType fonts?: Array imgs?: Array } export type DefaultConfigType = { gutter?: string | number offsetDegree?: number speed?: number speedFunction?: string accelerationTime?: number decelerationTime?: number stopRange?: number } export type DefaultStyleType = { background?: BackgroundType fontColor?: PrizeFontType['fontColor'] fontSize?: PrizeFontType['fontSize'] fontStyle?: PrizeFontType['fontStyle'] fontWeight?: PrizeFontType['fontWeight'] lineHeight?: PrizeFontType['lineHeight'] wordWrap?: PrizeFontType['wordWrap'] lengthLimit?: PrizeFontType['lengthLimit'] lineClamp?: PrizeFontType['lineClamp'] } export type StartCallbackType = (e: MouseEvent) => void export type EndCallbackType = (prize: object) => void export default interface LuckyWheelConfig { width: string | number height: string | number blocks?: Array prizes?: Array buttons?: Array defaultConfig?: DefaultConfigType defaultStyle?: DefaultStyleType start?: StartCallbackType end?: EndCallbackType } ================================================ FILE: packages/core/src/utils/image.ts ================================================ import { ImgType } from '../types/index' import { roundRectByArc } from './math' /** * 根据路径获取图片对象 * @param { string } src 图片路径 * @returns { Promise } 图片标签 */ export const getImage = (src: string): Promise => { return new Promise((resolve, reject) => { const img = new Image() img.onload = () => resolve(img) img.onerror = err => reject(err) img.src = src }) } /** * 切割圆角 * @param img 将要裁剪的图片对象 * @param radius 裁剪的圆角半径 * @returns 返回一个离屏 canvas 用于渲染 */ export const cutRound = (img: ImgType, radius: number): ImgType => { const canvas = document.createElement('canvas') const ctx = canvas.getContext('2d')! const { width, height } = img canvas.width = width canvas.height = height roundRectByArc(ctx, 0, 0, width, height, radius) ctx.clip() ctx.drawImage(img, 0, 0, width, height) return canvas } /** * 透明度 * @param img 将要处理的图片对象 * @param opacity 透明度 * @returns 返回一个离屏 canvas 用于渲染 */ export const opacity = ( img: ImgType, opacity: number ): ImgType => { const canvas = document.createElement('canvas') const ctx = canvas.getContext('2d')! const { width, height } = img canvas.width = width canvas.height = height // 绘制图片, 部分浏览器不支持 filter 属性, 需要处理兼容 if (typeof ctx.filter === 'string') { ctx.filter = `opacity(${opacity * 100}%)` ctx.drawImage(img, 0, 0, width, height) } else { ctx.drawImage(img, 0, 0, width, height) const imageData = ctx.getImageData(0, 0, width, height) const { data } = imageData const len = data.length for (let i = 0; i < len; i += 4) { const alpha = data[i + 3] if (alpha !== 0) data[i + 3] = alpha * opacity } ctx.putImageData(imageData, 0, 0) } return canvas } /** * 权重矩阵 * @param radius 模糊半径 * @param sigma * @returns 返回一个权重和为1的矩阵 */ const getMatrix = (radius: number, sigma?: number): number[] => { sigma = sigma || radius / 3 const r = Math.ceil(radius) const sigma_2 = sigma * sigma const sigma2_2 = 2 * sigma_2 const denominator = 1 / (2 * Math.PI * sigma_2) const matrix = [] let total = 0 // 计算权重矩阵 for (let x = -r; x <= r; x++) { for (let y = -r; y <= r; y++) { // 套用二维高斯函数得到每个点的权重 const res = denominator * Math.exp(-(x * x + y * y) / sigma2_2) matrix.push(res) total += res } } // 让矩阵中所有权重的和等于1 for (let i = 0; i < matrix.length; i++) { matrix[i] /= total } return matrix } /** * 高斯模糊 * @param img 将要处理的图片对象 * @param radius 模糊半径 * @returns 返回一个离屏 canvas 用于渲染 */ export const blur = ( img: ImgType, radius: number ): ImgType => { const canvas = document.createElement('canvas') const ctx = canvas.getContext('2d')! const { width, height } = img // 设置图片宽高 canvas.width = width canvas.height = height ctx.drawImage(img, 0, 0, width, height) const ImageData = ctx.getImageData(0, 0, width, height) const { data } = ImageData const matrix = getMatrix(radius) const r = Math.ceil(radius) const w = width * 4 const cols = r * 2 + 1 const len = data.length, matrixLen = matrix.length for (let i = 0; i < len; i += 4) { // 处理 } console.log(ImageData) ctx.putImageData(ImageData, 0, 0) return canvas } export const getBase64Image = () => { } ================================================ FILE: packages/core/src/utils/index.ts ================================================ /** * 判断是否是期望的类型 * @param { unknown } param 将要判断的变量 * @param { ...string } types 期望的类型 * @return { boolean } 返回期望是否正确 */ export const isExpectType = (param: unknown, ...types: string[]): boolean => { return types.some(type => Object.prototype.toString.call(param).slice(8, -1).toLowerCase() === type) } export const get = (data: object, strKeys: string) => { const keys = strKeys.split('.') for (let key of keys) { const res = data[key] if (!isExpectType(res, 'object', 'array')) return res data = res } return data } export const has = (data: object, key: string | number): boolean => { return Object.prototype.hasOwnProperty.call(data, key) } /** * 移除\n * @param { string } str 将要处理的字符串 * @return { string } 返回新的字符串 */ export const removeEnter = (str: string): string => { return [].filter.call(str, s => s !== '\n').join('') } /** * 把任何数据类型转成数字 * @param num */ export const getNumber = (num: unknown): number => { if (num === null) return 0 if (typeof num === 'object') return NaN if (typeof num === 'number') return num if (typeof num === 'string') { if (num[num.length - 1] === '%') { return Number(num.slice(0, -1)) / 100 } return Number(num) } return NaN } /** * 判断颜色是否有效 (透明色 === 无效) * @param color 颜色 */ export const hasBackground = (color: string | undefined | null): boolean => { if (typeof color !== 'string') return false color = color.toLocaleLowerCase().trim() if (color === 'transparent') return false if (/^rgba/.test(color)) { const alpha = /([^\s,]+)\)$/.exec(color) if (getNumber(alpha) === 0) return false } return true } /** * 通过padding计算 * @return { object } block 边框信息 */ export const computePadding = ( block: { padding?: string }, getLength: Function ): [number, number, number, number] => { let padding = block.padding?.split(' ').map(n => getLength(n)) || [0], paddingTop = 0, paddingBottom = 0, paddingLeft = 0, paddingRight = 0 switch (padding.length) { case 1: paddingTop = paddingBottom = paddingLeft = paddingRight = padding[0] break case 2: paddingTop = paddingBottom = padding[0] paddingLeft = paddingRight = padding[1] break case 3: paddingTop = padding[0] paddingLeft = paddingRight = padding[1] paddingBottom = padding[2] break default: paddingTop = padding[0] paddingBottom = padding[1] paddingLeft = padding[2] paddingRight = padding[3] } // 检查是否单独传入值, 并且不是0 const res = { paddingTop, paddingBottom, paddingLeft, paddingRight } for (let key in res) { // 是否含有这个属性, 并且是数字或字符串 res[key] = has(block, key) && isExpectType(block[key], 'string', 'number') ? getLength(block[key]) : res[key] } return [paddingTop, paddingBottom, paddingLeft, paddingRight] } /** * 节流函数 * @param fn 将要处理的函数 * @param wait 时间, 单位为毫秒 * @returns 包装好的节流函数 */ export const throttle = (fn: Function, wait = 300) => { let timeId = null as any return function (this: any, ...args: any[]) { if (timeId) return timeId = setTimeout(() => { fn.apply(this, args) clearTimeout(timeId) timeId = null }, wait) } } /** * 通过概率计算出一个奖品索引 * @param { Array } rangeArr 概率 * @returns { number } 中奖索引 */ export const computeRange = (rangeArr: Array): number => { const ascendingArr: number[] = [] // 额外增加 map 来优化 ts 的类型推断 const sum = rangeArr.map(num => Number(num)).reduce((prev, curr) => { if (curr > 0) { // 大于0 const res = prev + curr ascendingArr.push(res) return res } else { // 小于等于0或NaN ascendingArr.push(NaN) return prev } }, 0) const random = Math.random() * sum return ascendingArr.findIndex(num => random <= num) } /** * 根据宽度分割字符串, 来达到换行的效果 * @param text * @param maxWidth * @returns */ export const splitText = ( ctx: CanvasRenderingContext2D, text: string, getWidth: (lines: string[]) => number, lineClamp: number = Infinity ): string[] => { // 如果 lineClamp 设置不正确, 则忽略该属性 if (lineClamp <= 0) lineClamp = Infinity let str = '' const lines = [] const EndWidth = ctx.measureText('...').width for (let i = 0; i < text.length; i++) { str += text[i] let currWidth = ctx.measureText(str).width const maxWidth = getWidth(lines) // 如果正在计算最后一行, 则加上三个小点的宽度 if (lineClamp === lines.length + 1) currWidth += EndWidth // 如果已经没有宽度了, 就没有必要再计算了 if (maxWidth < 0) return lines // 如果当前一行的宽度不够了, 则处理下一行 if (currWidth > maxWidth) { lines.push(str.slice(0, -1)) str = text[i] } // 如果现在是最后一行, 则加上三个小点并跳出 if (lineClamp === lines.length) { lines[lines.length - 1] += '...' return lines } } if (str) lines.push(str) if (!lines.length) lines.push(text) return lines } // 获取一个重新排序的数组 export const getSortedArrayByIndex = (arr: T[], order: number[]): T[] => { const map: { [key: number]: T } = {}, res = [] for (let i = 0; i < arr.length; i++) { map[i] = arr[i] } for (let i = 0; i < order.length; i++) { const curr = map[order[i]] if (curr) (res[i] = curr) } return res } ================================================ FILE: packages/core/src/utils/math.ts ================================================ /** * 转换为运算角度 * @param { number } deg 数学角度 * @return { number } 运算角度 */ export const getAngle = (deg: number): number => { return Math.PI / 180 * deg } /** * 根据角度计算圆上的点 * @param { number } deg 运算角度 * @param { number } r 半径 * @return { Array } 坐标[x, y] */ export const getArcPointerByDeg = (deg: number, r: number): [number, number] => { return [+(Math.cos(deg) * r).toFixed(8), +(Math.sin(deg) * r).toFixed(8)] } /** * 根据点计算切线方程 * @param { number } x 横坐标 * @param { number } y 纵坐标 * @return { Array } [斜率, 常数] */ export const getTangentByPointer = (x: number, y: number): Array => { let k = - x / y let b = -k * x + y return [k, b] } // 使用 arc 绘制扇形 export const fanShapedByArc = ( ctx: CanvasRenderingContext2D, minRadius: number, maxRadius: number, start: number, end: number, gutter: number, ): void => { ctx.beginPath() let maxGutter = getAngle(90 / Math.PI / maxRadius * gutter) let minGutter = getAngle(90 / Math.PI / minRadius * gutter) let maxStart = start + maxGutter let maxEnd = end - maxGutter let minStart = start + minGutter let minEnd = end - minGutter ctx.arc(0, 0, maxRadius, maxStart, maxEnd, false) // 如果 getter 比按钮短就绘制圆弧, 反之计算新的坐标点 // if (minEnd > minStart) { // ctx.arc(0, 0, minRadius, minEnd, minStart, true) // } else { ctx.lineTo( ...getArcPointerByDeg( (start + end) / 2, gutter / 2 / Math.abs(Math.sin((start - end) / 2)) ) ) // } ctx.closePath() } // 使用 arc 绘制圆角矩形 export const roundRectByArc = ( ctx: CanvasRenderingContext2D, ...[x, y, w, h, r]: number[] ) => { const min = Math.min(w, h), PI = Math.PI if (r > min / 2) r = min / 2 ctx.beginPath() ctx.moveTo(x + r, y) ctx.lineTo(x + r, y) ctx.lineTo(x + w - r, y) ctx.arc(x + w - r, y + r, r, -PI / 2, 0) ctx.lineTo(x + w, y + h - r) ctx.arc(x + w - r, y + h - r, r, 0, PI / 2) ctx.lineTo(x + r, y + h) ctx.arc(x + r, y + h - r, r, PI / 2, PI) ctx.lineTo(x, y + r) ctx.arc(x + r, y + r, r, PI, -PI / 2) ctx.closePath() } /** * 创建线性渐变色 */ export const getLinearGradient = ( ctx: CanvasRenderingContext2D, x: number, y: number, w: number, h: number, background: string ) => { const context = (/linear-gradient\((.+)\)/.exec(background) as Array)[1] .split(',') // 根据逗号分割 .map((text: string) => text.trim()) // 去除两边空格 let deg = context.shift(), direction: [number, number, number, number] = [0, 0, 0, 0] // 通过起始点和角度计算渐变终点的坐标点, 这里感谢泽宇大神提醒我使用勾股定理.... if (deg.includes('deg')) { deg = deg.slice(0, -3) % 360 // 根据4个象限定义起点坐标, 根据45度划分8个区域计算终点坐标 const getLenOfTanDeg = (deg: number) => Math.tan(deg / 180 * Math.PI) if (deg >= 0 && deg < 45) direction = [x, y + h, x + w, y + h - w * getLenOfTanDeg(deg - 0)] else if (deg >= 45 && deg < 90) direction = [x, y + h, (x + w) - h * getLenOfTanDeg(deg - 45), y] else if (deg >= 90 && deg < 135) direction = [x + w, y + h, (x + w) - h * getLenOfTanDeg(deg - 90), y] else if (deg >= 135 && deg < 180) direction = [x + w, y + h, x, y + w * getLenOfTanDeg(deg - 135)] else if (deg >= 180 && deg < 225) direction = [x + w, y, x, y + w * getLenOfTanDeg(deg - 180)] else if (deg >= 225 && deg < 270) direction = [x + w, y, x + h * getLenOfTanDeg(deg - 225), y + h] else if (deg >= 270 && deg < 315) direction = [x, y, x + h * getLenOfTanDeg(deg - 270), y + h] else if (deg >= 315 && deg < 360) direction = [x, y, x + w, y + h - w * getLenOfTanDeg(deg - 315)] } // 创建四个简单的方向坐标 else if (deg.includes('top')) direction = [x, y + h, x, y] else if (deg.includes('bottom')) direction = [x, y, x, y + h] else if (deg.includes('left')) direction = [x + w, y, x, y] else if (deg.includes('right')) direction = [x, y, x + w, y] // 创建线性渐变必须使用整数坐标 const gradient = ctx.createLinearGradient(...(direction.map(n => n >> 0) as typeof direction)) // 这里后期重构, 先用any代替 return context.reduce((gradient: any, item: any, index: any) => { const info = item.split(' ') if (info.length === 1) gradient.addColorStop(index, info[0]) else if (info.length === 2) gradient.addColorStop(...info) return gradient }, gradient) } // // 根据三点画圆弧 // export const drawRadian = ( // ctx: CanvasRenderingContext2D, // r: number, // start: number, // end: number, // direction: boolean = true // ) => { // // 如果角度大于等于180度, 则分两次绘制, 因为 arcTo 无法绘制180度的圆弧 // if (Math.abs(end - start).toFixed(8) >= getAngle(180).toFixed(8)) { // let middle = (end + start) / 2 // if (direction) { // drawRadian(ctx, r, start, middle, direction) // drawRadian(ctx, r, middle, end, direction) // } else { // drawRadian(ctx, r, middle, end, direction) // drawRadian(ctx, r, start, middle, direction) // } // return false // } // // 如果方法相反, 则交换起点和终点 // if (!direction) [start, end] = [end, start] // const [x1, y1] = getArcPointerByDeg(start, r) // const [x2, y2] = getArcPointerByDeg(end, r) // const [k1, b1] = getTangentByPointer(x1, y1) // const [k2, b2] = getTangentByPointer(x2, y2) // // 计算两条切线的交点 // let x0 = (b2 - b1) / (k1 - k2) // let y0 = (k2 * b1 - k1 * b2) / (k2 - k1) // // 如果有任何一条切线垂直于x轴, 则斜率不存在 // if (isNaN(x0)) { // Math.abs(x1) === +r.toFixed(8) && (x0 = x1) // Math.abs(x2) === +r.toFixed(8) && (x0 = x2) // } // if (k1 === Infinity || k1 === -Infinity) { // y0 = k2 * x0 + b2 // } // else if (k2 === Infinity || k2 === -Infinity) { // y0 = k1 * x0 + b1 // } // ctx.lineTo(x1, y1) // // 微信小程序下 arcTo 在安卓真机下绘制有 bug // ctx.arcTo(x0, y0, x2, y2, r) // } // // 使用 arcTo 绘制扇形 (弃用) // export const drawSectorByArcTo = ( // ctx: CanvasRenderingContext2D, // minRadius: number, // maxRadius: number, // start: number, // end: number, // gutter: number, // ) => { // if (!minRadius) minRadius = gutter // // 内外圆弧分别进行等边缩放 // let maxGutter = getAngle(90 / Math.PI / maxRadius * gutter) // let minGutter = getAngle(90 / Math.PI / minRadius * gutter) // let maxStart = start + maxGutter // let maxEnd = end - maxGutter // let minStart = start + minGutter // let minEnd = end - minGutter // ctx.beginPath() // ctx.moveTo(...getArcPointerByDeg(maxStart, maxRadius)) // drawRadian(ctx, maxRadius, maxStart, maxEnd, true) // // 如果 getter 比按钮短就绘制圆弧, 反之计算新的坐标点 // if (minEnd > minStart) { // drawRadian(ctx, minRadius, minStart, minEnd, false) // } else { // ctx.lineTo( // ...getArcPointerByDeg( // (start + end) / 2, // gutter / 2 / Math.abs(Math.sin((start - end) / 2)) // ) // ) // } // ctx.closePath() // } // // 使用 arcTo 绘制圆角矩形 (弃用) // export const roundRectByArcTo = ( // ctx: CanvasRenderingContext2D, // ...[x, y, w, h, r]: number[] // ) => { // let min = Math.min(w, h) // if (r > min / 2) r = min / 2 // ctx.beginPath() // ctx.moveTo(x + r, y) // ctx.lineTo(x + r, y) // ctx.lineTo(x + w - r, y) // ctx.arcTo(x + w, y, x + w, y + r, r) // ctx.lineTo(x + w, y + h - r) // ctx.arcTo(x + w, y + h, x + w - r, y + h, r) // ctx.lineTo(x + r, y + h) // ctx.arcTo(x, y + h, x, y + h - r, r) // ctx.lineTo(x, y + r) // ctx.arcTo(x, y, x + r, y, r) // } ================================================ FILE: packages/core/src/utils/polyfill.js ================================================ /** * 由于部分低版本下的某些 app 可能会缺少某些原型方法, 这里增加兼容 */ // ie11 不兼容 includes 方法 if (!Array.prototype.includes) { Object.defineProperty(Array.prototype, 'includes', { value: function(valueToFind, fromIndex) { if (this == null) { throw new TypeError('"this" is null or not defined'); } // 1. Let O be ? ToObject(this value). var o = Object(this); // 2. Let len be ? ToLength(? Get(O, "length")). var len = o.length >>> 0; // 3. If len is 0, return false. if (len === 0) { return false; } // 4. Let n be ? ToInteger(fromIndex). // (If fromIndex is undefined, this step produces the value 0.) var n = fromIndex | 0; // 5. If n ≥ 0, then // a. Let k be n. // 6. Else n < 0, // a. Let k be len + n. // b. If k < 0, let k be 0. var k = Math.max(n >= 0 ? n : len - Math.abs(n), 0); function sameValueZero(x, y) { return x === y || (typeof x === 'number' && typeof y === 'number' && isNaN(x) && isNaN(y)); } // 7. Repeat, while k < len while (k < len) { // a. Let elementK be the result of ? Get(O, ! ToString(k)). // b. If SameValueZero(valueToFind, elementK) is true, return true. if (sameValueZero(o[k], valueToFind)) { return true; } // c. Increase k by 1. k++; } // 8. Return false return false; } }); } // vivo x7 下网易云游戏 app 缺少 includes 方法 if (!String.prototype.includes) { String.prototype.includes = function(search, start) { 'use strict'; if (typeof start !== 'number') { start = 0; } if (start + search.length > this.length) { return false; } else { return this.indexOf(search, start) !== -1; } }; } // vivo x7 下网易云游戏 app 缺少 find 方法 if (!Array.prototype.find) { Object.defineProperty(Array.prototype, 'find', { value: function(predicate) { // 1. Let O be ? ToObject(this value). if (this == null) { throw new TypeError('"this" is null or not defined'); } var o = Object(this); // 2. Let len be ? ToLength(? Get(O, "length")). var len = o.length >>> 0; // 3. If IsCallable(predicate) is false, throw a TypeError exception. if (typeof predicate !== 'function') { throw new TypeError('predicate must be a function'); } // 4. If thisArg was supplied, let T be thisArg; else let T be undefined. var thisArg = arguments[1]; // 5. Let k be 0. var k = 0; // 6. Repeat, while k < len while (k < len) { // a. Let Pk be ! ToString(k). // b. Let kValue be ? Get(O, Pk). // c. Let testResult be ToBoolean(? Call(predicate, T, « kValue, k, O »)). // d. If testResult is true, return kValue. var kValue = o[k]; if (predicate.call(thisArg, kValue, k, o)) { return kValue; } // e. Increase k by 1. k++; } // 7. Return undefined. return void 0; } }); } ================================================ FILE: packages/core/src/utils/tween.ts ================================================ /** * 缓动函数 * t: current time（当前时间） * b: beginning value（初始值） * c: change in value（变化量） * d: duration（持续时间） * * 感谢张鑫旭大佬 https://github.com/zhangxinxu/Tween */ interface SpeedType { easeIn: (...arr: number[]) => number easeOut: (...arr: number[]) => number } // 二次方的缓动 export const quad: SpeedType = { easeIn: function (t, b, c, d) { if (t >= d) t = d return c * (t /= d) * t + b }, easeOut: function (t, b, c, d) { if (t >= d) t = d return -c * (t /= d) * (t - 2) + b } } // 三次方的缓动 export const cubic: SpeedType = { easeIn: function (t, b, c, d) { if (t >= d) t = d return c * (t /= d) * t * t + b }, easeOut: function (t, b, c, d) { if (t >= d) t = d return c * ((t = t / d - 1) * t * t + 1) + b } } // 四次方的缓动 export const quart: SpeedType = { easeIn: function (t, b, c, d) { if (t >= d) t = d return c * (t /= d) * t * t * t + b }, easeOut: function (t, b, c, d) { if (t >= d) t = d return -c * ((t = t / d - 1) * t * t * t - 1) + b } } // 五次方的缓动 export const quint: SpeedType = { easeIn: function (t, b, c, d) { if (t >= d) t = d return c * (t /= d) * t * t * t * t + b }, easeOut: function (t, b, c, d) { if (t >= d) t = d return c * ((t = t / d - 1) * t * t * t * t + 1) + b } } // 正弦曲线的缓动 export const sine: SpeedType = { easeIn: function (t, b, c, d) { if (t >= d) t = d return -c * Math.cos(t / d * (Math.PI / 2)) + c + b }, easeOut: function (t, b, c, d) { if (t >= d) t = d return c * Math.sin(t / d * (Math.PI / 2)) + b } } // 指数曲线的缓动 export const expo: SpeedType = { easeIn: function (t, b, c, d) { if (t >= d) t = d return (t == 0) ? b : c * Math.pow(2, 10 * (t / d - 1)) + b }, easeOut: function (t, b, c, d) { if (t >= d) t = d return (t == d) ? b + c : c * (-Math.pow(2, -10 * t / d) + 1) + b } } // 圆形曲线的缓动 export const circ: SpeedType = { easeIn: function (t, b, c, d) { if (t >= d) t = d return -c * (Math.sqrt(1 - (t /= d) * t) - 1) + b }, easeOut: function (t, b, c, d) { if (t >= d) t = d return c * Math.sqrt(1 - (t = t / d - 1) * t) + b } } ================================================ FILE: packages/core/tsconfig.json ================================================ { "compilerOptions": { "target": "es5", // 编译后的es版本 "module": "esnext", // 前端模块化规范 "allowJs": true, // 允许引入js文件 "strict": true, // 开启严格模式 "importHelpers": true, "moduleResolution": "node", "skipLibCheck": true, "esModuleInterop": true, "allowSyntheticDefaultImports": true, "suppressImplicitAnyIndexErrors": true, "resolveJsonModule": true, "sourceMap": true, "declaration": true }, "exclude": [ "node_modules/**" ], "include": [ "src/**/*" ] } ================================================ FILE: packages/core/types/index.d.ts ================================================ declare type FontItemType = { text: string; top?: string | number; left?: string | number; fontColor?: string; fontSize?: string; fontStyle?: string; fontWeight?: string; lineHeight?: string; }; declare type FontExtendType = { wordWrap?: boolean; lengthLimit?: string | number; lineClamp?: number; }; declare type ImgType = HTMLImageElement | HTMLCanvasElement; declare type ImgItemType = { src: string; top?: string | number; left?: string | number; width?: string; height?: string; formatter?: (img: ImgType) => ImgType; $resolve?: Function; $reject?: Function; }; declare type BorderRadiusType = string | number; declare type BackgroundType = string; declare type ShadowType = string; declare type ConfigType = { nodeType?: number; flag: 'WEB' | 'MP-WX' | 'UNI-H5' | 'UNI-MP' | 'TARO-H5' | 'TARO-MP'; el?: string; divElement?: HTMLDivElement; canvasElement?: HTMLCanvasElement; ctx: CanvasRenderingContext2D; dpr: number; handleCssUnit?: (num: number, unit: string) => number; rAF?: Function; setTimeout: Function; setInterval: Function; clearTimeout: Function; clearInterval: Function; beforeCreate?: Function; beforeResize?: Function; afterResize?: Function; beforeInit?: Function; afterInit?: Function; beforeDraw?: Function; afterDraw?: Function; afterStart?: Function; }; declare type UserConfigType = Partial; declare type Tuple = Res['length'] extends Len ? Res : Tuple; interface WatchOptType { handler?: () => Function; immediate?: boolean; deep?: boolean; } declare class Lucky { static version: string; protected readonly version: string; protected readonly config: ConfigType; protected readonly ctx: CanvasRenderingContext2D; protected htmlFontSize: number; protected rAF: Function; protected boxWidth: number; protected boxHeight: number; protected data: { width: string | number; height: string | number; }; /** * 公共构造器 * @param config */ constructor(config: string | HTMLDivElement | UserConfigType, data: { width: string | number; height: string | number; }); /** * 初始化组件大小/单位 */ protected resize(): void; /** * 初始化方法 */ protected initLucky(): void; /** * 鼠标点击事件 * @param e 事件参数 */ protected handleClick(e: MouseEvent): void; /** * 根标签的字体大小 */ protected setHTMLFontSize(): void; clearCanvas(): void; /** * 设备像素比 * window 环境下自动获取, 其余环境手动传入 */ protected setDpr(): void; /** * 重置盒子和canvas的宽高 */ private resetWidthAndHeight; /** * 根据 dpr 缩放 canvas 并处理位移 */ protected zoomCanvas(): void; /** * 从 window 对象上获取一些方法 */ private initWindowFunction; isWeb(): boolean; /** * 异步加载图片并返回图片的几何信息 * @param src 图片路径 * @param info 图片信息 */ protected loadImg(src: string, info: ImgItemType, resolveName?: string): Promise; /** * 公共绘制图片的方法 * @param imgObj 图片对象 * @param rectInfo: [x轴位置, y轴位置, 渲染宽度, 渲染高度] */ protected drawImage(ctx: CanvasRenderingContext2D, imgObj: ImgType, ...rectInfo: [...Tuple, ...Partial>]): void; /** * 计算图片的渲染宽高 * @param imgObj 图片标签元素 * @param imgInfo 图片信息 * @param maxWidth 最大宽度 * @param maxHeight 最大高度 * @return [渲染宽度, 渲染高度] */ protected computedWidthAndHeight(imgObj: ImgType, imgInfo: ImgItemType, maxWidth: number, maxHeight: number): [number, number]; /** * 转换单位 * @param { string } value 将要转换的值 * @param { number } denominator 分子 * @return { number } 返回新的字符串 */ protected changeUnits(value: string, denominator?: number): number; /** * 获取长度 * @param length 将要转换的长度 * @param maxLength 最大长度 * @return 返回长度 */ protected getLength(length: string | number | undefined, maxLength?: number): number; /** * 获取相对(居中)X坐标 * @param width * @param col */ protected getOffsetX(width: number, maxWidth?: number): number; protected getOffscreenCanvas(width: number, height: number): { _offscreenCanvas: HTMLCanvasElement; _ctx: CanvasRenderingContext2D; } | void; /** * 添加一个新的响应式数据 (临时) * @param data 数据 * @param key 属性 * @param value 新值 */ $set(data: object, key: string | number, value: any): void; /** * 添加一个属性计算 (临时) * @param data 源数据 * @param key 属性名 * @param callback 回调函数 */ protected $computed(data: object, key: string, callback: Function): void; /** * 添加一个观察者 create user watcher * @param expr 表达式 * @param handler 回调函数 * @param watchOpt 配置参数 * @return 卸载当前观察者的函数 (暂未返回) */ protected $watch(expr: string | Function, handler: Function | WatchOptType, watchOpt?: WatchOptType): Function; } declare type PrizeFontType$2 = FontItemType & FontExtendType; declare type ButtonFontType$1 = FontItemType & {}; declare type BlockImgType$2 = ImgItemType & { rotate?: boolean; }; declare type PrizeImgType$2 = ImgItemType & {}; declare type ButtonImgType$1 = ImgItemType & {}; declare type BlockType$2 = { padding?: string; background?: BackgroundType; imgs?: Array; }; declare type PrizeType$2 = { range?: number; background?: BackgroundType; fonts?: Array; imgs?: Array; }; declare type ButtonType$1 = { radius?: string; pointer?: boolean; background?: BackgroundType; fonts?: Array; imgs?: Array; }; declare type DefaultConfigType$2 = { gutter?: string | number; offsetDegree?: number; speed?: number; speedFunction?: string; accelerationTime?: number; decelerationTime?: number; stopRange?: number; }; declare type DefaultStyleType$2 = { background?: BackgroundType; fontColor?: PrizeFontType$2['fontColor']; fontSize?: PrizeFontType$2['fontSize']; fontStyle?: PrizeFontType$2['fontStyle']; fontWeight?: PrizeFontType$2['fontWeight']; lineHeight?: PrizeFontType$2['lineHeight']; wordWrap?: PrizeFontType$2['wordWrap']; lengthLimit?: PrizeFontType$2['lengthLimit']; lineClamp?: PrizeFontType$2['lineClamp']; }; declare type StartCallbackType$1 = (e: MouseEvent) => void; declare type EndCallbackType$2 = (prize: object) => void; interface LuckyWheelConfig { width: string | number; height: string | number; blocks?: Array; prizes?: Array; buttons?: Array; defaultConfig?: DefaultConfigType$2; defaultStyle?: DefaultStyleType$2; start?: StartCallbackType$1; end?: EndCallbackType$2; } declare class LuckyWheel extends Lucky { private blocks; private prizes; private buttons; private defaultConfig; private defaultStyle; private _defaultConfig; private _defaultStyle; private startCallback?; private endCallback?; private Radius; private prizeRadius; private prizeDeg; private prizeAng; private rotateDeg; private maxBtnRadius; private startTime; private endTime; private stopDeg; private endDeg; private FPS; /** * 游戏当前的阶段 * step = 0 时, 游戏尚未开始 * step = 1 时, 此时处于加速阶段 * step = 2 时, 此时处于匀速阶段 * step = 3 时, 此时处于减速阶段 */ private step; /** * 中奖索引 * prizeFlag = undefined 时, 处于开始抽奖阶段, 正常旋转 * prizeFlag >= 0 时, 说明stop方法被调用, 并且传入了中奖索引 * prizeFlag === -1 时, 说明stop方法被调用, 并且传入了负值, 本次抽奖无效 */ private prizeFlag; private ImageCache; /** * 大转盘构造器 * @param config 配置项 * @param data 抽奖数据 */ constructor(config: UserConfigType, data: LuckyWheelConfig); protected resize(): void; protected initLucky(): void; /** * 初始化数据 * @param data */ private initData; /** * 初始化属性计算 */ private initComputed; /** * 初始化观察者 */ private initWatch; /** * 初始化 canvas 抽奖 */ init(): Promise; private initImageCache; /** * canvas点击事件 * @param e 事件参数 */ protected handleClick(e: MouseEvent): void; /** * 根据索引单独加载指定图片并缓存 * @param cellName 模块名称 * @param cellIndex 模块索引 * @param imgName 模块对应的图片缓存 * @param imgIndex 图片索引 */ private loadAndCacheImg; private drawBlock; /** * 开始绘制 */ protected draw(): void; /** * 刻舟求剑 */ private carveOnGunwaleOfAMovingBoat; /** * 对外暴露: 开始抽奖方法 */ play(): void; /** * 对外暴露: 缓慢停止方法 * @param index 中奖索引 */ stop(index?: number): void; /** * 实际开始执行方法 * @param num 记录帧动画执行多少次 */ private run; /** * 换算渲染坐标 * @param x * @param y */ protected conversionAxis(x: number, y: number): [number, number]; } declare type PrizeFontType$1 = FontItemType & FontExtendType; declare type ButtonFontType = FontItemType & FontExtendType; declare type BlockImgType$1 = ImgItemType & {}; declare type PrizeImgType$1 = ImgItemType & { activeSrc?: string; }; declare type ButtonImgType = ImgItemType & {}; declare type BlockType$1 = { borderRadius?: BorderRadiusType; background?: BackgroundType; padding?: string; paddingTop?: string | number; paddingRight?: string | number; paddingBottom?: string | number; paddingLeft?: string | number; imgs?: Array; }; declare type CellType = { x: number; y: number; col?: number; row?: number; borderRadius?: BorderRadiusType; background?: BackgroundType; shadow?: ShadowType; fonts?: Array; imgs?: Array; }; declare type PrizeType$1 = CellType & { range?: number; disabled?: boolean; }; declare type ButtonType = CellType & { callback?: Function; }; declare type DefaultConfigType$1 = { gutter?: number; speed?: number; accelerationTime?: number; decelerationTime?: number; }; declare type DefaultStyleType$1 = { borderRadius?: BorderRadiusType; background?: BackgroundType; shadow?: ShadowType; fontColor?: PrizeFontType$1['fontColor']; fontSize?: PrizeFontType$1['fontSize']; fontStyle?: PrizeFontType$1['fontStyle']; fontWeight?: PrizeFontType$1['fontWeight']; lineHeight?: PrizeFontType$1['lineHeight']; wordWrap?: PrizeFontType$1['wordWrap']; lengthLimit?: PrizeFontType$1['lengthLimit']; lineClamp?: PrizeFontType$1['lineClamp']; }; declare type ActiveStyleType = { background?: BackgroundType; shadow?: ShadowType; fontColor?: PrizeFontType$1['fontColor']; fontSize?: PrizeFontType$1['fontSize']; fontStyle?: PrizeFontType$1['fontStyle']; fontWeight?: PrizeFontType$1['fontWeight']; lineHeight?: PrizeFontType$1['lineHeight']; }; declare type RowsType = number; declare type ColsType = number; declare type StartCallbackType = (e: MouseEvent, button?: ButtonType) => void; declare type EndCallbackType$1 = (prize: object) => void; interface LuckyGridConfig { width: string | number; height: string | number; rows?: RowsType; cols?: ColsType; blocks?: Array; prizes?: Array; buttons?: Array; button?: ButtonType; defaultConfig?: DefaultConfigType$1; defaultStyle?: DefaultStyleType$1; activeStyle?: ActiveStyleType; start?: StartCallbackType; end?: EndCallbackType$1; } declare class LuckyGrid extends Lucky { private rows; private cols; private blocks; private prizes; private buttons; private button?; private defaultConfig; private defaultStyle; private activeStyle; private _defaultConfig; private _defaultStyle; private _activeStyle; private startCallback?; private endCallback?; private cellWidth; private cellHeight; private startTime; private endTime; private currIndex; private stopIndex; private endIndex; private demo; private timer; private FPS; /** * 游戏当前的阶段 * step = 0 时, 游戏尚未开始 * step = 1 时, 此时处于加速阶段 * step = 2 时, 此时处于匀速阶段 * step = 3 时, 此时处于减速阶段 */ private step; /** * 中奖索引 * prizeFlag = undefined 时, 处于开始抽奖阶段, 正常旋转 * prizeFlag >= 0 时, 说明stop方法被调用, 并且传入了中奖索引 * prizeFlag === -1 时, 说明stop方法被调用, 并且传入了负值, 本次抽奖无效 */ private prizeFlag; private cells; private prizeArea; private ImageCache; /** * 九宫格构造器 * @param config 配置项 * @param data 抽奖数据 */ constructor(config: UserConfigType, data: LuckyGridConfig); protected resize(): void; protected initLucky(): void; /** * 初始化数据 * @param data */ private initData; /** * 初始化属性计算 */ private initComputed; /** * 初始化观察者 */ private initWatch; /** * 初始化 canvas 抽奖 */ init(): Promise; private initImageCache; /** * canvas点击事件 * @param e 事件参数 */ protected handleClick(e: MouseEvent): void; /** * 根据索引单独加载指定图片并缓存 * @param cellName 模块名称 * @param cellIndex 模块索引 * @param imgName 模块对应的图片缓存 * @param imgIndex 图片索引 */ private loadAndCacheImg; /** * 绘制九宫格抽奖 */ protected draw(): void; /** * 处理背景色 * @param x * @param y * @param width * @param height * @param background * @param isActive */ private handleBackground; /** * 刻舟求剑 */ private carveOnGunwaleOfAMovingBoat; /** * 对外暴露: 开始抽奖方法 */ play(): void; /** * 对外暴露: 缓慢停止方法 * @param index 中奖索引 */ stop(index?: number): void; /** * 实际开始执行方法 * @param num 记录帧动画执行多少次 */ private run; /** * 计算奖品格子的几何属性 * @param { array } [...矩阵坐标, col, row] * @return { array } [...真实坐标, width, height] */ private getGeometricProperty; /** * 换算渲染坐标 * @param x * @param y */ protected conversionAxis(x: number, y: number): [number, number]; } declare type PrizeFontType = FontItemType & FontExtendType; declare type BlockImgType = ImgItemType & {}; declare type PrizeImgType = ImgItemType; declare type BlockType = { borderRadius?: BorderRadiusType; background?: BackgroundType; padding?: string; paddingTop?: string | number; paddingRight?: string | number; paddingBottom?: string | number; paddingLeft?: string | number; imgs?: Array; }; declare type PrizeType = { borderRadius?: BorderRadiusType; background?: BackgroundType; fonts?: Array; imgs?: Array; }; declare type SlotType = { order?: number[]; speed?: number; direction?: 1 | -1; }; declare type DefaultConfigType = { /** * vertical 为纵向旋转 * horizontal 为横向旋转 */ mode?: 'vertical' | 'horizontal'; /** * 当排列方向 = `vertical`时 * 1 bottom to top * -1 top to bottom * 当排列方向 = `horizontal`时 * 1 right to left * -1 left to right */ direction?: 1 | -1; rowSpacing?: number; colSpacing?: number; speed?: number; accelerationTime?: number; decelerationTime?: number; }; declare type DefaultStyleType = { borderRadius?: BorderRadiusType; background?: BackgroundType; fontColor?: PrizeFontType['fontColor']; fontSize?: PrizeFontType['fontSize']; fontStyle?: PrizeFontType['fontStyle']; fontWeight?: PrizeFontType['fontWeight']; lineHeight?: PrizeFontType['lineHeight']; wordWrap?: PrizeFontType['wordWrap']; lengthLimit?: PrizeFontType['lengthLimit']; lineClamp?: PrizeFontType['lineClamp']; }; declare type EndCallbackType = (prize: PrizeType | undefined) => void; interface SlotMachineConfig { width: string | number; height: string | number; blocks?: Array; prizes?: Array; slots?: Array; defaultConfig?: DefaultConfigType; defaultStyle?: DefaultStyleType; end?: EndCallbackType; } declare class SlotMachine extends Lucky { private blocks; private prizes; private slots; private defaultConfig; private _defaultConfig; private defaultStyle; private _defaultStyle; private endCallback; private _offscreenCanvas?; private cellWidth; private cellHeight; private cellAndSpacing; private widthAndSpacing; private heightAndSpacing; private FPS; private scroll; private stopScroll; private endScroll; private startTime; private endTime; /** * 游戏当前的阶段 * step = 0 时, 游戏尚未开始 * step = 1 时, 此时处于加速阶段 * step = 2 时, 此时处于匀速阶段 * step = 3 时, 此时处于减速阶段 */ private step; /** * 中奖索引 * prizeFlag = undefined 时, 处于开始抽奖阶段, 正常旋转 * prizeFlag >= 0 时, 说明stop方法被调用, 并且传入了中奖索引 * prizeFlag === -1 时, 说明stop方法被调用, 并且传入了负值, 本次抽奖无效 */ private prizeFlag; private prizeArea?; private ImageCache; /** * 老虎机构造器 * @param config 配置项 * @param data 抽奖数据 */ constructor(config: UserConfigType, data: SlotMachineConfig); protected resize(): void; protected initLucky(): void; /** * 初始化数据 * @param data */ private initData; /** * 初始化属性计算 */ private initComputed; /** * 初始化观察者 */ private initWatch; /** * 初始化 canvas 抽奖 */ init(): Promise; private initImageCache; /** * 根据索引单独加载指定图片并缓存 * @param cellName 模块名称 * @param cellIndex 模块索引 * @param imgName 模块对应的图片缓存 * @param imgIndex 图片索引 */ private loadAndCacheImg; /** * 绘制离屏canvas */ protected drawOffscreenCanvas(): void; /** * 绘制背景区域 */ protected drawBlocks(): SlotMachine['prizeArea']; /** * 绘制老虎机抽奖 */ protected draw(): void; /** * 刻舟求剑 */ private carveOnGunwaleOfAMovingBoat; /** * 对外暴露: 开始抽奖方法 */ play(): void; stop(index: number | number[]): void; /** * 让游戏动起来 * @param num 记录帧动画执行多少次 */ private run; private displacement; private displacementWidthOrHeight; } /** * 切割圆角 * @param img 将要裁剪的图片对象 * @param radius 裁剪的圆角半径 * @returns 返回一个离屏 canvas 用于渲染 */ declare const cutRound: (img: ImgType, radius: number) => ImgType; /** * 透明度 * @param img 将要处理的图片对象 * @param opacity 透明度 * @returns 返回一个离屏 canvas 用于渲染 */ declare const opacity: (img: ImgType, opacity: number) => ImgType; export { LuckyGrid, LuckyWheel, SlotMachine, cutRound, opacity }; ================================================ FILE: packages/mini/.babelrc ================================================ { "plugins": [ ["module-resolver", { "root": ["./src"], "alias": {} }] ], "presets": [ ["env", {"loose": true, "modules": "commonjs"}] ] } ================================================ FILE: packages/mini/.eslintrc.js ================================================ module.exports = { 'extends': [ 'airbnb-base', 'plugin:promise/recommended' ], 'parser': '@typescript-eslint/parser', 'plugins': ['@typescript-eslint'], 'parserOptions': { 'ecmaVersion': 9, 'ecmaFeatures': { 'jsx': false }, 'sourceType': 'module' }, 'env': { 'es6': true, 'node': true, 'jest': true }, 'plugins': [ 'import', 'node', 'promise' ], 'rules': { "no-console": "off", 'arrow-parens': 'off', 'comma-dangle': [ 'error', 'only-multiline' ], 'complexity': ['error', 20], 'func-names': 'off', 'global-require': 'off', 'handle-callback-err': [ 'error', '^(err|error)$' ], 'import/no-unresolved': [ 'error', { 'caseSensitive': true, 'commonjs': true, 'ignore': ['^[^.]'] } ], 'import/prefer-default-export': 'off', 'linebreak-style': 'off', 'no-catch-shadow': 'error', 'no-continue': 'off', 'no-div-regex': 'warn', 'no-else-return': 'off', 'no-param-reassign': 'off', 'no-plusplus': 'off', 'no-shadow': 'off', 'no-multi-assign': 'off', 'no-underscore-dangle': 'off', 'node/no-deprecated-api': 'error', 'node/process-exit-as-throw': 'error', 'operator-linebreak': [ 'error', 'after', { 'overrides': { ':': 'before', '?': 'before' } } ], 'prefer-arrow-callback': 'off', 'prefer-destructuring': 'off', 'prefer-template': 'off', 'quote-props': [ 1, 'as-needed', { 'unnecessary': true } ], 'semi': [ 'error', 'never' ], 'no-await-in-loop': 'off', 'no-restricted-syntax': 'off', 'promise/always-return': 'off', }, 'globals': { 'window': true, 'document': true, 'App': true, 'Page': true, 'Component': true, 'Behavior': true, 'wx': true, 'getCurrentPages': true, } } ================================================ FILE: packages/mini/.gitignore ================================================ .idea .DS_Store dist logs *.log npm-debug.log* yarn-debug.log* yarn-error.log* dev node_modules coverage ================================================ FILE: packages/mini/.npmignore ================================================ * ================================================ FILE: packages/mini/LICENSE ================================================ Apache License Version 2.0, January 2004 http://www.apache.org/licenses/ TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION 1. 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While redistributing the Work or Derivative Works thereof, You may choose to offer, and charge a fee for, acceptance of support, warranty, indemnity, or other liability obligations and/or rights consistent with this License. However, in accepting such obligations, You may act only on Your own behalf and on Your sole responsibility, not on behalf of any other Contributor, and only if You agree to indemnify, defend, and hold each Contributor harmless for any liability incurred by, or claims asserted against, such Contributor by reason of your accepting any such warranty or additional liability. END OF TERMS AND CONDITIONS APPENDIX: How to apply the Apache License to your work. To apply the Apache License to your work, attach the following boilerplate notice, with the fields enclosed by brackets "[]" replaced with your own identifying information. (Don't include the brackets!) The text should be enclosed in the appropriate comment syntax for the file format. We also recommend that a file or class name and description of purpose be included on the same "printed page" as the copyright notice for easier identification within third-party archives. Copyright [2021] [Li Dong Qi] Licensed under the Apache License, Version 2.0 (the "License"); you may not use this file except in compliance with the License. You may obtain a copy of the License at http://www.apache.org/licenses/LICENSE-2.0 Unless required by applicable law or agreed to in writing, software distributed under the License is distributed on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. See the License for the specific language governing permissions and limitations under the License. ================================================ FILE: packages/mini/README.md ================================================
logo

微信小程序 抽奖组件

一个基于微信小程序的 ( 大转盘 / 九宫格 / 老虎机 ) 抽奖插件

stars forks author license


## 文档 - Document - **中文**：[https://100px.net](https://100px.net)
## 使用 - Usage - [**在 微信小程序 中使用**](https://100px.net/usage/wx.html)
## 🙏🙏🙏 点个Star **如果您觉得这个项目还不错, 可以在 [Github](https://github.com/buuing/lucky-canvas) 上面帮我点个`star`, 支持一下作者 ☜(ﾟヮﾟ☜)**
================================================ FILE: packages/mini/gulpfile.js ================================================ const gulp = require('gulp') const clean = require('gulp-clean') const config = require('./tools/config') const BuildTask = require('./tools/build') const id = require('./package.json').name || 'miniprogram-custom-component' // 构建任务实例 // eslint-disable-next-line no-new new BuildTask(id, config.entry) // 清空生成目录和文件 gulp.task('clean', gulp.series(() => gulp.src(config.distPath, {read: false, allowEmpty: true}).pipe(clean()), done => { if (config.isDev) { return gulp.src(config.demoDist, {read: false, allowEmpty: true}) .pipe(clean()) } return done() })) // 监听文件变化并进行开发模式构建 gulp.task('watch', gulp.series(`${id}-watch`)) // 开发模式构建 gulp.task('dev', gulp.series(`${id}-dev`)) // 生产模式构建 gulp.task('default', gulp.series(`${id}-default`)) ================================================ FILE: packages/mini/package.json ================================================ { "name": "@lucky-canvas/mini", "version": "0.0.8", "description": "", "main": "dist/index.js", "scripts": { "dev": "gulp dev --develop --watch", "build": "gulp", "dist": "npm run build", "clean-dev": "gulp clean --develop", "clean": "gulp clean", "test": "jest --bail", "test-debug": "node --inspect-brk ./node_modules/jest/bin/jest.js --runInBand --bail", "coverage": "jest ./test/* --coverage --bail", "lint": "eslint \"src/**/*.js\" --fix", "lint-tools": "eslint \"tools/**/*.js\" --rule \"import/no-extraneous-dependencies: false\" --fix" }, "files": [ "dist" ], "miniprogram": "dist", "jest": { "testEnvironment": "jsdom", "testURL": "https://jest.test", "collectCoverageFrom": [ "dist/**/*.js" ], "moduleDirectories": [ "node_modules", "dist" ] }, "repository": { "type": "git", "url": "" }, "author": "ldq", "license": "Apache-2.0", "devDependencies": { "@typescript-eslint/eslint-plugin": "^2.28.0", "@typescript-eslint/parser": "^2.28.0", "babel-core": "^6.26.3", "babel-loader": "^7.1.5", "babel-plugin-module-resolver": "^3.2.0", "babel-preset-env": "^1.7.0", "colors": "^1.3.1", "eslint": "^5.14.1", "eslint-config-airbnb-base": "13.1.0", "eslint-loader": "^2.1.2", "eslint-plugin-import": "^2.16.0", "eslint-plugin-node": "^7.0.1", "eslint-plugin-promise": "^3.8.0", "gulp": "^4.0.0", "gulp-clean": "^0.4.0", "gulp-if": "^2.0.2", "gulp-install": "^1.1.0", "gulp-less": "^4.0.1", "gulp-rename": "^1.4.0", "gulp-sourcemaps": "^2.6.5", "jest": "^23.5.0", "miniprogram-api-typings": "^2.10.3-1", "miniprogram-simulate": "^1.2.5", "thread-loader": "^2.1.3", "through2": "^2.0.3", "ts-loader": "^7.0.0", "typescript": "^3.8.3", "vinyl": "^2.2.0", "webpack": "^4.29.5", "webpack-node-externals": "^1.7.2" }, "dependencies": { "lucky-canvas": "~1.7.24" } } ================================================ FILE: packages/mini/src/lucky-grid/index.js ================================================ import { LuckyGrid } from 'lucky-canvas' import { changeUnits, resolveImage, getImage } from '../utils' Component({ properties: { width: { type: String, value: '600rpx' }, height: { type: String, value: '600rpx' }, rows: { type: String, optionalTypes: [Number], value: '3' }, cols: { type: String, optionalTypes: [Number], value: '3' }, blocks: { type: Array, value: [] }, prizes: { type: Array, value: [] }, buttons: { type: Array, value: [] }, defaultConfig: { type: Object, value: {} }, defaultStyle: { type: Object, value: {} }, activeStyle: { type: Object, value: {} }, start: { type: null, value: () => {} }, end: { type: null, value: () => {} }, }, data: { lucky: null, isShow: false, luckyImg: '', showCanvas: true, }, observers: { 'prizes.**': function (newData, oldData) { this.lucky && (this.lucky.prizes = newData) }, 'buttons.**': function (newData, oldData) { this.lucky && (this.lucky.buttons = newData) }, }, ready() { wx.createSelectorQuery().in(this).select('#lucky-grid').fields({ node: true, size: true }).exec((res) => { if (!res[0] || !res[0].node) { console.error('lucky-canvas 获取不到 canvas 标签') return } const canvas = this.canvas = res[0].node const dpr = this.dpr = wx.getSystemInfoSync().pixelRatio const ctx = this.ctx = canvas.getContext('2d') const data = this.data canvas.width = res[0].width * dpr canvas.height = res[0].height * dpr ctx.scale(dpr, dpr) this.lucky = new LuckyGrid({ flag: 'MP-WX', ctx, dpr, width: res[0].width, height: res[0].height, // rAF: canvas.requestAnimationFrame, // 帧动画真机调试会报错! setTimeout, clearTimeout, setInterval, clearInterval, unitFunc: (num, unit) => changeUnits(num + unit), afterStart: () => { // 隐藏图片并显示canvas this.lucky.draw() this.setData({ luckyImg: '', showCanvas: true }) } }, { rows: data.rows, cols: data.cols, blocks: data.blocks, prizes: data.prizes, buttons: data.buttons, defaultConfig: data.defaultConfig, defaultStyle: data.defaultStyle, activeStyle: data.activeStyle, start: (...rest) => { this.triggerEvent('start', ...rest) }, end: (...rest) => { this.triggerEvent('end', ...rest) getImage.call(this).then(res => { this.setData({ luckyImg: res.tempFilePath }) }) }, }) // 为了保证 onload 回调准确 this.setData({ isShow: true }) }) }, methods: { imgBindload(e) { const { name, index, i } = e.currentTarget.dataset const img = this.data[name][index].imgs[i] resolveImage(e, img, this.canvas) }, imgBindloadActive(e) { const { name, index, i } = e.currentTarget.dataset const img = this.data[name][index].imgs[i] resolveImage(e, img, this.canvas, 'activeSrc', '$activeResolve') }, luckyImgLoad() { this.setData({ showCanvas: false }) this.lucky.clearCanvas() }, handleClickOfImg(e) { const { clientX: x, clientY: y } = e.changedTouches[0] wx.createSelectorQuery().in(this).select('.lucky-img').fields({ rect: true }).exec((res) => { const { left, top } = res[0] this.toPlay(x - left, y - top) }) }, handleClickOfCanvas(e) { const { x, y } = e.changedTouches[0] this.toPlay(x, y) }, toPlay(x, y) { const ctx = this.ctx this.data.buttons.forEach(btn => { if (!btn) return ctx.beginPath() ctx.rect(...this.lucky.getGeometricProperty([ btn.x, btn.y, btn.col || 1, btn.row || 1 ])) if (!ctx.isPointInPath(x * this.dpr, y * this.dpr)) return // 触发抽奖逻辑 this.lucky.startCallback() }) }, init (...rest) { this.lucky.init(...rest) }, play(...rest) { this.lucky.play(...rest) }, stop(...rest) { this.lucky.stop(...rest) }, }, }) ================================================ FILE: packages/mini/src/lucky-grid/index.json ================================================ { "component": true, "usingComponents": {} } ================================================ FILE: packages/mini/src/lucky-grid/index.wxml ================================================ ================================================ FILE: packages/mini/src/lucky-grid/index.wxss ================================================ /* @lucky-canvas/mini/lucky-wheel/index.wxss */ .lucky-box { position: relative; overflow: hidden; margin: 0 auto; } .lucky-box .lucky-img { position: absolute; left: 0; top: 0; z-index: 100; } .lucky-box .lucky-canvas { position: absolute; left: 0; top: 0; z-index: 99; } ================================================ FILE: packages/mini/src/lucky-wheel/index.js ================================================ import { LuckyWheel } from 'lucky-canvas' import { changeUnits, resolveImage, getImage } from '../utils' Component({ properties: { width: { type: String, value: '600rpx' }, height: { type: String, value: '600rpx' }, blocks: { type: Array, value: [] }, prizes: { type: Array, value: [] }, buttons: { type: Array, value: [] }, defaultConfig: { type: Object, value: {} }, defaultStyle: { type: Object, value: {} }, start: { type: null, value: () => {} }, end: { type: null, value: () => {} }, }, data: { lucky: null, isShow: false, luckyImg: '', showCanvas: true, }, observers: { 'blocks.**': function (newData, oldData) { this.lucky && (this.lucky.blocks = newData) }, 'prizes.**': function (newData, oldData) { this.lucky && (this.lucky.prizes = newData) }, 'buttons.**': function (newData, oldData) { this.lucky && (this.lucky.buttons = newData) }, }, ready() { wx.createSelectorQuery().in(this).select('#lucky-wheel').fields({ node: true, size: true }).exec((res) => { if (!res[0] || !res[0].node) { return console.error('lucky-canvas 获取不到 canvas 标签') } const canvas = this.canvas = res[0].node const dpr = this.dpr = wx.getSystemInfoSync().pixelRatio const ctx = this.ctx = canvas.getContext('2d') const data = this.data canvas.width = res[0].width * dpr canvas.height = res[0].height * dpr ctx.scale(dpr, dpr) this.lucky = new LuckyWheel({ flag: 'MP-WX', ctx, dpr, width: res[0].width, height: res[0].height, // rAF: canvas.requestAnimationFrame, // 帧动画真机调试会报错! setTimeout, clearTimeout, setInterval, clearInterval, unitFunc: (num, unit) => changeUnits(num + unit), beforeCreate() { const Radius = Math.min(this.config.width, this.config.height) / 2 // 设置坐标轴 ctx.translate(Radius, Radius) }, beforeInit() { // 重置坐标轴 ctx.translate(-this.Radius, -this.Radius) }, afterStart: () => { // 隐藏图片并显示canvas this.lucky.draw() this.setData({ luckyImg: '', showCanvas: true }) } }, { blocks: data.blocks, prizes: data.prizes, buttons: data.buttons, defaultConfig: data.defaultConfig, defaultStyle: data.defaultStyle, start: (...rest) => { this.triggerEvent('start', ...rest) }, end: (...rest) => { this.triggerEvent('end', ...rest) getImage.call(this).then(res => { this.setData({ luckyImg: res.tempFilePath }) }) }, }) // 为了保证 onload 回调准确 this.setData({ isShow: true }) }) }, methods: { imgBindload(e) { const { name, index, i } = e.currentTarget.dataset const img = this.data[name][index].imgs[i] resolveImage(e, img, this.canvas) }, luckyImgLoad() { this.setData({ showCanvas: false }) this.lucky.clearCanvas() }, handleClickOfImg(e) { const { clientX: x, clientY: y } = e.changedTouches[0] wx.createSelectorQuery().in(this).select('.lucky-img').fields({ rect: true }).exec((res) => { const { left, top } = res[0] this.toPlay(x - left, y - top) }) }, handleClickOfCanvas(e) { const { x, y } = e.changedTouches[0] this.toPlay(x, y) }, toPlay(x, y) { const ctx = this.ctx ctx.beginPath() ctx.arc(0, 0, this.lucky.maxBtnRadius, 0, Math.PI * 2, false) if (!ctx.isPointInPath(x * this.dpr, y * this.dpr)) return // 触发抽奖逻辑 this.lucky.startCallback() }, init (...rest) { this.lucky.init(...rest) }, play(...rest) { this.lucky.play(...rest) }, stop(...rest) { this.lucky.stop(...rest) }, }, }) ================================================ FILE: packages/mini/src/lucky-wheel/index.json ================================================ { "component": true, "usingComponents": {} } ================================================ FILE: packages/mini/src/lucky-wheel/index.wxml ================================================ ================================================ FILE: packages/mini/src/lucky-wheel/index.wxss ================================================ /* @lucky-canvas/mini/lucky-wheel/index.wxss */ .lucky-box { position: relative; overflow: hidden; margin: 0 auto; } .lucky-box .lucky-img { position: absolute; left: 0; top: 0; z-index: 100; } .lucky-box .lucky-canvas { position: absolute; left: 0; top: 0; z-index: 99; } ================================================ FILE: packages/mini/src/slot-machine/index.js ================================================ import { SlotMachine } from 'lucky-canvas' import { changeUnits, resolveImage, getImage } from '../utils' Component({ properties: { width: { type: String, value: '600rpx' }, height: { type: String, value: '600rpx' }, blocks: { type: Array, value: [] }, prizes: { type: Array, value: [] }, slots: { type: Array, value: [] }, defaultConfig: { type: Object, value: {} }, defaultStyle: { type: Object, value: {} }, end: { type: null, value: () => {} }, }, data: { lucky: null, isShow: false, luckyImg: '', showCanvas: true, }, observers: { 'blocks.**': function (newData, oldData) { this.lucky && (this.lucky.blocks = newData) }, 'prizes.**': function (newData, oldData) { this.lucky && (this.lucky.prizes = newData) }, 'slots.**': function (newData, oldData) { this.lucky && (this.lucky.slots = newData) }, }, ready() { wx.createSelectorQuery().in(this).select('#slot-machine').fields({ node: true, size: true }).exec((res) => { if (!res[0] || !res[0].node) { return console.error('lucky-canvas 获取不到 canvas 标签') } const canvas = this.canvas = res[0].node const dpr = this.dpr = wx.getSystemInfoSync().pixelRatio const ctx = this.ctx = canvas.getContext('2d') const data = this.data canvas.width = res[0].width * dpr canvas.height = res[0].height * dpr ctx.scale(dpr, dpr) this.lucky = new SlotMachine({ flag: 'MP-WX', ctx, dpr, offscreenCanvas: wx.createOffscreenCanvas({ type: '2d', width: 300, height: 150 }), // rAF: canvas.requestAnimationFrame, // 帧动画真机调试会报错! setTimeout, clearTimeout, setInterval, clearInterval, unitFunc: (num, unit) => changeUnits(num + unit), afterStart: () => { // 隐藏图片并显示canvas this.lucky.draw() this.setData({ luckyImg: '', showCanvas: true }) } }, { width: res[0].width, height: res[0].height, blocks: data.blocks, prizes: data.prizes, slots: data.slots, defaultConfig: data.defaultConfig, defaultStyle: data.defaultStyle, end: (...rest) => { this.triggerEvent('end', ...rest) getImage.call(this).then(res => { this.setData({ luckyImg: res.tempFilePath }) }) }, }) // 为了保证 onload 回调准确 this.setData({ isShow: true }) }) }, methods: { imgBindload(e) { const { name, index, i } = e.currentTarget.dataset const img = this.data[name][index].imgs[i] resolveImage(e, img, this.canvas) }, luckyImgLoad() { this.setData({ showCanvas: false }) this.lucky.clearCanvas() }, init (...rest) { this.lucky.init(...rest) }, play(...rest) { this.lucky.play(...rest) }, stop(...rest) { this.lucky.stop(...rest) }, }, }) ================================================ FILE: packages/mini/src/slot-machine/index.json ================================================ { "component": true, "usingComponents": {} } ================================================ FILE: packages/mini/src/slot-machine/index.wxml ================================================ ================================================ FILE: packages/mini/src/slot-machine/index.wxss ================================================ /* @lucky-canvas/mini/slot-machine/index.wxss */ .lucky-box { position: relative; overflow: hidden; margin: 0 auto; } .lucky-box .lucky-img { position: absolute; left: 0; top: 0; z-index: 100; } .lucky-box .lucky-canvas { position: absolute; left: 0; top: 0; z-index: 99; } ================================================ FILE: packages/mini/src/utils.js ================================================ const windowWidth = wx.getSystemInfoSync().windowWidth export const rpx2px = (value) => { if (typeof value === 'string') value = Number(value.replace(/[a-z]*/g, '')) return windowWidth / 750 * value } export const changeUnits = (value) => { value = String(value) return Number(value.replace(/^(\-*[0-9.]*)([a-z%]*)$/, (value, num, unit) => { switch (unit) { case 'px': num *= 1 break case 'rpx': num = rpx2px(num) break default: num *= 1 break } return num })) } export const resolveImage = (e, img, canvas, srcName = 'src', resolveName = '$resolve') => { const imgObj = canvas.createImage() imgObj.onload = () => { img[resolveName](imgObj) } imgObj.src = img[srcName] } export function getImage() { return new Promise((resolve, reject) => { wx.canvasToTempFilePath({ canvas: this.canvas, success: res => resolve(res), fail: err => reject(err) }) }) } ================================================ FILE: packages/mini/test/index.test.js ================================================ const _ = require('./utils') test('render', async () => { const componentId = _.load('index', 'comp') const component = _.render(componentId, {prop: 'index.test.properties'}) const parent = document.createElement('parent-wrapper') component.attach(parent) expect(_.match(component.dom, 'index.test.properties-falseother.properties-other')).toBe(true) await _.sleep(10) expect(_.match(component.dom, 'index.test.properties-trueother.properties-other')).toBe(true) }) ================================================ FILE: packages/mini/test/utils.js ================================================ const fs = require('fs') const path = require('path') const simulate = require('miniprogram-simulate') const config = require('../tools/config') // const dir = config.srcPath // 使用源码进行测试，对于 debug 和代码覆盖率检测会比较友好 const dir = config.distPath // 使用构建后代码进行测试，如果使用了 typescript 进行开发，必须选择此目录 try { fs.accessSync(dir) } catch (err) { console.error('请先执行 npm run build 再进行单元测试！！！') } const oldLoad = simulate.load simulate.load = function (componentPath, ...args) { if (typeof componentPath === 'string') componentPath = path.join(dir, componentPath) return oldLoad(componentPath, ...args) } module.exports = simulate // adjust the simulated wx api const oldGetSystemInfoSync = global.wx.getSystemInfoSync global.wx.getSystemInfoSync = function() { const res = oldGetSystemInfoSync() res.SDKVersion = '2.4.1' return res } ================================================ FILE: packages/mini/test/wx.test.js ================================================ const _ = require('./utils') test('wx.getSystemInfo', async () => { wx.getSystemInfo({ success(res) { expect(res.errMsg).toBe('getSystemInfo:ok') }, complete(res) { expect(res.errMsg).toBe('getSystemInfo:ok') }, }) }) test('wx.getSystemInfoSync', async () => { const info = wx.getSystemInfoSync() expect(info.SDKVersion).toBe('2.4.1') expect(info.version).toBe('6.6.3') }) ================================================ FILE: packages/mini/tools/build.js ================================================ const path = require('path') const fs = require('fs') const gulp = require('gulp') const clean = require('gulp-clean') const less = require('gulp-less') const rename = require('gulp-rename') const gulpif = require('gulp-if') const sourcemaps = require('gulp-sourcemaps') const webpack = require('webpack') const gulpInstall = require('gulp-install') const config = require('./config') const checkComponents = require('./checkcomponents') const checkWxss = require('./checkwxss') const _ = require('./utils') const jsConfig = config.js || {} const wxssConfig = config.wxss || {} const srcPath = config.srcPath const distPath = config.distPath /** * 获取 wxss 流 */ function wxss(wxssFileList) { if (!wxssFileList.length) return false return gulp.src(wxssFileList, {cwd: srcPath, base: srcPath}) .pipe(checkWxss.start()) // 开始处理 import .pipe(gulpif(wxssConfig.less && wxssConfig.sourcemap, sourcemaps.init())) .pipe(gulpif(wxssConfig.less, less({paths: [srcPath]}))) .pipe(checkWxss.end()) // 结束处理 import .pipe(rename({extname: '.wxss'})) .pipe(gulpif(wxssConfig.less && wxssConfig.sourcemap, sourcemaps.write('./'))) .pipe(_.logger(wxssConfig.less ? 'generate' : undefined)) .pipe(gulp.dest(distPath)) } /** * 获取 js 流 */ function js(jsFileMap, scope) { const webpackConfig = config.webpack const webpackCallback = (err, stats) => { if (!err) { // eslint-disable-next-line no-console console.log(stats.toString({ assets: true, cached: false, colors: true, children: false, errors: true, warnings: true, version: true, modules: false, publicPath: true, })) } else { // eslint-disable-next-line no-console console.log(err) } } webpackConfig.entry = jsFileMap webpackConfig.output.path = distPath if (scope.webpackWatcher) { scope.webpackWatcher.close() scope.webpackWatcher = null } if (config.isWatch) { scope.webpackWatcher = webpack(webpackConfig).watch({ ignored: /node_modules/, }, webpackCallback) } else { webpack(webpackConfig).run(webpackCallback) } } /** * 拷贝文件 */ function copy(copyFileList) { if (!copyFileList.length) return false return gulp.src(copyFileList, {cwd: srcPath, base: srcPath}) .pipe(_.logger()) .pipe(gulp.dest(distPath)) } /** * 安装依赖包 */ function install() { return gulp.series(async () => { const demoDist = config.demoDist const demoPackageJsonPath = path.join(demoDist, 'package.json') const packageJson = _.readJson(path.resolve(__dirname, '../package.json')) const dependencies = packageJson.dependencies || {} await _.writeFile(demoPackageJsonPath, JSON.stringify({dependencies}, null, '\t')) // write dev demo's package.json }, () => { const demoDist = config.demoDist const demoPackageJsonPath = path.join(demoDist, 'package.json') return gulp.src(demoPackageJsonPath) .pipe(gulpInstall({production: true})) }) } class BuildTask { constructor(id, entry) { if (!entry) return this.id = id this.entries = Array.isArray(config.entry) ? config.entry : [config.entry] this.copyList = Array.isArray(config.copy) ? config.copy : [] this.componentListMap = {} this.cachedComponentListMap = {} this.init() } init() { const id = this.id /** * 清空目标目录 */ gulp.task(`${id}-clean-dist`, () => gulp.src(distPath, {read: false, allowEmpty: true}).pipe(clean())) /** * 拷贝 demo 到目标目录 */ let isDemoExists = false gulp.task(`${id}-demo`, gulp.series(async () => { const demoDist = config.demoDist isDemoExists = await _.checkFileExists(path.join(demoDist, 'project.config.json')) }, done => { if (!isDemoExists) { const demoSrc = config.demoSrc const demoDist = config.demoDist return gulp.src('**/*', {cwd: demoSrc, base: demoSrc}) .pipe(gulp.dest(demoDist)) } return done() })) /** * 安装依赖包 */ gulp.task(`${id}-install`, install()) /** * 检查自定义组件 */ gulp.task(`${id}-component-check`, async () => { const entries = this.entries const mergeComponentListMap = {} for (let i = 0, len = entries.length; i < len; i++) { let entry = entries[i] entry = path.join(srcPath, `${entry}.json`) const newComponentListMap = await checkComponents(entry) _.merge(mergeComponentListMap, newComponentListMap) } this.cachedComponentListMap = this.componentListMap this.componentListMap = mergeComponentListMap }) /** * 写 json 文件到目标目录 */ gulp.task(`${id}-component-json`, done => { const jsonFileList = this.componentListMap.jsonFileList if (jsonFileList && jsonFileList.length) return copy(jsonFileList) return done() }) /** * 拷贝 wxml 文件到目标目录 */ gulp.task(`${id}-component-wxml`, done => { const wxmlFileList = this.componentListMap.wxmlFileList if (wxmlFileList && wxmlFileList.length && !_.compareArray(this.cachedComponentListMap.wxmlFileList, wxmlFileList)) { return copy(wxmlFileList) } return done() }) /** * 生成 wxss 文件到目标目录 */ gulp.task(`${id}-component-wxss`, done => { const wxssFileList = this.componentListMap.wxssFileList if (wxssFileList && wxssFileList.length && !_.compareArray(this.cachedComponentListMap.wxssFileList, wxssFileList)) { return wxss(wxssFileList, srcPath, distPath) } return done() }) /** * 生成 js 文件到目标目录 */ gulp.task(`${id}-component-js`, done => { const jsFileList = this.componentListMap.jsFileList if (jsFileList && jsFileList.length && !_.compareArray(this.cachedComponentListMap.jsFileList, jsFileList)) { if (jsConfig.webpack) { js(this.componentListMap.jsFileMap, this) } else { return copy(jsFileList) } } return done() }) /** * 拷贝相关资源到目标目录 */ gulp.task(`${id}-copy`, gulp.parallel(done => { const copyList = this.copyList const copyFileList = copyList.map(copyFilePath => { try { if (fs.statSync(path.join(srcPath, copyFilePath)).isDirectory()) { return path.join(copyFilePath, '**/*.!(wxss)') } else { return copyFilePath } } catch (err) { // eslint-disable-next-line no-console console.error(err) return null } }).filter(copyFilePath => !!copyFilePath) if (copyFileList.length) return copy(copyFileList) return done() }, done => { const copyList = this.copyList const copyFileList = copyList.map(copyFilePath => { try { if (fs.statSync(path.join(srcPath, copyFilePath)).isDirectory()) { return path.join(copyFilePath, '**/*.wxss') } else if (copyFilePath.slice(-5) === '.wxss') { return copyFilePath } else { return null } } catch (err) { // eslint-disable-next-line no-console console.error(err) return null } }).filter(copyFilePath => !!copyFilePath) if (copyFileList.length) return wxss(copyFileList, srcPath, distPath) return done() })) /** * 监听 js 变化 */ gulp.task(`${id}-watch-js`, done => { if (!jsConfig.webpack) { return gulp.watch(this.componentListMap.jsFileList, {cwd: srcPath, base: srcPath}, gulp.series(`${id}-component-js`)) } return done() }) /** * 监听 json 变化 */ gulp.task(`${id}-watch-json`, () => gulp.watch(this.componentListMap.jsonFileList, {cwd: srcPath, base: srcPath}, gulp.series(`${id}-component-check`, gulp.parallel(`${id}-component-wxml`, `${id}-component-wxss`, `${id}-component-js`, `${id}-component-json`)))) /** * 监听 wxml 变化 */ gulp.task(`${id}-watch-wxml`, () => { this.cachedComponentListMap.wxmlFileList = null return gulp.watch(this.componentListMap.wxmlFileList, {cwd: srcPath, base: srcPath}, gulp.series(`${id}-component-wxml`)) }) /** * 监听 wxss 变化 */ gulp.task(`${id}-watch-wxss`, () => { this.cachedComponentListMap.wxssFileList = null return gulp.watch('**/*.wxss', {cwd: srcPath, base: srcPath}, gulp.series(`${id}-component-wxss`)) }) /** * 监听相关资源变化 */ gulp.task(`${id}-watch-copy`, () => { const copyList = this.copyList const copyFileList = copyList.map(copyFilePath => { try { if (fs.statSync(path.join(srcPath, copyFilePath)).isDirectory()) { return path.join(copyFilePath, '**/*') } else { return copyFilePath } } catch (err) { // eslint-disable-next-line no-console console.error(err) return null } }).filter(copyFilePath => !!copyFilePath) const watchCallback = filePath => copy([filePath]) return gulp.watch(copyFileList, {cwd: srcPath, base: srcPath}) .on('change', watchCallback) .on('add', watchCallback) .on('unlink', watchCallback) }) /** * 监听 demo 变化 */ gulp.task(`${id}-watch-demo`, () => { const demoSrc = config.demoSrc const demoDist = config.demoDist const watchCallback = filePath => gulp.src(filePath, {cwd: demoSrc, base: demoSrc}) .pipe(gulp.dest(demoDist)) return gulp.watch('**/*', {cwd: demoSrc, base: demoSrc}) .on('change', watchCallback) .on('add', watchCallback) .on('unlink', watchCallback) }) /** * 监听安装包列表变化 */ gulp.task(`${id}-watch-install`, () => gulp.watch(path.resolve(__dirname, '../package.json'), install())) /** * 构建相关任务 */ gulp.task(`${id}-build`, gulp.series(`${id}-clean-dist`, `${id}-component-check`, gulp.parallel(`${id}-component-wxml`, `${id}-component-wxss`, `${id}-component-js`, `${id}-component-json`, `${id}-copy`))) gulp.task(`${id}-watch`, gulp.series(`${id}-build`, `${id}-demo`, `${id}-install`, gulp.parallel(`${id}-watch-wxml`, `${id}-watch-wxss`, `${id}-watch-js`, `${id}-watch-json`, `${id}-watch-copy`, `${id}-watch-install`, `${id}-watch-demo`))) gulp.task(`${id}-dev`, gulp.series(`${id}-build`, `${id}-demo`, `${id}-install`)) gulp.task(`${id}-default`, gulp.series(`${id}-build`)) } } module.exports = BuildTask ================================================ FILE: packages/mini/tools/checkcomponents.js ================================================ const path = require('path') const _ = require('./utils') const config = require('./config') const srcPath = config.srcPath let hasCheckCompoenntMap = {} /** * 获取 json 路径相关信息 */ function getJsonPathInfo(jsonPath) { const dirPath = path.dirname(jsonPath) const fileName = path.basename(jsonPath, '.json') const relative = path.relative(srcPath, dirPath) const fileBase = path.join(relative, fileName) return { dirPath, fileName, relative, fileBase } } /** * 检测是否包含其他自定义组件 */ const checkProps = ['usingComponents', 'componentGenerics'] async function checkIncludedComponents(jsonPath, componentListMap) { const json = _.readJson(jsonPath) if (!json) throw new Error(`json is not valid: "${jsonPath}"`) const {dirPath, fileName, fileBase} = getJsonPathInfo(jsonPath) if (hasCheckCompoenntMap[fileBase]) return hasCheckCompoenntMap[fileBase] = true for (let i = 0, len = checkProps.length; i < len; i++) { const checkProp = checkProps[i] const checkPropValue = json[checkProp] || {} const keys = Object.keys(checkPropValue) for (let j = 0, jlen = keys.length; j < jlen; j++) { const key = keys[j] let value = typeof checkPropValue[key] === 'object' ? checkPropValue[key].default : checkPropValue[key] if (!value || typeof value === 'boolean') continue value = _.transformPath(value, path.sep) // 检查相对路径 const componentPath = `${path.join(dirPath, value)}.json` const isExists = await _.checkFileExists(componentPath) if (isExists) { await checkIncludedComponents(componentPath, componentListMap) } } } const wholeFileBase = path.join(dirPath, fileName) let jsExt = '.js' const isJsFileExists = await _.checkFileExists(wholeFileBase + '.ts') if (isJsFileExists) { jsExt = '.ts' } // 进入存储 componentListMap.wxmlFileList.push(`${fileBase}.wxml`) componentListMap.wxssFileList.push(`${fileBase}.wxss`) componentListMap.jsonFileList.push(`${fileBase}.json`) componentListMap.jsFileList.push(`${fileBase}${jsExt}`) componentListMap.jsFileMap[fileBase] = `${wholeFileBase}${jsExt}` } module.exports = async function (entry) { const componentListMap = { wxmlFileList: [], wxssFileList: [], jsonFileList: [], jsFileList: [], jsFileMap: {}, // 为 webpack entry 所用 } const isExists = await _.checkFileExists(entry) if (!isExists) { const {dirPath, fileName, fileBase} = getJsonPathInfo(entry) const wholeFileBase = path.join(dirPath, fileName) let jsExt = '.js' const isJsFileExists = await _.checkFileExists(wholeFileBase + '.ts') if (isJsFileExists) { jsExt = '.ts' } componentListMap.jsFileList.push(`${fileBase}${jsExt}`) componentListMap.jsFileMap[fileBase] = `${wholeFileBase}${jsExt}` return componentListMap } hasCheckCompoenntMap = {} await checkIncludedComponents(entry, componentListMap) return componentListMap } ================================================ FILE: packages/mini/tools/checkwxss.js ================================================ const path = require('path') const through = require('through2') const Vinyl = require('vinyl') const _ = require('./utils') /** * 获取 import 列表 */ function getImportList(wxss, filePath) { const reg = /@import\s+(?:(?:"([^"]+)")|(?:'([^']+)'));/ig const importList = [] let execRes = reg.exec(wxss) while (execRes && (execRes[1] || execRes[2])) { importList.push({ code: execRes[0], path: path.join(path.dirname(filePath), execRes[1] || execRes[2]), }) execRes = reg.exec(wxss) } return importList } /** * 获取 wxss 内容 */ async function getContent(wxss, filePath, cwd) { let importList = [] if (wxss) { const currentImportList = getImportList(wxss, filePath) for (const item of currentImportList) { // 替换掉 import 语句，不让 less 编译 wxss = wxss.replace(item.code, `/* *updated for miniprogram-custom-component* ${item.code} */`) // 处理依赖的 wxss const importWxss = await _.readFile(item.path) const importInfo = await getContent(importWxss, item.path, cwd) // 获取依赖列表 importList.push(new Vinyl({ cwd, path: item.path, contents: Buffer.from(importInfo.wxss, 'utf8'), })) importList = importList.concat(importInfo.importList) } } return { wxss, importList, } } module.exports = { start() { return through.obj(function (file, enc, cb) { if (file.isBuffer()) { getContent(file.contents.toString('utf8'), file.path, file.cwd).then(res => { const {wxss, importList} = res importList.forEach(importFile => this.push(importFile)) file.contents = Buffer.from(wxss, 'utf8') this.push(file) // eslint-disable-next-line promise/no-callback-in-promise cb() }).catch(err => { // eslint-disable-next-line no-console console.warn(`deal with ${file.path} failed: ${err.stack}`) this.push(file) // eslint-disable-next-line promise/no-callback-in-promise cb() }) } else { this.push(file) cb() } }) }, end() { return through.obj(function (file, enc, cb) { if (file.isBuffer) { const reg = /\/\*\s\*updated for miniprogram-custom-component\*\s(@import\s+(?:(?:"([^"]+)")|(?:'([^"]+)'));)\s\*\//ig const wxss = file.contents.toString('utf8').replace(reg, (all, $1) => $1) file.contents = Buffer.from(wxss, 'utf8') this.push(file) cb() } else { this.push(file) cb() } }) }, } ================================================ FILE: packages/mini/tools/config.js ================================================ const path = require('path') const webpack = require('webpack') const nodeExternals = require('webpack-node-externals') const isDev = process.argv.indexOf('--develop') >= 0 const isWatch = process.argv.indexOf('--watch') >= 0 const demoSrc = path.resolve(__dirname, './demo') const demoDist = path.resolve(__dirname, '../dev') const src = path.resolve(__dirname, '../src') const dev = path.join(demoDist, 'components') const dist = path.resolve(__dirname, '../dist') module.exports = { entry: ['lucky-wheel/index', 'lucky-grid/index', 'slot-machine/index'], isDev, isWatch, srcPath: src, // 源目录 distPath: isDev ? dev : dist, // 目标目录 demoSrc, // demo 源目录 demoDist, // demo 目标目录 wxss: { less: false, // 使用 less 来编写 wxss sourcemap: false, // 生成 less sourcemap }, js: { webpack: true, // 使用 webpack 来构建 js }, webpack: { mode: 'production', output: { filename: '[name].js', libraryTarget: 'commonjs2', }, target: 'node', externals: [nodeExternals()], // 忽略 node_modules module: { rules: [{ test: /\.js$/i, use: [{ loader: 'thread-loader', }, { loader: 'babel-loader', options: { cacheDirectory: true, }, }], exclude: /node_modules/ }, { test: /\.ts$/, exclude: /node_modules/, use: [{ loader: 'thread-loader', }, { loader: 'babel-loader', options: { cacheDirectory: true, }, }, { loader: 'ts-loader', options: { appendTsSuffixTo: [/\.vue$/], happyPackMode: true, }, }], }], }, resolve: { modules: [src, 'node_modules', path.join(__dirname, 'node_modules')], extensions: ['.js', '.json'], }, plugins: [ new webpack.DefinePlugin({}), new webpack.optimize.LimitChunkCountPlugin({maxChunks: 1}), ], optimization: { minimize: false, }, devtool: 'source-map', // 生成 js sourcemap performance: { hints: 'warning', assetFilter: assetFilename => assetFilename.endsWith('.js') } }, copy: [], // 将会复制到目标目录 } ================================================ FILE: packages/mini/tools/demo/app.js ================================================ App({}) ================================================ FILE: packages/mini/tools/demo/app.json ================================================ { "pages":[ "pages/index/index", "pages/yyjk/index", "pages/ymc/index", "pages/cjl/index", "pages/yx/index", "pages/yyx/index", "pages/jd/index", "pages/xdf/index", "pages/xc/index" ], "window":{ "backgroundTextStyle":"light", "navigationBarBackgroundColor": "#dc415f", "navigationBarTitleText": "lucky-canvas 抽奖示例", "navigationBarTextStyle":"white" }, "usingComponents": { "lucky-wheel": "./components/lucky-wheel/index", "lucky-grid": "./components/lucky-grid/index", "slot-machine": "./components/slot-machine/index" } } ================================================ FILE: packages/mini/tools/demo/app.wxss ================================================ .box { width: 100%; min-height: 100vh; position: relative; background-color: #dc415f; background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='12' height='12' viewBox='0 0 100 100'%3E%3Crect x='0' y='0' width='57' height='57' fill='%23ce3250'/%3E%3C/svg%3E"); color: #fe95a8; } .my-lucky { margin-top: 100rpx; width: 600rpx; position: absolute; left: 50%; transform: translate(-50%); } .mask { width: 100%; height: 100%; background: rgba(0, 0, 0, 0.5); position: fixed; top: 0; left: 0; z-index: 999; } ================================================ FILE: packages/mini/tools/demo/package.json ================================================ {} ================================================ FILE: packages/mini/tools/demo/pages/cjl/img.js ================================================ export default { '0.png': 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', 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x5C9r8ZOzQk2ZPI+uP4xSH5LLfZIrfp1cMfG53iP3Fm+rf0Y4f+U/WXnxzu8Gm+G3+C2E3qL7IYnuOKOOKb0zm+OY94B6nLWfNz6PSN9Po3wKZjD5xBz38Ylk8iGwmZBpnmcvHMpJhmLIUfc6onBThMPIoULnpq8P5BvDqEsoqII1aBQAgZxDDPSGiQdpVgB2HmCGntJISamIYQ0hacMflek2KjSVhjsmk5TvBqxS5gWmC/weojsHIAZuZBV7tKORd5ZlWXJunoSTh4HD8MTFMapOMkbRPbMb5xjLnwum3fjFc2ynOZMUpJ2DGQewGNFVz1TugdwvN5LDkaHdGy5BCp8NF5NPbg4FfBmd/CVz+LVRVxJOUGqBNU0MkVzHZoyoFe+acZaFexpz6HHVd04RB68AbqozfDnhvJC2dp1h7H189QrbGQe3xvs3fze+s/9+R/GX1lfHf49KF3x+99dtdG+EUUu0n9RRLNWW6Uhm9tzvOtvsHrsYKN6twB4sI1EI6h5wV99GnszBP4+rlSQEYI+9hKQGMJ/Jh+N05cyuUQzGRMsjokQa5B66KObBR6AxAjU6O0iGixxg2Fj+irLdKcw7VCrMKzFXhknNDH7ztO3s+XpODyxHmZjN9hocbXG5hdRjYfhfwyiAcgDKERmI6lQm9OwMHP44cM6UtpoNa2dWObFB6N90vFVl9BJrZ5vP/GVfy4Yh8rSiUU18dsUC/C7K0IA8w2canLasXBPSDB0cpo0wW0nUV7t+G9z29ZIETfutGF59nWMTQzifuP91NdtASSDVk9ha+dghPzsO9q9Orr6O+/Hl88ha0/iK0/S3UatMc72J/ekd/+7PcPHwj/Mdx9xX+svufEozt9HezGfz12k/oLPEZnuS0N+fZ0mm+vE7cHK3h5mLqGqelbwPciJ5fx4w/A+achDcrye4athD1ONJNqzknsevz1OOlPqisnE6gLuOKaICgM15DRs+T2BtqwSd0fFvhFQFxppMY3Nult5EK3a04gngpVzzvsx/y5jdBJ6GOykTqZxMaVslPM2C3BngjXtnjvETi1juQrsLwPEuhwBfQifuBxuMqQwwGmQxFGjffR5P6ZXC0wsR/GuPlks3a8ryYr90zXqI1IqKBfQVPj0wJSEdVxExBHyFjuo9GxQQPrIwIBDQH3Xtk4aS9//e1w1OTNb/L4jUO7RvhMuS/TrOLH70WffRAWr8KvuhE58hWEo0vY5gPY8knS8ZbY4/Xtnvx6+9oT39s8wm/y6St+s/7uU/ft9HWxG184dpP6CzSGp3kFQ76Ds/y5MOLmZJD6CrNX0eu9DG32k58+hz37EaozJ4oFbQ3UhSkoQy6HK8YX+gRz4lKCoHveuPqbTGbbqXs4Yi0+EiQdxy9+CO+/DI0ZTYJNQa5qtG3RtU1sZQibAfxpGJ0DGxBy53415oUnLodVxpDQ9kYpE9vKxO8E0IzMCcQKn2ph7iRcOIUwU3aID8ugu2Mgc0BPoJ+3bh6Tr7Xd52X7DWf7cyZXMpfdOAXqUcG9mhaGJ2Hj5STNxJ7hVhOC4cGwnMkDqIeKjM7gw3OYSdlusdL0DXZ5/2P7ambSdfLSDW/i6/H2A/RA+kCT4MIT+IUn0MePIFdfjx69i3TkDsLKI8jGE1QXG1jhdp/jdr7q1HcNHw2/ET9++N/Hdz37+Z2+TnbjubHLfnmBRXuKW33Ed/qa/Pm06TcrIFOCL15L7N+Crk0jJ8/CMw/ia2eRXBSedJODpCuExYDpTsSolHlssNXcm0xKkzS8SQrfZFLNdEMrtKzlwwK+bx++eAsy9UNI/wZgSDtl5EqRBL3lBtan8fg5JP8r0tKjsLxCbNbBhuUNJ6tL2FKQTibT7Un8+cRKY/Msr2BTYNTg62zxzmsQU5gF5kKhPGreoghOctGfrwIe32zSf2WbJm9OUkMUUr2HsLgPueZbsOkfp4kN9XRGeqWBa6lGqnXa5SHVhTl0dD8++Adw4QlYXUKaQdlAsS3vmE53cGl/jSGfySS+fbuY+D5OPG98Ix+V17a5PXDkOvToMWy/kkaP4EsPY8OWWEGeB5/ioWpZ/1346JX/Vn/w+AM7cKnsxheI3aT+AonNU1wvDd8pK3yXttyeAe8FZP4apH8z1fo0+vRJ/NmHYPNCKXRhyzd8QHEnXKIM/DFgAXwfhZrdF5iSMnwTLxf1ODlsb/zB8zctpcAvVAqhxqu9sH8vMvtKXL8R0nUQAxCL9DGv4tXDqLwbX7mXfGFE2FxBtClwySSuvr0Jup1O+Xy0xvH322wDaELxVMle8HSJZWJR3WVulVL1bsefZdv3k7Hd6GvyOc/H4EEKP90DubdAWNgDc8fw/X8FlTdBXILZlmEdCW1FNdyA5Vgq5+pf4Gu/j5xagmYZbL3sz8ltMC7/3NvpoJOUzEmqZZz4m7b7fszm6Z7vubhq0p8nH7kJueZqbMHJ6Wl89SFkbYPcA5uHqubecLb3f4aPX/Vv9ccfffyLf6Xsxn8tdpP6DsfwGQ6I892ywnfbiNe2QJgWwuz1SH0zcWMGnn4KP/EwPlguwyjGDbFRKGZQ5x05DqzX0LsJphdKk+7ccQhPFdXkEYGpgPStJLRJ98PtBlqT8AJsJY8x1CC9rlKsyP19sDCPTh3B9dWoHcZ1HrFVXO5D/DF8/RRpY4UwXEeHG3TdwQ4W4XKvl0l/9MlVxGRVfgki0onVhECQgtGPX9TH33dRSadi9WLVK7LFkxcpBO8xxr+dgTMJsUxuLxP7aHKfdUm9vNY8ub+ALPbQPbfh8h1IvgtIWByBBXQYcDkL9fuQ5r340llkZbmob1NHPp+E0Cb59NtXXJMQ2+S2bX9OZusm1g0UGa9IZPweCaw/BVfchFx3E/lgiw0ewVcexwYjQlUIRV7xyepU/W/092/4N/HnHzi3w5fVl3XsJvUdiuGzBBW+15f4Hh/wNW3ntMfMMeL0q4mDaeyJx+HEw+jqEt6n4KBKSUitFCOr8wZPOrJ2LXbTN2GLVxOiFNrLxYvw1N3IygfwG5ZhP7C38zkJ/lx642SDcjuWfZnwRwv1JjhGTZqeIs5Oo/UULjO4JtQdyyNkMMQ3EwzWUR+Uhl/bJfTnY9kIJRkmCtQTIuORQ+5aBK25lKkiPcgNuGBa47RdvlMELzRBSZCt89LqUZYnlAHVBkQnEMAd14mkrgXtEPUu2WungM0TIi2/nLc+vtleSrjdjcYDxgy+Z4Ew3Yf+lVj1FvAb0DSFk6C6CPIpvLkHX1pG11eRtA45l/eVfPlx2L5amOTNP591weS+HkM1gQJRNcA6sMalhqrPUFZ4Y3FaA1ZNoVdfi9/wCmyxxQd3k9eeIm0a9KDeD668N9w7/3/If7nxX4f/x2cyu/Elj92kvgMxPMM78wrfG1b57ku2KvMHqPa8kjA6DI8dx568B4YX0V4pui8bGoHAhuJLGXkc7OK12I0/iizU5PPHqdZXEcswtwj1PnjyXtj4z/CyDfxYQBa8VOuTFDibeI/tDJntfPUxXU/rwkeXGok1UtV41U2WxrBsSDNCbaMTzoxn01lJ2FG7StELnEMoyVsEawWyoS5kCZgVANgakOSYCJoS4t5tUllOFAf3kllLLnPcxx8SRMbf+6WKVoQuqUdEtRBz1JEoBA3lZqGxEy8lVAUJJSuKeWfE4uVGmbvPeUnM1SV26UPokes5ZKFGezN4vQd8ClyQeBHWl7B1w9qLhMEAcZsweZk4BpNTn/LEcRmvpCaFZDrx/PExzZTCYNOLc8JZkBNA7kM9BXlY8LyD4EdAFrlsNWfTc3DV9ci1N5LnBvjwHuziM+gQmIbRPuitzv1OfOSK9+s3P/Lf7/T19uUWu0n9SxjNGe7wAd/HBt/nm+xPCmFmBt3/Kqr2AP7kOvLMfbD8LB5KQTxu8jHsvg7AGvgGyCngwWl837uwA8cIz34WllcL08IcpiuYmwfbAyv3wb5Pwc3gewWZsa0kMLmMH1frk9jy87E/oGDVKqViRSGOJzqP6Yod90+2biCeOhBXA5aL4UxuwBspjoRdkrKUoe347EEK5btLVFYXVaw4eBC89kKkCV3TeEzf6/j4Eopy1dJEZe1FeS9WnmsZpOk+CkJIJR+7C2TvtjVCULQyVLsOaxSkErQq+0BcER2h2kFDedQxfQRSwKoarwIqPZieRqTFRToobR21QdfrSECCZN1wVi7XFEwm6fF5MoZTJiGi8fNhK+GPBG8DXMjIEw4rc3DoLdj+28p0EzbxUycJFz4EB0/CYfADUkYA1lbOxRZsZi9cfTty81XkeIG0/Gl8/SyeysApnw4X4vGDH9PH9//L8D33/vudvv6+XGI3qX8JojnDgrf8QD4nPxCy34kAdUD23gbVzVQXMvm+T6OnnkKmKEyVycbdZMUMJQGcy8ijwOmXw743QXMOltZhsyOkBwWvC1dapSSX3n3wyov4QZB5KYKWcUwmjXFjbZwMtqstxwyZlm5WKRP8dukYJbFg76J4NrIVyKVtAzQZRqmTyBc1p9F5kUQhBCH3DXpSaHfByxSmOpB7TttzekHQAClsJWrv8HYxytQloyTEIJiMzbpKLW9S8qYHkEaQQq4nJ8da0EYIJuRRLnNPWyEmx4aQRwKNQ+d3rhLKzUUEUcFjIPYDKlLgmli2VSWXJG1S9qdESDUeGiSH7i4z5vC3pUKfPD7w/M3s8U150n9+/NxJnxwBPOCrDkuOPO1wYR/5mh+AK24ozpZry6BKrvdQnz+OPfGfkANPwsso0F2Viy6gu0HYEHzuCHrjK+GaWRJP4OfvxjZacoBwAEKefUSf2P8ZuX//z4e/+ulndvp6fKnHblL/IsfwHN8UzvEXfSjf2qgjAnH6MGHvW9ClHjx6L/LUfaVUnH+eF3iONF2gCfiFVJL68duhfwwGIxgGqAYl6bYdvSVMdR4rI5h9GG44A9dF2NtZum4XIG13Z5xkmYxVDZMNRKX8IpRS0XIsXPEmkVpHc0mSNrLCtawpiXwskJoSYl+QeSfXAtHQSrDQJb7Ky1tkYeSOBqhckCQMMKrgRJTcJenxyqJxIDi1QfaS2NUFx4uPioK54wIRoZUCzUQVkhXopgqCmSBaVgLZO6+akZRq1TOyKTAAHzi2Qfl5EshCTlbEWHUsSFV0NAZir8JpEbOiyk1N4aJa19yVtHX8t7N9JsVhkzj5JEV18vtJ24KWcu6se3G1fHQGO/Iu8uHr0dMPEZZOd1ig4dN9ZO4YvnoBNv4v5Ngyfp0ULUB/281mUO5HHLwerrsNvyqShw9g5x/EW4h9sINKOHHoc3J84bfDtz70izt9Xb6UYzepf5FieIaXyQZ/KS/JXwrq+1OAqjeHzt2F+yF44hT6+D3ocK34dIybXGOaGVzOVBhXyw6shYKnPwU8/DLIVxfzKklbpHXo8AQpxOLKoP48XHcav06RfVI8UeC5QpoxJjv+3eRA6JqSfCRApbj3yKmIiFJyfJSRJhViS27LgOlZoF/uLzKr+LSjPcXq0mDDO5db6ZKugZhgYpCEbCUhghJSYbQkKbTMmITkTlAFN7JAhWLqmBpqQpM7W3gVrGPEZAGkDHSug5C1JOyA4OqId7M1ALKT1TEVKhQJjqkTEHIoNwltQZoiqvJNsIHDppM2QTcFWXdyK4gqEhREkX5FmFFEMqKGYh3Xvu2OSYGnLmOzTFbhkwM7xsdqO/Y+aS2QwIcKK4486LB6F+3Br0aWniUunS1N2dbLDTqHUmSEfbD0KBz5FH4zyEEtN+OxxmCC724jMInota9Er7sZmzlDs/YpWLlIMGAPWDW7Ep44dI8+PPdr4cc+9192+jp9KcauovSLEOsX+P72DD9UD+TNLk47BdX8y4jciZ/cRB//MLZ0qsj557jcg2UyoU/K5y/5nHRUvEvqwVERudQGDLshzP1OXFOXEqq2suzHYB6k6qh+Y45y3vZe4/e/xOSQ0tSsKtwFjxW0mbzUYt5goxY3QyotN4+9TpxVZFZJ813l3d24xKW4Dbgh5niSMrcCcCkV8dCcKEIULRC9lOQcrFTXKZbGYe2ChXJH8ODF9FAdz1ZQoFYRoBccUxia0UPxWF6n15mTjQDMqbvqvQwKhTYbfdfS93Wh506TjdAUJ8QR5UaEOykIWnc3hKmyP2Putn/kMBDiAHTNSesttgEyGmErpb8g/VhmvdYVoe4j3naLsy5bsjXH9HkN0CYVpdvsAbbojUWJJpsJ1gRW54mcgNEZGHarkNB0MFAPBsOy8iAUrH3QFt7/lG9BdGOYTkCnQZqEPfpJ8rOPwMteTe/qr6SdPkF78fPI0oBYry/4DYO35oVDV6f/dPN74zc99MM7fb2+1GK3Uv8zjMFZ7gxr/LCvyg9b9ooKdPYAOvM64mqNPfIAduphYvbiDghbeDRcfjS2L7PHjwHYCPiaw0lD7t8Lm3dCbwpGTZGVV1rYJqIw49Auwtp5uPaTcFOL7w/IrBVMfVyZTy7vpeNXhwihwl1JlhAP2IZhTepEKhmZNnRGsTkj7BF8vtxjEMGrAml7KonSpbyfNkqjTnTHHHJ0+iitFZphwZ8LczE4BJGisep47VIJ0bobm3jpJVL+Trz8vHFHkc490tGgJDHMBNWuwLSuGA5l50eDkZceRCVSbiBe9FpRy24ydSQJqkJSJ2Yhu5f7oRbOTS0d/EK5oYmARSkzODJI6irydSlV84rgG2BrBSaSWEEPYj8gWkEwgneDR6Qri1vfaqBOnjeTN2MoyXesqgVYD/BUhicVzrwW0l7orZepULIJ9MAjhBFYXXZOswr7H8BvX0MOKMw69Pz5LRQ6YpE3ZcGh+6/Bb3kDdnhAO/gscu44auALIL6Qw7P7Py+Pz/0P+kOf+7c7ff2+VGI3qf8ZxfAcP6Rn+BHf5DUE8F5E99yF6rXoIxeQRz4JaQ2m2FqyTl58sCX3npTM11xui2uUSnIz4Oe7ZulTN4LeAFOhMF90s7gP2jT4LIwGsPgRuH4JP6iwR0tSH4+Tu6Ti7My4q4gnp7GADx1pEqnNSGvQN3wGwjzoQUH6gs+BamG9ZMkwUpI5Kk6dAwM3YgDJQlKjFiVJaZKKarnIxQvGDVQecJxWjegyAesL3uUyAgV2MSEFozLBulxXS4FRskLCUBGqLFhlBV1IgkYvIkvr+r4uhTmo48KzVOAmBZN3gSgKVuiMY8aMiROCXOKsW7d9XjmWpZCDrMBK6pDrwqGMJkgcP69zCV6DvOqkFZB1kGH5zNKvkSBU0xUqioRUGghN2hJTPR87aSLJlmpe8FVBThk8FuHMncBeYFQgtdgW+uWoS+paQ56FNIBDH8dv2ihGaAu2ZQM8tip4Pk2DAQMwqbEb7kBfdiuuJ0irH4eNDSSA74mEc1ec1lOzvxv+mwe/f6ev45dC7Cb1P2WMznI7m/yYXAw/mj2HViHOHKSaeQVh+QD54U8jJx8tfPOp7o+2T9fZ3pycpBdO+ntMSvtHAZbBL2bkcYVTN0B1Q+exOgSbgpjL8Oj4IFxzGq4QfH+FzObyO+hYMkAMZO8VqDRn0pqXilxSoVhPCyw6eZ/gCxDqTleTBHcrvHIguDByI6oQpDDHVayjqWtJoAoBL4k8F5xbImh2uryJpZJEPTpmjltJnqmDmSuEkRmxFjSXxElwRnhxQjApVigdbT6Zo1nRsYWtyyWqpWQlq9OY05eAe9m2cmwErwpzRmyrdxwDtDhuSiVOUuhloekgJFMnuKAmjLSsMFSEHkKDkU3oSdlnFg2NgtWCZ8cbx9eEeEFg1cux2CirA4kR6QVCXwhVd8Nrh5061587NQomrvJQhnSvZeQx4MGbQG+BeqNw0yUUrrqucUlyXE1DWoUrPoFfn5ADARY7mup2j6DJmKTKNoUlI3NXwq23kK+cIQ8ewtYfIg2gngat9pk+u/defXj2l/XH7v4PO31dv5hjN6n/KWJwnu/hNH85buqbGjVkCqrFVyN2C+Gxx+Dhz+E+KMl8e1NrnKgnvTyej4Gy3dRq/JwEbES89cI3PgGs7IH1PZDmygVeX4D583BwVDxg9iky7cWhUAtObjoFyUmjTB4ZPmhAHJl2ZB50vyCLgk8JTJdSWLvmZcpOJY6a0gZH3UsTMJfKVk1xcbI4anJJNZ/ESSZoB1WM1IgmqChupdlpdMLVDOpCiqVqDy40WmCaigK1SIeFh2L5UtoEHTpQdVTF8WKnNsFw3IVWHBEnqECS8vfesWU6NkyrUOdAwMq0u+CdYl/w6ARXcoIsTmlVlErcrbPJ8THeL5dcCCoBUSFlJ7vTU6UxR9SppMPwY1m1BNGCyZ937Jzjq2Br4FkJMxVaQ5wKSKWINQXfMduatzrpCxM60dqaIScdHpqBtTdANQ8sl2b7ppbn9avi8TwAZj4MNy3h14DMBOh7ZyvM5Y19uBzbHxcv43N/VEauypV3wC13YLMnSOufRJbWCytqsUc4dcVZOTX1m+FbH/zxnb6+X6yxm9T/BDE4z7F2nR+fWtIfb83mU4A4vZfe3jehF3r43fciFx4uUEuPyxP2OCZP/rGsdMwp3l4BTdIKJy8WC/hmgEFGBhmWKXLvFAqm3jPYB0yVZa5MdRmlV2EuWAupcXy9eHVLTMjeLpEfKIZNIkI2J7XQ64wCXQTUyV3RG1U6xgrkjv7X0t03XBmI0etk89m9rPDdqbRgzyJGdGWoRQsaZLxQcTQLrkJwL8m4ExJ1/VESTs8DrtZBM0LCL/V2rRN51irk7CSgJ0LjjkWnBkhK091YxvALWfDgCGUl0KijXkRG2tHsgytVdBoBNydGp3EIWahCeQ/PTq2K0ylftezTYNAqRZGqpUJXLRBVgxO0fLaoEKNiVUFHbAjpoiHnBTsDDB2qgMxEtFcRoxc+vGXI47mmPlG9B3xdkHMJTgGPH4LmLqhmIW5yydazEhgqDO+Dax6D6wQ/GMo5VOctUdqlhn13jtq2c3YyQuH32ybY/AHiLa/HrpljtP4hZOkZQgKfF8Lw8EjOzn1W7t37U/rTH//ETl/vL7bYTep/zGhW+DrO8BOyJt/kOGkaZP526nAbPLaEPfABQhogs3Qsla7s3o5vTjIW/rDl6/YLZNJsqoMZyAHfBDYL97yDT8t/tSJVhBnB64BZJA9H+KDFBuAxI3NQXSmwR8gLQARvneBFCzPqiDJRSw7RrrrMDq16IUK0gsQuObsRK6iS0grEToufxcnmVK4Fa5YCi3guyVpwgpSkXSr9whHPAVISeuOknjq5fxx/UEOzMgSqsAXrxE6mn3AijuZQoBAgxoJAZSnPsVAq9EoKGyeLdRg6BHVaLc3eYIpUkHLGTct2aLnR9Tt2TtYO1WrHNxincsGj4Lnsx8aLsUHNeNEmJCvUyZ4IboJ2K5Khlc8VKilq2iBoDuT1TDgH7SnHL4InhV4kzNSEWgix2CgwasuHHXu+ZC3Dui8YchY4MwvLN0LcX57X9ooz5OwjcPAMXAm+P0JfkH7aWgWMKbbjrycVrONCZlK1PCGc8iFIG+Hau/DbbqPpPYotfxJdamAGdHEOffrgCXl09p+Gv3jPr+70df9iit2k/keM5ngQn80/acf1r5DsRlHwqWnigdcSV6/C770bP3FvmRc6LZ2QxLnU2bMuk8sENW2MoY+XqNtd9SZjO/4++fMs5fWTdKyUIqunCgUrrxSykTcTedPx3KLToPvADgm6R8nTpVIMQ2eUwN2pkhLqApeISbdZpUTOQKw6mqH6pZ4roWxOMMe8cMj7WbFYkhgmNGJULgQp1XDyghjUndpz053aS8JMHfPEFDRLp6Hx4igrQvRS0WYcCVKaoFq8YUiFj64IHcEFES+4NxAtkDBanCoI0RRPTu7MzixBDmVbIs4wON4odei0PFpuSCGAmNLmclMQgYbSKK5Ead2JXgROuaNVZnViR4JRl0uVuZhgGCEURWsbyjZr4wxVqCiwVaqEqir7gVaQJUfOOX4O0roWPnw/UvUjcaqDSvKoM0NzaAOsBVhvygrvFDCaAouQI9SbcGAEh8D3xsvdPceNhe1j/iZ56+PzeHzOjiHDcVESKIrcVeDwdcjtryLtzaTRx7DzpwgJuCpSPXt0VY5P/x73HvgO/bsffF6T4924PHaT+h8hhivcKGv8pJyXn7RUKjE5cCM680rqx1fh3o/AcBWZ01ICeoE3UEfdtgyZMkXwk7pMPma7jCX42xuo44r8C025CTy3mneBOgB1oeSlQNpsYaNBxdE9wH6BY4rOFlBAktAOvTQnwxhbdobmVAh1d79oEtSxUAVHUhqD3o1ly7E0S6OWxqEnyFWpUtsMPVeoyuuaQ84F+shScHK0ME3okrKHciPMXrD4AIzMCAGiS5eswUy6+6VT5071qX7JJ4yuD1yb0KqjqfSScxI8QOjw87G9QeNGlUtT0ikVd7aCZoQII3FiomBLUhrDhiMYrRRIBnOSOqJCjWJupWjttrXB6IkSxGmMQo8UI5oSusZqpNy8IkqdwdUZhaKIip34qjahCaDRCdMgFmDNyecNPw2yJNhQkRlB+1OEvhHUygdqRoDiawqDXCwbVriUoH0e6CkSQxEbacslP/bJ2L6SfD7+/Hhlatt+3rG5fAOwHn7Dq9FXXEuT7mN09nP0W/BDoJuHkBML98j9iz8bfuqT793pfPBCj92k/l+JjQ2+Lp7gr8myvNOqDr/c/yqC34Y+8CD28McJtcNMXfTQscK1JnX+3EEENYO8Dm2nFMyd0dXznfzbvx9XQZN+4pOPDpfWu3WEGMltII8itr6BDQypjLBfkCOCH6bjGAtpADE72aBSIavR5sLKcC10Pc3F2sBUcBdU/JIOJtFJ6BM0oVSsIQmeFFOj7uT7VlmZxuQQ6tI0dHPIQqvQQ1ArE9sSVkRBQJuhjQWO0EawYCSKqIcOyimQtJb7ohdmiXS9PkwJoTPjCoK3pbqe8mI54MGpVZC2sGqIDqEIoiqUVBuai1CrDdDz0hwFSKmga7UKqS3iprqDmNpc7AZUpKxiWkjRmcpaPLfUO7FogYi8w7yTAA30qsLLz1J6ChZKn0JSKaIjBaIaSSfSSgW2IQjS6yCaIXBO8GeNfB58KEhVEWYDsa8Fd5cE61Z0BCEWZlVDSdw9SsNcHap8OWS4nRe/3TXy+c5VJs5l6bC38So2CL7h+BA4ejO84k7ywjJ29iP42hrMg87OoE9dcTI8NPe/6I/cvQvH/CGxm9T/kBiu8qPhafnrecDNI5xqdoZ48J3oyjzy0d9BLzwLi+DTfajmkXqmOBFWMzAzV7y+1y+UxtPQkXa90MPGqhdPlzsjwoTxEpczYZ7vQhr/IvQgCjkradPIaxlvEjJnhIMgRyHsDWR1Rq3T7xxdM0VeP1Kn9pLTMtBmR3tCnUpSGqYipY9SGBvJvKyyKy8ioG6Do8BQHTMhdiKdTLlJNKEoSMUUcSdUkIoNIipO2yWqGMFScUkcutPrGDCNOL1Q+O8oVN129zJ4ZSQrFD+02PVaKFBGsXIU3Euj04N3DBlB27LSACV7RrIw9v0KViiTBKVvRdlZkm/nHRDKDSDkImpyK/vHtIidijGjkt1IVqCiHBw1CCgjNapWSFJMxfquNJIxF3pZIJbtHebSNFWBUYZaC8yUTXHLxTSs2//ZiiNlyCCV0/SLf42eBzvhtGcdXwGtKuJ8RZhyQlRIbdE3ELoVi3HJv30yJpv443PyMtfO5zlfLxUfHUQYZUvwFrpqRTKEAMnIKwmm5gh3fjXp6j7N8vuQC6epFDgS0WeOrvDk3G+H77rve3c6P7xQYzepP08MTrE/Rn7KntGfSq1N0QNZPEo19zr0qRY+9xFk4yLsVaTuY2E/MjOFRMUPvwlffAva24+rIWuPw5kP4av3FhhmYxUZrpeEnlLn7TFRtW+fqAPPL+ygo3doDzOlHRppLcGwJcw44UpojxWRUBClbRxvOwaHFe51pMAXHks1mbU05CzTeYxrNzyoJG8TJ3U4dmmWCY4hqmQr5n2544GHslApZAopvENFaKxAMD0guZFTSdClKi1U6ZF3o1CnnCix+LjMZEKHV3vPCVWAENCQ8NjBG2NBl2vHNSm715IjI+kseTuHRuTSDbQgMI55KAr5Jhc9TVsaoGpAo1jubAKyUHXOC9mK43CwYp2StdwALWwdUxNQcxqk0Bm7lY5o5y/TCh67lUyA1AjZM6GWYquQuiEfQUpD1Z0kMKXl5jxUoXZADRPF2nIjKPsKNBbRVrNu1M8IdtqxNYEgxJkpwnRAQ4t4BpotLcRY7DY5N1a2nYfbV5Tj83XyedLhNtJVIx7L6/X6YD3QhmyCkpF2BOuDwuB62etpX3EDDO7Gzn4eSxCuFGTpUAqP7f2E3LvvL+nf+dAjO50vXmixm9S3xXCTOznDT+sZfZf1jCZCvecV9KpX4vc9jN//MTQCi1UhUtd78Ok9MDMFV78LOfZDFAeriRidwE7/z8jj78GHG/jaJiGtlkpe2BJyjC+OyYlEk2PkcrkQy9CFiFmkHUJeG+GbGZ13qusUDjnMdwrMjZJkc9gCNb0TviQvlraai2BIauglLbBLxxppBaZEydot0+m8zSnJqIlFFCTZGVnhnY+HArWhQDOR4vdC6uT+YlSmxEqxmPGqGHbFKSk+MX0reHdFN/OUsu3ZxxgNbo4ksqs3NNL4pjfW0LjRSpKkpuaCecZ1GtNjXlzCkpQ2naDgFaIVbjVChUgPlR55TICH8YExU7zpllUOYaRkc9qBI61QNQWzbxPUWTGMhFPVQkiKVdYVukKLI60TKyltz1zMx0QUaYUcjBydKmvXdjEsC7UWqwXv/HPMCjSmIozEqNtigWCxM0Qb/94g9RytpCT4TcefcuwkyDKYBtjTo+oJIWTE2s4raCzA2nZOMnGuwuVN0EkIRimOljXFitkd14DXB9Da8VCVm5aCmaE2wpoe6ivIYAWWHTv6cuQ1r8X6jzE68VF0lAl7wesF4iOHH5XP7v1F/Zsf27UYmIjdpD4Rm+u8M57kb9iGvL1NjkwH+offhm5cB5/8AH72EaQGiQqxgl7E6wPIbA+78Ufg2E93HOclih9phjCNyz6MAfL4L6FP/AZpo0FHy2gabEn14bkNULhcfCQFMzdX0oiyVB21hAVHDgFXCbIgDM0ILfSawv12d3odJ9ykNGhDIwzU6Itgncqx53oJ9Sm0+WJ1m1LBi02d1rxTQpa/qSnVPPglB4MqlyZfsoJ1x9bxSminrPi61AJzQjVbaJBoYZoQuxX+usOGNr7u6578ojdyzlY5bwNWI+EisJyW08WwylLTsGLougZbt5qBBNqYJamIZRXLQ7x3PV69zgqI3UjJpKVYr0Aq3PrADMgCwiIie3Dbg8telAXGI7xVDiDsZTzorRutZ0kK9u1eZmIkCEOlbTOF8lLomUUH5VgleDBCUlop5jJ1C+5K64bUQmUKrZXmLnpJGNWaEynN44EX2mUMZdVjWajYGrjUADVKS6ay0vy1UCY6WXR0KPgJJz3lsALUsYNlpDRU3aBNXGqiTMJ+2ym3kw39S6d0R3MZi+xkCp9ZLMZvvRqfezk+fwMkR9uLsHoftn62CNOG68TRCn6xxWauQN/0FdjiKsOlDxKX15FZsAN96vuPnZYHFv+J/sSn/t5O548XSuwm9S5GK/wAT8vPtANeHisnz8wS599KtbyH/On3EZZOIotjdblCHcs4sulp5PCr4RX/P5LOENrHEFcyfVQTeCZ7H62vQEcP4Pf8DL58L7K2igyHRSDScaef47R3qdEUy6SgqqIdCLbcFAx0zoiHQa8N+LyTkqPrSpbizRHaTtIonRQ+ODFDEGeze5+6k7RHD7RitOZMIWQTcuX0OzfWoh0SpKMKWl0YGHEkY00LoSlslgINFfGTTkHsKz5veA0hdFlhBLSGDVnLF+WiroYTbNgzzZI9mRuejTGclIGfS2ftfNqU87qH5fmf8PTHO6p/NuErUgMLCPvIHAT2E+Qo7scIXI9wBOFKYC/CNCKMlVm5cbwR8kZ5JCmhLVTL1gxVqIKWVZMUFqpnQUxwtXITNiVTMPxyaLUzObMikMqKODTRqb2IrDLlRj4ehhS89AmyFyuF6TpglTOqjXpT0CedfBJ8TSBEdKFHmAlEayANO2aWX94wHZ+z4+p80ssdyt9UWhRXGvCFK8vqdu81yHXfB7NfgfWvBB+heRPfvBs5/r9g5x8grQyJzQbqa/iFERamCXe9jXzTXtqLv4+cO0WooDkSqB87thQe3vMf9Afv/qGdOD9eaLGb1IHReX5Wj8vPWfb9KUKcPUrY+zbkiYv4Zz6I5g1kAaAwIYqRdw+fXkCmp7GX/yx65EewdBZhgHtFNiVGL+PZfID09iEY9vgvo4+/B1YvQLtSpjloeu6RyJTuWB1w6dGOBNvM+NoI6xlcCb1rAmku4w6xUUZtYUPUDllLJV3lQpnzzrixmBAaqsXwKudiKdsp5YFikkUoOGxOXbWupfFYIwwpDosRZeSOjJxQC9ZX4pRjs6AzgdhruxuU4psgS7KWN/3Z9qI9ETf0UV/l0XTOH27cT0zNxXOyZiv1j9mOJO4/afiq1IgvYHII4SrgZuB6hJsIXIv4UUT61vkWWBMLI6k18gB0VNg3bSwMl6BCHguWgpYBI6Es17zzvMlimAvRSyO4TBAsvjqtF9vh6FIyuXtpzHpRr1ZSlKzRioo1107oKRIdWYfmKYdngHWFqYpqsaKqvVOotuWxuxSAyw3pJlkwY2FcDLhXUO1BFmvynhvg5l9B517XvcRa+WzMlj9NT8MD/z3+7O/izQgZriE+hLUGTwFufyv+sitpBh+Bs0+UnsiVQnXy8GZ46OD79Lvv+cadPid2Or6s/dTbE+zLNT8XntafG7lhClMHXoZOvw353MP4I+8vVe483bKyk1uHDFohnnANUC8CI1QG5FwjEolhvQzNJKBVINsSPpoh5usxETxIuaDHU27GlfkYj6wr0LrMLdgwfL1ByOhR0OsF28/WFJ4GiEZflAZjU6GP0gvCQIyqLQVScS50nCL8IXtRoLoWTD0XXnWSIjiKqTTnUuXUTcHax34vZCFHJ8w58bCi047NF6MuGodN8LNyxpb0MT9tn0/r3EeQx+xZf6JpObHnp214+dF4UeXySyHz3gDnwM8B9wH/GcBXZZaGY4jciHCTqtyB8HLtp+voywJacPicDEZQrUA78DISL1FUrgq5KsdnjMiZgLE1kq+0OZzKCjvH8SK3D9Kxebzju0s5lqkofHPVVfOtIi0kFaQW9NaMXyno44afGJHPtqTZHnE6UNWdoK7tRExjKGb8ONnkTxS9hCsWI8xWhGoOrv7BktDtAuQRRlNGBOSLSKggXo1d+9Po6Gl85QFyisQ2wLQgo4zd8z784u30XvtWBkcXCCfvJj7j5CtOTfvM8Bvs37/8Y9xz4Pv0V97/6E6fGzsVX7ZJfeMU1+eWn9en9YdTMOhD3PcKAq8lf/hTyOOfRedBet2qc6z87FghWItrhcRAHjptyqVJqLmwCDQULrYUGkJeM3x9RHTHKydXRpBOfSS+dcUGgaqPi9Csgy21iDf4AeBqIVxNGcCw5iSzTo0oNGad7Lwk2zY50kDVKwkgtYr1C0fbU+GAR+lg5kTBbauii2q7WRfFRNAIQ8VS4VN7L6DTwHRG9wshdjrTBvSEXUgXeNTO6d2c5jN5k7uZ58npv+BLZa/nP/6BepGGzPs68GD3D18RxTmI8jKcO1F5FdHvCLVcxzSzOutoU5gubATShjIcJXpNYfxIBblzq6yCYFIgmtBlewljkzMlBSe7UatALjfjXBlTXmwbTJ3KKF48Uv7O21LJxyRl4tGrBK4Ee8zIpwa0q5G8WFPPKRp74INt+DlbvaBLtFwHV7Rf47KJ7X8zuv/rcEt43kQ1k3O/2FGEUbGMtgswdwP54NuQi492lMvuNatugfDMvYhtMnXHq2mu3ks+8354NjPav4S/unl9VefftF9+61/Tv/PB9+30ebAT8WWZ1IcXuCtt8Lf0fPUdmZYM9A68mZhuxD/4Pjj1eFFedtNdZFLRCRPYt4I1yPJxpL9JnioWsqHqznStyCi2NqBajZDWMB5Ec4MOO0/dcUIXgaqCEGhHQlpJ+MoIXQC/WdErBSpHNoXcdhlXpTTWQqHdmRbWgzTFy0SDE9vCfIlVaeCNFxutFE9wEbnUy8KKx0ntCqPyu5FCcEMXAro/INNO6HeDmlfBzsnT+Rk+2a74x2PST6Rn7ZGZv2bntnbWl08i/8NCFtyA0+WffwAcX5ZjiNyK+2sk8vrQ51UIh23BiUMjjBTbgLxhyLBIY1MNVSpCMVSorTBqUioeNNJZImhnyzASR2OB5dq2mK8FV7wpvf4sRbhU9zr6ZPZiGxAFOezoPqF3XMmPJ9LZxGAzEhdr6v4MQoZm+NzB5Jd8/zOuFVmmCLFCZm4EncPzarmoPBNliEjEKSQkDWuoT2Fci0zvQwarXDLTyRnplxYTzz6OLK9Sv+XraY99I/bsf6Y+05IPbCCvffL2EPln9itv/Tv6Cx/8/+/0sf9Sx5ddUh+s8FY9y9+aWtV3JG1hqk/virciS4ewD70XXTlBOMglH+jLpPiXNTAzDFq8nwij9xEGX0FuriL1z8N0RfIpah1h7RAujojrMxAewNcewdKwMF/G5uCxLhPcJdCuGLY8xDVTvRzkWiHPC9pmwpqSzGiD0/dAxsoJPlaEGgysNNR6LmgQhm3BYysV2uwFZ9fx92W4ROwVxY1liK1i7rTR6U8LU/tAFwtLxQFZhfSkP5AuyMf1Sd6bB/5pN3li5i+77SbwP17Ioj8D/gzwO6UZ6zch8gZV+2qteA19udYXwTchDzKxUfKa07agWQs/X0E65W6wQn8U60YBZpBoBBNiUgZVRlKxZTDtVmsIU1qEUbSFEtRGw1qol0BmHLvR8MPQfyzQHs+0pwbY3DRxMVJN9WBkRcA09n6BLaWzOppaJM4AM52X8ghvDNc+om35mXtpsjeKtgOEjPQX6GYgXu4vo5TVxMY5/A9+k/jab8Sv+WZy+B3C+TVSHpFe89gNfbFfy7/6pv3hv/3Ir+/0sf6Snlc7vQFfyhit8g7O8LdliTdnB+ZqqqPfQDhZ4x99Lz68iM5z+cDeS54t3feXjL4DFqbxhXnC/Cy+51uR/l+ANINVQ9q6ovZuxuNmhPYs6D9HVj9BXllGBktoShAUjzVtA/n8EB+0xCMgNypyRRECsVHk4gnwunDIvfM4iSiWCpbqnYgpxsJFz1m2RpoapdIfqyy7zyZWZO5tK/RUkNphnxMXQTu6vQ8EO+VP2JO8XwfygdEzfHDmx+2pnT6eL9XwFRGMWxB/K1HfRrC3UskVNIINHd+AvCn4WpkWFWK5gYMzohOEavHc6WthLLXdzd5FsOzUCKmz/q286AdGOJUqUYQBhRYbOjhP+47EQLgo2AO5OEPGSNzfp5oGTW2nvkpb1bpqYYzGRWRPH677PuzAz9DoKrFKBI2YBNTL4O2mBV/ZpMc8vv4eOPO/I2efhOFGYeB4nrCfLitM33Ss6SFv+Dq4cYrm5HuxixeJMyBXKfKJ606Euw//b/o3P/wrO31cv1TxZZPUByt8az7B36435VVZnTQ1z/SVX48/1SIf/M+oDmCBy/t1k7zb8eP4pApVEQDpNLKwCHsWYebtSPO1YIfAE26CeMZ7jyO8F0afgPMrsLYCMgIVEoF2qcVXGugb8UbQ65Tch7TuxFboinFG0el3rIVBdKY8oNkZxZLMe9LN5jSlCsKmFWMoEWgN6qrI9PGS3LNBm4yois47ugDhQPFz8STYKTvlp+RDo0f4bW/kQ3M/uJvIdyL8or6MYF+B8o1U8kacfe5OWhVkU2iXHR9B6BfC1NgHflIr1ObCatJaMCve8R6Lf3vbjRKMFNWtWem3INDkMltVnUJ/nIWYhPw05AccWxd0saZa6BWr39EQ8NKEj0Uk570FZH4W23cXHPwZqG5BZs/SVhGt5jBLCEPiumHLggwbZPBPkdXfg+ULsL7WCfW6leA2XxkfgI0C4a6vIr/iMO259yAXzhcN4BEhfOqaZ8M9R/+1/syH/+ZOH8svRXxZJPXBOt8VTvALo01eXmXw2QXqg++EJzexj/8OoR4V//OxPHpyAvvzGRmNG5qqZY5j3cfn90FvGp++Eamvw30ObBbJz4LeD8Pj+IUNdLgMXuY/NptOuzJA1xNhn2N3CnpA0AbSqBhRVUEwVxoxagozQoLhqliGZEavVtw7S9xu+k/0ovz0zpeEUC7M3JSLurYy/JkF6B9ydK77cGvgT8knh8/6b9lJfkczd0//iO/iKi+A8BV6wGtAvp4o7yTYnSCkNWjWQdcF3SwZ2EIZ1JGDF3fNzmYlZMVwhhjiFF/8UFw1Kykah5bO89671Z+Wnk2WLq9OeZm0dMGxR5x0EjxUxD2ReqZGaGAwKNdJHaGq8el9ML2IHPlzUH8fZpk0s0E1HcheY+2AeqOB5SMYH0TSP8bPn0JXL0K7WVYAkp9rZtd9Lh8UmEruehv28qM0y7+Hnj1D6EN7PcRPXXsqfvaK39Cf/ehf3enj+MWOl3xSH17kXXpWflE2uNFwmFskLnw98shZ+NzvQ13Gtl3yhY5sGf9PzgodS/UNLuEzQSD2SibVaZgK+OJ84QfLfBFeNMuwYpA3itgIxURo1jax8yNisI7ZXCTyvlm8SlTGm+GolsMk3YVVjb8OBV4J2RmGolbsU24AORdaY9aCsYoIzahU9N4PxL1Gvc/LJBsEOy6nRsf9vXLcf7MahvfFH8xrO33sduMLh6/JIsY7gG+lz9cg7LFNsDXB1oThRiaaUNUFP9dumEcelYa7dsNI6KwcrIPpxApXfpNCae2HMhjF1KlNuznXjgfwhVL92+OOPwZ5TZC5KapFJcbO28gzeI/c6yPzB5F9B/DpP4+M3o6IdrNyW2h6+Ejw6l40/ga2ej92fomwvobEhkLYn1h7bHcyDcCgjFoNL3sjfufNNMPfhZMn0D7YdRA+fdXZcM/R/6g/9bEf2+nj98WMl3RSH17kB+QUv8SmXOPusLhA3Pd16L1nsYfeT4gUX4rtCrnx43iyS0uxIh0Puhx394XiQOWhSAGlglDh0gcNIEMkCZ4z4psQ+jTJyec38M2GeBD0RsGPUOxh1xRRaDGig3SuhDEUVoO7YFIcHnOGvoTiydJhmMUFsSyrtftQo7Y0wCJK6jm9g6D7AxodT0Z+kgfkGXm3neM/1N9ln97pY7Ybf7zwZQTkrSjfRuSbCFzbtoqsOnnNkLUybclCYbuMlNIcR7Du3LEkWFVM1nKWYmcciu2DJnAtLpuh67u0FOfJOkhn0yvIGvh9Tn7W8V6F7u1TTxmaNsEDrlN4NY0uzsHi1Vj1aiTdCfkAMCqjkOLTSPseGJzE11ZhuIyk1FmKToieLuHqXA6PCuUaHYHf+Crszttp19+PnHqK2Id0Pcinrz5f3X3k3fo3PvaSVZ++ZJP62jn+YjzNL1WtXr3phs7tYfrQO+DzJ7H7PkCYYmuW2GRSn/QvZ+Ln4+eMq/lJfwul8Ky8U5zGzoUuS7ma6iEmUzRrji2tFxvY64XqZiHXjgwFaaERKyIROvFPN0AhS5l72cbSOK0oxk6WyjCIGLuL1IstK1Y8vdUKDc5nnGoPxEPdR1rxlB6X32mf9H8ny/Lb0z/kF3f6eO3Gnz58Ta4ky7dQ+XehvAkX0pqTl8DXSwOVzqs9qVMr0Ba2S7F/gCBCo8UHyARad+pQeutN7pwkqyJqCtkZSDlHe31wU/yEYfc7eSSEPXWBY9RK1a6K9+bKoOuFANNX4L4ICGIbSLoIoyXYGMDqRhnMYalj1vjlnkjbrajH12cn/fANyNfdCa99LXnj9wtNeRry1RA/c+X5cO+Vv6V/9eM/uNPH7IsRL8mkvnmRH/AL/N2wolejhi0s0DvwTuRzZ/F7/6CIZyapV5N3/slkPuk4N/7ZZGUwcRJBWdZeeqGWUrn3Aski7VrGVgfEOZBbFb+i/F0YAu4M1aljGR6gXlwI27EfCEoLmBh1KPMrcSF5LvMqEbSbyKTSDVhunHpGCftADzgSHNalTQ/Ku5tH7F/7hrxn9ke92eljtRt/9uFr7MHlG4Hvo5KvdisDKNrzoCsFSsk9CCmUUXlV51lvhe4qIrgVLYR4MYEr06asWA3HYrUsXhaq5GKH4dOgPQhnhPyQkU6CzNbE/VNUsS3mYNKtZGciMjWDSwbPSA4wHBVebdsW1arkoorq+kXPsf+Fy7F1Jh5zuZGla16BvvEN2OYfYM88SuiDXwPcfex8vPuqd+vf+MhLrmJ/ySX14Rne5Rf55TjQa7IaPreXeuGdyL3P4p9/PxJBpug8WUrevZS4x25yk0kbLqczjqGXyZNsXL3DRIIvjorNANqlFm0T4WrBb4UwrdjQkFzsU61LxuLSEQccVS9WrLkMXMgUX/JAGeTQdmLVKJ3zogmpNcQFqZV4COLBjq6zJBvtA/Lv/QT/vPdd9oGdPka78aUJvyiR2r8Bl++n4ls8I3lNyCvAOjQG/RroZrxGkYKZaxkeYm3B2aMLQylDwWM3j7axMmCjypCjMTKoWqEKkOYESQb3CulJx1WICzPUswGhS9xeUVRvBtSFLROGxfLXx8NNuoQ+ju2EhS/kFDm+TtsyP9uuvR19wxuwzQ/RPvsgPgV6FVSfuuq8PnDkN/Wvf/wlhbG/pJL66Czflc7zy7LJjUHB5ueIe76ecM95/DO/j/a5hLt5Ux6lT8HOJ/+NT45xAp9M2JOmRePkXk3+XiDUWOiThpl0YRPFCDcrekMZETfahLqDShoKiabqDJvcvTRHKRWTdMOP3bwMX0jFva8cuTLdPrWFpx6jIAdADkgZsbfmKT3Eb8h5/j/x6/33dvr47MbOhC9pJNi3IPLDVHxtdsXO55Lch10Tvuqgl2wQy0zZxoo1ROVl8lREEXWatpyLlwYYebeYVWGUDRWopgQXwU9CusdgoIR904RpJ5JL49O7Ul/Gr6RdxzaV301i5Zc+TPc4yUrb7hg5qS0xsCWwG+4gvPH1pLX30px+groPdi2Ej159Ltx95f+pf/MjLxlWzEsmqQ9P8q26zt9jnZdbhry4QH/x65HPn8Q/94GiF0og58FPlak2Y3mzHwA5APTBZyiNH3yriTpO5pM+F+Op6RPLPURhqoeZMFpu8dVEWHT0NsWudGRdCANn2HckCzEJbeX0TC6NbBShmDJloQ3Fv7yP4lpGobVaEn9NwUatEZI61TzUV4DMCD5w/PP8u/S0/JPed+5W5rtRwldEwb+NKD9G5O0+cppVwS46OgjQdzwY2s2AbYGeKRYK/RHfIn8FL6aNqYKqs/tV6ST8FBmGTYFOC3nZ4V6HZyHPB/p7+oRgJbE3nTCkonjP48+FO5/zQbpH4bkY++TqOk88LkG64VbC61+Fb3yYdOZJZBrsCogfue6MPnDFP9ef/8hLgsf+kkjqzWnewRq/4ivyKtzx+RnigW9A7ruAfPr3y0ouA4+AnK6wuVuRPdchGvD1M8ja/TB7EQ6DHxCYVWRqYtjuZJd9ctTcWBbdAlQwVZMTNMsjWE3oYdBXCTIv+Bo0I0d7nQ+Hd+PXVJFu7lsjUOGodgaK3rELvFDHhjb28VCaYcEZqwUnHBbCQgfdPOof3fw8/2j+O3x3GsxuPG/4sswi/ABRfgLxm9tGaM8qulJGBmZ1rBvKnTof9tQNCKwRNMAwl0lNlUMWI2lp5lfdyMIUrKhZXfBZh4GQ7zN4CuhH4p4ecQoYjTqsnUszNZ7DaoHnT+DjsG0/myy0oFxDDeQ14GWvRV73SobLv4WeOUmYBY5A+MBNz8r9h/9X/YUPvuiVpy/6pJ7u563tDH9fVuTNbXZCr0fvym+BhzeRj/2n4pk1FDjucPoIfvWfI135MrQdojJCGoeLa/jx9yHhE3Az+B6Bxa2pPJcS+fbkPj7JNODVNE0LdnYDaYxwi+I3drL+NSl21HXxsw6peJmPxKmtMFkanBpFK0OyloEz0ahQrNBfOrdIwVrB+051COLBsua0E9xrD8qv52fzv+j/RXYboLvxXw1fkUWC/yRBftiFY3kV/KyQB6V/E3sw6DxlgnVyDBeClaSPCLkbcRg7zUTblN9VHVRobkRXdKaMI82POHZ/YWbJ3h71TIU2w4KHjq+r8eit8deTlh3j6n3y6zTxs+3akgkIx9tOoHTTa7E7rqFZfR/x/DnSAvhhYer3bjrBA4f+R/2lD76ovWJe1El98J7Zu+inX9UqvcPnExJ7hMNfgz4R8U+9B80jGCn+pCHP7MWv+X5k7xHyhZPo+lmkbaGehtl9sJng1O/Cvgfxa4F9AZm1wmiZPKkmmzGuRXAkNc3ASeeHBDXiTYrcXLjnzYYjlJFjpo62UmDDbopNGYbcDX3O3cAcERQvvSNRXI3kxdPcxZE9EK8o/QA7z8X0uPwzPy3/pP8t+ZmdPia78eILX9HbUP8b1HynNUylpYgtZXTkZZh630ipQIISO5pjmShe/NyDEbNi5qRYmvnFSbJMxzIvc1tDH/KUwwmw+xxbA9k7RW9ei3dM000B2151T/odfCFIZnyNduanl7D1yb9VysStAXDbW8i3HaG98F/IKyuEPRCmlPihW57mgQN/S3/5/S9ad8cXbVIf/vbs9fT912Rp7jukvohdkYg3fANyMsJHfwslQxPwsxl5QEG/Do68Ai48DufXOizPoOqVvTC70FGqfg9uXcevDMiMQJWey4gZ77VqCpfIaD1hFwfEKfC7BI6CrHWSai2zkr0Vai3NfYteZNsuNN2Q5+jl5E/SWWaI0JiXCsic3EgxKTpsxD2FU2z38S8HD/IPZr/b79vp47EbL/7wFXmrq/xtar7WBoadUXyp82qfKWP2YnJy7EYYetfQtyLHGFmZeavWcdrrInTKUsbgWUsxoZsrDBy5R8jnDFmoqefqMv6xbYup/2Vujzy3WSrP8zj5+8km6xhXHz+nLcpaveNrsVsWSOfeDUsj7ABQReoP3PaYPrz3R/Tv/cGL0o/9RZnUh78xv4997a/FlfkftjwiyQrxxtcSOQL3/A4y2oQQYMnx44Y8ugemv6rQTM6vFiEETbG+rSJoBUSsAfOHiLc8CTcAiwGmyrxPYML8v8jzclXMuNJSS9jnxDsV2QtpE9pchhSEJOSekbJQuyDBiw6D0lTKVgRE/aSMgmEi9Mb8d+8uhCzoQSde2dlQP8W9+TH+fvU1u7j5bvzZhq/INJEfBH4e5Gi77NhZQZJDVWwrgpakLrn48oMQRRAZK5rLhCzRMrHJGkeqjibZdKvSRQjrSr7HyCccmQvEvX0qBNpBoT1uz06TzdDtGPukOHDS0mO79sTBY7ET0FEPedVXk68X2tO/BxtDwpXA+gzxYy+7Vx5Z+Hb91fe96CYo6Z/+JXYgDrY/Fy5O/7D5Kqk3oHf4VVRnD+IffD8y2IQpCo4xPthDgbPrsLQOvkaRnIVixhU6CXLaRHRICLMwELyhDAwQ2eanrlDVZOmTLrb4ckM85vibFF90fL0MJ+jHMplmGAofva9g7ozMSaFU5WJS3PKANkJPiri/HSv91oHKqW50qqtARj7Mn9b/qf2gfOVuQt+NL0bIgm/KjP86DV+F2b+o9kN1vWMLhbceUhly3aqTRKglQHBaMYJL8YTJgooQbctd1DBCEmIo2gpdAu8b9lpBbxBYy7TnhjSmeG+6m0zDc7Hy8c8mHydj/LzEJcsABuWfD8vPZVBE36Ij7NPvIT5b0zv8DpgGOQXMb5Be/ujtXL32L3f6ePxJ4kWX1EcfjD9brU7/nAfDZECcvwpPN5If+hysLxUelRVz/kuKTwEGm+X2nPsdayWV57Q9irQzI8wWubQ69Cmc87Hd7ng60VSflsjo4ga23KDXQHWXUtdOWis+5ure8ckpI8VMSC1AoSX2pIwhS7n4a0xZGUzR4Ewh1A2YGXoF1LcougB2Uj7Z/q5+Q3xN/tne99uFnT4Ou/HSDtnjj8gcP8CQd2n0R3tXQjwKhLJ6rHJAqyKUC1Yq9TYXC9/WrBjOeXF/7KsSXWhxGu+E1y6kVVBz9A4h3CJIk0nnNmlHDrEbcTS+9iYhluf72Tg6fzC6xTgD8GXwM5S5Uxe6um4NJAgBwz71u3CxR33obZgCp8BuWCPfcOr19uuv++2dPhZ/3HhRJfXh+/s/4GszP9fkBnSV3sINSHgl/uDHkOEzyPRcAaVTVT5aN6qNflNuzdYry7qQgM6rhbaQ1sNcId+GDZhhS3zU4YEEhapPMxTas5vQtMgtwCsVU7ANQWtQLVV462WqUeiWf223t2tRaIvUP2tZvrZShB9ikAaQ60C4Vulf7ciIpvm4/EL6rL+9/hb7g50+Brvx5RWy4P+ahrdJlv817hPitY7OgydDGyeJ4Vpoj4067k5ULQ6mIrTByNkxhBBBK2dEGaHnAWRToXXkNpBXCuKJdG6DUet47FFc97i84QnPFSXZxL8EbADL4M9SqMz3gzwMPADyGPg58FWHIMhwHf/wf0HWrobDry02M89A+9pnydee/0r7B2/6f+/0cfjjxIsmqQ/fN/XOMKh/pmrYj49IvSuw+duRZx5CV59C6wrX7gQYKaRYfJ+ngMV1qM7DaKr4O2sseHrdGajnGdAZ0FWYe7YMy1DtRJudHl+naFulOT8g5Ey8Q5A7OnuKUTdkwIQUiqy/F8sStO08vuqqOC0mhxFW3j52PdhoaAIdCr7PiC+HuEfw43wkfZhv6L3B/n7vm3x9p4/Bbnx5hixyUub8LzPkL4SePFofKz2enMsA65AFM6euIYoWncV4ELoIHhxTJ7TSFTleLC60y8utYJsgxwR9dUBrJ50fFKvo0C8OqLCNecaWNxNsYehJYCj4eeBhkCenkdHr4cCfh/3fC3wtHD+APAKcA18RpBcIqyvIp/6Aym9F9t2CDyA+DfnNj0/b9Re/1X71zb+408fhj3y8dnoD/igxfO/cnTm0/1Ncqd7upsSpiO17AzxznvD4x2FmBtViQuQSO/urbv7nsMFPOfJ4D5ZeA/1DpRGjnUzZigqUkUG+D655Gr9GYJ8iU1bGCYUe7TDQLg9RT4Q7AlzrsFnoKi5O407PlVYMQakQkhdKVxhPlbFicSq5QPMIRC+NJIugVwjxIEhLyg/Kr/sT9ovVt7Kx0/t/N3ZjHL4k19LnV4n+XWlJsLOQhkUFWke9ZNFrDh6dXi403NRNQgoul7KOpcIEiwhNMkIQ4pzgZwX7dCY1QrW3R111xHVvC6QyOVl5bAmglAp9M+AXHHnM8KWr4KZvJx++GWnXCHmAWw2DdeTx90L4OFwHvk+ROcitocdeBq97Lc3gA8i548gC5Hml98FbT/LI3p/WX/zgC76X9YJP6qPfnNnve+3/GZam3mX1ZrFi2fdm9HyNPPS7SC0Qq05ir1gAdcO9mGERSjNTTgKnpuDsbSD7oKeQY/GZ0DXgSdj3LNzg+CGFGUdCgH6PpoF0bkj0jLxaSVcXjm2vKUnarXNH9HJyh27PtlZmPEb14qNhUIfSu6kpb52zwLQTjzlhTvHzPN581v5G/+t4907v+93YjS8UviY/To9ftqHsa08bti5ULjS1oUkKnCh+qXFqQFaHXCw4KspUJu9WuGO30wywAOGs4Pc4aQXC3n4xA0sNWDMxgYwts72GUmAtOzwBcvogft1fhPm9NGefIaxfJA6GeK8HB47CICJP/zbsuQ+/EdgfkJmMbwK3vA7uuJHB0ruxpTXiAaiHPeTTtz7Co/PfpL/8gUd2ev//YRH/9C/xxY18yH+qOjf9LmiKVcve25GVGeyxPyCGhNd7kbSJx2LUorYJWuFEiC1iAaYjfiwhcQDhMzA4BJvTlMkSm7B4Hg4MYR/4wQBqiAr0e7QjI50Z4VNGvkuJR52wWqYMeSjDoEXKUAoTozLFxElAD8GCY60Q1MkVmAkhGNYq2gq6zwhXOxrBHuc/tvfJL/S/hQd2er/vxm78YSFz/k98hfu0x6/VR+SNzZJiZ52qKUKLYMUKo1WjB8QghCwkNdTKdREQLBcee+EzFHvfsAp+hSCVoh/PpNUhIlPU01XJWJtNeay4rHL3pLCekRWBqVdD6uOPfIb6winEIyRFTLGlZZg/jOQb4PwJ5OgyPsrQj8hswh/5BNJfJN74Ztr2PYRz0Fw1Il7/zE1h47r/L/Dmnd7/f+ix2ekN+MNi80P9Hw0Xe/8vUj3l9QrV3hsQ7sA+9wfo4AxMzZUBz1qBKGrDMmGcUiWUDrmWfqhlZCPBSi7lwDLl97MUpssMMFfjVUaiw2yfphHaU5vQc8JrFI5CWHFCEizAwJ1ayrg5o3ML9U4sJCAuhE5RlwzquhNttE5OUB0RwlGH1ht7QH41Pa5/v/ftOf0Jd9du7MaXPHxZFqjlf/CgP2pLRj5tNEmoqm6QSwYo4/MiggWjsYK9RxGSW5nM1Fn8huC4dwy0eUirkD/lyAUh7q+ppmo0t5CGl1MbW/BBgMcz8sgBqL+iuPaubSBpA3KnN9HQESSkuPfpw3DDY/i1IAsB5gwah9TH3vbN2MJJ7MyHysr7auh/7LpWHzz87/SnP/q9O73vv1C8YBulwz+ovi6s9/66ZpnyuIROH0XDrfDwPejGGZiewS+ZQ0jxaQ50xv5scVvVERwJii8qfiDi+wS/SfAbFI4F/IDicxU+lZFehpk+TaOkcwOonPQaQY9BvSyYQRONrE5dOSFpoTF2TZo2OCF06lF1HCEoxLqc4KNh4aTHaygJfU3P2efle8Od/t/tJvTdeLGFLPqKTNuPSZN/MuylCVcVzkGTDDGnF5SgnUlYV+hE6Wi/XjzaqyBocNrgeC4wZm4dXYIw68hdQph37EzDaOhYXRdWzJiyDIV+PHJkRGlYra0iy+eRdgjEYl4jsSiPvHP4MqCd2mq8jgVMM+A+hE99iNC8jHzg5WgD+gwMX/1k5VeufEP++2/5b3d633+heEEm9dF7qhu1H/6atPXNSYaE3iyxfyfp8dPIuQeQKe1QuRaio5IQKZNaLuFs2uF00cvyLDoSMzLvyEJA5hXZq/iclp/NpJLQp/s0JjSnNwhuhDco9TGQFaPFLlmoA4RWsarwcrMJQaBnhc6YgL6ABydJwdwZgU45/RuceMDxE3yo/bh8TXi1//ud3ue7sRt/mpA5/8ds8o1hVh7uH3PqGYFGacmolsQtofSZ1MuKdWSlHwVQowT1YpvhgleCIeiy0FuE8MoA+x07t0m7moq9h8YtlXcOJZv1KK6P6203SnJUCBE+XWxRQ1NozVpD3d0VtvPdc7Gw1gsn8U9+kKp6M83Bo4QBVGvO6PUPLXLNxo/bL731a3Z6vz9fvOCSev6NWeHq9JO+2nsnuoyGljB/Z7nznv4kPtXD4wLgiBbLTrvk3tM9iG+Jj+i+RyHX5fczBrVBnZBeW/jptUCcoWkC7dkhlTrhLiUegWrFYVjmfZo4lYLmYoWbcfpaMPNWChsmAykAVtR3OUG7CWEepm4AnRL8jPxmfsS/vf7adM9O7/Pd2I0/i5BFey8Dvk2DfKp3TJCDDgPFkiPZy2UZOlGSQa2Oq9OmkmdjEmJ0cuVFyxE6jcgq+EHHXwOxNtLFAaMRUNXFDkToKnHFa2BqBGixAMG6PLBZfhZiSeweoFKou8XxuFk7afm7D/zZR4gPPko9+0bS7DR+DmLIcPUzRzky+Af2d9/6gsuhL7gNar9q/SclhZ8kDMlVS3XlXUi1Bx77KGIthB6ec6nMKeO3XLrsrV1VLhTD/UnlmXdJPgcYdWu2sZw4BIhTNAnacwNCm9HXKOkWx1aMPBSa4IgKfVV0pIzEqGuoXEkdM9JCOUn73T1jqIa3UCch7BHizQ49Id2vv2pn5c9Xb+fcTu/v3diNP8uQBX+AxNcS/d/UV4AeKtcAwzJIo/JSfA3VqdBiq1QZmQJlh1xsMzwaISmZMgRGloTejBJeL1R9pz23ySAJVNMFI4+GKEgPOLgO9QlIc5AWivOj1uUizQr9CPUsLBlMH4eDwFToGq7dkA4rj7IIds/7iE8ZYf+bsR5wGpobz+GHlu9g1l5wq+wXVFJvng5flzblr6RRgsURduURbOZmeOh+fGOAzy2CtIgPCj/QFSURvClwi8jYu5bJ4r1Ed9e3Tt7pY+KPgPRILbQXBlStEV8p2PUQloTcNUVjLAKK3JYEX3UFggWnUSdbUYtq58qYElRWKFx+wOnd4OA09gl+qrot/+34CrM/3t7Zjd14cYTM+TKNfD+t/OPqKIQjpZZqW7DkhODUIozcyeZUIoxFqEmhzgWuadRoQ1cxudGsOfkKgVcqFY6dHpZhMdUUZIGel77ZHDD1OORTwD7o96HXiQ4JYIdL43TqXji4is9SsNJqwrivm3GqNUjP4Z4/oB7sQw/dSnLIS2CveQyOrH6N/b03v6Dw9RdMUh98rn/MZ/JP9M7KjRIhzc1SH3wL8tRD+JlH0L09Qj1C6gy9iFF1SVvLmg7fmgc3hmCeE13i1y6x54DXfVqU5sIAzQZ3KXYtyIrjIzoDIsgueCrwi0SIppdWA7V0o02tqEkFyolhglxpVFcDA063H+fbwuvtH+70vt6N3fhih8xZkln7SRnyY9UhmniVU9Udjp61JHLAtVttY+Qxnp69eCVpGfUYKcWTCLDu+NUgr1QCZQZwmxV6fYhWLsYDAtcnmPsUyH3lWh9OQ5gGnYLhBbDPwY3PwFGgV5ULeGwJMm6YdpRJmQfWl5BPfoaor0YXjhDXwIZOc+sTc37N4CfsF9/yup3e5+N4wfDU/Ybhj/vTfFPTGqES+otvRM5k7MnPIQtAz0sDhNIQ0brp4JRuuCcd3DLG4Z4vp49bnN2IOGIf04rRxQ3i0Ai3Cu11jg2cXtJSmTdliHPsoLkQimBo5KXCyEm2lKHFxgJGRV3HkUw8BL7Bk3acd9Vv9I/s9H7ejd34UobM8b/5pqzHBf6pms+ls8AIkhTL6apQYjp7JUFyQUdFoLaAZS/TwJDCax85ugx2rSMJ+KyRLmxQHZiDGiQNYV7xKw20QU5/HlbOgOwvRVg1hD0nYO8QjoAvVMiMQmzKKr+D4S+bR5yBRcgnH4GHjhBvvYumOYOfz1RXrmMHLxwJy9U/BN6w0/sbXiA89WaJ7/El/omeZ75R0MO3UQ9fBR96N5qWC498vLm5Kokc77T2FLgFv+RB/gU/qqfyhGgQK4g9RucTtraJ3CyEVyiSHGu89FlFypQXUVp3XIweWtwV1UuCtzK6qDKhcceyI1HoHQ3EfRm/wCfTsn9vfQMvOl/m3diNP6vwDXkz6v9HHulV+YTgG45Nl1F3dFMjEdjEqBBqERoHEwMrFOGcocXpIUgt+AzYA47d4+hsTX2gh6RNWDc8KwxBlvOW/e46RY+yCMyD1zVMC9IfXU6P7GrHS7nEgLqMwiMFePM7yQfO4Sc+QRuAwzD1sdsTDy3+7/q3PvTjO72vdxx+2Xy4d7u1/GU/r/ONQFjcS13djt7/CWS4DLMBJJQELgqhhX6GSraWS+pbB+QLhfvWukRrPPZoVlvy8iZcU8GtiolhQ4hZSQZJjDqC4UgonNpshkoZHo0LlYAmYagG5vQUpo8KYV/GTsmH2xP8+d2Evhtf7iEz/mEy3xGmeESOAbNGPRByNwkshzJnoArdoKJU5qT2tNhUN9nx4PSjkoMwGjqMIN4i+E2QVxua5RFW9cvg+DojcwE/3MOvCHAU/DbgesH3Cz4bkBmQXjfOd+zDPklvlIl/uYyPhIx99pOE4fXYvuthBLICds3xyA3r32O//NZv2+l9veNJXa4Y/Vh4Rt5ENPIU6J63wZPr+LMPIdMCXkF/Bqb2QG8W+nvwuIhVPeh35syRDoqhU4td9g4gBprACi3F4zSjTaNdHhGPBsIrStLOa07rVgr/bs80rdCYFQakKY2WVZq6IknJuRiH6UCKIdHViuwz5CS/nR+Xb+7d6U/v9D7ejd14IYTM8kkG9vVV3z5XHxVyXQbRpE7EqSb0TMkOIzGCQG4FyYJXZcRjWUE7WoEPnWbgcLtQXS/klYbRhmH9aejVUDfIdELmwA8IsqiwIMicIFNeLLknl/aT7o/Oc1f9BjILsnwWv/9xwuyrqab6VGvQHF3B927Mc6D573Z6P+9oUm/O8UPhFD/aJMcdphdeSbU2izz8gUJN6s3j9TxMzcBUXWCYKaDu4zPzeH+xcFlDKg5ZOjF67tIByVxa3+UIvZrUDMlnEnHRsTsFqRKyVpgqdRTamHEXoikhOr1QZi6OvFQSWYvVqKnTqiPmVFGoDoHsAbug7/Xj+gP1W/LFndy/u7EbL7SQRR5n4N8lU3JPdSOEvhM3C9xi2RmmYoIXYrnmGi8N1B6KmNCaE6QMbTcTbFBmqOodgh4APzekXTfo9wqBImbo58Jg0Y5r3DcujWUKXA61bO/HTWLr3XAPWQB/5tPE4wM49GY2FTgD6ean4drBbfZrb/0XO7mPdyypN/f17pSWH/GBBFNgfi9h5g78M5+AwSq2Zw8+tQ+ZnoHpPfjh12BH/wJ++Jvh6A2EhTl8ap40vR+ve1BZSeyxYTzJCM1FlEDHUZ9WLNek8w06M0JuBZ93bD1AEixE3EPpwKtBl9jVyiAMj05MSug80pM4mgqvNhwDPQR+ivf4I/qd+oa8O51oN3bjeUIWeRjzb5Egnw3HhNB3wiZYFDwYEsd8dqeuhSCKJye7kbQMas84Xjm9SqnWlBwcvQvCtGNnBqShQD11eYKOlBpv0oxjPNcUnjsDFbjkRDL+uTsSQCXj93+M2B6l2n8NYR10OCIfOAs3rn27/dJbv3On9u+OJfXhsdEP5/PyGslO7Av13rfij5/ATz6Mzc+TewtIbwj7bsVf/gtwxz9CXvEPkVf8Otz2P+NHvxPtzxFm5/GpxSIqECtwTJ07nL0bcOGFl5hrYXSxhdaobgU7HIkrUhJ2bVRiNGbEVqgRWjFGI2PkTqygyo6ZUzlIzwjJkazo0YDOOCT/oK/yrvjGtLRT+3U3duPFEDLlT+VH5TsVHtRbhTYIMipJOiehMahUkSTFERUQLX7sJmVEXgAMK17tGxAWFX+VYNFoLw4wF+j1thL39qQ99mCf/N1lG/k834/x9Qpk/Rzcfz/11Fdic338ItjR0/j8aIaD7S/s1L7dkaTengjfX5/nh9PQSQpx763Ixb3YfZ9E5gVd2EMVFY5+BX7nP4IDfwGJVyMhQaXI1CuQ638Jbv85dHoPQh+f2lNkvxZKAzWMR4cnqAWr+wwvGL7REl8mcEyxJm8NlgYqNaIbw64JquLFHyKCNIIgNKGccDoSYhaqqyHsc2j9/TTyneHm3fmhu7Ebf5SIt+fHmqf82zz7fXqrEqLi60UTQgWJUmQZxYJDslKpYlYaqdqWRmuqito7DSAdduKt/zd7fx5sW57d9YGftX6/vc+545vz5cuhMrMyqypTVaWSkBFCVBXIshoJDAgbIRAylgnchMHhxt1E2wbcYA2GcDjccgc0DQ7aDUHTVgdjIwwyCEFRSAgNJaSa55zzze+O5+y9f7+1+o+1z7vnvXwlasjMJ1Xub8R999xz991nT2/ttdf6ru9X0TrQ3Vpg3hCEc06C+aoHtyq/rGfl65m93/V9JSGgRFVgDv7ZD5Gev05+4NfSA1xz6pPPwVPH77I/8/7/6X4c1zc8qC9/euMdy1T/oN6UJmdg9xy5/Xr42L9EjvaQnbNIAnbfgb31/4S0b0VsH++fw8plvLxC7V8AKpz/Pfij3w1b8zC9QGJ0rUr4zEmN4D5vsSNHrlfSRcPeIRQLCYgilSyQUIrHgIM2gkkE7VaEtgLuVAmjWvWxa/+Ak89WtLOfpej3yJa/cj9O4oQJv1ox/1o+Xj/vv7ed1WfzkyFJbcXIJjSm5AwFj/lCNbyGsUZRRyS02LMLKlCLIQtIT4G+RWG/MBwM0M5Bm1fXx9fZLav3VriXyfXdaEBTxT/5AVL/JHrhHdQeyIfUjT14/PB323/zG7/9jT6mb3hQL08u/oBe0/fiDi3kU+/FPnMEz38U2UlUm+Mp45f+bWTzG3C7hvstTDfwOkckRS+j/3wc+4e/C7nwNMgcZytq6w2jeluC+RZDV+lvHMGZQnoPSKoMS0FpSQadGoMk3MJTtC2VZE6XgjCDK70LxYxsirljl5z8oMKx/BzH8t1yzl5+o4/lhAlfDZg9w4ftOftdPrPP61NGTg5DVFS9hqPSrCqu8X+1zSHfeyyVNoVpe18dRWgGwQdHngbOQ73W0feOz+YxSb5eU7lXwP7lAvzq9cpCz4BN8L1b+Ec+Srv5Ttho8etgb3sBzg67nB7+9Bt9PN/QoH78ifa3yYI/0HZBO/czbyXvb8DHPxhU9M0WbwvMTsPpd43j9j1eBeEIVQdPaK64NpgfhmhPemuY086aqJ+PM0Y0GauZsj9ESebdYLvA4KhWzHvSqDZgZqgKc1GswtKNRJRcOqmkHAJEtTjpFMzPgxqfpfJdcsE/+0afuAkTvpqQnuBnuSz/QXNBbqVHwGpoqtccrmJdaAmQPSiP4DSiiETEdY3/q40ItYd+7vjXKroB9eqSUhyaJuLASjt7PfqtB/f1IK73+Hm9Ju8hKePP/xxyxUhnvx6rIPuF+tCL8NTRr7Uf/I0/8EYeyzcsqHf/vwdONbv9f9TekPM1G2V7l0a/GfnIR5Hjq7AJYi05hcCWpV2cY0RqHENXRComQh2nSuvyFnVxCOkcNIIwctHFoWlxTwx7h3A8kJ8S2kvK0Bu1hn5PEaOYM3ehUYvhI/OQZk5CY6H7PENIDjY4sgvtJUGKPMuC75Yz/rk38oRNmPDVivSof5A9+f3NBQ71ARAT2nE4Kawqg8zWmY9MtLAsdYUkEZV7d1wcGaA5A/kZRUthuLbEJENqXxWUbzdK787S12V41weT6tpGG7AB6hX5yIfIw9vRcw/i+2DnbuDNUnlo8Qfs+9/36Bt1HN+woG6/7sr39Tf5nXWUOs5nv5708oA//7GY1FLAe+gyIobUG3T9QPEBJRgsropgIcBiPfWgwxc92HGwXBgZMEmgyQw91IOCXwKeFqRayOCqYh7DQoYz+GhJ5zCMovstQofRi1Mq2FJhB5qHgGT79HyvnLWffaOO34QJbwbIaft7fl3+UPOQeL5k2FJwE/KYaFkOexytSq8efUsPCQHxsWSThLYXdAH2VihPCn5UKEcWio5Z76Qy3muaFO4sz6z47Cs65F3aMNKCX38Wff4K6ey/RWnBr8Pwtmfh4e4h5vyPb9QxfEOCev3A9nu08H10IXxfNy+R6gP4Z34SZ4hOsuTIsr1C2Ucuf4i0NyD7YMMBpgNucwSBcsiyP6JdbpCOr8PyF5DlEko/8kpbSq8MN3rSHPTdobdce7Bx/LiIY0YEc4VSnMaUWZbopI/m064eetDbQr6UkOSVXv6InPEPvlEnacKENxP0vP91f5E/2VyUGBBchJtYKILEVKlVJ2uoqGJOm6Pm3rrQjpZ4wzjUmJ8S8nkoN5cMiw6aedRM7qY5rn+HV2foq+Wbtd+tf5+BfeKn0FfmpNPP4B1oWmI7N+Dxo2+373//d70hx++N+JDy9sPfLzfk6xpzdCPRbn0d+rGr+OXn0Z3x6JkjXjHtKN0Cbv0MzfEvoQcblP2CH/TU5T6lW6I3j5m9ositQ1h8EF++SB0W0A9Apnqi3+9IfSE9raRTwEJwF8rog2juqDrJw0O04PQWd/pUQyqmUWh6JWUhXzJ0o0LPH5Nd/2tvxHGbMOHNivS4/be2Lz8sjwEbTtMlSo3ySmWVoYdCa3GnWPifDaMbmWcYFNIxNNtCereiOP21bhTha9dkutc+eD2ICyeaUisZEriz/LKKoKMPB4t9/JMfp5m/E9ncolyF4S0vwe6wwZnhv3gjjt3rHtSPP95+R9fz+2s/PhptPU3eOwOf+6U4CKtHnzqKLnQd0nfI8nP4rb8Ci19k9soW+bkCL+2hr+whVxPppuP2D5HF38UPjmOmWArQUI4EFgP6NqF/zEOdzSXkPFPc0VUFFbltcThLiuTgxRac7Bq81+rogx4GuAv/y3KKH34jTsyECW921D3+uMCPzx4D8uhnqtBIYqZCJ8ZggqiGHoyNFnjE/+05UMzpO8cvgr5N0N4Z9gq+SvPvLrusGqOr95Uo7dbReMdTVBVkDJ01AXlk1oBsgl//GHrNkLNfGzpRR5XywCvwxOLr7Qff/1+/3sftdQ3qw189n+R8/73NTTkvOHVrhrbPwOc+iyyvwyajCNfoKVpBi5EWh7B3gNz6aRj+IuiPQfcczY3L6NUbcPRxfPbX0fJ3sIPnsYNbpGUHM6WrFbu1JO+CPT3KOhggjhcY+visjIQAugDjqH9WoXUoybECtTrpkpMvAj1/l17/yOt9QiZMmBBo32oLjvle3eZD8rAjCrNBKeIsDRqE1DjJoTGljL0wLJgz4qH8SGd4Z/jXCOlxsL2O7tjwNA8HtNvBmzvLME5kokbQo/MoIZky5BbSFta2kEYFWVpEEloq9okPkYaHaE6dQQ6gPngVb3vlgeUfsD/9/vb1PG6vq0mG//pr36s39XukOqWFZvdp8o2CPf8L6AZ3dp2rgwxxcAfB7QC3jPafgTN/GW8exvuz0UTNL8HyBezA8aMjdNiDVCjDBnXviNRW5B0JmRt6EOJbiMdob11pRxjuQoOwIIL8bBA0hfNKLdCcd5oHBIp8nN7/sFyw7vU8XhMmTLgTetZf8cv6B/KW/7if87P9CxaBNcfUd66C43TVSQio4K3jvbAkZhIVsENIp2D5LoFrjt9YUjY2adoE3dj9vFt2N7ZgjFFjZq+K+Sa+kUk1UUsHUtC6DIclSYgvsFc+h77wNvJTv4Z+8eOkfaiPP0fmyce5tvHngf/4dTtmr9eKux994AJb/D4/Dh1kmZ+lsSfg478Etoxmw93kfyHa2NYjdoh2l/GbL+IvvYzc+DBy/E/h1geoVz5NvbKP7d8idbfQGmaCda9HjgrypGKPgx4FGaYkx00oPk6mAYKiCVydNgclalBniaMD5A0jXQIxbrLwPyhn/aXX61hNmDDhC0Mu2i9wwB/OF6VyNiQ6GvUgPACdRfKckmOjaGvKTs5CMoEc6iHdkdNsCvkZcDPqrQUuOYrhlZNoeNvSTqOsIjOs2cA3z8HOBeTMDrp1Ht85Sz59Djn1AHX3IcrGxmjZtIEq2Gd/jtRdQE49ih2BbB1iusAfOfqd9v3ve/r1Ol6vW6au77ryPct9vq3tR1Wz7XfD846/+Jnw/Ft/zLmjWTGm76bAgOQlvij40pDc4xVwQ62OwbxAzgy1xY5uYedBHoO0cKxEyzqLQCNoFVBnMEdl5J6PdTqpgrUGCzDJtJcqmh2O5Y/JGZts6CZMuI+QS/4jfizvnr2FP1E+Bb4MqwUfg3vyhHg0UrMJWeM/d18lFHhFqG7hOfqI4tcMe7ZSZkKzOY+eXK0nMrw2isRYpbYbMD+DzBK29Thc+DXI7jN42kXrFbjyz9HrH8VzhoMb0Rfc6eHwOv6pl8hPfwMlvYDdcMqTz7FR33GOV+b/LfC6GGq8LnZ2/T88+yRfd+Ov18vyjVIc3z1DO/sO5F/8C3zvWXRHxnILX0CUPh6jkBTBXeta9OWka20D5JbKnOHqEqwnfYPCJZBDKOoxXISM3hkh3lWS0ZjiFbrkaAXJQlud0ik8KrTnDVnaD8su//nrcYwmTJjwpaF+XkV3/X9F5duXn3GqOG0TZRgnyqomRlVBTGjEWRhkHEHxbKgJMhPkWKk/WbEO2gc3SVqhW55ExBRzL6ansJ0dclvg4vuwJ/4IsvPrY33jolJv4Jf/OvLZv40vXqAeHY9U6wW0u8iv/w66/CHk2ifRSyCfehx96dwRn9r6bfqnPvATr/Vxel3KL/7Mje+2Q76xqY61oKfejb58A9l7Ft3kJKDDCVVo1agQxikCgzLEyJiVE/ciKaG82A+AYDqjP+zxRU99WOC8IP2Y7xdoU6yqjsbRniCNjuWWYSYxi5AkTKblnDE7XZDBfxLh+1+P4zNhwoQvHelxc7+l/xnb/nw672iBOnDbqaxgVB/ledUoJsyzkFEqhrggRRgWjp1y6pNhzDHsLyMwNOv9SwFRZGODpA1+6l3w9J9Gdn4DwjHYS3i5gg03IZ1FHvpPsSd+F54y0iTIirQJjvbxz36SfOqd2EZDua0LU7bYqv/V63GcXvOgPvz4qa+xGb+n7o99g+1HycNT8JkP3ekjuj6qu951trtWKB7vFU4E7m1cWOeUCn6zI29D+44Y66eLLN0V8qAMAiZCKnESxZ0iwU2XAuKCHQtsOO0lB+dlqvzHssOkiz5hwq8g6FvrpzjQ/6S5KKZnQudFq0f+p4KqIB6BvLgx9MaQnVaVZII1kB0YjPSokB8UbM/oeoecT2QAXKjNVlgjb8/xp/4Tavt2rNyi9tdx7xFboBzi5fM4A/Lwf4g8+H6SCDLfgCbjDdizHydda7Cdt1OPQWvBNq/BY4v32Q+8/7e95sfotV6hv33vu2WPdwOQQDe+Bn3uBdi7DLPVQvfYisqrp7nS2uu7xXeaFlOlHh6j4sgTis6gLp1ewitDHIYEcw2ltz6FNjOMfqJV6BQYtSTkwdHvdOBPyK599LU+NhMmTPjKIWfq36/H/LnZJaFpwYdwJVOPgF3dKO40WUPoq66c6BzFcRX8SNCZoU8pMnPKrYE6eDy2Z4lhIo0enJ96D5z5WoQlyW9GE7RsgMwQNawKZnsIm3Dmm2FzK9RmfQOdQyoL+NxnaTfeTtpsqDdgePwV2C5ztusfe62Pz2sa1Lt/uvO1g/O762HwvWX3MfLxGfjEzwbbZWUNda/R3Lunuta/3z6ba9/bOcNS8euV9CjUtzq1gyp2WwSiuGPJKBbvu3tY1ZkGJx4nCbgJswvQnAYG/u9ymv/5tT7QEyZMeO3gh/7HyfyEPyrUJMyKIEmoMjZPqyNOyPS6UMTozZFBMHGqWlCnzxn2JEgZqPsK7IQHgztCi+YBzw+BnEYJtoxIQqUH73HJaFK0HoDdQvKDMH8QbyueC/QKLfiLH8VfVvTcM/QORsW3r8Kjx99k3/++3/VaHpvXNKjLYwffJYc8LeqUmaBbX4M++xIc3Qh9l3u5ityxAr5w63bl9C1AbkJka78LdcfHE2bQV6cRYeYSXoYCjQmmjuDMVHHiBCegF4cO2DHknMDAhyj8qdfymEyYMOG1R/MWjtj3P9rs6J6cdVhG36xzp3UlN4CFImuPYzXYiTXFrGMSQbrR4exxQc5AXfQUc5AZjuIyciVx1AasVKwmzMPsWpIgbrgIw3HGrh1D10Gq6JDRlUtSBrpj9NlPo/MnadoZeQ+6t1+GzdqyY/+H1/LYvGZBffhHO+9y4XflYeRJ7jxGOjoFz/1ilF3utoq6l2v3vfSM735PNCiMh0vksEefhOG8kYfQahGEzh1RDzVGE7I7ZmOHPEVj23I0TGkEfVAR9QM6/nM5zTW/rK8LK2jChAmvHeQB/0U9KP/l7JLjm0IenEagc5CioEIhSBmtaATyZFE0EGFwY1g6zbbQPJHAB/qDI1w0rI17o1pG+uv49evIUQ/SUV0pPiMkxgpSB7zvqEvg8AWoe5guRsJeTD/JDNKVT5KuJuT0u/AjkGLY2avwlsU32g/8xu98rY7LaxbU7R0H/3635OmVvrHO3oE++yIsbkXpZXXXun1G7vEzvDqDX9XVlaA55jlDp3Crxy5CekRpHAYcqzKW5v326tXBUSzHnVwdpAilGDqAnoU0F+j5YTnDPwOQi3av54gJEyb8CoPfkr8kpn9THrZQZKxC0hh4NISUwg9BiAFEr4pJaLVrCmq1dY4/6sglYK9SlhKGO9bjnSP9h5GDn0L6QtlfIsfHiHUUC/8FORqY7Xfk7jrefRSOj8g2oF4iGJbwXGVYIJ/5HDJ/iro7x29C99bLsFFatutrlq2/JkH96B+cf5sk/v1m1Er3U28hHZ+GZz9yIlO5LpIDd5Za1lkwt3mixI3AiNS/AJaoOVEOo/NR3wa2GZz0RNwUiztJgtbk7nQEe2YmwoBT3RB1SgE/A+05R2r9Kar8d6/blTdhwoTXBfo2N677f6G78lK5oNQyzqKYxzT5aKpRBRoi2BcPjrsDM1X0OBqi5SmwOdRDw6VBpSN3C1hchf3/Fa59nvxSJl07RK/fpF7dg5eO4eVjuLWEwx+F7oOwBDvO+IqvLWPQy8DLHyNfHtAzb0OPwRfGsHsDHj7+Jvv+93/ba3JMXouVpKev/c6yz7uzgc8EmT1DevkmLG+czKyu9IiH8avnxHbuXo4irP3d6v1mTu0F2+tID8D8oiADcbcsCuI0CTJCLeAuSOMMON7DhiqaQ3S/mQnpHJC8o+ePyxk7fM2vuAkTJrzukEf8M7Inf2b2gMDMsSEs8DRFTy1sMKGTsbcmAskZxMLzwp1yLMzOKLNHhHq8pBxFbZ1hgR0qdvRJWPwV0vCvkT2Dyw2zVxx9peL71zH+N4R/AkfH2GIP8WPECDXBVbWhBRbHyGefI8+exrdmtIfAUy/Bdp2zVf/oa3E8vuKgbn/jwUvS8DvLACUB8wdJwwX82V/CV+4iPbAAjoEjQgp3b/xeOQny6xm7EQcjylbQJCwn6q0OnTn+VgAh9Y5loZegNFkJQf2ajSLORhE0OyYWVleDwAC6DXkuMOifl9P809f7wpswYcLrB7/GX8zUf5DOB20xu+AWKrmNCjqaylMFamjCZIItI1moxfAK6SlBN6C7vqSkBhrHb13Dbu7B8QdA/iLwt/Dhx4EPQPr7MP+riP1duPocdW8fL0eIF5AOPD7vdgViA7j2adKNFs68DVuADEbZuAUPLd9vP/C+r/tKj8VXrP1y9PTl39Eu+KaNGoOize7bkX7ZQdYAAIAASURBVM9epe6/HI3jAXwBsgTfA7qY/sfAT8fvSSBbvFr6UomArgJ5Rjkq1IOe2VNCveTURdyBDcKxyMGyQR8GtC7QDUJL8M8HQDqHLchnHVw+ivFn37Arb8KECa8L0jM21Bf0T+o5+w1+KLuLW0aaQTahK44ibBI9t6UYLaNDUjI6V2YofTGGLWH2mOAf7ymHhbyZSHKEHzs+bMHms7Dz0lhBmOFucOsQGQb86IhUl4gFJTIml8bXK0XaDNbdguefJT/zFCV9BNl3+re9QF6e3mZu/2fge76SY/EVZerlLz06z6f8d9SFUA1k8wyUh7FnP472IFUjoL8MfAzkEyDPn8VfuIQ/u4V8HOQlIoM/JrL1gZNySxm3MGeqJcpBT95y5GENQS6TqOB43FAGD0u6ZiSv6CDBR0VxVWYWQvd6wUkzheJ/Sk7Z1ftzGU6YMOG1RHrEfl56/R+bC0KTJfQDLDyJh2QMDqJCk8YwY8Aow00VmqrkCv64kE4Dt46pVSElpO+Rbg/fuwlXbiHXriGXr8KVa/j1A9i7iQwDQk/42Hlk6eInw5UQ6gMAr3wShgZ2H8aPIKdK1SO40H+b/TfvP/2VHIevKFMvv+76b1Pn26s7RaE99QRy+TrcfA5F8EOFK4Z/Aph9Azz1a/HZWbw26LKDl38aPvVB5GDAHwLOJGQ2UlRWFEgB2ob+uOCLgfQE+FknHUM/Pl5lBKtgOH2FNgmlCtYYMxRzqL2RByGfFtIOUPhbsut/4z5egxMmTHiNIUf8X/2CfaeeTe/Wl6HuGMWc1iGN5ZY8NlP7HANKmxYDSV5D1te3QR4B++jAsOjR7YxoB67IsIcMEh6neGgLioLV0KSysUlo9mpbvLEKITOw/SvIS9fITzxNOXwBPQB77DkSW+d5ZeP/Avwfv9xj8BVl6n72+LezH3eGtLWFyJPYC58jRqYUuVqQT0CZvRf/mv8ITr2bfsh4fwS5YXjLdzC034U/t4tcB45svKPJidBXaqjewK2evAX+eCg19j2Y+G1XKR156ZocF0dyiOY7jms0RLyFfA5E5RrFf+h+XnwTJkx47SEP2U3Zlx+S82BbIMfQoCQXhhpaT1VDCyqL0AC4YNkYxOgL2ODIY4LsQt3rw9NUFfoBYQAdwuS+DFB7GBbxs5UI5uavnpJff93E0Gr6/GdI5RR+6jx2AH62x0sHZ7vv/EqOwZcd1Puf2H2vOL9N+9gP2X6cdKPAKy9G13dR4TK4vxMe/q3Y3ufxX/xHNL/w86SP/iL+8Z9GXv4FZPcSzjfB5wXZd3xQ6Mag3gI6oxwZLCv6kFBPOcPSYRwiSoNQqmOj9GZGsQLJoC1hNu1FaKogpwU2DZb+5+W0//x9u/ImTJjwukHO+Y9k/O/og0aPI5VwRBIQDVEoV0NDEIZBQj5kngRNhiwFNgV9i6BmlAPDyCc0694jK/cCpcabamPgHkWnMifZ+XqvsCGS1Tn43ovYiwO68UzMzyygPvISPNw9bj/4vj/85e7/lx3U/ZGDf5eeUyFnm1B5Enn5edLxUTQIDoG9Gbb5HmT/efTzH0Zv3iId7SMHBT3syJdfIb/8GXSxCUcPwC2geOilO6AZ84Ttd8gm2KWozOQKOQkqcXxrHemLAjIIFafzKNGrEZz05ORzDsJn6eUv3N/LbsKECa8rFvwPeZPjZnukPAu0DfQItQjzsb/WJUNGr4XOV1k9+OD4QyC7jh0sMU/Q5DsNqRMnZeL1cvGKhr2uOHvb83T8SoBV9LlPkP1h2D6N7AHn96FUYbf+B1/urn9ZQb38yENvscZ/K4fj9OjWQ+hhi73yyciuRaPxuThNOhzIV55Dry/hOI20xSFqUAsLp5ByAMcPwZ5CtZgHFYBE6RwfBuQh0DNC6iXKWRZ66ZKNWSMkEcydLlXaHI9V1oQqY6NhHi2NQy8/LBfs8n261CZMmPAGQC7YPxf8rzVngyM9DJH86aj7NIjgA2y6kkLfDxnZh+YgS0G3Qd8iUCp2VFcNvNH0dP3DOBmUXAVtuHP+Zj3Y53gtDcjNz5OuVnz3aWxkQNrOdXhw+XX2g+/7pi9n37+soC5fc+23mPEur7ERuv0o6cY15GAfT0Az1sa7DHu3YP8YvIbRheTxrjaalK7cubXEQRiIgC+JSkO9uURmjjwSegxDCW0H1GLs3wSRaHgMY+MCRm9a4ix5GyeIIv+KxF97w6+wCRMmvPE45of1tL3MtlMGQwxaEwYRBjEEZ6hOsZDsnY11ki4ZFEKy9y2gZ6Ae9FRLkNoTeuJ6hr4+V3N3LX19mn61jBHqjX2HPf9psl6EzRn9LaiPvQI7dc7M/rMvZ7e/vEz9fP8dTR/bV2e7qD0GrzyHZEKPuI8NZn4QNt6m0S2edaAd1PHAtMsI6HUeAT/7bac6coN1gi175FJotEjPaEkFWhRr40nBTKJqk0J9DRvvDUNMkOlpJyUB+LOy5ZPxxYQJbwLIA3xMCv+PdM5pkoyJsqBpnCpthDoGnPWEulEJOYFDkHmoOLqVkCchndTWV0F9pWu1Ksmsy6GsN0xXg5X15GdpQS8/SzrKyO6j0INtGtQlnBu+5cvZ7y85qC//0Zlv7Xu+w49GCcvtx9GrS7j6UjQB0sjPbICdA9AZNFugPZRmpKCMzyq1id9ngXYPNj0S+JywlBiOO9Im6CMxNFBraLhknKUYGaFBqOKYB20JDX10RZCi1E0nnwHgA7j/vft2hU2YMOGNx6H85bQlz9lZsNFGM0vw18VgJpFIdg6DOe7QVMH9xBmNCyDbYMcD1TPkce5fGScaOXFl+0Ly4uuCheu1+EzIqVzZB32CuQu+gOHCK/BQ96D9md/wJZtofMlBXZ+49Zu1pzEBZpDbi9SXP4eVZUyGusMG+DZwysGfD/uhvBtqZTJ2iWcGugG+C8MrsPMinAMagY1M7QQ/MvQi5F2hDkZXHSuKZyEJLIsxFCcj4w3TyUVwdaqFJ2E6m5FGjCr/veyE1MOECRPeHJAH/UVdyp/PpwAECnQ1/M/MnDoa52h2dLS5dKK23qhC5/gpIT8seCnYkUYi2nKSrSfu4KHf0wzI7/F6JVYo4M99klROU7dOwQLKw3vBAtniu77Uff6SgvrwPz94kU3/37WLaCrYzhNwdAa/+iy6MsFwYA7sZDgLXPgMLD8RJZbtXUg7kOaQzsBwEY5fhlMfgUcc3xJkLiAt5aiQU8UeUvqZ04z6CVUqqQoJodWQz6ziFI2xXFNHFbIptmvkTUM6/4eY/9j9vsAmTJjwxsOP/a+kOR9lU/ASvTbBqeqUFLMsqQhNE9n7QCTj4h46UQXsUZA51MUSpwFLMbEaM0h3SouvG/rAiabVOjvGTt73DHbwCnJwhGw/jC7CLtWbm/DA8t32g+9715eyv19SULd3Xf+2YeA9XoKKmZqH4ZWbpMObJw0ABXFDZgIXM/4U8MRHIP9LKDei09kb1APwX4AzH4QnD/CHFdkQmEMtjh8V7LzDefDqiAkbMgrzmNNJiPaYxwnZQEN1zcGG8cnmrENyQ/nv5bT39/vimjBhwhsPfdgva+N/QR9wpHXcnB5nZsrchMGd3qJsnJOTRz+GnphslwUMm45fAu96yrKMhA8/Yb2sMvO7a+my9nqdMbNqrJZgwah18OJl1J9B2hbfh/LoZThbNsjyR76U/f2SZALswvBtdRmmzj6fIfkMcvOTtxknt5sGaSTnbyQ4r9AaXH0Zrl6DflTumh3DbgfnwM8KshUB3duWsihIKZQHoZlBc6BUNbJrsIYSzFAKTnFIyXEPJ3EdJ8d005htAs5PyBY/cb8vrAkTJtxHFH6k2eCPDlv+pNyEtCFUj8nPnOQkwI4zMj7ImK1HEqkADwLPObYc8I0ZYmVk6nFn9n13qWWlNLu+TOKEy65R+ZDrL0H3KHbqHFx7meUjPfkzFTndfUk66190pj78tUvPSMO/M+tGnZzth0k3N9DrV8fJT+K5ZbVWdWgrcrrBz2T8CcG/ZoBnbsE7b8IzHf4O8Ica5GwLswozxXRG3a/ILswuKNo7Xh0tSq0x/p8VMEcyzJLiYTUYridOaKqfhrD65s/d7+tpwoQJ9xeyyVWq/E9+JoYWUycjNRpSCcb1klBzrC70IxGjq7FMW5V8TpEHoB4XhkEi44RXu7WtZ+jrYl6ragbcaQC0Ys3sX0ZvdXjzBK4wK1BP3YQH+8ftB9/3W7/Yff2ig3r9mv1vFeMhqWAttLOH4cpL+PGNV69lRbBvHNKA7BhyJiMXMlxKcEnhgRbZbpFtg7YEW6bJ1CNHhkJ6RNBNqL1Tx8ZDLx7Nzyp06sigiIW/yFDjyPoyZBqabQX3f4ZMtfQJEyaALe2vN1vyaXYEw2ldbsfc4tCKRKxJkBrBFXJyNI/j6Q2kS4K6URc9vsq4V2WVVfa97gnB2u9WWAVyOMnmW8JQ44UXSXYRn2+gx2BvuQoblpj7f/jF7ucXHdTz6aN/eziAWqDJZ5FyBr/yefxuG7rVjt7eGQumy2aBUwa7HqyY3QLbFdoaLP+ZYqml7i+hNcoDQZm8zeNPob7oBoNDMkE0utdldAo3cZYYcjZKXsCfl20Wb/zlM2HChF9pSBd4XrD/ZzodEgEVo7cwoW5SuCF11cCdpgi1d7IIMoRJNT1wTuAUsCy4Z/B0UnZeZeTrHHY4ydZX7w+cNFdX5ZhRa53rnycdCjK7iC2ArR7vBzjT/4Yvdj+/qKBuf/PC11vLt6Q6dnvnD+FHLXJwFV2fqFrHXR1e8BBi2TRoPaZOcx310gFtsd5gGLBzoLtAcbJpVHbMUNPgq6vFMIGCp1Bb0ywwCHkOsguY/zzK37/fF9KECRN+BWEp/4tuc8U3QXslK/go8kUVZqvyujs1BW+9SphWay/YhlHPg/eVMtTQg7m7xLLeOC3j7/q1rw5YcsJxXy3TgpVD/NYttH04avw9+O4tuNhfsh96/+/9Ynbxiwrqwztv/abeOJ2WDqLYxnnSK8+jpfvCo7GrO9U6V3NF0l993Q76CSNR9gdIRvOQoDOhK1DUkRTDRMWNBpiLhmVdheQeFNHiYE6zI6RGwP2vyKYv7/c1NGHChF85kDP+OVH/kXxakARaBHEZGXNBi3bC2zhJWHRmUTRBVyKxzA8CreOHNXiOt8fgOQnoK5vODjgAvwV+A3gZuAV+GI5wHBJBfdUwNYMrL5P0PDLfgAOwR65B68K8fvcXs49fVFAvZ4bfJEcx7S8bG2g9g12/cmepZZ2XuU6uv5vis15/up3NB83Ijg3ZgnxWkcFHPqlEycmVqh4lK4tBoyqOVujcYQihLzntIP4ZXP7O/b6AJkyY8CsQhf9FT7NH61iJiVLDcYVBHBNIRbAS5WbqqA4rMZXa7iaac0LtesoA5OYklq0qFwUYBN8HXgE+DXwY+KTiHwc+AbwMfgC+SHH3sJA60RuvkPYV236QcgRlq8eHCmeGX/fF7N6/MaiXv3fxPdn4jbM+xBdl51HSjQ45vHKnXvC9svN1rE9csfZa45e1gEhBH4TFhmHLqMoUC3EwN2hc6dWpBjMVLDnVwzUchWZLI0uv/Ijs+nP3+9qZMGHCr0D08lNq/qN6yhkEqjnzrCSD+RjIikGTo28X7DqnEiqxQ3bsLAhG7SrubWTrDYwEd+gS3FB4kQjo159ANn4LfuH3Qf0tyPXHkY+CPE8o2h4Cw1j7GW7C1X2Qi1gGXQCnbsID/UX7wff+GydM/41BvX90731inBpKNChVH4RrB8jy6ETDYB2r+vp6sF9XKVvdyVZdYgTXjcjS1ZALSsogCKYh0CUSymm1OnNPWDJ8CONYb2FW4+CXHQOVY6r8f+/3dTNhwoRfmZDz5gzyN+SUIA0wjAUEEXDHS9hzisNsNNYQlJrD57T2Tr3gpDnY0TA2OeVE/8XADw1/uSKfbfCN74Cv/6PUt/0O6pmn8be+n/KO/z2c+k74/C7yXMW7iheNvwV872WyP0CabSADlIvXowSzYV95UE+nlu/zRWwo26fQsg17L9zZEFh1ftez8VUgt7veW32qMDYKWqwqflipZ0IKpuklrP5qMGB6cVTGRxOBMnoNqituzjA4tCA7QPV/LKfsX9/vC2fChAm/gjHwE1nkl/J2TJO6RxlmSWTcGxpm9sVGFUeFmQmenYySN5ThNFAKtXqo0BZiiGchyA1HrgC7vxl76t+FW88hH/8g8pF/DZ/+MPXGS9Rz74Dm34HntuAmsPCQH6jgN18hDy1p9gC+ADu9hGKwa/9GjfVfNqiXH7n4BDPey5EE7bx5EDua43tXY4HESQd31RxYz8bh1Zn6elPVgEapfcFrRR4An4EP0XE2MVIKw9hchIRjVLIQVMlkuAkDoJtOUsD9b93v62XChAm/siHnbQ/1v5tOCY0o4kLxkOpOIhgwNI6ZYFUoZiQP3fXbBI8HQLxSj8Fpx0RX8QH8OtTF27EzX0t96Zfg4x9GP3eZdOU6+txLtM9+FL3ySUi70D2BvAzsO17j6UH6fWzvOrpxIWr6A3g+gAvdQ/ZD73v/L7dvv3xQf+zGN3dLHpISirmyeQa9dQPtj+/NeFkXtFnnra8vs+JmOtAmDMUXBd820pkYLPIaTzMio4SuQ6eGp5U1SfDUSw2NhqYB3RLAP4byj+73BTNhwoRfBWj8b6eZXM6t3EFJ1CGkAloTUjZcwmKzjnMyfQkqdruj+AZROlHCS2IB0jkcZ6gPIzdfoP38S8ihEdE/vE1lCXJ5D65egeNtOGhClXGsOtAXuL6PNQ9BamAPurM3YNMSrf+eX263fvnyy8PDN+caVJ8ymyHpAty8HE7T98rG4d7B/F66wiOV0UuDLQb0NLAr+OD0ZngVEGEoo6G0KmpCRSgSrJgiYIOhW4SAGPx92eal+32tTJgw4VcFPoTy475bxxJMlK1NoK+OlxXBL1RhCUY3WQWKU04L9SJwPOCDQ5pFvXgBssikwwF5+QYsDiKYi92uTkAF60CPod+G5e5Y9QiRMFHQvRvkRca3T+M92IOHEUs36/t+uZ36gkG9/rknZyL8egboK8hsm3Q8R28c3vmXd9MYV+/d7aLtdy0DQKL2holj58IFBAFNYSKtDqZxsLNBKT66ljimzpyEisCGI9k7Op1MMCZMmPBFQWY44n9PdwRvHK1CV0OSNyVB1aEI3VhzzzUEvgoRoxOOngdrjbrwyOhTUCMjpTcYlqAHYXzqmxGtC1E7p4GUYGMY7T0Z46mGuOHNl+BWh2w8iBvM3XDv4Fz/pH3/+3e/0H594aD+1pvf5MbXpyFKITp7O3JjHxYvxePBCs6rA/bdgX5VmlmvredElUTdX6DJ4IFgu9CPfNAmxnWzKyUbFac2gDm1jMeojxtB2hIwfprKT97vC2XChAm/itDxj2Xun97YUMRPFHUbFwpCr0YzarUUiYCWdGwddiCnFbacuqi4NyGEvgHs9JAWoFtgZ6EpwCKGbJrjaKh6Hcffge1rQYksepsZ6N7B3gHZz0VlYgA/dTDK8dr3faFd+oJBfbhw/OtqgdQDm5DSGfzWPmajFOOruOhyZ1bOXa/vXl6jAeGDwymYzZXUQ2eOueCD0BGGF4koxcxdyEmpKVZa3WAzjEjAf0zO2+RsNGHChC8acsavKfrjbBqG09g48OgeJRARsglqhIigj/npGNd0A+QUMPTUQaBJSAJ2gO0XQtcqJUgC2kSmzgY0FTZnRHf1CmwX2BSkHeVUCKYfN14A2cba0wwd2Llb8cGb9pu/0D59waCuZ5bf2PbQK1g+jXaOHVxeY7NofKpK0HlIoOPXbUEbjZ1wuQcbphndoSvlIthGWI5kVZI4jQoq8eijhBRAPzilOo3GoAAZdBtwriJMaowTJkz40pHtR21Llp4JvZXkdCkCeOvQYZQqzESpo+GRJA8pdQd/MPqOvhgi295IsAucugr2CZAZ+AXQNvSuZCPsPftd6D8DFz6BXyR4lGMohajg+I1bSLeN7pymGcC3j4JruV3e84V2555Bvf9/PfagbPGNXiNmN+0l6rAJty7HTURHUz5XyA2eWqyd4TLeedr2pECeVloCa6m6gJOoi4rMnNnpYLxYgZQsxHRCNA0dx3br+GhUHayE+I40kGYOys+ifPh+XxsTJkz4VYjETzUz+cU0d4p7UAgB92DeqQCNk0zoq6EF1IXeDdRpNoW0KdTeqJph7vgZ8EeAM5+C4SNQl9BtAVsRDjuDxXOw+zF40OBUirKNnphuSAsyHKA3r6PpXEyqJnBZwrnhQfvB937tvXbn3s5HD137BiqP9h1Rs2+2SVeO8W4Z9XQJnUhrW2SeMeZ4cUSUhOC1gB4g1YAS0bowHh2HlLCq1GVPcw7yttINQR0KXZfQLG5ckSSh0Ag0KvTZsD4UYXQHtFHo/R/IKbr7fW1MmDDhVx+k4brv84+bLb6xHDpWlZawylwCjSmCscRoc0jxmkGrIAPIliI7hr0y4NbCPMGWwCWHucELn4IbL8PiIixbaAfYuQanb8FD4LuK7KbwlVgZWo+VCOkH7OoN0kMPUZqEHVZ05xZJNxIN/x7wi3fvzz2Duj9YviF1QIU6a7F8mnT1WYQKucFyQpodmG/jUkiz07C1C1JgeQSHx7i3lH5J7o/CwPU2EdRBW7xTVAzOCP3MSTVuiUviYCXTaJy60GjUuApCa4o5odg4E8jcouef3e8LY8KECb+q8U9tzn+ZFSU5S4nepqZgcEu09UgIQ2NQoDWldI5vVjgP+jK4V0gN0i5BFDeBeUX2D+HoEI6IEs0OsB0BnR0dG6n2KnkVMZCjAyhC2txGFnv4uQM4ugRzu+cQ0r2D+m7/DWVkodBuo3YRjj4dv5MGn51HNgVpd7CL346f/WZk+0EoBVt+Eq79U/Tyz2JpjivIcR8ecwzgimEMXQdSGR4AS057HDX0NnkMIHmoLzZAlvAT1HGPBzd0A/KmQ/GfRGUqvUyYMOHLR2v/SlR+ybd5j+4Lbet4CntMT45bcNgpHmqwKgw1ZiFxIZ0SZMOoBxa2d3OD1pAmw5DxTaBacLMZh53ajGyMjVGxE+mV9bmfDBy8gh88A5sPoId7+JlF0P92yjP32pVX1dT7v/D4ebL/GlnCIgGzbdLBAXSjgNfmnDRrobmAv+2Poc/8AFz87bD1jXDqm5GL3wfv+LPw1u8kz1q02YQ8C+GWkmJjFBgK3jpp05k7JBdcnWRBLXL1EPZSDy9BCSPSJRaN5DlITIL9lJx2Y8KECRO+TMicPW34V7IdKrBqwiBOj5OMGHpUp+IjHTHUYWcuzE1gG2wbfDBM8ihpSxiNzg057cgZhe0MpxROJ9gymJcI9KNl523q91pQt6MjOFRI5+lGOWBnCWeGC/ZD73v73fvyqqBuTx18HcIjOjZytX2MuncLP7qKzzaQ2Wl8rvjb/xDy8PciGNgruL0A9nmkXEPzg/D4n8Yf/Xa83cLbC9HKlQSi1C7jxdGz0DYKHXRiYfpajE7CALYZxXTSSG631mmBVBWdCzj7qPzz+31BTJgw4asAnfyT1EiRRijmZIdWBUtC1vAzLSlYiqqOilOS0xUnJ6fZVtwKZVmDvshonpEMZhVmBZlXpK3xfVbvVK9lfL3uUTEDvGI3XiBrQzPTGEzdXcCWJZJ/59278aqgLqeP32MVOo/JTvVNdL/EJ+SNeGy4+GvQh78dZ2Dob0LtwApmM5yjoOmQ8Ue/D05fjJ1qN6Kz27Z470gp6CllmaG6kxysRilG3cGhL465h4D9KKYjNVFbyBsK4h/B/Zfu97UwYcKErwIUfibN5LPaGlJOfI8tSC5AeDo4ocFOiepCQJBzEsnrwoKbrn6nbykAq/f85L1VFK5r31e0cCcEvvZfwG0bbU+TlmCnbsay8/reu3fjVUFdN5bv0ZEv7/MdZHDs4ErUxhuBbPjpb8U5h9h1kg6IJkRavFRKyRTdBK4js4fgzNNIm4EWkuIVsBrUzV1DspOKolnoxVAVcpIY1c2RlUsOamTfh1RAM3ekNTD5Sdnlxv2+FiZMmPCrH3LWPuPJf9rmY7fSImP3Mf6KCVKhNEHaKOo0RZlVwbJTdyqyCV4EqznKNCusqzuuhA1XUuXrrnF324OOTVo/7mC5A80ZfADbPB51YOydd+/Hq4J63fJ3ywHkAjY/i9XTyPG1YDGmBms2EH1gLLsYZnmcKxJSdpIUxAoMHXLcI/ownrdxEVAdqYwWnMxtoenGPkGFBg0hLx/lLnFEPSa61HF1xByda0wF9PIz9/tCmDBhwlcR1H8mbQqqUIdQgU0azkc9jmensUSjQtIYTBrEYQBJStoSrPRYLSEZsB6s7zAH4iRTX9fIWpdYWQX7BNIvSIfHMNvBHTQbXirs1Euv2oX1H5b/70efKTPePQoBkNNZ9Bjk+CjuFmpIqshwgJmBHSNUqiWcASejbUZ0oNsf8BsdHIHogGmN0lGVGB46A81cGXpYhtUrPjYizEPFMrtg4vTVsSLMLMEWlM0KVZ6l8Z+/39fAhAkTvnogws9KksPaRF8vKWAeejACVMFXaosOOYUFnVRBtx3ZcRgsBjORk8bnKjOHk2B+N9MF7pRaWd0IFNQXsH8Dy6di0tTAm0M4O2zYn33fb13fhzuCujxw9M5cSK1D3QCVTfTgCviAu+KDImUJ3WcoB0cMh3NSKWgKSydb7cGiIAPgS6gfgeGINBhiSsFRMeoMlmKxn9lZEHX0NsXI7SAemi8lvEiRqL1rFnL4kH4Y53P3+yKYMGHCVxGKfixlPsWWM5iTB8WS4ybUKhSMZMJgwVBMHtowtTqDgu2AZKMUxTWdMFoKd4oawr2z8nVxxLq2XAGObtCwTWnmlAXIxtFopeffsr4Ldwb1cwfvTH1MSVlu8HwKrl9HqiNzgaXgneE3f4bmxr+mOSiwt0CPj6E3ih1T9o/Q/SPamwPs/xS+fB48RZOURF2CqDE7rWSX8Q4oNClEc7zGXngN0n9pICM0DlUMyx419sLPyI5PAl4TJkx4zSBbdouZfyjNBU9Rf0gm9ClkdVsRHKfRUEAxC28Lw5Ee9JSic/BFjwsRmFcll5FvckfUXc/MVxk93JnVr24Mxx1psUnbbJME/PRRLNPWb1jfhzuCup8qX1MHqAqqW8iwC8fdOLaqiO4Bih89D3s/iiyuwM0GLhtyvSe9uEBfXsCVFj/8KCx+DF/coC566IcI7H2Pz8FPhzZxF1I4zMaaTyeOqjMTodeYNE0abBwxRTeB5B2JqfQyYcKE1x7mH0IEbSSslAsgTo7ZI+oo9iUuISooRk4xP8SM6BeWEqKF69n6Otb9mle424MirS3bgB/tY4semW2hA5RTi4jNG/bk+qrvmCgd1J+GkQufdtDjDobD8S7jiBQ42gcVJP0zTB3hW5HFw1CNTA5e4vzDePvjyM2P4of7sDgEjFpm4AXdESRBNQsJSxeO1MhZmVtIArjH3VA0JlArcZdsGwX35yj+sft97idMmPBVCJcP5U1ucE3Pmjk6c9qiVHWqO82guECP0VYhS1hsuhIsmF2Qm4IPObqsZayjrJdX7g7g60F+nSmzUmxswBa3kM6wU+ehPIuL47UgO+XC+ubfDur9X33kiSovPKMWSrm0Z/HrS1jeQuaEZKQpeMEPj4CKNP8E8megeRxrzyKDIuUq7h9D9veph3vo0QFqS0hCORrwUknbULOjRyEBUCQ6x0K4jwwiVIxZjXpWrlGaKa1js4q6fJJeXriHldKECRMmfGVw+Qwz/4w1fpY+JEsKThqEph3p5x4G1RGvPPqagyBbju8K1EItC1LOo5Wd3+kIB3f+bLz696vwZvHnSQocHCBn5lgD1oOnBXK6mdsPvff9+ic++AFYC+pybvn2lGnoRr3gvAnLDsrxqBzmBG8HtFb8qMAgIB+H059D2l28P4b+CO+Brke7Q7QugsVPQqlUMXwDNCuu0RBVEWZFcHFKNpIrNvqTNiZ0Hge03VIkGeAflou+vN/nfsKECV+FUL9C5ZOy4b92OAIbHE1CaoLMsaxO2wCFKBEDXeS7NEA7V4ZcYVlDW31Vt1kP1nebBt32mbjrfbvr9eFNUjoH1gI97BzC0Q4kfy9wZ1C3nf5trqMamSrUDXRxeNKBXW2NV3BHOsG7PVDFuwa3m9i8RXWJHhv4IiR3Tca9VaiKzgS24ldeI5CrQsEwdxoXPFnso+rYYw03b20dEYlJ0gkTJkx4HSDbbt7xS2kuFI/yStIoF7vFa/eVBEDU1zc8puGtgmxUZFMi0iMnelfwasbL3RIBrC23TnkcvYZY3gK5hOUN1Ht8e7FSfvy61Z+e1NR3+6dYjOve2CT7LnTX4o31Yn61cKpIhmgfBqrdAhFHD5txy0ZSikjI8bpRqzD0RjMH5spg4cDRSlAYxRVt4p6hg6AaAV+K4FWwbNhcSMoNinx6Kr1MmDDhdUPDx9y1amNJiJJLAWoDG67RDxQJHRZ3rEoMShbFNyDPneG4INbSrNfVE5Eo352tr/PSWfu9nrx2AY4HsFNI2oTjPcrmIsru8/q21apuh+s0658qQyiAJWZIOYbD6xH27/igUSrSayxMH1/eQz2C4TheWw/DAMXCssiBMjDMnWFmzIrQCLgnqiuDjLVzl3A3cmeoTl09f8xHL1L3z1Nl4qdPmDDh9UPPp2VWL4s6uDCYkFyjz1cdNaG4U2r4mMqK1CFQ1fGGKLmYjJae43rXeegrrAfvu99fgwLeH6OLntTsREjNJT5n0x5aXw6AOre3ZhtHYptdGBrYPzyh49yr1uNE1u4xJosS9ffbRHsf70CC94q4ITuQG5CiUJ3BjISg4+SoiFBS0CqbHIatKs5MNDxbhc/S+NX7fc4nTJjwVYxeX9AZz+k8ZmbKKNzlYgxuWIpGacrBhKniSAUxxxDqVlAdqRJzOutll3uZiK7cjtbhd301kGyJ7HegG7hEDd9rhc16avVnClD/8hOX6oy3egEy1LQJZYCyeLUU5NrjAHBS3F9taLnrewNugiGQBd0IURxTw1TICuJGVkVyOBq1xOOOu6FF8BouSJ4dXD4h216ZMGHChNcJsmv7JPmMbUViOje5HQdVJeJsddwsPE1TSJogMUyZNxPMPKoVq2C5nnnfSx7g7mB/d3afAevw/haetsbPBc897NaZ/Znf8HXcXs3u3uMGMxuT7iSbyEIjso4O23eMuK5v0Pp3W/vw9ekoElYr6oY2go1TWULUy0vjBD9GqApDDZ46JgwO1jh17oiIY3zqfp/wCRMmvCnwaSzahj5WnUtxREFNqaOkCU6IDsqKR+LYHGoWrCh+dx1lZfqDBk1cJGRxbxPTR80YTfHhKwhYcfx4QGQz9LgcXHtIDolfC6tMfat7S1Ni7DVclbaRoR8pKtxJlr+bMH+3nGSztmxL1JRUoAtyvmx6TMsOihKSlWkQzEJHvVFBctSvJDlo2Nu1rYPILZzP3O8zPWHChDcBCp9oZpip0xuAIGOP0cVpXGlFKSl0YpILg3noW20bSRwrA54kDILGdYRZ0Gh62mTQDLnF0jae56AtSBsWoLI+jhqyKro8QCwhzII+vtXFr9XfCSP7xU/bW+hBB7CcMU2k/ZeCirO6gXB7vYF7cS0TJ2UXGAN+RHsxw1qoW85MoUNIZswyFBFIHhIJQ7iN9MnBnLaCq6BJQfwajb9yv8/1hAkT3gRweYG577WZM1YcE8iuFHOSOC5OrZByJKI2lkMEUFFqrsgy5MIjva+r9QIaDczcAhvQCJ4ieEupVAwdumAYioFnoIYMwXJAuy3KbAP6DjaO4RjI/hSsgvqp5aMFaAxsriib+JGNGuqclFHu7tzenb2vsvVV3b0AKphkLHXojOCZl9Be19E8exCjKeHp1ynMPHwBXQVzobYe0sTGiySmJumECRNefwy87HMui3LGHQY1suk4yxPKjKVxZjXYLUUdHRQVYWgNdsH3lcGUduW0kcfvqYHNLWi2IuC3DamdBUNkeQtJgi12QW+idYHUUW8Xx+mRUpE8p6swmy2j3N/wCKx46ls8nOsoAawN0lfE+jsJ83c3R1f4QrKRqwarCtYRnqSbQjWhGjSq9OpoNWZJMI0ho1mOsVwxiU5ydjT5qknxAr0cThz1CRMmvO4QronpCzX70yTCM1md7Er1MItuNEZxVjGxZKf1oGdbo/RaSKUNU59hVOZqgXYHn59GcsXPfz1y4TtAz0fdfPki3PzfSNd+npJPU46Fxg5BMu59DH3KES4tTQV2RzXEmV2AVaYu/nAey+fIKbSkYL7c0ezkpENb+cIZ+t2jrhITVVIqw9yRVpB+9OnToDCqxw3FDaQYkpVeDKnQehycgD0ruxPzZcKECa8/5Izd8iN5QVqPEnANhstSKzJoeD/0Qq9GQ4gRDgqdGU0LZQswQTqHuYTLhic8bcP2LrJ5lvro98JDv5+Utk8+F/CHvxNe+L+RP/ejFDHKcSJ3B0gLvlhiiwZOt6MkV5Sq2ai7MAZ1TTw0jMyXRlp0aGJy9F4J8bpw+72y9Dv89QRywjWkBXI72kR5GLq2DpahDmFn5wJdhkadmSs1Od4R2jHJwJnq6RMmTHjjkHi5ySERXpLQDoI0QmmdYQiTDFdhwKguWIkqBNlpNsLFzczBR62WlEDnkFv8se9BHv7DURApV0fpgWOEFvKD+OP/FXT7pM//Y3yewI9DaqVUvO/wtEFtQHpCHXfDNgDU/tLj58S4dFvIPbd4PYBhcWfmvc54ubtB6vd4f/VeBekFbwSfO2XFlsGp6ugAg4fRtKowG2vuheCodwI6K0hjTq8v3e9zPGHChDcRsj9vTdhwZnMGMcSgrRJzM42xUYWEYo2TkqON0dSYMvXsEXBX9nZ5Czbn+APfDJe+F6XD6nNjMD+gesalh/IcAzsMj/2ncPZRJFfQJhJcqUg5RKxFa7QuDYPNmuwH3/s27TeGi1XJ7agwVhuF5SHU5Z0i7SvcyzR1hVfRHx3PCbOEJKc24V6UBqiurEpRTRMsn94MSsjsmgmeoZXbhfw9hOv3+xxPmDDhTQTlirmbZ0FcKQ04MXzUmKAScgFmUSpOCFbjPRiHgxAKEoG9IcS5zn0z6Gl8uIkNGTfFc4O4giVEOlLZI82fgItfQ/FNrLTBoBGg36CR9sT6NJeR2+5Pq+10FyoxzVqArGfwrsXKEAvZ7Z27s56ua1/ruEv03RysVlKCNmvYQSWhRcgIyxSll1wBkSD0p6A1ijnW+IrNc408yQNMmDDhDcRSL0vDXs2GizOviuEs1YKZ1yWGBGTHLJySrEBfnNQqNlNqKSgl+OcI0mwg6UIoA0gi54LVjNVM0iVCxWyL5Aek40OkvhWZNdgsRxknEcZDvo23M1IB8tgsVZ7Q5ky90OTQ3yoJxOcIgox3mtvKYeuZua+9d7ds5Po0aWKM6gZtjNlqEXp3qjliAg5WjaWOWgrjhJaJ4zUokJoEzG+CT5n6hAkT3jhUv04je8kzWhzzGC5qXEjqVDU0wbyGFO/xaDI0y0FrNPGYGi3GyqTU0yYuinhFfQ/X0fWuLqJkodH8rEMDhx1YJWeH6rikiLXLA1wMccUcpFkFdXmLlsbOWY1YnLPS1wFZ7J9UVYzIzo0Q7ToGFoSG72L8uRu3d2WyCmNgj4jv1anJKdnpfSTEaAzPzj04n6rB/6SEq0jvMSGrokhKIHId5PB+n+MJEya8iWB+K5H20yzMegaJ4clsQgWyOrkqXXVwo0mC5qg+WBJk5miBMqoRmiteD9Cbn0aPl0iXoS6omqmyAVpjxGdxgB8cwXKBHz8PQ0/2JZIGvED1DhMhmVIchmac+kw8mK0p52LbQU1IKY9CB9wxdOQ9UECW0YRdZePSAjvE8rPxb1bZeiJuW+4hbTCDwYwZimfHBh9LPjDrnZKgpLCGakXwQfCtioT0wC2KLCaO+oQJE94wNBxjtm8a2i5qgmjIm1QbJ/3dqTlq562Ed0RtQo22JMGw6A06QfWzfeTWz8Hmb4a0TVkcU3c6Go05nmFY0uwZ6bjFh5/Dj38RKWOjsoQujPSHUBtq2qTxo7F+DeT6QG5TPVOAXqBJDanMsXoUMpIw1m9AFsAe8DLIAWNXlQjgl8DPAhsgG6zx11Nk62ZYjqy7UaOYocTkFalSBJYGM1ea5Lgr6jAkR0eJBGBfzph9CadjwoQJE74yZJZSba9x4XgU9pISVYSZxdBkwcgE2+W4QGtCU6E0kfSKgxUhNQVd9jDbhvaj+I3/D8x/H9LtkI+uk7YKttwmdQvScQP+EviPQ3eZ2i9IQ5RYJIEMCa9KyQXtQXSVqfvpbLP+tA6QMnia4aXF+8WoOyP4URSK5BXgOfDm7cgD78FlE/cBrn8WPv4h9C0dnAM/Fx8adyUBcSRblFiq4R7N0Ej/DfVomJ7U3wU3oaOihLOIC0iVm1OWPmHChDcU+9r7pu3XFpIpKTsDEcfy2P9zjeH9xoOSXXL0A7MJNndEK7Ia3LQldtThegPNfw/ByPVb4doOfhN0OECr4rNP4PpjaPev8UWBoyOoi5CKFKDGpH3yJmrquYwsGHZzEk75EEJadTOBF1I5DvukAehAXoT6iRZ/9HcgT30Tpc6Rehwcy7PvIr/4Lvj8j8LwCmwQ2fuc0bZJcRN8Fvrp1gWzRR2WyRELEcfWoBufMJLcJrOHvrwD+I37fX4nTJjw5oKcN/cjuWnZURcEISVIVegk9LFaIhG10W85VejH5RUoGnK8AJSK2B51afiekOXHYP4LoO9A+ndAewOfXUbsWeg+hd/YRw+PTmreKys8HfCScZ+Dgq5q5ZmtPKjv2qizoqrQFLBlND4LsGf45wU7/W3w6Lfg119AXn6WZEsSjs220J0HYeM3wSs/CluHeCNIdpgJNowqZUroqCfDBmVQp0FHQ1dnwEmqJBNQI1WhiuPtbYO+vSlTnzBhwn3ATRXBU1AVdWT8Na6YOiZOQsK9zoLJkpAgg4wqt4aHh0SyuDEcH8JglOrIxnW0+TSuPxWSAhzC/gIWxyGBPhyMQu2jYYUCbkg3YBugHfF7gGzzbK3v+AAyC1VESoWhBp1wcHgFbHgKHnqa/Py/RK5chmUHC4GU0eYItm5B3oXDd8CVn4ezDpsKGaSv4bjdjG5GObTTXcL7r5pTxNEktFUYAKtCS/gAujguVDH27veZnTBhwpsQwqGPdEBVj0apBWsvW/T+TELPqlZokpBz6Fp5cjQMO5FwqYbUoZah38PrEbrYwHKD6S3clWwVqUfIEZCWYXQxEINHt7W2goCS0wZUKBs2ll98lhtnS4mNcRqoM3wokaUvgCXo7AJy/RpydBm6I+gEpInuqTvsteALGDaQw21YHIyZfgRtAGYa27MMGeEUhSgGBTwCekfFTEgZeg8WzEwEjJ5kE51xwoQJbzycQxm1X7IpZXAqQV/0Iaw6RZ2sozSAO95LJLKtUlvDOsM2FDWgFpgZVCWVHmohpRalRiNWUwwOpdFuaRgz9MrtKf9SDa0zpKTwtm7GTD15zgU2c4mOrrviMiD0J+YYA3CrR9INoECZRQG+GYnp3RZIF8Vvlehq9hA+dKGRLuN6Kk6ThK6Gc0jykK50JG4qCs1IHRpG7eGUAZEBYXG/z+2ECRPehBCOJYG64y64QhJBirBQp0HQIeKXZg/tqur4DLKE/Kx7VCZoiPi4tBApzISqYemI24NDr9FIbEaVwzpKj480c3dQLagZgyrukH2sqSfPWuZsFIAMPoq0+2DRpjQiMHc1BL5siJ8Tkf5bhjROMrUttPOYenLiLiMVt2guZA1WjAvkLDQS+jRUR0p4kramCI5VR8XJplRvcKHgdPf73E6YMOFNCGeJqAkwFIvJeHVMg3+uIpQ0OpEOEq5u7Vh7d0PLbdrHid9zHtddiczdhiiX2GrytEZCvQrocHv2RxxUHPcB8Qb1uE9gDtlVG5inkYIoFh8sGG6RfLNl0CxCMtIztIcjD13AG2gHaEcFsq7D2wrbQI56OFYxcWrjZBd8CAfuJJDMKT5OahE3g+JOHY1do8vriFGpUv5Nx37ChAkTXnNkL7TJQJE8TsRXpSPEB5NbJK0aATglQ1BwoctCbaOfeIea7Wq4c2Um9Mvpaa3G+1eT/Zm4CQwLNI8JeEOsLLloFmY+xNMANkO9jQnODMwETgGbL8fNo5mHSWpt40MUqAnSBlgD+hycOg6dFyXMMcad6LNTS9Aaq4C7BL8yhTxBqylcRVDMQ11MkyOpglNBhvt9bidMmPAmxKCDlmoijorQDEIMyAuOUyXckMyVHqf10c/THMlRlgkNmHF9d9t+3i1dvgrwd3tDr98IPOztTBPl9vS/Q0J0HOKMQJ4q7nO85jCxToo/AFzcA/1YBHB/EGZp7HZmSKfA5uAvwMXn4QGQuYZlkyo+jI8LjeAIkpxGJAwxdFRodFbOGSSLpkOf4ghIFkgY5lOmPmHChDcenZu4exGjFKjqFHdWZexBhCGqzSQXDEdq1N5bcbKNjEPJhO4ud9p+/nJM7XUnudX4zu3gL2DK7bEec1CXPHjE1I0B3CvOIYgFuUUEF4VHDPrn4GaF5duifi4bhO3GIdQX4MKn4C0VLmgMHiWHpIg6tY9GrDaCLOIONmjouzQI1T0kAUwg+cjgCXfuXBzmODqR1CdMmHAfIO6WxEWFVoSiFlUGD8ZLgzC4kVVpVViaI+60CH0CIXjsZINuvBOssmv5Ap+5nsGvL3v3TUAd9Qi35jFlmpOQXEaiijZIEXxsBtCOKfypAk9WuPYivHwNhl2oWyHM3uzB6QP8IeC8IFvjeCiAWXDfc5DxdbTMq6OBhlo8rggwQ6kCnRgzk3i0aRw3DSftNMX0CRMm3AfMQExI1SliZBQRD7MMBTWnjbFOuhh/j/q6QyrKMFYo6EcFsFVUXpVh7uUYtx7A1z0qxuWNSMxXiw6MrU0lqJVCjLImRgWwVaFeKjITOKOwAb5lyPkO37sKfjU+bCe+ZFOhSTArYz1FEFGoMdQkCHUIDZianGYQfFQ3a2u89iTMXEGMKqCDQBt89XrzbkfrCRMmTHgD0AiykGgPKiEPnghdKxP6Cjn76HoESaI3GDE8pATMQNoM/RC1mNuih2ufc6/37rXM+ttBd7/95ACQMbwf7x+yktxVOYmfWqJhKlFn9y3gjEAfGyZbOerrUqCt49ho7PBtUbDeKWqkLJTOkRI8z0GNbIpK6MBQnORKbcMWqsdQUzJCUv9CDyoTJkyY8PphAMzoG8eXQhq9l4s4bRWYgVvM2rQaSaxZlF0UpWoNYUIzhModDVHnzrr53a/Xv68F+EjandFniHYtOuYC1ZTcALXGnUdXojEtwXrBg7rYSFB1LAj2iIxZ+cirXD0LjF9u49TUSJfUFKQaN6Efx21rHetPDipCj1NH0442K6t+qUxBfcKECfcH4ikYe2IncrqNC9bGjNDKQ2juwlAcc6OZhfXd7d6mrRfIubPw8IWy9BULxu5cXsZ/1AUfiTVqK4HERMljnUY1IzLHgmJ5stLbBXsP/YFcg7++WYExQ2/uWt4USDhRyM8eDVERgSZ2KrnTaGi5+yAoQg7Gfkyd3nZVRSm36foTJkyY8AbCE0U0e/QFa4mSsI1BXksMAzU6alpp6MJgMaCEgZhCMwbV9QB9r0x9PTPn3u+LR7UDPJLwBIKACZo6hkw0MD0tIBkqKWpHxp18ytUHrZLz1QatrOxY/5tYUFI0RgePpwCTsemA4DX89jYQPAuHHj58m6qQQl9h3KFcmtzc71M7YcKENyFcsiiaarD0XAX1mCJVd/omDI0UWI5xrk1B25Yx8OMWE6P4qyoasPb6bt763Y3Std+JOTWFYYc7I8VRXC3RDeMfFjeqHSFW73wUWDeYhpNHgnLXRmXuJM2vngsAHe8ivVncTQDUsRqSlaJOBqqEHGVmNJx2B3eVfHtYdsKECRPeQHjjKmoitAS7xMVpK1iK+RrLjHM24YRUhqCE2zj5LzrGQtFXM1vuxf+4O4m+O7Cr4ikhJaZaby9ScTVlqTk+qy2Z5BuY6J0cybvHVm3td6x92B2ZfcgNIBHAUwGy02oIuVRxctxYGBJIFZoMNYfwVzZHilKHBHiTpM7v96mdMGHCmxDKRu1UDEGqUIpTPBRxpSjZoHHoMFKz0oIx1Jw8BO+k5jTGSLszSK9Pld79tYqv6yWaMc66NIhuIsUwiRJQmGiIq3Yskow+erLA03HotrC2wvUa0Hr2vl4LqnCvLm1owAhWQMRJFnUpEIYaMgEzCb6n1ejNpgx1lN4NWw9taX37fp/bCRMmvAkhsiGjmFYvoU+lElTC4k6/GulsIma3Hhn94ASxZJ2yci8K43p14+5yzPrPo+6LK9gQQ5wqNQac6lgNKWJqlWMb5RwtBY88lLx49R1j/T04ycrXN/SODYzySRlOfuzcbq+ySlg+YY7UmEoqg6BVqAoVi8cWvAHZud/ndsKECW9CqO+KQRqEnCG34T9aR9HDNimo09Rg63l2vGioqkhMego+CiZyZ718VcaGk6w9c5JMr+ghqyR6rIyTFWsbjEIjobWIKpgUdeOoTyPJpI9upzY5fEHlZEXAiZrYCpkTz7zEndn6GPBdJTSGRahFyOOEqZrRhE0dXkcqYxtloFIhoaHwOwxgKMKUqU+YMOGNR2W3lopJJbmTSjRB0+hPWjFspZarTilAM+qsd0aq4I3EdP3dbBc4SZpX5etVvF0F9rsgPWhqoK1U78nGKLEiUKToXDhoUpg+h9BXG7ciH1fecEKtLNxZwF8XmFm5cgx3brAkJaHUwWLaSmHmQnGlxyiE3V1uhKZC1rGjC+BB4h9x9n6f2wkTJrwJUTnt2UYHOWVpRh29RhGnekzk5xQ0wyKRnCagVMcqqKeQr1pnt6wwSp/jnMTbNH6t4t9a3JU8zv2UgqY+tquMKX2RTjuX/WSRuYsOyMxB5ndq+K4ydF/biPUPrJzcbdbr6h76LtYLak5qnK46fQ3N9CxCqzF5RREKhrkwc0FTcD7l5ElgCuoTJkx4Q+GXVRHOYJC6kaaYQ03WzekdWldaGUOlCzMRalWKjMYZKsFTT/5qca61WaTbMXVFGV9hxSwc47ALkBKmDV5DT12G20F9qfVY9+os5oGkN9xyOBix9sHrrJZ0jw+8uyyzYsZ4yIdJclgC5jQqVHWyxw4va3SUAaqHx19xwy3uEl6Ig7GU3ft9gidMmPAmQ2aOcEqAQY1izmyMrHXV/5SYkl9iGGHTWTEMGWd4HJkNJ2UVJSoajN8XhHXRIXAEHAPd+HVbVpeTDH+AimBzhZWNXhdjPF44yjPhFqMnaK0drQyQm9iYljuF3Vclmbvpi8Kdjwm3HxUUpYRcwDAKeynMTcMNyaIMVMdmQosgNfw2mgpyrFiteAu+76eGD0lqvt5Xh2bChAkTXl9kn6Oy6xZDR9mi5NITBkAzVwqhw5KJMNibMxsn7EsPiITmC9w5pFniyxcgR8Aiqt/MiTJMG0WT2+VtYfSpAExHk+oSq/QmQnHR/Wx9c5NayQJJe6Q5pmpGJPiVt7EK3sPa67ulI9e566uyjTriEvyeceqpHznrWQnBG8DFMBPMnMagSqVqYu6KFMMzZznDFrB/v8/zhAkT3iRIbAO7dDAblNI4A6H7InjE5uSoOTOUXpyqjvioeVV0HNJMoad+zIktXQd+C3gJ/CZIDYKK75YI7I8QaXiVyHJXTJgCbCQkL7F+GX5Fw+hGV7mVh5qvSwNZwQcwGlRHSuOKYlMZtVw8BLx8/LDQFgiSu9d4T0bR9ARIB2ziTUOxnjyEiBcpZCpdYhBJDRoVPI1p/ugaoinKMN4r2vgZPcMOU1CfMGHCGwX3XVx28lhd8BRJahrDXBG/LejVE6qNpiEX4HWlwS5YEhhqZMpdhmXBX3D4HEh6CzzwbvzU48gS5NbH4MVfhKNr+CMGpxOy6iha3B9klsYQXEM1sowqKkWu5Nb0Os24gbUiVNqNrUi+C2NwXrVnc2i6VMO1HfUeDYbQDI4qPrGMRZB3D8uibJCHxLBh0Wyw8PcrHgepMYFkJBRXyGP6X6sjvZNmnB2bpS/e7/M8YcKENwmEC+56ekAZGJi7og4DziDOXBQZqYyrKok7NK3C4NiRI/MUsdRGIfbi8JzjnwDd/RZ4z2+lzDbQfh+ZV/zsU8jpb4SP/U3EPoXPKx6GdLBFiC/mDVzDQ8+AXMc0vuormaPNq8Y+IkIWR32BpdBO11UdR8eaijiwARtzTB2rGWkqKSdMCvRHaKncZsirIGaoVmQQSh2DuMhtBo0UiVkng1oj029GyRdcRoNVQPQ86heBX7rf53nChAlvFuglCjteK6qhNLvSqkqudDg5BwPGIaoNoYNLcsVGbrquRlAX4HsVngPZ/I3U9/xu7OgV7NMfR4+vA461D6JnN5FL3wpXDbn8GTwJPsuIDVgFaU4htUBf6FrIq/KL+XPZ9v0qBjVFGQTv0XYspSQbrT4cUsZSgzQ7SBYkD6TZFhRHFvt4bvE8w4+PkXoYfztUNDupzdTaQXFaEWQ0Z/UiNGKoa6g3EnV2HDqiyyxVMHFSYpsjzt/vUzxhwoQ3EdQfsM7wAq0qRZ1So0jRqNMPRHLqjngk4oM7rQtijlWPkktDeFAUg1uO2Hk4907slU8iz3+Mdn+J1ASpkNIVuHEaNi/C4jG48jnklOHbHoyYBnxnhlPByqjoO5bMq3wu616+LEbJSrYBXJdIey4YMNZBk0McvtlFNk9DPoatp9Dz74ULj+CLDrv+aXTvJ+H4OpYegEOQ4ShKMCiuCkOHViEp+PjoIkA2pbrRJ0gq1CpYsng4sOgqa5Uo6Rxx6X6f4wkTJryJoP4wHsllFScBOZ0MReZRx1wUejNqEZIo1ZzaGywgSYPGJBJ+DNwCukdg7ybN5cOgMVbAjmDYAJ1Bt4CDV6JksX8BDi/DuRpOeA7gGB2iNXgrPk5smn48z77vxeuL53lZhEfdQWoF34VmA0oXLkezLdjchLnCw78DHv1DsPFuAOQMyEMVO/wAfPovodd+AZdtOCxQOkQNkbjD6BJKjs5wiyJqKNBJNB4agX60Opp7TGZhEgpk7pD10uRTOmHChDcCflkU/JKrI8NYMrYgcSBgRfAMg4R0QFZFso9xLErL9A4bFR30NoWRDlgKLBbgR1HnVuIOYQOUDZDDeG07UDZv9zdFwKtA3gI/QAdgI8cGLbTqf/2BTylAMl6yDIOADPuwmSDNozQ+m8PsNKjhb/nt8Pb/YQzox3i5BXYLvEe2vwV/55/FH/h1SG7wtBX+dR6EdvEI6jFpBXksv/TuNElIGjrDjUDjCfPQg/Ei5DJaMW3443aTySxjwoQJrz9mfhaTx7zPIJDM6cQjmIuHvK5H2XogVBMzwehrAOkcc4GZh6CVaPDMZ8TP/UhQN6JcbbMY3Jkfg7Ywa8P7+S4RRc8Z38iY7VMUrB+bpIu0gJFV7i4vphz+0uYdNpvjzWy8O2wi0mFn3waP/0GEFq8vw3AF8Zu43cLKK4hdRZvHqI99D2yexTYSNW2EL19KeKPUTkgVcjI6nF487O6GsIPqbTxg7ixxcuMhw9s5HtOpj/i+nLrf53rChAlvAuxwwT09JMegYbdMEh9nbzSanylitqbQf/EhmItVwHuCLJIaaEcPugzsAO11QCFtjkOeLcgyAruMzBHfhDSDjf1RuTEYgdIozA8QPw4ZXhvz3EXahzGod4UXEUgV6I8peoi3CW+IWvbmBv7Ab8HT28BfxkrFdYbJjDI0uGyCHSIckE99PZz5WrRpIGdwJzVKlUQZHMURFEVok99+fPHisc0iuIYZdaoCBove4pHH9WFu6sX7fa4nTJjwJsBCHhbqA5ZKzM2Y0FRFx8pDDlMKOoVWQ8+8V4vXvZA7GZVqR9Oh5EhKsAm+dRnkGNqL43RpBzqH1MGQIG9AmcPwEpy+jp8HmcVNRNIO4qepCbJA46tMXa/CGNSbo/z8anBJBhA5wmdBlBfA9Qyy8S6gp9SEqsZDhiWSVLBDKnO83MK6Tbz5GsQTKeg0qBhZDFk4Xh1vBDVBRJAkUUpyUBFiNmn0+LNoFouEJyDqZ2XHHrrf53rChAlvAlR5zPBtG0CqU4jB+FH8BBsc95Gbbiv2XjgfuUM9DiXCpB61dSH6ktsKFwvMPgwHe8BF2NiJJLhVaDehXgC/Cmc+hl8E2dET8a/NU0iboR7GOhdjpj7ICzAG9fnexnOm8fggFIQZaXYeLEM/aki2+whL1AoioTSTZIHmREoZsSV+YHSLfYw+PPQsfEnBEElwJEgf7JelV9ydtpfb2Xm4YjsDBkWwrNRkzDqJ8VplW3Z58n6f6wkTJrwJoP52dSUfK7071gjShC9pIogcA86Gh0SjAKkKSzUQR47G91I6sQWdOXIqIQ+DP3Id5h+A+iz0GbpNWJ6F6jB8Enb/Ff7YAjmt0DYwsxjcn23icyctjpEGWM5ie4t8GkY1ge6wPOdjk9KtgO/DxulQBpAB0QN07wUQx/MxdSPjbJFlAdkxV4bjQlOM2fIYObqMaaWWTJPDxs4lQR3wTpBtpxl9SYvZqD8s0Uw1wfxEIEc1JCy9c5pNoahPQX3ChAmvP5I/bkdRwdCsYTStRm/QaGinC1DMMGIAqcNIAt4rtVYkgzOEX3MobkGTYDfDYwXfOUKu/CzcuAB1OyyMNm/gF67ABeCiwqkGNuy2RIunOdXBbYAE2o1BvcpHYCURs3fq8ykddyrMBgNY4hvnkeq4G7Jc4Fd+CcmvUJqGOnTk2YzSSpjylQFdHCH7p5Hh4+AfxYdKog/WjCekEaiOL+NupiJ0RDDPPqoPiLCsxkwVFSglLI/EBOtCd8Y6fcfyw7Tzd1l/v8/5hAkTvjrhCzkLPFlKOGA0cNvlTTR46yJQLTTSNQXBI1toWsnBWJJpU8z3D3aiid5V2MzIKvs+VWH5CjKMk/RzkG1gM8Msw7zArNw2yLAtA72G10qfYdNy3Hmq/wyMQX3+e19+eXiZz3bKM15AyxE+WyIpoccL2D0F9iH88MfI+d9D6UnNFeruBqUkZsdHsL8RFEc+iC+uYkMh1Q76iswEbWaUhUI3Nj0N0mjLqkoYYuBkCb8/N6GK4snJC/Cq+ABNwxOc9YvA8/f7xE+YMOGrFEseZcPfInWki8+cgiNFaFXozaMXmCKOZRc6d3TUMrRSSYOQ5jlmf257TDAG91EHxhMy6rl4dRBDRCN6zwSaArmseZYmUruN2zEIzBKIZzhInf6Jf/ELcCLmSO35rCSeUUDqHtYC89Pkw8v4oodmD0l/G9pCsm/GfYt0rUd9rJ3788jsH0D/k3BzH10uw0w6xkLRFCLxdsiJ44c7KqFqlkoIfLUKNgiDGjlHTb4kZzZorG/DH/MZb2UK6hMmTHi9kPwdXvWC9tBhqAX7RAmOugexjxmKiUENfRdrjSyCL0K/q0EQGUsvK4e4UWsdrXBq5EoaIVEu44rVII/jowakoEvCNuycx+1j4R5nRGp8mPZWm347qKc9+XTacLwHLz2paZH5ZjgWLQ7BK67Pw8bfRPKncXkKkTOj3O4rkH4eFp/FDw6Q/hoydKNR31iiEcFFkQODpZIax3vH1BmKYymUGg2jI/4s25ixA/2iMi8CW+zYc/IO8H92v8/7hAkTvkrR8Ix3QinQJEEypKJUjSS1VWDMzpODq5MEGlMGBzsOLXVPoyz5GJhvm134+DPObe3ekdId7hfc6ZS0MiXKc+pGxso+CJQ+04jAQl9abfpJpr7Y/LSdOgrn63KI7VTyzhm4+jkkLWFI+PU92DF8fgNNPwOb50AHZLmHL47xZY90t6AbTviR5uAFaVtknkm9oQN0m05aSDyJjCKQvTiKkFI0TAeM5GGBNwCld/KWotnffb/P+YQJE7464fvS4v61VEMWoe2io+dyCWILaaylr/QOBxutRLOTj5VyBMwS0o7TpPBqy897mVCb3+kkt+4NLcAG0FyFwyMaBetG69EufWq1ittBXYbZp0o6irtOLdQ0kGe74XS0NUAdVcT2Ciw2QQ/xG1dwGRAJf1OWS6CPOxMezx+j5Z2Kk1Omdh22NJqzCk04bWcXzJ0BR6uSm2DM9IyGGlVJHUESxZBT8s76bNpNj9XJMGPChAmvLQYu0fB2GQSK4wm64miGrEK1ca5GIdcYCGo0EuuSjKZU/EjQVkhidwbu1esvFODXLUJX2XqK92QAts8iJNwGvAE5HJkvvfzCanV6e8U3Zp9sYdAZSAXpruCbCebz4E16B9ZD18HhdVjeRI730INlEOiXt8CXUfjxdU311UYbLgPeO3qkZFPUhQGnShyhGUIVYzBDNDL2xhImRqeGHRO898zb5CpP3O9zP2HChK9CNLyTyltrZ7iFI5vmMQ6bk1epswE5BpAcJ3tIh/fHgg+OJBsZM3LSJF0F63VdQlv7Wbl3Fl+ImvTuRaoMSD2CBvRwY+V3+kHWVgHA7Le//DkKH6sySjvaEbK9DfPTozSkRcBOXQT4xTGUg+C0Wxcyu7UHL2MNaXx+WN19pEKbowa/gL44vRhNGkdoNYpKmiXE52sMI5XqmDhto/ixYAO4yCU5Ze+83+d+woQJX4VIfC0um2UJpCBxJPGwl7Bw9iwyVpYNejfUBJIgCO1xiKF408Qf+D2UZX3tS+/6fru+zsnQkoAPis02qXKImlMN5HgOe2mpf/KDH1itWu/6nI8PGhQe6gLfmOE6X+1o7EUZHyd89el1VLApsYaVqeraxkSNyMltQpuM3Yy/00YR8aA0DjGGmz34ngDugjWGipCGWJEUQTYs+SbfcL/P/YQJE74q8XW4kJcJr4al8BtdSngsq8FMIvseDBr0dlCWItihIdKQ2xxxUdcy+9HL4o7yC5xE4vWIvKqtGzCAbc9ha0CH6+EWOgMZZnCQr95rVYFBPtq2451oOMTSMbY92s0V7uzarjq5q4L+6r3VhtxdNxpAKZCdcgRyqLRpnCKtQnUZPfeEksbhKQ1Zy1Qk6D9u2FEs48i/VT6Qtu732Z8wYcJXD/yYh1B+jS1DSreMcz2iQovSu1HHWklyCcqiQhWjd4s4ue+RtQvcrqvcXVdfb36uvg/j98ydybEABdL2Q+hsGy37dLOR8ZgzHOXPrO/DHUE9Xd/4CAna2TiAJPuknUvhKbraqFEV8vZf+9p7KwpOe49lZNyLpiW5wLExaKX6+BijkZlXdxokZC4NMKFLBq0gvWJLh17QM/5OPWXvuN8XwYQJE76q8C7gcVtCcWeWlFyjMBGMF0F1tKrzmLgHR5KSVPHjiE8h1ThEGXq9AXp3yQVOEuA0vlfXtsbXvqcWNhJ9WaIJ8vXZOKGqP7e+A3dm6lc3P2JC9QLqTmWJb10C2jtXzl0bc3fndvV6vQEgUc2XFqiC7INpCMq7QJMFr45Y2NyZOBUJFcpRF6aIY/3KTcTPWdWpBDNhwoTXDlW/kUKjywhtvVlIgnuYFa0celzDFtQk6uiJEFks+44dezD48DsD94qjvl6CWY+Vq2h8d9Afbyr/f/b+PF6W6yrvxr9r7V1V3Wce7qThSldXozV4nvFszGQzQ8IvBAIk5A1J3rwJeQMJvICxwQQTIEBMgBACCWMIgQQIGAMeZINHybbmWbrSne+Zh+6u2nuv3x+7+p6+VzKeJB1J7ufzOZ/Tp4fTXbuqV61a61nPk6YLGreOG/SpKrDNufycIO8e3YRzgnr5lWfuCBPc0mh2KXIswfwA03KnpMLIGw+D9rCgPwzyYeQ/p5H7IrgiYslgVal6jqJqt60RvEj28hOjaiUC1LLVnYV2IWuyDkwSbNFevtvHwBhjjPHMgG3TRXlparJhj0utjK4DfMK13qR1yomoN6Xw0vLUjWjg1gSCok6R4RDRaDn6/LIL5z02GmeH9zdAUcL8HqQ5iYWIlWCb09iK7+n33fjHo9uh529YucUtMpU1Z9L2KjaVsNnFs2I2j1kLgp2zS+uufba+PtoA0AimWOFJfcP6qTXYNoRE9Cl3jVO7qCaUDiwIjYIU4AaKbWUjap1PL63fo5fs9sEwxhhjPAPQcC1qLyQJuqVEn6gQUjQaE4oI4oRCWm6IZfq1BUilkXqGboJ1WveKFPL/HY2Rw99p5H1HY+mnoD6KTiPTeyFtkaTVda8rZN0fP38zHhXU3Zr/hNNcvkm9NYKBzh3YqfOcX2YZ/cDDy4phff38LL6OaGH4ridtGU0v4Xw2bzWEMmU+ZWvNkRXQguUMXSw3TwujqcH6giiX6ZQ9f7ePhTHGGOMZgMhLgP22lYchzeXyi6QsPIgMw5niXFs5kMxjr0rB9aHZNLR0uKGso3yK9zpnipSdWDmaOA9jqgGlx6qaGDYoy9xvlNLDtrvt/H/9qKAewsQnKPKJhhAyB31iekeQRkY+iJLLKsNLhkju3I5eZqRzP6ik3GgggCwrTgVXGDWJFBWLgip5EEmNlHJ3WV12QKIR6Ft+/QSV7uMVu30sjDHGGM8AFPIagHqQMDOcKNFnhovHcp6aJ41wKY/WlDGb/FCD22x9SYuEWMxDRwbZg053AvSQeKKa/UgTOW62rPCzc/6jlMb5BXBrWfOlALfVzc/r6/vP34xHBXVOdj4ePY+Y5NOScQJmPVRTO7XyIZ1R2w8wLL3op/ivo4+nBryC98hqbiqoQMdBrYlkeWuSQCFCckYKlqUEhrWtWmDQfj7PK3vvdtO7fTyMMcYYT1/Yuh7Ey0usD34gOKdIykS+KHnQpzZDkxLF8u02u05iDJIQVgxRxVWdVq/XsjavAs6DlqAFWJFvSxvUC5/NMZLsxM5hfA1AFGzuIoIMkNCDAvzSDGxrpHZ/cP62PCqod9506oyvuYkic8Std5I4Pw8z+3K9fLSkMspTH1Jxwnn/+Xy+uiVcYYg6wlauQ1lSLCqlZmPqGKBO2RwjqmUHJoQQIXhISYirBo2i8zxfp9KLdvugGGOMMZ7GkPQKJF0SBznbbsSITdY4r7PpPYUzEoZYVm4MQE0uIdMIYQVEHa5slRZNwTtwJaGYIpWL2PQcNjsF1T6sOwtaYsm1GXqb9Q+rIMMqR1mR5ipCOIMbQCogrc3Dij+tP/jeu8/fFH2s7TP4WCggRtBmKzc4q4mdNxqS5Nsnn22KjlJxPhXZPiUEQbolMhDYhLo0ghpFUiJG4xKFGtZO2HrJqo1K1l0QE6zVV6CDlw6v3+1jYowxxngaw+R1xNYLOeViQuONYEIluYbumzx8lFwmceRiRjaELtYNGWguOVidM++iIHUqrLsHnZ5DpiaQyXmkuxemJ5CJWaw7S+zMZ4Yh5OlTVdrJpRxvZ/ahVUHRP0MoYKCCugrWizsea1P8Y27fGfcxvxhJBVi/h6WHYeEgHL1zqPy+cxYZ1onSyO0hRuUCznZ7DSFQVgX1ssEZoTqYH+lFQ71QDf+NGFXKpRjDKBKYKsEZFhO6Ca4DerF+6eB9+lPVq+LSbh8bY4wxxtMLtsUVIK9P/USzBV4cqoZKFusakjWiGEUpaMym0wJ4NVIU4lJC+oI/UKE0YEosu6RyOsujLF4Oe56Hlddi0sXSMeTUX6GrH0NDAWuQnTJoJVfaJusAmNlLnIyk5WWkhGppMsfanr7vsbbnMYO6Pjz3sbBn6WEnHDSDWK8h8wdQ7xELjx46On8gaZixDwO/59wyTcj/w0qPrgZkQ6CTB55UBTOhH6FyRhGULTEKMQyhb4b3hjaCbXtIEVdxXYz2YuBPdvsAGWOMMZ5miLyO0i6znuAGQqoMS4YkcC4HtCYazmUXupAEp4YmIVYgtSArmQkjLme4JkrqzODLAtl/DXb598PU8xmOLwnAnq/DTv0qcv9vw2QJvTno9/L8/7BBKsDMJMmtEAeRYh702AJsS6SR//lYm/OY5Zfya5ZOhIIPi7ZPiKex7ho2PXOuHMBjYRjIh4V+AWrOo+sEqAqkmiCtQdwwYkmW4yULOnY0i4P1xCjaM0JSo3DgRRA1mr5hPaBjHV3kjbt9bIwxxhhPQ4i+kQShDykZGvKEaBx6JSs4L3hTYkveiCLUknAG9BK2CTJRoG3ZQian8L5ELnoRdv3bkamXIFYjdhKNS2haQ6tL4OAPYof/IXSKzCP3HrTNmhugO02aWSRtnc5V7hK0noGl8oT+wI2ffKzN0U+1neWGfti6bb2/v4x0JtGFy3ZoN8NXj2qmDxupWREg/z16e8TKSVNEO0ZIgp5xSFT63mialsKorcCXS3iEZNAEo2g5o2qC1IG0nae2dC+vH/yBW9jt42OMMcZ4+sC2uBJvryAIuikENYJPWe5bhOgiTTAkSnZmE6UUQTBMs/hgJm0IrtK2kqFYMYPMzGMXfTO4ayCewppTWKyBdSwtYeHhnLFf/I+QhVdlk+mutmJYPsfLiVlszkFzOqu19DqZ371RfOJTbdOnDOp6pvuhQdnKoteBxpawyencQRhiWFYZJcvXWW7dtsBauXXbyj8M2p8GCAP8REJcQThtaJ3wZe4uB02kIDgndJPQT5k21FGhiUZtgqkgfSH1LI9XLaZrWLDX7fZBMsYYYzyNkPgKYKHZTMSUBbyGg/EpZc/RSnP2GiXTqy1kCYHC5RajLoOKokUJEjJdkQBTVyFzr0DoE1OPYC3TBQd0SNEgPohKB7vgtTA5h6WpTHGUJifDiwehXMf114gFpPX5/Lm3eOen2qRPHdRPT3/QKzerl6zF1TwM05PQXdiZFg3t5wtgtWS2Sh9YAh4GbgduBh4AOQq22poj1UDM2sS+VGwrUW+C90pHpZVmN3Qg9GmpnJbpPk7I5tQ+s2joCakGLRS/jzft9jEyxhhjPD1gp7XC+AqLwPZQ9tyQIFQoJlmuJCUQE6okNJpaES/DvKHbENcgeYf41kHDOaiU5A8DM8A2KTiUiLoIySEWUYUUBAabIBdinQsJGogUtAM7MDtLjJtYHXEV+NVZWPU9Bvqrn2q7PmVQ919zYlAYf22d3DCweo16Twe68zs18mH5JSr0PKwIchTk48C909jalcj2i5Bjh7H7CrgXOEN+fT8hg4CbLBBT3ClIZgRvFCJEZwwkT3AVms0zGjFqyUbUFZKlDPqGbWZup1yQvqz3Bzo2pR5jjDE+PYTX4XkljRH6rT+0ki3qsDwn47KeevLZ96GDQJnoiWXC33L2hnDTBU4biIZZAc4jhUDcxqhxLuC0NRslgShRHQ0lttFDwgApHGL5fWmAuTmYg1Q/kqvcrkBDBUv+Pn3LjZ/Sn9n/Tdtc9/krcfzjUiFubSKzy7BnH5y+d+dM0mTXImkiHDO4X7GJV8FVL4PuLDF6pN4gnjmGO/kXaP9+8OTyCQGZLEjqsOUGtwVSam4+ALHI3HWLQvAJjZbpjZbV02qJ2VdqS2DWYEr2+0X5CuCW3T5exhhjjKc4ivR1OOnatqCDLMoVJSvCJsnJZdWa94hJbhkm8E2WNpGkNKcSgsdX5FqMZBMfiQ3UD5H624gq0fUx9Tj1mBiGR5tA2F4jxlnc5mnoL2cqJX2sAQ5cTOzOIuunoQOyOpM/91p549+0Wfo3PVgen/gr6XCs7wQGkWLrDOnAflLpzxqqWhKkNlhLcATofjnyrK/DyjnSymnSqfuwrT5+8hC676th7TDcD7Jm0CRUA65ysCSwJqgTEoKaUZgQzAjJ0ChZqB7Bp1yCiU4QJ4SBkXp56lYPpa/t//aQyT/GGGOM8WjYilyE543WCPVaFu0qfRbyEhU6KCJCSNl+WQCKnJ2LCYVTpAe2BFIVqGqmaqsgoc4l5sGDyNpNyGpBWo00oUewSJOg2d5G6yWqNXBnNpGNW5DeWi51pya/4dwc5peJTR/pgi7PwkAiNb/9N23b35ipF6/afqB/gver529JhDocpaguRqb2wtqx/KSksBnhASDdABe/BJbugoeOIPUAR4RYIfMeJvdA8UI4sQozy9BNaACd8sSVAWHJ0AO5UeqSoE1OxJ1P2UDEDe1OBQ1GWYI4wzaBbYNZQfbai22K1wB/ttsHzhhjjPEUhchX4rggbBn0ATXMjBIhWh7/L9Dcw2t11K0t/ZpkmZZmKeEaQRYcQtiheqca6gFsnAL5nzB9kIp5UrOElTVOBAYGGw7Z9tD5cyg+jDUBtmuoE9KZwPbug/qTpGjUXaUYTGGnymPuB29839+0afrptt2tc6OfyMT71D9FLAMyd6htlFpWItsGeiWUl8PSEXjoTnRjHbdmyEaD9Pqwsg4PHIG1ATSLsEVezDpn6jrp0VO56auVUFvuNosTNComgjfBowzEaBRoBGsVz9JaFvmSSsVfKH93t4+ZMcYY46kJOy3TwDcBsAkuKnijn1oJEkkklz2SUUMtz8xYVJLCQBIyMPxxwDlcaVnN1kmuz6SIDPqwtgW9T2K9XyFt34UeU9wxcI80uOMNtjog8adY/E1s+STS6yO2luvpMwukKQjby1Qeis0pQJBV/8FPt33+0z0hLk/dKBdvrrnILEDSk9jCLPKwz5cbWG58bk1AE2DlWP4bD+VW/icJ6EnLj9wEm8oSumZQBzQOkEkPqw12xuAgOKc4soZ6rz1raoTgEr4wNCgDDKdQlELsg24a2gV/ubxx8Kv6vOrb0s27fQCNMcYYTzGU9gYcr0h9iOvZ5D5qZr8MzPAIRZLMsgOK1m5TREjJcB1gRdA1iIVD3dC2zlpBrgZCH6sL0tYpJP0J0nkEc9ch9SFSdKiehu49SLgZOb2Kra5A3cufLwD7LiPpKtJfhknwS7NZZWzb/e6n27xPG9Q7L938RP8Y7609X+UC2MYxbO8VyNQiLJ1EYqtXkBQ2t6D0QNN6kmoWpxny2LsNNBOQKmg8xAZrQMxwE45mRdCToBcK4vO0aPIJ7wVthOASIuBqpVajcIJrAM20o7gGOg3M2IIe4hvJhMoxxhhjjB04+WYU12yC1mCVZXVcURpJmCkDEqJQiUI0amekaJTOkOSIpyM04OYLRFIup0AryEXLM9/EViIyCMjMbVh5H1iJSAkMkI01bGNA6vfRupe53jFgZYHMTpDicXwEKpCNGThTnNQfuPHTBvVPW34BsMR7mCTrtfSWSdUGcX7fjlhXlxywXcisGJ9a8XcHQXOJxpNV5a3KlyoxYAVZCsEShQMqT7MEuq40CrUaiuCj0WgkIRAztdG85VFeMxoBp0Lqka3uMNzV9nfW3iGLu338jDHGGE8d2Iq+CHgjybANCA1ZdbGdWvea6+i4rAxbJECEFFu9Qp+zdTudre3Osl6sDerWaqEkQ2LAN5vo5hni0gnS6ePYygPI6p3YmUdIJ5dg4xjSX8rdWMD6CWYuIU1NQO9IVjdPHcQ8nCk+9Jls42cU1N3p8j2FZ1WdoE1NrM8gBy7NNaRgeWunNoANkEWIrW6vSH4Okv9O7YhruQZ7LCvQO4EmZ/ZussA2IJ4KlF7whZCSkCS7JXlyySoWRpWyiL2V7YlRct0r9gxqRfbLpeWlbd1sjDHGGANA7O9SUtmW4LasFe9yxGi4lGNIbYlOUpzLw0aQB+k1m/IgK4aug3Qq1KXW+IcdldpomRdJq7YYG7S/jvZOI5tbsLKNrC6h9QYSA2KtnnmskQCyuEjs9mF7gzANsjQHAWPT/c5nsomfUVAvn1ffHEreHZMhEVI6CpMOykXMgXUVFoHuvSDLMDEHk51cekkxB+/uLIT9wAOwcASbB3ymJGa5yYib8KhzpJP5ssghDCTRWOaGYmDO6JgSY3YjKUKmOJpI5rNvWpYiECiu5bs2fl7H2foYY4yBrcrz8PbNJCOsQUpK1yvOEjVGdNl5SESoSVjKRJC6lUsUzcY9cjQb++ikz8lqsHM9m4fl5hDBImjKwbupIWxA3Gi1U/ot2aTO8gI1UFZwwUFoHoE64hbAL8/DqfK4/tCNv/WZbOdnFNQB2OYvm8kcp3X7JKGKcODi7Mg0QQ7ql24CH4HNJQjz4KehnAQ3AU0X6uPQvQMuCDDhkMqRr2+AGHDO0AkHq9Asw6AcajEYyWXp3dBm5MmDkRCMGsMg0402haaXso/gQbvOX2J/e7cPpjHGGOOpAPs2vCzGDSEODClzUo0JpRPEcmvQSy7FYIJLgpdM6tBKoC+kFZDK4xyt9jk74oWjsuNCvhFCW6kgk0Viam/H/ML2CoEamF4kTkPcPgkVuF6RyxFnig98plv5GQd1d3z6L6pJjgWBuB0x/whcsD977mHYTIFdBnZ4FSY/DM1tEM/k7uXmKZAPwcH3YZcPsIOKzPkc0GXHoVriAN9VCIIdS+10VRbVCd6IZpRAwlCTTLP0ubaVLNGo4URIq2RJXi+UV/Nd/X/nurt9OI0xxhi7B1uWq3B8s2GEDXADxZG1pYIaLuaBR7FMWaxEiWr0JWXdKQe1GHIskbaAjuestdvQ4W1UOmV4e6iLruQH0sjz08jrhs87cDWxWMa2T+EmQE7PQV8i2/7XPtNt/YyDevnKjTss8eexyh9C1h/E5uZgdj+oIV2QCQ+XgT27j11xO7bwYWz+I9gFH8cOP4xdFpGLHDLloWjaxmm7UbkjgFaO1C3RJfBrbc3cgCbrGIuDGsslKIR+gDIJgpLEoDCsJ8StTDPSS7heLrJv3O2DaowxxthFOPt2ShZTDWxknanGEl3L+lJ9TZiCNuARzFk2fHZ52EgU0sCIpw3E4yqPUnPWoQjOLb0wct+oqZCSySHnvyaQS9Tz+6B/GkkQOyBn5uFk8aD+4Pv++DPd1M+8/ALEyLtcCZWBba0SyzNw4OLWLbuBSUX2eGSfIleAXNfAcxp4QUAOC7LoYF6hDDlLL9hh0AhgAfWG7zjiBjQnoXFGcLm0UjogCB5BC8NHoVCjtoSIUbY7wIIQ1wX6BqXhn8u/3Pp3OtZaH2OML0DYqlyHyneYQFoV2BasYyQ1zBLOhCIpYkJfh31DQxU6qSWDlGDLhp0BN1VRFAKxzsH4/KA9vD1q5zlabw/nPXfoRbG4n7DYwzbvp/CQkketC0udd3022/tZBXX/cPWu5PlEPXS8bo5hi3tJ3mEKlE2O+JMCswoHFFkskVkPcw7mDaqQKY+OnUuRYS1KgFTjO4ArkKOg2xBKQaJhfWOQDC+CBaNxeWwXze4kKeaav1dgG9J2pkDq5enZejiNmTBjjPGFif8LZV/chLCaCXjOHCg0muvokZaHrpm8YQiNS5lt5yVbMx/LJXFfpdzcTHauRzM82tpziNHkNY3cbgkyiMC+i6n9MqnZJk1BcWwPbGiPvnvHZ7Oxn1VQL185OGkFfybdXNpoto6Q5rrIvsuRAbk+XkSYiDCZYCLBZJN/dwOUKddShgtxjiF1u4F1QJ2gMwVhRdBTUEwYAzUaEbwohmW2i0BMQicJYkaTjBSy7R0DIWyADQwKKG7Qf7bxUzq7u8fWGGOM8WTCVvS5OP4eaqRlQQeKVHk20ptQiOBTVmIciKExS+y6duC9wXCd7EHKaXCTHVypEPs7QdvIMW3UsvOxfJwj5wb/4etqYGKRdOAAbvMoqtCbAF1egBOdW/TN77n1s9nmzyqoA/jV4p1a0jgV2N4iFkczZ304OTp6dhLaIJ4evZE6cnv0k5hlJsyUQwvFHjHYhqLIHepCgJTpRVUQtNWBcSaURX7TRo2gBusgPYUouINcXV7G33/yD6sxxhhj1+D4v/HMxAGwAThjYIkBEWlzzIYsDVA5pVFjkBIhQBU1ezaIwXEjDATXrXLyGobDRpwb286Pc5z3WP5MOycByCZD+y4ldU+jm49kj42tEtEC1vynnSA9H591UK+ub/7CCv7ERHAJrHcbtncGJvfvnInOllI490w1utGjlyCj9SWA1ODVcFMl6QzYMaAULBpRjdqlLLCjRoyGmEESYsqllwpBquzG1CyTeeuVUTzf/uXWz8jVT+5RNcYYY+wGbI03Ivb3iBCXBYt50F01DzOC5qt6b1ky1zLbToe9vgRaKrZq2FGQqsR1AsTeTpVhGEFHWS2jcU3O+1Cu/d0yIamBoku6+BD9eArrN8Rp8A/vh5PFCf3+G//dZ7vdn3VQJ3/OP2kmUn7xxjqx6MP+Q/kDGu3oP+dSfEZrTaOepudfjhiQEmIBXzmSaTbf6EGoDItZbIciETRn6dp2qy3BIBkhtowYB3UvEbYzD1QO2oVcaf/0CTmCxhhjjKcMbAOPyXej5lIf0lbuvQlZXqRKOaDHAEWUbIyRsi+yz+KMWCfL7eqDYH3BT3tUrTWGHn2z8948nf9hOJfGOJr0NsD+Q9hChV8/kg2EOoL05uBU9e7PZds/p6CuR2b+j+9yqzmBJhH692EXXwRVN2frQw/TUYrPKLUHHp2hJ869dAkNrgI3WZJOG/4M+EKoNaGmSFRcEDoGfcmWe6VkfXVcNtRQNYpGCeuQ+oAo5QvkO9b+vbz4iTiQxhhjjKcIknwHntchQrNm6KC9yhfDWW6MNmJteBKCJUhZZrfGCAmkBFk24nGDylF0WkkT2Ild+eXnZuyjSez5ZZjz6+zJw4GDpOJBpF5ps/Q5pO/7bPuf/Vw2/XMK6sUr1o9E448bl896MrgPm9mCxUt2urmPhdESzOjZ6/z7HBAjogk/67EEzXFD+kJVDKXcjSiCmIOQG6aRPKgkYvTFMG2NqteEsGHQGH4fE90b5F9v/qh+Tts+xhhjPLVhW+zB+Oc4CNtkmVwE7zMHPaYc3L2QadJkRp34TId2CKlrxAbsYSPWgkxXWY2xaR6jXDx8Y3Ls0pHfkR2mn5E1Yobl+Bri4gHi/gVYvTczbWZBT+2D49XH9Yfe+2m10x8Ln3Ng8yvlH2mXNROBfkO006SLr8DE79Sazp6NRlecczP2889ikZ0zX13jKpBuF44ZcTVn4SIJcUaUXILp+ty9blI+82oQCsuXSHVblklrgm3nNyyez9fKJfbNT+SBNcYYY+wSkvwLnD2LaNjpfBXfVCBRUKDvoBShiEKTso1RSlBb67RmUBSKbEA6ClIWFF2F2NrM1ef9BLLhz7BOPqxUjE6UyshjbZCXGvTQNdjkFmntNK6Ean0CsY6xXP63z3XzP+egXj6nfn8q+cNY5Gw9bR7B9s5hsxdgfc4N3o/VQICdrBzOLb/E9sE6IHXCTZdZ9PFhI5gQCyiCguTyVnCG11yeQbNjkjPBkhGcUXhBt5S0DtSCzRl6nfyrjR9nTHEcY4xnEOy0Phfjn1AJbGhO5irByKbSglChWT9Ks2hXdIYvc7kWS0SFqIY+YlgfdMrhUoRBa1kXwDbBNsBWgXWw7VaaZMDZ5wA7/cXRMjPkk8HkIrL3ItL2XZAMmwV35AAcrx7UH3jfz3+ua/B5lSAs8b+1yJ8zDk6RipNw8Jpza+Tw6ECeRv4ebRyMUh2HxP5U4zoRZjycgOKUEMqso94RJUkiNGRPUxNSEKLm0osUmYsqJiiJtGqkzay0VlxtN7hL+VdP+FE2xhhjPCmwUyoU9sMUzFof6iXONkfLKPnqPkKMRtMGHV/oWVmW0hSvinVBl4zwiJHKimLSQR1huw3mS8BDwO0gdwIPAo8AK2DrQI+dJuj5ejCwwxI8eB3NzDq2cR/OQxMrJEzDqfIPPp91+LyCur9v5g/p8qfBZanc1LsDLtyDTO1pLe3Ow2gAH/17iGGmPjo+KwGlwc+UhODggYQzy0yYBsqkeISgII2QJHNOsSyGVpqQNDFwgvWVuJawYLgJo3qx/PONn5SXPb6H1hhjjLEr8PZ38PJVIIRViP2Eq9qmqBm+ERrJ0+y+gBTypb4kIQYYNEZyue7uHxJSX3CzRdZZ366xLUOOAHeAHJlDtq+H+hVw5nrk/gnkXuA02ICcsYc80f4oMkgNcWIOO3QJMrgN60dsHqojB+C0P8O2vuXzWYbPK6h3Xr/eN+N/FUU7gbVxlFCdgkuu3TkbjfI0R7P14W8777HzqUIRaCKF98i0Jx4z5GFBOtkEVhXwRjDD1PAu67BHyxZ3SVpuqhh4Ia0JaT3z2vUyJovn6I+u/ICUT9iBNsYYYzzhsFU9hMpbkVwysfVWTsSBShYDrDEqVSryzEujhktCIJ0t4WopyCkIJwztFpSVwEYDW4acArsLJL0crvmn2DXfTLjiTcTD34Tt/w5YeyHSWkpYT7DgdrRezot1svdS0tQKae1BVCCVBW57Do5236Vvfd/q57MWnz8D5Hj1v5rKPihe0QZi7y7SBYswOZuz9dE60rB+Phq4RyerHosCmYAUEBqK+ZIkDrnLqPpAN9GzhCShFMAZMWR6khfBq2GWue1eBLwhUUhndpqm1Uvttf4g//cTdKyNMcYYTwbU3oK3yxAhnDHStmZqczAkKaW5PGhklrXSRSiyyjfqoWOKdWCghj1kpC1B5yp0ELGtGlsDjkCa/mLs8q/GtEs6sYI9/ACsnsE6e+HC18DWC+F2gZ5lsfbYhthAy+oDvEcvuYimOU7aqmEB/NF9sK6bbPm3f95L8fn+g87LBselw++H1qiV3mnSRB/2Hdrp/MKO3ouc9/OoUdr2WiW1jkiuFQ+rB3gn6GJF2oDwECQneJf9AxuTtrOccK1UQAqCSq6/J/J0bxRoBlCvkDvWk4nqlfJ9Kz/qnvsEH3ZjjDHGEwDbkG/A+BacETYTccMILpFcAhEGRLBENylRWjpjUiy0Psgpxw7pgpxMhGOGTnUoSrLGywA4A8TLcHteiKwcQW75K/SuWyiO3om783bk/g/B1sMw8SxYvxBOks2oW4/Ts/GuB8weJu2tkN6D2ZjDedzyIhzrvk9/+D0f/3zX43HhauuS+/04xS2mgu8PSPEB0sErSUU3NwtKdqiN52sOm7Q/DsS3WbvPt88a/2VyutR9/LTDvKN+IJE2hbLIFMckiYGCRHAYTgzxkESwAkIyLBlWJbwA6xD6ueZVXC0LU89Pb9/+ETpPylE4xhhjPC6wbQ6S+HG8YI0QT+f7i0oQU8xDR5UB2eSiEEXN6KeEitJt+2/9TsK2lfJBsKi42RJNMTfmapAVD3Y1rByDhx6E1QEy2IDNGgZbyFoPHlmD5XWIB5BlQdYT1pDjmyfHQufgsusIdgbWl2Ee9OQe2NY+y8W/fzzW5HEJ6p1nx3uKCX4Pl4NqWr+PtKdB9l2ds+Hzh42Gw0mp/QiFa/UwBfCkoiJ1ZqGcxzqT0KnIp82AN3BzXdyGkB40ajO0EDrkrBxxNAoSFC+SlRuT4dQQhUIETYr0hbBiualhhn+xvMFdqP/8CT4GxxhjjMcTgZ9A7DAObBlkS3CiaJRWcTH31hyZgG6tnagUOYGOTb56d12hORqpj4OfdbhiAHUNPYVtsj7vdgOnV2FtANLPWgJxAqq2TtzvQ70B/VloOjvT9cO41wcWLsUumCSt35bHeeaUYnkv9nD3g/rD7/2sdNM/FR63qUpZcr9npd0ZC4HQEPv3wJWXQ9mBTUacttmh+ECuiYgD58FXMDuPTc5DZyKbV5dz2OQU1pkHnQaJ6KTHpjzufsMvKXUJMUir95IgCkEzfckBnaB4UQQl1lBLQpwgq0LcaGtfCyAvsx/c+nG+6Ik/EscYY4zPF7Yi347p36YQ0maiWcrWluKgiYnoDEFoNFEqSK30zXCag350RiwS1oFyUynvzQb2Ol2iKQExFxAaslbv1iZs9sEPIDqwAooampxwotl7OT9u55JEagAHh59No0dgfRk3BXp8EXpay1LnZx6vdXncgnp5Xby1N8H/SE4y337zXtJsARdem5sEw9LLUCx++PbqMPVEN00qF6HsoLMHkEteil38GuTQS2D6AHQqbG4vUafwzvCLBTJw2IPggyBFHl9tEpgJJUJtCU15iqwOhkkWIRNv2agjCnbKQT9Tm9xV1vXP1Z/ceotMP2FH4hhjjPF5w5b1BoQfHX6P02mhEQhFFuYyB5B/d0xIGOIM1/ou4BJqRuGyiFe434iboLMVrlAg5FkZFZimrYs3OQlVzak+KQdyC2SX6A6EDvhtqAYjU/PWOhtdhF08Tdq4C03AtKAn9sPD3Q/rD7/7Dx6vtfGP50JXm/q7OpG+Ia7INZJqQv923BXXwvHboB5A1T4xsdMQVYfpFDbRRSccac8b4KKvx+aeD1KgbCEbt8OJ/46deD8W57Bmm9Jt0J+LNI8EyguEcFFCBpK9rDV7EBY+O4Q3KdMdzeWGhY+CimSLqoHRLFluwk4IxSt5SThubwe+64k8KMcYY4zPDbZNSWPvwHEBDuqTBhtZT1AMgkS8ZDXXkCy7GFmmLBYoA0kUCSwK1hH8aaM+kpCqoprsInETQsqDSyowJTAX4PgWcCnoarbvxCB0wYc8qMNMptPIKkwaTAJdyVk7CoevJ3A/snYSnYJ0ZgHb9rWcevyydHgcM3WAiWvSJ7XDf6991luxjdsIc33somdn6YCzyDKYFGAyiZQT+AmPXPZG9Nq3ogtfjNMFnHQQOQAzryNd9Tbs4m/AdZXosr5AMdcBPOG+mLNtFVzKl1smgmrrXOKFUjJ/KSUIMUtumhpSGHFJqdcVBgnpJorXyD9af7v87SfwuBxjjDE+V0T5XsxeSZEtK9OqYaqkRkhmOAcuKVGNBogukyOSZT5GF8UaqDvZvCfeZ9i24KZK1NcQmh3RLQ8mCtMGcw+DrECzAL7T9gETeAc6AZTQ34D5o7AHKDRXBAKweDnpwAHC6m14gzQtuBP7kSMTH9S3vOd/PJ7L87grFdqW/k4xwy1OBelF4uBuuOoKmOzuTJlaq5xjBVZ2kC5w8UuwQ28BtwfCKWgewsIRrHkIC6dQFuDw98GFr0ILJTGJ6yi638EZ0HuM1DFSQTvJBanJEryQ6+tBUubTeKUusll1WznDliJpC4hQXGp0XyHv2PoRnvPEHJVjjDHG5wJbl68j8sOUQqqN+hi4RpFOIkiuoVsQBiQaS7lUm+cOKVSJlqdLtRK6lUMfMpqjBnMd/BS5Odq0U6BqiAakK9gegSu3YeajYMfBJqCZBz8N9ULO2AenYf8H4ZIa26NYJUhMuTJx5bUEfy+srhKmgPVZdLvoc7r8rE0wPh0e96BeXZVudxP8tvlcdrL1+7DJNbjwKlKPEXlKw/AkH7ByHvZ8LTAL8TjGJpEKkYKUlBh7kB5BKbF9/z9k4iJUG0gN5bTHugWp1V5IE9k8NrpEJFGJYCkXt0o0C6il/BytFVPQbkJqqNeAXqZY+helRX+NvGPz+6T6XNdijDHGePxg63IRSX4Sh6DQLAFbmf2sKcvoijMMA2co2k7oa87zYk7ukhmhhLBppPsTqko579AUILQSi0OlWQcUBt0Cmxc4vAlzH4HwcYgnQJYgPgLxk7DnI3BZD5tR6BZIN2E9sD2XY/srWL0ZNRgsgD96ARyZuFHf+p4/fLzX6QnRFG82+J160j6MCVoPiP07scuuwSbmMpEfAEGcw6tDJhah++IccKXO6vQmmAnqDRWXdV+sRjoHkJkDmJ8ihQKNDW6uItWC3NZq0FSGR/GFklq5AidGihAtd71dEAZiiEHVKOLAViCsCVYDXii/RL7IHbT/8ESs0RhjjPGZw7akC/wKaocooVkBTglFIdQKdSOIGIOYG5kTJnkeJVpukrZlWadQVpkhE+9NhCVgpsCRIPRbR2p21GITUERk0pCZAjso2HUNXPMAHP5rmP8gXP4huP4B7Koau0CR/QUyEUEM8YpdeR2NPUxa30AWYeLMLLJebXGq82NPxFo9IUF94kru81P8ZksNJa0/hM310Cuel+UphyOzuFxb95OYL3H0ISiWPE57eeAI12qob8P2FrIl4OcxheQMYkNRGTpTEM8YHFFSYcSUdR0SiSAJp0IjuQNeJM06Oy5XggZku7siKfWqEbcs1+injfKL+Qfrb5N/9ESs0xhjjPEZIvFmknwJJYSBEk+2E+K+lcwtDYLiTPLUeMxDRY3mEqwzKExwJoSu4E4LxQOgEyXllEdioA04GUPK9TBbrxqYSlktdq9ih4DDwDUJuwbsMmB/gcw76DZgIce6Q9cgF3UJy7eAQpwBPXoRPDj5Z/oj7/6c7Oo+HZ4w9x+35H7Tzdq7ogl1jNSbN8GlFyPz+/OorBkkBymQBn1se4kU+kSJmGUleVFPMkW1yXNJ/QFpcxWabZRtXL6WQiRQTJegSn1XJK05bApCMNQJXoU6QYHgWv9BSZZ/OyMqmBekFKSnpBNkxfxa0CuUiS+Xn1l7m7zyiVqrMcYY41PDNuRbifY9+KzjFE62ZJNJQA3fZJ30AVnzyUVoxIhmFEj2LibhImgFtmXUtyeCOfxChZOYa+lwrotR4ly9Kg1IJyJTILMFHHBwQYHMCjKpyHSCMrR0acB3aK58LnW6G7e+iZ8FPTEPq+USy+X3PVHr9YQF9fLaeDp0+I2mNAoBWT9K8Gfg0me3WsNGHrFSNKwgq/dSrwtsNqj2iNrBMBKeJkJaHcAGaDyKhXux5JDUTm01Nc6Dmy9I26B3Z6uqpkpYO4CUXZISLgqB1rTEDDGl28rz1iQqB/SEwRmwOu9Z91wrO9fpf157s1z5RK3XGGOM8WjYmrwS4ydxghVCOJXQ1YR2sk+CRRhIluFWl9UYHeBd1njRlCfzRbKRdCjB7jbkNOi8wxcJYtwZjByVyB0KcI3acLoEVYLpCBMJqpBPLpMGxfDJ+XVyyfUwU5NO34YUEKagPHYh8uDk7+uPvvvOJ2rNnlCfznBCf11n+M0yOdSMsPER0qH92OKlWC+Bi8RBwMISsvFnVMuP4JcqZHWLsL1CPVjD9VZJJ7ZJJw1bP4Ftvx/rbWWKpNR5byWD2MPNVPj5kvRgItwNVVdxmseAC1MKlKR52tSpUDqyIwqtFrtB8BERIa2SfU17+TKu/OJ0ZXUlv7H6A2O3pDHGeDJgK3o5xm8Ce6igWU3EZYFWxC9Fy4wXVYqi9VFImcKoplSa+2fEPGBkXSGeNOI9QMdRzJRIimDNjqcoPNrTYfS+YVkmplz/8Vn5EWdnp35sAHFiAa64Dnofw/VqZBY4Pg+nqwdZLv/JE7luT2hQn3peiq7Dr0efzmCgvTMEuZvmqudh4qDXh2TE7Qbb/AAafh/qbTjaxR/dxh0HObZFddJwWzXGn0D/r9HeFhK2soJaautgdcSFhnKmREtF7zLiUiJM0l5SGSElEolS82SZi+2lmUsUPtOeBglSaSiCnRDYEhgITED5Bl7k98lPLf+wjE2rxxjjCYSt6jTefhHhYrxAT5DjksspCgPJFMYSobTMfiENfYrz0KELipnQM4NCkA3QWwwVxe3p4mKAQb1Tahl+q4d/j/pB2MhPOu/36G1a79HLn0OcOklaegApIHaF8uiFDQ9O/4r+23fXn9EifI54woNTtZ8/6S/Yf02p9WFdvQU5WKKXPB9WEy5uIb0NbH0bVn8X6/0sFm/FbS7hz6xjq0uYfBArfg0Z/CGsnME2txHrtcFadi6NBgOcJNxCSepDcyukPllwZ3hVlIwYBRGhb4Y5o7JsqoEKldMs1+uNpoFwVEiDVqltL3TfKN/RmeOnn+h1G2OML1TYqjiE/4bxekrDGmNwJJdYostDg6UXChRL2U+0kZwwF6JoUJIYA43ExuhMgGDYLYadBjffoSw1DxlJ2nnjoSm051yLzbMfrP39WMY/w6DeB+YugssWqbc+jA5AZkEe3AfHJz6pP/Detz7R6/e4ygR8KjjlvzLL61iX50rTw/q3Yoefhxy9E7Y3cF1PWl0jxh5u8n1Y505M9yPlJBIiFk8ggyOw1SdtbaJ1q6sgTT5Fn3UUSRAbfFUSFwv0RIO7R+AFRqrBmxLIrkdmgvg8gaoRkkou1ZCIUVAVXAWpSYTjUF6cs3e9zOi8Xv7Zyo9yTGQSOwAAb79JREFUz/z3j+mOY4zx+EN+HOOrKXLWXZ9py6AdqEk4y+J9NUYQ6CRhIAlRwRsMiBSWjXGiE5yHdMSIjxjMOoopRUINKe6UWeLI2w8zdDnvNjw60A+f48j6LlrAdS+hlqOwsUycBLxSndy/wdGJH38yVu9JKSNMXsAnZIZflVYs3lbuJC2swg3Pw7aApo+GVdzGBrayipy6D9Y+jK39GWntL5CVe5GlFWRtFTdYR9J2roOJnPtGDkgNYjXlTEWaLkj3JcIjkKYAM4ooJEkkMaqoSIK6sOxdmFr9daAg211JKbh1JZyQTMUMhlxnTLzafm77x/jOJ2P9xhjjCwW2JT+K8S/RzDePxxVWFV8BSnY0axkt4oxSFEuGJ9vWGVC0NEaJUExBvSSE24HSUe7poASIg3NLJ8Pg3kq6IJ/qAz7G30ORwh5w8bXECydJa7fgG4gL4O67AB6a/HN983t/98lYwyevNrzKr8bp9PsegZAIvZuxQ4dIc5di203+JINt2F7GtraRUxtwZhNZ72Ery7DVh7QN1p5SQ8o/o5dEw2GBlFCEYqbMzetPGm5NkY6cpaI6MSLGQAyf8lhwXxM+SJ5IlVbdUQzzICtKs5xpjgDlF0HxAn5u9c361U/aGo4xxjMYts4/peH78Am6QloWbClzkGsBS5mSHM0YAJoUn4zGQUyCSxA0nQ0DTTeXbOy2SFw13GKFKxXCgMfkpI/isYL6MNjrY7xuG+jMwHXPoqlvQtc2kVko+iX++J5HOFn9P0/WOj5pQb1zFWuDWf5LdJxRhbR6jEF8CPfslyOpgF4NhSEpIM0KxDWk6SHbK0i9CrYJrcZxDuxtEWtIPRq9RCJC7OG9IAsdWAf5ZCKIMOgkiuSIGFGM0ikClFHwJjQYAwy1/Ddkayx8Ip1Uwlpu2pAE/wapOs9O/3XpB+Urnqx1HGOMZyJsVf4+SX4GBUohrsLgVMoj+j4nYNomX9EbSh4w7JO56CrQt2xfl8SgMLxT7A6Q41DucZQl2cgi2LlG96OsFkbuT+fdJyP3nxNvyJPyV72EMLeFnbkNcVDPg7/jsj73zfyq/th7Hn6y1vJJZXHM7uUPmzn7lRTzgEDa+AjxYITD18OGQRPIYvOR7GYxyAHcJUgNDJrMdkntHhgab4zuoGGNq8lm1eVUBVOeeNyI9yWkhFQmLCmqhpqdfZ3EPD7sJf/TKFBapkMNXK6px5PQrNlZcbLqTTLTuV7+2+ZbecWTuZZjjPFMga3I30J5B4JSQdiA5hHDZRFFfNCW9ZKHekrL31GRTG6Q4VAhoCb5O1so8WGI9yeYrSgWp3JSWIf8pqM+ycO/H8tD+bGy+fOf1wcWDpEO7adZ+iDFAJgH98gscnLmE/r9N/7Ak7meTzo1z3f4laZj7ycJ5fY29dZNpOueBzP7Yb0N2GcNNdqVDO3frn18WP8aLu6oCcc5biM1LjZ0ZjpYR/F3GMVxoelmbqmaEi0hLlvdNT5PnZVRqZMRMjkqZ/IiUOSrg3Qc4jbQNyhg4qtY8If1t1bfPJ46HWOMzwa2KV+Hs1/GqKiM0DfqEyCSpbkHaefKORo00SAqyQnOHN4Z0RKWBO9zjyxOC7YGcmsCdRQLJWJ1nhodxocRCuJZyKf4e5ThMjqU5MnJXZqE57+MRu9Cl0+TukCplA9cfIaHpt78ZK/pkx7UO3u5S/fzy1bSiAFn7iNWD8FzXpjl1mrOrV0NhwJGnZOGC/xYWzK6s9Qg9NHC0IUuAcFuMaoVh5sUYjIay6X5GKDULFYTyYL6DiFqynSolDUlXCFoFMJRw7bJGjGVUX4NFxeH9L+vfw8ve7LXdIwxno4w02/A+K8I01QQep7mEcUPdnSZnBfE74i7impuawVoWutKEgRvBDNCZdAz7NaEbYNfqPAaoO7lNxXJPzoS+kzan9EPN/J72AiV8+5ryM3RK15Avb8hLd2EJBgsgt5xWeLBuT/Qt7z7T5/sdd2VIZrJPfxanLH/1Jd8GZWWP0A4OA2Xv6A1eWWnjHL+pc75gwLDwD/aMB3lmKYEdU1ZOXShQ9gEu8OQBkJleMv1uEYNaQQRzc3RdlhM2qDfSA7sloxUGTpQ4jEh9rP4l0wY1ZfaAfcyfjvexzhjH2OMvwG935Kvtw1+hZLJnLQJ6YTgN/Oofwgthbh1nhSyDrp4oxRD2tkSTeBU8SakwpCkuE8adlKQPRO4Sc2l2+SxwmNFCVUnUw+dz4kkbqT5eV66PjpYNPqQAlvA4kG4Zi9x5S/REGEWqo0J3InZ2/RffGBX2HG7Nhmpk/wnneAjJEF6fcLWTaTrLoeFPXmxhpc5rXja2Wx92BQdfvohv3T4nFEf1LM7okHCFp3KIfNdescT4c5EKQ7t5oS+VKXvDEuWLa/UqC3hkoIKhULZshqjQfIw6BnpGPlE1ANZMDpfLpfoXv6HbclrdmttxxjjqYzVt+q32qT8Otg0Hki5/m39BukkxOfeFmLUZqSUyzHishWlRYhidEypyeUXdUZRKe5+o3lYsJkO1axHU41JQZqYgcl5UrVAKuahM42VcyQ/gflWslWL7IU5GsDPnygd3lcDRQHPeSUDfwxbXcY5sAXB331omfsmf3S31nfXgnp3Lx/3c/xSMqJEYO1u6uooXPuq7NLdZydAt6SXc86YaeT+4ZaclfRtHyvY2REhIhYppxzlZDas5qHYdtZBAnQkexnGlOia4rwwMINGcG02rwglEFxCugKbQjgGKeQ5KA0Aso+G37QN+bLdWt8xxngqYutt8m3+OfqLndfRkSkj9RzxqBLXsqnFQHIQd0BKRlccyWXj+CplHnoUsrIqclbs1SaF9KAR7krQ9VR7SiSB2QRp8gA2OYV0JtGFPci+vdj8AkxOEWfnCd25rPQ1TCTPz85HE8Vh2bcPXPFFNPs3SKc+ThnB5sDfejDJg9N/pG++8Xd2a43l8/8Xnx+2H+QdcYl/XHigmMLv/UrcJ++FOz8Cre3f2UbpkIs+SkE6v5kxLLvoeb8NwEFVEU0ZnO4jdcA9WwmXAf1EJwq1QDCjStk4o5GEpjydtk2iDIp6SGI4E8yMJoCfEIoDIKXtKLsl2aS0fyCTtms7eIwxnirYeqv8m/JF8jb3xZYz8U2jPumw0yCTCTXJbEM1yijZ8XL4Ys19yV6ybP2pEKLgMdKUkE4qfCSQYoG/cJKyjKTYJXUn8N0uNnM1NvUCZPEQUnrS0jFk7YOwcStprUa3e8AS0sSWOp0eHWfawn7cBJ27El75cnr9/41bWsHmQGyC4oNX3+K+9eZn7+Y6PykyAX8j5vkF3+c50pMvst4mzeYH4OrX4k49AqvHc7bt2amze3YCOzxG4G6f0zKXRndGtj4a4FxJMV/RnIqkuxLFjMJeJWwmRHM5JlpWgXOF4FwO9F3LLivRjDJCrVm/uXRCs2qYGtUFkovxUQCbopZftW2bkAn+y24v9Rhj7BZW3io/4F4sb/GvI38Xt4RwVLDNCJOSA3oykoMqCbUZ0YOL4FUwNWKCyoEkJTZZ0Mt3FV2D+pMRV4O7oENZJCwUpE4H1y3g4jeQDn4X2r1mp3I7CzZ4EB74z7j+b5Ncl1TP4OImYpEs9sS5PTwPDEBcB3vO9ST7KLq2gnSFOCl0Pnbpabl/+s27vda7rjY4McsteoD/qIl1BdLGEUJxP1z/cvDdHfs7Y6e+PlrzGpZhRrvUo5dNQ7pjIHerBxEGNUWRcAtd4kCwmxJpBdKUoI1SmKKax5AdYI3QT7lR6pyhYqQiy/emlMsysQO2KsSjkqdO25ogah2C/IptyPfv9lqPMcaTjZW3a7H9Y/zy1CvtLdWXZHlaW4fmhBE3DOeURNZxEc2khQSIt6zf4gTFaAaGWR5A6lvCBNxM1nRKH024VcMtdKkqgVBDNYOfKpEDX4xd9eNtQF8lxTOk5hSkFaQ6hFz9Vuzyb0QmQctJRB1t93UneSzajQnANuh1LyUublGv3oETsBmjuvPigdwz9z/0ze/7n7u95rse1AGqOX5jsM9+XpLmoaSlDxAuBJ71yly7qjmXgz7M1kebo8MzamRHv6Emv34LWCc3NLeBXoSthqLrKfaUxHVobk7QM2QG6tjSGkVJbemnI0pfEto6KFkUiiREnz0QS5/7LM0mNEcVegpFG9xNIPEjtiY/YUvqPsNlGWOMpzWW3qaLLvDr5avl7/tX5y9wXDfCcbBlkI4xcAlNrZFO625Zi+Ur4Jbh0k/5illFiBgloFNQDhS7OVIvG37PBGXXw2AD0wpxHuavxK76JyQ6pPoI2SShwahJaY0UHsix4/B3InPXolGhmM4fgrRjnAE5ziwDFz2LePgQYfljFFsJmQbpTSGP7LlJv/uv//Fur/nwoz4lEDv8fJyxP/RJkUGiXr2ReNXFcPBa2IBWZevcRR7NzuHchuoWsAG2BjwMdh/YA8AjwArYWkTX+3jnsfkJ3CnQj0GsDZ3Kc07WGAMTzBllyjz2WowQwEVhkIwiKJUpamAeQpFI/Uh9VAnDwK5nx5L/X7z9nm1yYLfXe4wxnkhs/FueW0zYX1Zv0r/lXpbzmLRqhKNtTboCRFAUa3noWQEkkxKCQd8MjYI6wamiUZAkUIIFiB834iOKX6xw0x7ogSniSigSaeLlRH8tmpZRFKRCXR8nBjaJmcPsGMgh0uKbYEIwb4DPV9vDBmkENoH5BdLzXkAz+CC6uYRUkCYc7vZDR+TO2X+x22s+xFMmqM/u5eFwwN5hjns0gaydIjQfwm54LkwtZJI/7DBfhtrHo7TGYcZekweDTgC3AXd55NgCcmQO7nPY/cBxw1ZrtGd0SofNFzRHgY8blTmszEbVHZflPxugSIImSN6y6bXa2RWsJdf8ShWkAmsC6UgibhpUIystfDXwe7bOtbu95mOM8URg+218mU7q/5z4Sp5d3pAbj2EJ6mOga4IvsgSHxSztIjHPbUdLhGQUgKhkhpm0NMZgJDOkMlIlcKuQjhjMlZQzFWrbeYKwKHN2VUwi1T40i/ci3iBFzLKRPQScCCn16Q96oAtQTeZvejLwbodJFwBzcMOrqatTsHJnFgDcC+62S1b1rtlf1Le9+0O7ve5DPGWCOsDULO+MF6b/EFqFRJZuI06dIr30y0ipzNn3sLU7SnU8W19X2HbYOsgjYHcLKTyfeNU/hed/L3b9/0va/+3Y+nOQ+xR5CGy5hw4ayvkKmS9JD0C8KZE8yLRkESGMvks0ZpTOZXH+VgbUnGFkFyXVbIArUTNrp1bCQxCWDTq0zVqBqC/H5C9tXd6022s+xhiPJ7bexj+yC/lfnW+Qy9zhXJcOy0Y4Jui2kCaMKLkpCpAs04jNDCdtli75+9Qhly8jeWYkdI1UCno72N2JNOkoFhSlgTq2/TPDaEAdIj2IA0KqMDNiaoeNYja3N0DrSLHWh/4WkDCbwERyXX0YX3rANa8mHPSw9G58kxut1SN7kHv3/qX+6w+8bbfXfRRPqaAOIPBzbq/9nFjW9Upn/houUvRZL8uL23AuEXPE65XQ6iyfBO52MP+VpOf9Q2z2MuLaJmEQkYXL0Qu/EXgtnBBk1bBBwG8nqrkSmyuoH0zIba0TeRdco5QmBMmWeERDYtaloMkZR0TwDoIlQszBncmEBCGcEMIy+YTkU55/FvZj/I6tyT/f7TUfY4zPF1s/TbHyVnm7XcZ/rL5OSj2QR7HjMjSPgNaGlhA029F51zbJfKJSaLC29JJLMskig5DLLKpQVkpRKXYXhDsSacJTzHcpxGDQbzUFBGKb9cV16K1g6zVNbwOzNgPXLAKGD5hFZN3h+8tI/xQ26GMSEBUIWRGSbWDflcRrLqW/eSOy1eQETSrcgxfcLA9Of+Nur/352H1K43mo9mH1aX7OulyRtuTLbXuL+vT/oXjO1+LWN+Dhm2Bm5AXDmvpAsYHBRoIjwOQrsb2vRB+8E3f6XtJGDxVBJjswvQdmr4LTx+H47chkwIi4TkW12KEfgDsazKC+HlwH/KCVEwCCMyo0G90KJDWQ1B6AihhYzCJDOmW4vhCPgDQJt7dtBmQrvgnEftrW5Dmofa9Mc2q313+MMT5brP4k1zCQn5x4GV9RvFoRn2BADugnwCUhac7FKjNCAkXycBAgSShFqH0CUzoJohOKTAtGXHYps7sMbkvZ7GJfB+8DNHUO6Gf1WWK+Uh4MYP0mdPI2vB1GttfReTA8TRBiAL+2im7NkOJ9yPYHEXw23wkhR8Y1YHIfvPiFhPAR3OoJdALSvOBuOvSQ3LHwvfpv/yJ9Hkv3hOApl6kDlHu5x/bzM7HkTlSwrWWa3kew5z4fJvfmMsyjNNQzF0pWgHABTB6G0/ci998DJzfQ7YDbHMDJDXjkEVh6BDYvhtMzO/X6QcBpTbWnwiZKwj1GuhsowCYSgWxOXSAgRtFeIajlerugEMCkrRkCrhFqSZg30gmlPmakszSpsw3UbwP+wFbl+t1e+zHG+Gyw9uPyeifyB+Wr5SvK10uuXW9CPAXxEcEFQbq5B2UYSbOGi4WcMMcETauSWmgeJootddEpUEGqoDmSiHckUqmUiyVes6YTMY1MmGseDY8bEDz07kM2f5tisIYsdeFUDztdk5Y3KE4u4Y93SBs9JHwAae7H+j1kMAAfYDOClvDC11JPniGt3EoRwRaAew+e0Xvmf0l/6L3v2u31fyzs+kTp34TtE/xfxXH9adS6IRruwpdSrByG9/8RsA6T7PDUG8U2DLnN4MFnwcSzIG1Ar4GBZotvilzTgbzTXYLqPrjuYeygIFMCs4AUxKagXukhWxG7WtDrsj0WPUE1jzInzSyZgbUHpNHSrwxP5rBHyJebBmJGHAhMQbkXdMZgMGKcbXIGsR+SGfv53V77Mcb4m7D+DvFxjR+q9tj3dl4vhRwWSEbagHDKYEWwUqBKaMgll+zhKQRNuJglrWtnFC4nx0VQ1Ge9Fw1C7BrqHP4BaO6ImHqqhQ6+DDkTH3ohjAr64cELqZglTc3hpqdh9tVIehPUe1p/Bg+xh7GNdW5Et/4I1pZhcwWafnZg2wRe8qU0lxU0J/4U3w/YPnDL87V+9LLfdf/gpr+72/vgU+EpV34ZxcQBfrF+IF1iy/J9LkI48xHskosob3gVfOSPc+u8BESxWslFOLKZRr+fA2UxAF9C6uTAflYbRoASapedkcQwVWgSYgNcR6gWS3qhQe8KqChybZZOtq3czNF2uq20PFJcB8Ab3rKus0mWE+imrAWdxHAl2IYSBkZxqSCTQGPDhu8ehHfYOlcR9EdlIZ3e7X0wxhjnY+kn5ErW7MfKK/XrO68FWWx7SxtCczrBuqClIAWkoNTBKJ0RVUgNFGWuVwfLSZEmxWseTEpAYUKYMCgFu89ItxkiSrng8VWC0OSADufSmR0580olMlgnOUUwnHsXdI6ReDb4GTR2MJZAb0Z7d5M21kjbW/i6htSQNkCufD52aJ649CcUWwFmIWmF3n3hB5/KAR2e4kEdoJ7gp1Owg91t9y2ujjTH/gS98mvwg1fBre/NT3LZ1k6UrBfjXe6GS0uNsZi7Lb6BugIiFA5qg24Ds2Ci2cc6tBZ5dY26Dp19XcJSn3h7Q52gvF6QjpBqKGvNWYdmjfU6JybgjIEKLhkdyzE7kH1TnRNs2qAH9f2GXmD4Bcnv3Qx9E+X/wfE6W+d7ZIYnXY95jDE+FdZ+Qr9dNf1Y5xXs963AtPXaoaLTWYYaJ9nX17JErrrMckFBilxDH2j+PpRJSTF/dxOGC4JNGEWhcJtQ3xUJHUe1WGVHssEgy33AuYYVQ6TMsBAcRX8bYoPFCaT4CNr5BExPYxZgawMZCFZH6K+h1gB9WA3Ipc/CXngdzeo7YXON1IE0o5Qfu+xWuX3PU95s/ikf1Kf2c2awxE/FQbpQgrzer2/TlO/BXf8GWD0NR29HpgxRg0KzO1H3DIRLoSrBelnGzRnELtCA93kMWHrQ2cw88pxW5862kUXU0wBXlLCvogbcHU0O+jcIZVeIm5k7a6aog1ITKSoaskdiHnLN4v1eJV8NhCwCJlX+KPEYpG2jvFCQDnnowQzEbkD4H7YiP4fyb2XW1nZ7X4zxhYvVf68H/Vb6EV3gW6tXC3p5O8K9oTTLEFYMHwUthFozO6w5+3XKfaVOSywYYPh2Jq8POGe4mPWVdEpwXkh3Qrg3ghZUsyXek2voKZ4rwT1kvw0LyZH8uaRloDWGhUByE8jmOnZmFSsUlQHW60Dazhx3U2wjIDOLyAteQJ0+ASuncA7qi6H6+CX36+0LP6Jvfu/du70vPh2eko3S81Et8vGw336ycdzmHejKMeqt92Iveymy79LcOFXDCnKmvrAEdhSsk+eJvc+pQHStIlAJVkGxBPNr+cjrktWDYMT1pBUAI1DurXALJXIvuJvbibbZROWzg1JKho9KrYlahE7IDCszoVBFTcGyKW5stWjUGaaCLUM4km1ZKVM+2hOQZBLPv0b4Y1tjLOM7xq5g/d/xLa5vf148T7618w2glwtEIa0I4ThwEoqQyy1Bsjw1PvuGmgFqlNaaCyXBtfZ0YuCKLL0hCH4ynwjC7UK8LZEqR7m/xHtr/Ypblb7zhTZGDXTOOhSl/IVKA4Q+OlhCBhvQ30A2B7A5QJqTSMzmDbbVBzcDL30ToXs/9sgnAUgHoHP3Bcfc7ft+Vb/3r54WaqtP6Ubp+eid4dvSA/oTpdie4Ay56EWU289C3v2/obeKVR42DHk4wr0eTr8E/EGo1tsGaYA0kxUUm2Ow/ya4ooY9DpsTpAjnXtKdzQAEqpKUSvorA3SlhksFe4FQVrk5lFlVrZO5gIQ8keolH7w1RilK0pS1Yizb4zWS+fDSF4I3/D4o5smWW3V2RwfArIfKvyfyUzJnZ3Z7X4zxzMfqz+ghv2k/aPP27dUrhOKGdny7hrSmNKeN1Mu18spnym+fhEYoRAmtsmKHPD+SHNRmVBHECcFlogkR4nTuUcWbobnPcJWjWuziypAzdGuZg+crso4K+KXzHjfyA6598tDK7uxEeivcvgGx8ejLvoZ4OBEe+l+4XiQeBNmeXivee8Xvun9w81O+7DLE0yqoA2w/xL/yp93b8ZGQQC56HeXKQfS9v4eFTfAlcjrAmQQPdWDpSvCz5I5qCakGeQAWHoLDCdunMOGRqoHKHr0iw2EnD/gO0Qr6qz3casDvU8KLQCbAbVj2QJV8rFBmPq5rzasbMyocTXtwOsm+ilUQUptmWJOPtWIvuL35dedICGc1yo/iebNM2R/v9r4Y45mLlbfL33eJ7+tcz2H/cmDekCTYlpBWE/GUICZYJ5cgUcGa3M7SlM0rghhBjMqEZqjd1E6LOhMMo0mCTRoaQW+FdJ9hUwXlQol3MSsuhnSuhLZ9mg9vn+Lv4Xdo+D+UrAK7DbzwS2iuniQc+2PcZo3sgTRV4f/iqv/tv/mWr97t/fHZ4GkX1AE27+XHy1X9HtFE7ZXi4FfjHyqwD/xPlIB5hXWDUwanQdY7UM/lF1crMDfA9gJ7HHQdTEREYsuW4dzGy2i9TgVcSXIdBqt97MwAWwD3AoUFo9kyNGo21dDMvU0p89ILg37K4v6i+TjNDf8sJVooOCekxrBGkAnB7wWdbc11m+FnAGBA5FdQ3i6z9uBu748xnjnY/Bl5Qdrm37hZ+frq5aDPaZOL2rA+hGNZYloqwwpBgqGaJ6prrJU5EgaWcuB2QjLDmWVJFpQmGbGBrgrNYqLZAP8RwY4bNltQLnbwEqHpZWODIUYt5kaz8+F9o/fDjj7U8DnD30Nt9BpYBZ77KuJzLqE+8/vo8hZuCtKFDv+XV77bff2dr9vtffLZ4ukZ1NdYLI/Kj2lPvjMWiVSUFBd/De7jK3DTu3JdPZawFbDthPTZ0VUvgBnBSkUKhamYU+vhAXHWUKN9s6HGzOjjZZfkPM1WjZ1osKlE82Ko9gmuJ8RgSPv6WgUfwYkxkGzJlTwoipiREKKkXEaPrVUiYH0hOdC9RrmHrM3eDEsxZ/fencBP4/k1mbABY4zxOaL/87LQbNg/NJPvLq+xvdUrgQWXXYD6EFYgnsokgDi8oo15urqUnHSIz43QJgEkvCgFSo+ExUTXhOSUmBLRGTKllCtKc3MgngbZU1LOdvEygP4gB/RRT+JRw4rRgD6EnHc7MCqkt/M/ht/vZeDS5xFf9VwGK+/EnzkGE3l2sfzY4Q+4v7r42/WH33fPbu+bzxZPy6AO0F/mcjnBj6UB3ygNpJlpqgNvQj9+FPvE+5AJAfUwiFjMBFixiHlAWqaJZI/SsxjeHO504dza3dBWTwFXgOsSthv6Z/r4wnDPVtIlBnX2Kq3JTaPstwhoFirT9sCMyTCXs/gYhcblrIe2cSQ1WDLclCD7wE+RKVujejcm4OzdJPtxmeGdu71fxnh6Ye0/asd69vVuwPfqAbnBv0gpr405iQhCXIW0AmHDiFEoK8U0EQx8EvDtsa7Zjs63eujlMBsKDmvVFjUofRK+BN8VBifAfdSwbZDFDsVkgYYB9Jv8JfHsMFw859rLnR3Ya/8e9Q8dvX/0uSMT6GkZ7KLnoF/0MgbNu7AT91E6aA6C3nrxh4oPH/w3+r1//e7d3j+fC562QR1g6wzPiw/L2yrjyzAjze+lnPtK9K8+Cfd/FOZoqYrt6dqlLNQjmXJ4Tq1teKk2FMYv2HFUcpzrk9oGaHyJOU/dE9KZHiqR5kpwlytOQJo8tZxcIuaLWNQJKVhmBrgc+Atp1SAVDMOigWSPVFLmtOMF2We42XyuOqsbL+02Yg3wGyg/K9N2827vmzGe+tj8WXl92JLv9l2+wj8/4Z8nuCnJGci2EDYgnmz7Ot1MX3EG0RKWFK3y6MfAjNQG8uQsG7BHYeCMFI2Ok9waSkAFrhDsIbBbErGvuMUulRPYqrG6zjxHDzJDPs5L2no8O4G+4VyT+eF3dFSO+3z/Ytr71oGFy4mveQONvB89diuWlHQwUTy8+BF97+U/7f7lh39rt/fP54qndVAH6J3mVXpUf1SwV0QzbO4Cqu6r0Ztuh/s/mcW/hpn36Jn+sTrlw+cNDxLYaagE8gE1DPraPkcVk4oQPWGlh2wFuASaG4RupVgvS3gGn3WjMRhIootmETAT0BzwJRi1GIUKalnRriFRImhfMUkwYfg9mrn5w4M7tAp1eY+uAL+OyTtkNt212/tnjKceej/LS8M2300lX1VcL1X5LJCL2i9GL7O5mhXJwc8J6kHJTBYtsmyupXZ+LxqC4l3OlVKChoQ3QST79UrK5WvXzUmO3QN2d/7C+ZkuxSDAcj+7IW2wUzZZBNtHnumoyMEdduzlRjPw0Swdzi2bjiZsq8D+Q6RXvpaajyDHb80aNBeBHJ3+ePnBK/+z/uOb/sNu76PPB0/7oA4wOMGXcVx/RCS9ICWIi4epipfj3v9hOHN3Duzn19+Gwfqxbg+fW7JTi4dzTwqM3HYCxQQhKWmlT9xsYJ/grxfCfIK+UNZCdGShf58Fi+qQvxhmmerVRQli+ULBBNGc4ROFxiU6Rta4ccCs4fdkzaGsfTPyufJefQDs10B+WWbs6G7vozF2H+vvkGvjBt+ljr/jD7Hgb4DyaoB2zL+v1MtGWjNcrYgHXG72RwNzWQLDSz6OG8tkAIdikl2KAIJLJANnQmH5uJeuwJYR7kykB8GVip/u4OqA3FNnZdVyP3QOg1Nse4u0dQ86vwUHQPYBE5n/jk/nMlhGr7hhJ2GDnQRMyAF9eg+8+o30yzuJJz9EFcD2g9SdW927r/5N/c5P/Nhu76fPF8+IoA6wdYSvLU7JW1G7LgjInmup/EuRD74Pjt6bA/voTodzR69Gu+ajfw+z+NEzP2S+61BQaFhn9xVmnnozkpYHyITB9RAvFmRglLUjFRFizmKSMtRWh2SEJFQI4rO+NI3hVHNZRo0UhMyWzAwZKw3dB25OskRCc1bSl7MKkMoR4NdA/ovMpAd2ez+N8eRj8x1yQ+rxnZr4Jnche+UFUF1JDow10BfittGcMaQPUubjLLQToVFyz7JUYRATXgSXhJ4ZXXKDtEkQo+Fd20Nqj7/gQCfAnxTCrSkb2HRKisrjeg32QIPc5bE9X45d9WJSNYUkRWMirTyIu/fdED+JXQvsVWRWoIjnNkvPz9aHGM3aV4DpC+C1X8Jg8k546ENogv4eKKy4q3rPtf9dv/0TP7jb++rxwDMmqAP0H+Sb6hV5S+XkSkIiHbiWKr0S+cA7sTMP5hrdsJQC59bk4NEDDecbWwcZKXO0tXlrH4xt9uAqDKU/SKTViE8BuUJJ1+feT1g3zBmVai69WB4wEoPG5yaot9yAitGQttmqKFGNOuURa2e5zxsT0BX8PsNNtZ8zq4edu4eNO0F+G7H/IjN2ZLf31RhPPLZ+gRvCpn6HxvSNso+LOtcJ7gaBjrW9GiH2IK5mmiKQyyXkwzu06hpYOwkqeSgbclMUhRANNUUVapeQAC4IFIbrKEkF7jPSnYkYQWYrOs6jmw0cqbFbBJl7I+mGN2L9JeKJR0jNgE4lOQg3Bve+E6Y/hl0NssfBhOVsfTTRGpZZRuvow2RrGZjeB1/yJgaT95AeuhFXA3shTem9/o+v/e/F37v1+3d7fz1eeEYFdYD+A3yLrOlbkHQoJbA9z6Z0z8H99Qew4/cjs+0TR6lRw5LLqD776CXcEMm1mjE5GBsluBJ8g6WEWkGSBo0NphXBKuKpdegH3EGhucbQacUPcn2yiVCIIBhNgk4BjUIaGJUojcu6MZXkzEkS+UuSDOeynoYPgtR5klVnDd0Dvks+2QxZMtaegDAwOYryO5j9N5nh47u9v8Z4/LH5s/Lq0OdbVfg6f0Dm9Brw14HrtlnLFsQehE1Ia6ANoOALYaB5EAjLh4wWQoy5hu5cPo6aNrHQpDSSk5QyZFG6gbNcT+8ITc8o74Z0vxFKR7lY4DslstLHztTIvcDKC+DSr4DmJJw8iq1uYbWgE5blPeb2Qc9g651weBk7JMi8hzLkQY9RDIP60DAjkY0uZi7EXvl66pm7SQ9/CD8AW4Q0Iw+Vf3bNb7m/e8e/2e199njiGRfUAer7+TZbdW/Gx0uDgS4+n44+D278Uzh9dMc5aXRg4fwSy2id7uzjCuox9aSqwJhBk0GnJmmFS4lkCdms0dSDwkimDJYbbLVG5sBuEIr9+Xo2DAw39GFMgkjCBaVWo8BAhJiyTlktBrVSesHE2oQ84ZFcY4/AQIiV4aYMv0eyY3siXz8nO3d7hOMgf0Sw38TbjTJzzsjVGE8zrP2CdLThDbZlfweVr/B7mHE3KOVV1h7vBoOsbxc3jLAqSD8H6uCNJDtlaucgREExXIJaszGMRqNRO3tlGRMUTohmxACVCHQhdQ05IcRPGGHdcNMlxXSr4dIfYOsJOZXg7grsy6FchLWHYLuB/pCZ1lJdKoFmIndXD9+JHQYWHTKR2rNOuwBD2uNoaXUZmN4Lr38jg+79xCPvo2ogLEBY4KHOn179W/6b73pGBXR4hgZ1gN59fLuu6Q+ppUtjAbbnOsr0bPQjH4GH7810x1Ea1DCYDzP085uj0nIcfUHqLGIdj/gC7S6CWyQ5jzQryPZpGAQsrcPWVk7qiTTb0CzVOJdIVwpcKnS6EEPCermOTlJIYFWEJGib/cRk2d9DBauzyl0ByNBcwAuJlGVOYx5+sgr8lGS5gdLy/w52bqM3b1uN8AGM30b4U5kel2aeTtj8ea6IA74qbcs3Fl17qbsI/PWCP9yWWQD6YAOwDSMsyUiZItfxzOUSSiCbv1S0GimaSE0eMLKUjz/fDvWYyzmOGRCF6BOxFIokcL8R7zOkp+h8STFbIqmGJhtEW1+RIwk+uQeaF+Qgvu3Ab7Tfww6E9kMqEBXiNhz4OPacbdjnkMk2qI9+b93I7Q1g5kJ4zZdQT96BPfQhXB/iIgz281DnT6759eqb7vz/dnv/PRF4ykvvfq7oXs5/qe9Lltbkh3y0Q/XJ2+jvKei88LXoIMHp+3cC++hAwyjOlmPa2X7twNQUUnSRYg4ueg120RvAXYFIJIUzyIl3IqffhWx5UphEBscRAuVEibgOYW0Ad0T0DITrFWYdTSciNXhLSJFrkrUJjRqFGaKCxZwRqct6MsMURV2bNUWwAjqSm6uphmYlEXpCMSW4eTLXuGm/iYmcvYuUJHktYq/FuMXW+D8k/T2cfUxmLH0GSz3Gk4z1X5KSAS9xA/uGsCpfVkxzlV5j+GcJ7nLbof4NwGojrIGtCbKd6bPJGYUojRox5vJeIJddcuZNvuJs8oRzKZLPAy5PjvYlUSVHsJbaWIFOCKwJdruRHjDShFLu7VBMOAj9VoKUfCYIZ81JYbufKYoukScDyY+7BFYDVZby2Ipt+ZN83Jpmkb5h7Xw0QdsEpvfDa95APXEP8aEPUdZQL0B9gAen/vTKX/XfdOcP7/Z+fKLwjM3Uh6jv51vCGfkBqexKE9CZ6yjdC5CbPwpHbodp8qltOFx0PgsGzSpFUYjdPcj0JNJdJD7r+3B7vvJRC5gAW/lz5K5/h27eg22vIxtbmaDrSgJG3AiktUAqEu5SxV9tNIWRBlAFZRCy3rpP0KTcVM0ak4nCsuN6AupgaCm5BDQs49RZXKlwhpmRGiDkUozOgs4bWkg7Rj1sqA6bvmc3fht4H8YfIvylzNqdu70fx4DNX+B5qeYN1tc3ivBSt8/K8lJwVwhyEeSeicEWWBDSupDWjRSyaqgVWe65Tq0yaDsAJ2S/GGdZ026gWYzLRaFwQhPzUFzZUhellZQOkkilUSYHRyHdEwmbgs4UFFMlvgTioHUqos2iHbZlyIkEn6jgzPNA5qDahNjJxAHfh7oAF6DjYbAAzT1w5a3YlcCcR6biTqYOO+npCrDnILz8DQyqjxOO30Q1gGYOwj7u6f7ZVb9c/O27377b+/KJxDM2Ux+iPMx/237IGj2t/58U6bq4fhv9eaF60YtQ68BDN52bsZ8/diy5ZGFdDxOGSIFd8i24PV8JgIWHs0FHAJyhbi9p/otJlxxB7/wZpHB57K5pwHp4KXAzXQYTA+T0ALsnYRtQXOmwfYb1DXHgrLXFa6dOXQLvhSYaEnM2pUU73WdQkrOo/CU1EkZMmqXkPTQx4U8IaUNgynAzinaHZZ9WNAwdNlQnMP0yHF+G2X22Lu8F+RPMbpRZO7nb+/QLCeu/IJdosNeEHl8q67xWK7lAL4HyKtDLQObaekNU6EFqIG1BWhFkkB2Hojd8N7OvLOXM28izEUXKU0PD9kuvLe05NAvSiWXWixh9S5QOqIVQGsWU0Kwb4Y6IPJIZMn5PRTFXof1BtpVM57VqJGWyQQlMDmC5B8VF5IN3QObvVlA2kDyELhChs3J22A9vQ63rncZoJA9L7b+E9OLXMejchjx8E6VB3COEWbut+84rfrn4prv//W7v0ycaz/hMfYj6fr7WlvT7rZNeYA3o7GX4uVegH70fu+MDmRVTsEN5NPIpLwqYw2bnYGIK2/dq5Lq3I36eVB8HClSzKHQTK1T6uHIfZtvYbT+MHvvTbGi7vQbE3AAqCnAu671sB+xMjasgPStrx5QdYCM7JKkIPTF8AO8Uc4nUCI1PdHDQ2NnR7IGBV0EtZ1N1O5maB2HzpXJqhzHEQCbBzxvSpQ3ucq78wKOPjnsQuxGTPwf+WmbGCpFPBLZ/gWdp4uX1tnxxauyVriMX6YJQXA7+EkMuoN2pBnXus6RtI65nazmJhrWdT/O5mlG0kkGuvUjD2mpHyo+XZ2XGDa/gTKktN1Ar8skhOcOFNqF24B8S4l2JtEXOzmerzPiNNTRtuWUYdIc17wg2cMi6wdEE907BxotgYgrq7Xxy0piHjKyAZhq4H/beBIcMO+iQqbSjkT7sea0Be6/GXvcq6vBR4ombKQIwC4M9fKz6o6t/qfzWu35pt/ftk4FnfKY+RHmY3994KPWqM/r9uPSKsPEAyW1RvvBLUVfBHX+Zs4chM2Y4WoyAOiQUOegtPgfz+0hxBecy9zYmh1NDJaDiyRMWc8jM9XDq3SR1iDokWk6VQg3R4XyBm/IMnKdeHaCfjMhJ4BrFFvL3Qmqjo2CamTAkUJ8zK0J2TkoRzBveIMSUSToiFKkd0VahIJ9PQmV0ksIgizSFdcGmwM8K0klo2VoCRvL2Dq9exEDkSpJcCXwHcIetyfsR3ovwQZI8ILNpXIP/HLD+C1Ka2VU0+nJr7HVh1V4qpVwqi0Jnr+CuNtwFCZlsz7IRGEDqg20ZaUOIfYFGiJppslTGwIwKpdNm2kqOhU1bdeskIWnCIQwieGd0TbKWSzScA4fQpHzl13E5Q5ctcPcI4cFE8o5y7xR+IiAW8xVpDI8eDhoGXwdSGNZV2G/IYBPuvRnWnw/FBdle0m3DoNu6ahyBxduxSw32uqyHhJ1LRV4FDl0NL3s1YfAh7OQn8BHiHmCO93f+8OpfKP7eXb+x2/v5ycIXTKY+RO9hXuXPyL9Jal9mCWx6L8XCG3G3PIzd9hdZSGiSnYy1kMxHr+aRxQOkq/4ZXPgt0Kyg9LJFlxkiDjGPaUNKAe0twunfRU6+g3DmJLq1gsb+TpNymAmrh7IiRCNuBtJagxSGXibEy7IJQacPTYCg2czXI4gowWJuorb1ymG2hUHAspWeSZ5OlazfoaJYEsQlJA3FxYSIEDuJohLcbJu9a1trH1WFZOT2ztFzHOMmhA9i3IzyMZm2E7u9r5+qGPwCftvkkE/2PG14fp3kpYXZc6SSeZkV5IBRXCS4SwQmW1U5U+gbFoEa4ibEDWDQagr5HCzrlPdxQStJgZy1lDs7aOzabN5azaG2zCKhdX0EohkdlCaBVZb1XwZKPGrYvSkrK05lZosvPIStXPsZlcflvNuwI8YVs/G7nU7IGeDIBPQugDiRLwVcDZ1lmH4Y9gEXK9ZRpJOg20plD8hid9e8iPjsQzSDm5GT96JAfwEq5U/9nz3rF90/vOMPdnufP5n4gsnUh+ge5H3bD9tGcUY3EPvGuHqavv0BxfVvxE19Jfqxd8FmH6bIB2QAKQSTCLaN9PrQNIhuA4alCqXJpUAzYuNpBjXlYA2XNrDYAHU7gcqj9aBTgDrifYFbqGgqT1gZYHdE3GngCqHZD6ljOfsY5ElTdTmRKWjZLqEVTXKWB1slmxYkg8oJgRzEM909UbbOM8EZSQQXDN9AqBOy7rCJhMwkpJubrOKsnReXcxtUGReAvRGTNwJ9zO6yDf0EZn9N4laUB76Q9We2fhEfo1xC5HIXeUHT48Ua7AZBDtuMaDkP5aLgDiVkDzAlOz61IZeaU21YX4gbhg6E1KQsNSECpaGtjnmVsoiWWc6ygzPqkHWFUjAabW1wk9D3CQtCFRSnhpGzAif5+AkGcSLXZvwjQronYSuGiKKLFcVMgcYaBpuPlsSFR6eMo5l7p/0izBZYp0Fmt2HpvsxcCUUe6JsiB/QJRSpFJtqrSMgBvVF49msI111As/4e4umj4KGzCE74Xf3ja3/Bfdftf7nb+//Jxhdcpj7E9gkul+N8b2n6ndEScWISv/hq3JkK+fAHYPMUzAIoaIlVUzDVQS76Jlj4ZzAhhCpivsS5SEyGqqH9BjszQGINW78BJ/8QNpaRzc387Ry6Z4w2Zdu3AQ9lSQxKGNTEtQaJRrpQKC9zsBBz46pWQpPFlFQECwIu0UgWCnMqSDJEcpOMWpBWblhCqznT1jg1QkN2p/GpJfqktp4fIRXZrs9PGDKRG6syVKhsztuG80e08+0a4W7M7sS4A5W7gbuI3I+TVZlJz6ihp81fkjIGFhWuNOMqCXYNkauSybXiOaQFTmZB94Hfa7g9DlmkDXLtPEGTBbZSA7adHRjjpiFNHtUPAiZCocYAw6OoQB0ShVNUjEHK/Rjf7gszaXdLrpNLm7ZrW46BzE+vUytjUTqCQtiIcD/osXzMyPQEfsrjpc4JSQiPHuIbPRZGM/XRob5EWw90WTS6NmSrPRSGtXcBpgqkS/7eFJa7vVuATsNzX0tztRKO34huLCHainP1+E/+f9/wH9133/IFKUH9BRvUAfqnWZTj8j3WyPd4n2i8wIHXUm0dRt77F7D2QKY8ViVJJpGJOThwKcz+Y6x8PY0/iZ9WkiupSRQhUG5uwsoc1tyCNb+Irt2PrS4h/U2gzkXNoU77aBAcHvxOgQJKT2iEZm2AbTT4UpALyZSuacmXysGwoNQkXEsKGGCIKaVaaxzTGlyntMM3bv2s3fBb5vLldkQoVAhmpCgUArTiYUjCuplx46Zy90xLkGHUSCPb8VjiaGfroAJwEpGjwH1gdyLcS+II2CmEUyRZkTl7Sgf7tV8U74yFAttXmxxINYcwOSzJblDj0pi4yDwLfkbyCXHWYL/i9hpu3rLioLbzBsF2mp49IQwg9VKmadegsWWiAKKGOCOK4Jt89Vc7yzLj7WyZi0KtCQqhqAVRo2+GS4IHepJpsmpg7YuiGs6UVBrmBLcBPGLEhw3bAKYr3HxBoYJQQzN49H4e7vvzhfJGmWXnS2ALYIpFzZcayefvQIyIth1ciTuSABvA5Bz2sjeRFnsMzvwhbqvOyc1Fhqy4t7tfevbb3U/dvLTbx8hu4Qs6qA/R+yT/ykX9nqRpTzKQvc+l0hciH/s4HPkoTIJ1J4jlDHQ7uH0vRap/iMWF3PRpM1erFd0oQB+E4textY+SltbR3jYivdxEGl3xoW70+Qc9ZDNT70lUxEYIa9vQC3kM+5CgFwuu036LA1C32tUuc5KTM5pW/lRp38eMYK2/hwmDBF6t1SjLTVERox9z8Pb5254/Wsyvl2HvVCRruldQTJA9K5G2kcVOHf589bzzZwF2bg8wTiE8DJxof05hHANOYBxHWEFZJ9FHcn4nMzyuzdnefxK1aGUw/v/tvXmQJdl13vc7997M9169Wnrvnp6efQaYGSyDAQSQ2CXCNAVboIKiRDlImqZpSQ4vDJu0HAzrH4XDIf5hW6Ik2hRtKWRoIcMUTVEURNIkAJIiQBIEMNhmxezT09N7ddf6lsx77/Ef52ZVVk1DhigAPQDrRHR01auq9/Llyzz33O9833fq7GUkiWWnHMrIaUFvIXGLRD2eVU6ROS3Cbeo57r1WEoCRUB015aJfhuqIg6UM4/JGO3fPVtG5IEnQqMQZuKkjzRO5BUnO/PIrpVGzaM5OydFZUS+ZGTa0Igfrs+Rk60NdJP8dWubEErptrJTKOTSaT0udxXQ+Q4XaEZsM58E/p8R1QcY11aLiQoVz2bqzUXdFRKFXfr9arfzqyr1PGe6uk51KXnb1Ir1rdueaWQduuZf81rfSLp2Hy3+A30wwhnScq/li/T8vvKX5X76W18M3Yxwk9RKzL/PDsun+Kj6/IXpwR++nHrwb98SX4clPgY+k5RXywhJh5RAyvBsN34mk+yEOCj9sAw3nYPDbyOYX0Wsb5Mkqrm0RieaeqD0Pln6C67vM9SuaEMAPyIiRZlan6CzBMch3Qn1K0KEQo1I37FjvajGUnGGjxAbZkUTxOJIqkY4PDzkJVBkXHZogDTIhi8Ev2BNFjBHjBHwWtGCjSsHbg5BHmcFI0IEpERn23kv/fWnvfd9IxUvvd+yGn6JsImyibAETRFdRrqGyhmMd1W1ENoEJ6BwlodKyRNZXkPk/Q6MquoDXLEGgCqrDpDLMmUURXdbkVrzoCujRBEc8spAyY1EWJbOknpEfmuUxi8BI8GMlLDj8EYXDGcZAVcYl9i2QE4abzE0MRCO0k4w0DolFcCmlyRVg7jIhOpyHJBlJ1rh2BfZqVdEKquxI2Sr3GmhdJmUYqSNp0TgYGYY2qPX+1aFZSV7xwVkDfqb4a0p80VnzcuBwywOqxSFeks0MVaMSasyI83Y9S9p1LM37ru3uGu72XH7f538jbUh3H/Rmk2oE2QDueJj8rodom8fg8mdx0a6xeIrH3eNL/+vw/Zsfvtl55LUQB0m9FxvP8cH6mvvvQtAPtCh5fIz6+HcQXm7hMx8zusGxZbQ+YYyAw7ei1R0wO4xQQXUejWdhtgprM2Rr1a5IonlZaN61+4W9Bv796Deduq99BcMhMWXyVkPaTOSY8UfB3QlyyhURniJzISZz0gtOyN7Gj7WqDMp2t9VEFQTNytxBHR0IzENmqEJIwkyUnIVBgOyyJRNn+OwgG7beYjtjl8UYkNm8Zlwwpz5qxQ/YTfSOIvMub3pPki9vNvdOyP7BJPthnf0V4P6dwAKkl2DyS2hOiF+wPJSdkJ0WzNkm3aOCE4UhyIIwGAjtQMgLmXqgMBJkUQzjXVRksXs/pQm+c/wKczu3mm02Z55bNS4t5GlhFGVnfY5i3+w8EG3xpbLGNtEW0gbrl9QOZtkS+kAFshDLnFDxBTUvexfnlIgxDKtgI+ayKimYy6fzZiwn1xzxuUy8UmbqrlS4lTG+VohKykO8q5HhnNQomgSftqxvpM6ua817+0X9BbuT8HeLdB9v7xc1fVM9MIL8BqS5g4e+A95wO3Hzo+jqy2gCOQxynI/rJ47+zdGHVn/9G5stXrtxkNT3xew8bwmvuB/PIf/HSUAHC4Tj78Wt3YL/7Mfh2suwskhePISrWggraI3hE+JgOkU3wbGNzQXrXI/ar/yiN/oUOrGGKUKMQ6+laRs8qTEKZNpqEVXccUh3QTjuYCGj29Amq7aDmh9ZVCArlRckSymgDFPXbFt5KtthJ8m4IFZ8ZcPfnTc2TS7MGUO9hdqbrJwkOFdgnKgkUctzA8Nuq1pwYyEHNchgIOYnknUvTLODveurG8p035eT1gHJ0vt9SpJVaw7ndcfsJdthiLfHgjiSN/O0EIDaGS0wGKQgHsumNWgwpsmelaM7vmgLlEYhJ4c0qVTljjjPMAM/dUQyKorP5jEu3p6zVXPq9D6Tovn7eMQWYzElMMEZHTULospMYNi1OlV3XBNVlJbSHC2+Lt6VASplHXUe2gpyFKpLwPMZXSuujOMR9dGArzI6WyAvDHFVS3YDnK9Nth8dmlokR2imyHRuHi0Sy7Wqe9kv+3de/cf60Eu3eJc5pjQY3LK4Ag+9n3jnEnH9N2H1Cl6gPQE64p+M/uXtf8v/yNkv3Kx88VqMg6R+g9g8zzG/Kj82aPmxKDqKAeoT7ySkB+Azn4ILT8A4QD1EpTZvXAJEh7Tr7AxrpFQwKVvXHvZWMf3KZX/y2r897balTozbHswmr5kJadLCVmtNtKMgZzDVYe1oUkbmUJVKOmGYayOmQAkefFt0HkppjgoNmZGa18fMKSE7KrWJNuqlFNtKSDZdvvNYqrIju4xE2Rn04ZPhyB0vWish+kwVbP5lCoqrFAYBXyniE7kkKkELbrvvHL0KSS9YdXdOVXbx2MqSszXbemV8SYh7znn3fc7lOcrHmGxxlmTPkXDI3KHTaAufemQmpJiMwZoFdYqqQ2xVxDlBiqKfXHxYih2ENbkz3lnWs0tISD6bmEgwJlShG2Y1CKbOQkbJ3qwimmScxIri5hltfug8KNTg5qBXFXdeiJcVWo+MPGHREUbOlorg0bAMoUbGh+HIA+jK61B3Cjc7C2u/C+tX0DYhszWYbgDRFuekuxV7fx3c31TtPsOeKGnn9zqXxfEZeN/7SEevkl75JG5zQhqBO8aUyE/lX7zvp4Z/9ZmrNztfvNbiIKn/G2L2KP95atx/632+Pylw4h4G9bvxz1yAx38LJZnKL3edUoqgKNnFDSVx7Cs1b1S9dN8Dr9qSFr7yTjWbDAKRSiDUaB1IOZE2IU0aNCXcCahOO+QENCtKmsOg7apLO2Szz7Ck0DXWHMWNL5adtdjbMc2IqRKd772PjPGbydY8VSkjUzOj5My+IyqhAqfCPGdc9gQUjbpLnAmKVI6QbeBHDhnvjULpakHrvGMXKx1LKNjx7LBrfP8E66vP5Z7PoJSuqRyAM/sF7foF2XoRkoxDmNRDk8k5IRk0ic2L1WznRyGqwRrqbdcTwXBrKSdXQLGJPSnDIBkVMaLFY8XZBCynaKv4ADhHHU0R2majIvrCoMpO8CjJGRXS7yxokFKGgeCDOTBqC+EKxLMKqwbF6IKjWlzEDwTJU9CI5godnsQtD+DwafTOH4fD70f8cjmVGW1fRi98GL78Kzhm6MZF02/QFmyrnN+dQoS9ytL9E4pgVzEzwSiLr38IfeittDyBXvpDq40qoT6hT3HN/+36wfR/3Oz88FqNg6T+/xNbz/JdYd39NxH9oEORlZP4I++lOj+DL34Grl8yPntn0K+UbFgaR90Ulhsl8P0Jpw9BOHZ54InC5S3/5va4jEBrkFDBgoe6sqbZdkOcZJSIXwJ3qyMeV/wyBIR5o1RqeGojpij1warLnAFnpmHzyoZw1NEOpfX2d26H++yMz66KeituI1B7QYtPSFaYO6VGcAiNM250pcbmINsC5crx5HL6XCpeIwV7z5JNYBOMm++cwwfBZ6UtghSH/awNudA2peQMLSiNnWwtQiyH4d4d3KPlfEes4nTR1Jg+2/spkwcLs8fYRs4JksxzPBVaacmxZBWcM21AGxRfhjPnArtUaiyk6GwHVJWdQXa2C/Jqpls+GRzUdnBWMN/yqObEWYspP52qQUgIubYFT6aO+cWMu6C465jQbFQThjV+GMt1GMsFVsP4KFRD8vI9yFv+BrL4DkBR3QJaRAKwTCaSz/5dwgv/BN24jszWoZmCNDdumOZ99wG8ul+yCdQr8Ob3kO9dIW9+hnT9GSQBY2hP8OujJxf+jn/P5Ddudl54LcdBUv8qonmJ+3RDflRafhRR4sDhjr2XurkNeeRJOPs5G0gwKH/QT9ydrS/l65ZXizW6KqXr+nc0xSzGEZ8rsq5wCfO5KM+nY3Mt1WXgkNjE9oUKqsqUrZMJeZ6RaULGipwQ/BmhWVHcUPCtkpI12XIhMbQUjNeV/p8af3kmmSoLXhxTMqPi956y2Q94b4k5FfMxQWglEwUGlY3cm6lSBbMUTp3wSZXshSFCijbnsnaCa41R0RYwuFJosyDBFgVJBkFEMY62o8AVhe2hYkyRrCWhd9itWp+hW1HVqUElZRinNS3ttUXt8SQGGUttSbjFYKVBJ6kvVt9DZ70GScLUZ6pk5zFmg0yk7IQ0m+VDziXRO9sxxJLhvNoOJbXZFilv52AANtAiObLP5OhQp3bevVJ5aAK4mRA2hXw1k8+rJUvvYTwijDKh9vaG4ty2DBnb8YUaWTkGy4fQe34MTv4QomtoXEexnoF3iYzD1behXIYnfwL38u/BbBM21ih8zN1kXvFqemufBeMKJD8BTtyBPvx+0rF15pd/B7exTqggHwKG/LT/xMmfrr7v0jM3Ox+81uMgqX+VMb2IuFX5UW35r33U+6IDd/xu3OK7cc+u4h7/PXNiXGA3eXe0rI7SFdjdeva3pv3GUZ/n3Tp03SFrEV4CNo+hR9+CrBy3CvPKOWT7c3Bogt4BHMaodCMHdQDxpOxp5hkmEZk25AByFPwtDnfc4PmmNt/1KhojpEtyVSskp4XPbm0BwRSpmi15ijfao7YmRPIYvTKKTZZ3WXb48Vls5FlbnCYH2Cg1l4xLPxeTu4fCJslOmSelKuPU5kCtQpJMUkuYSZWhOtqcScUbvI4ODTbFR4p6Ur01b9uSSCpAvRBTxudCFRTTv1C8w3FKq0oUCEkIGNyi3nYXQeznSuk3+GyLWVRCEIO0CixTq62Sjc8MisIzll0L2RZAb+g73hl3fO4MM6dSpAXJSi4qJO0WiLpU51mJjeDWBbmYac9bH8BXgWrskPEA53JhrORiBc0uoV0qGI/RhWX05DuQh38KkeNoPE9KQ5w0tkjiSUmpfAJ/B+nSP8d96a8jkw2YXoO0vdss7Rct/aTeL3qmkDUg978Lvf925vFRdO1RmGZCDe0xnvFz97+FX3ndT1c/9tT+lvlB3CD+2Hm//FFjdAoF/bubT/PlsOX+q1rzh+Ll55nPL6L3vJvx4Q8hjz8C55+0plzFq71euqS9n8rVbU+7iz9jMMskw1aGxwH/Nnjwe2D5qG2FU4LlN6FX3grnP4o0T8K9oMc94rNpywN45xguLMBoRJp62onAlRnpUkbHkI9CdcLTHs6kIYQyECFHmCezGgjOIIC5z1TZCrHYQSQoIkpCGWQhZoMhvDNlozrDrKW4SGoWBKPTqdj30WUGOCqx6fSNtySoWDVsyc6OI0aj3Tln8vigBpFoZacvZG8zN0tDssoGyaSiEXDelDltNPqnLz1uKY6UTqy/kCWXOZ1iU+EqIeZMSkodHb5Wkun1qapSyWdb8FywsYIqZuUwKFBJduBFyUjpJSouO7JAkDIqToXk7OCHWpqtM4gegiuc9EoJ3iE1xCm4y+BWIV9R2FDUO1wt+HpENQ6Im0OaWWW+H/ZTDDMiggREHVrdRtSjBGnss6KxmQEEu5Rrh7YNEuf48Uk4cgu6vWWMIfW71gFdERN71zZ0DRrDzg+dwj38PuJpIV77GHL9os12X4a4wkfcC0v/++idm78BB3Navto4SOr/lrH0On5jfj4/0V6SxwfKfzlcmyy3mx+lOf4g1be/GffkSXjmD0ysMWDvxd0X3/Qr9P1cdRWjjm1m5EUFeQB9/Z+jzQn//B/gNjeRGGBhhK4ch6MfgPMTeOUl2ylUDnzZAseMpAlUjjAK+HFFbpdIkxlp1sIFSJcSeQzuGMhxhywqeQBxqIRoDIrsSgXdQQEZm9ZU1I5V5/QYFBdN4DLLig8F/ojW4GvI+AgDZxWsy9ZYbNVglIGItQ4SDMWRfGYeKYO4rXqvxBFK81C92O9mw8/nxTI2e6V2goowT8XMzAtBCkRSFiXFFLgxKDHrbvNSjJJZ4czmpuDfzittKrsYn22RUmEmGZcdldrrz0p/PDjbKSRvmHcQMUpoBbTWSFWFKjnU2w7HN7ZTmSc1501nPQtq6yF4BLaF/ErGX4F4Ve38hoAsgR9WSO3w0poD3DwVNg+7d3x3zc3L9SK1FQK1Q0YVXjZI2aykXcCaqIUslGNE8wA/mSGzMnLO5R3h256dZ3loz2IywxL9nW9F3/hW2oUvk1/5A6SJtugu6UZe4mfSp4/9zNKHrr58s+/5b7Y4SOp/hBic5mXQ/2H7cXmsmrn/opL87ubKEzSj84QH/xTh9J+DL/0hXHweRuw2hPrVCuxtivareifoXJHrCteW0aXvgo2rhFeegs0Zklor3QYVcv0y+COQXg9XLiHHZujAI3WhHASgKSuJi4jM8L7GL3nyoQViI+StBllv4KoSX0qkJXCnzMubocEzTpQqC6lUoEatU+rkyao0zpqTAxVSVbD6mp0mKth7rJxa7zcbrbIWEBXmmhGxxmtIkHymyYJPnYOgzW51xQ1TnRS/HUzc1BQcPGScCjXWwMwFsxaXqdQZ9XJuuwQqY+bk0kINIogTGlESsCBCjNB6GyMYsxAQw65zJmRHcDZ9ymNQlkRH02akyjbM2cguDLBFoo1CCLYjcd7ETkmEKEqVTDCk3vD3EMrkohoGDbAJsiakC0pay8isWDMsmcNnCAFxjZ3ctrFmSerpAPrwR6dyDdg3OaOmwEI2L6MbE1oX8JUQKpse41wi5YCQcfMNZB5g6xo6P4e4Up2nQiutKRa7FKyLbrQSLJ6At7+TdCbQbH4MvfAirgWphXxKf49N9/eGJ/PPwQFb8Y8S/t/9Kf74xk/+DI/+xF/Tz8hU1MNbyTOXt54hH65wt78dcUdg7Rxsl+TaNY1gL4e3X7Erhm1sZOQcMDkDeidsnMVNtpAt7Je6UTZzLdanAroFK5uwgjVNOxOkPsMmY+rWnBAFXyl+4HDjCjdypNbDlhIvgVxS5BrExuh2jBQJZhDmHBCFVky5KpiDIFF22J1eDZ5okg1ryIVBWKtnropzUOHIogQnaMHIg3i8UJgyYvM0gblgQxYypMrwdQrjJGVjjdQF2mizQTaewq5zhaSvjhzUqnUVnIhRJ9W4/MkXrxWxWbCtYTJU2CLknCNQFhfMDdOJI6otDFTW3K3UOPhZbWEJydkQrbLjSdkYLi4LVQatlLna4GcZGfNHGyHMHO6K0rwA+VlFz0HeEvBCWBkSVobUY4evEqJTaFr7fIutw56yrc/Q6q6JThHrAa1McltlqO4j6O349jpaR1RqVDJN2+KmDX4zo1szSB+DrUdgq0GaWdkR5L7Fg8UMaBzc+ib07W+nPTwjXv8Ybu0KVQQ9REqn+dnq6YX/cfDm5mM3+97+Zo6DRunXKNrH/V/Shr+SSW8XhbRyCn/k26kveHjsUVh92i7yBV4tNupTuzIw8eh6Qp4GXrgfqjN2szSAaw1AxgFTU7FqsMeqF+C+Z9C7QQ6ZsnSP90pftbcfV60rcAFVG7IdZ41JwicJkUSqBBaUwUlHPmRClrQsEDKhOEflDDFmhjjmNuuUSp0lMGf0TgFCdMQ643JnWmnz9SQbLJLEeOASinAzGeTQilpCFFNLDsWVpq0l3OAEr2qODM40S9lBm8pINjHMf+gMb28aU7lWyTFLGYdQ1cUIrbCB6ARDhWWTnbH/bL0yCmaNI4rh4+I6XYKQs8FToWD4AWvIttnEViE5pt746IMsNN745O6aDcHgMrgNhQaic4Ta4cIAluw4JaUi+GnLnFl2DeK6hN5V5PsYJ3sa9YjZUAjk0WFkZQWOfABZ/iuQxlBNyEOhEU9oFb+WkGZI1k8h8efg2ovI+ga014390l3MHpgVdsv4BLzx28i3H6XZ/gT52nNUCVLwyNH0GSf8n/UZ/sHNvo+/FeIgqX8NY/t53lJtub+sUf9yRitqhzvyTpw+SHj5OfSpTyOTLYNkuqp9p1oqX2eBiUOvJ+Q54OnXQXsfLKxbRhEsY2VnCV4Emyy9CKPH4J7n0TOCHHMw7lHL+tETqexExG7CSsxEvfJkdWjj0DaRpg25wcQ2PsMi5MNma52XhbBgCtI8yPhoCb6balap0GSDZwKOuSpVZZL3jCXRQXY7YidJyizY2L1QKIGNKMPUUQ+tmTvPYs1Eb9zyOptSNZZhEUZptGQuheOdXZHqq+4wSDrnSimceBGrrmOCygk+mW2CMbntOGPK1N5OYsLYMa0UUVE5nlhmLFflNRjqjvwgeDH+e1KaRqhXgWuZdhtYt6arc5Ccx40HVANnoiMBYluUyj3rib5nSpfU+2ZafebVfr54Kp+7G5DCEFlaxq0cJy9+AMnfjcRjaG2iA8kJ5qD1UyA/j1x/BtZXbb5obu3YpCwwM8AN4a6H4L77iONztOuP4NY2bb1ZoZ0e4++H5+u/v/C25gs3+/79VomDpP51iM3H+E9CK38pZH1PDKALx3Arf4LB7DB84Rn0xc8jg2RVezfouuOnU5SKVxKcBXnmVpg+BHUZsBGVXeXeAjsSz+xg4fPo/ZfhNjOeYlCqxj51sqvWOv58H/PspPZG07Ay2tUQKkOdVYiziE6V3ETyLCEhk4PihtZo1SUhjIEFYe6EUFk1G2wUD3lWREWtNUedCN4p4my0XoM1OKVY1ObIztAofGGLlMSei9AnqjAQE+fEbJsOH4VYNipV4d93uHmTDWf3zvxrpk4ZOjMxm+SMD85YqZoJKng1U7QoQogOQsYl2zkQheDNj4VstrZSKng8+GJxIGqmXNXM4WdKs6XkLfCrSpqUz2IODGrCeAA+mjdODjb7MyaYtqDJFr7C2qHuXXj7hWydCrk/+LmvWt6hNFImUofiLRTQ8SKyeBRZeD0qb0PySawa2UDd4xAfQ6dn0etT/LwMgNHGrp/tbO/ljnvI9z+MHlHi7BGaKy9SN6ADIZ/QT4bIPxjczj+62ffrt1ocJPWvU0yf5/V+w/+ISP6RhB5TFeToG/HVG/GXtslPPYK/+orZ09bsbo+zydLZVvSyIk/UcPUt4M6AXytJN5WbcQjVFJt39wqc+iz6uhZOeWSs4PPuogF7KzjY1yxztgPw5RedAdhZPMkHggoSxFgOKaOxIc0D2mZj0TSRbG5fuLGiI4Gxwy9n4hDC2OAgKSKcXBWZfjSBk8E3amIaJ/jGmDRtssQ/CNBEq4RNbCRQFcq16o4kQNTokk1WlIwXMeimWBx4hDnFTyUZB70ueHsqFb3TMiowCU3M5Apr2HrjpQtC5YVGTWgUKiVWpjwlGIe/jYb151ZwE0U2oV1XqolDp5k8ARVv7yM43NjhFhxIRaAMJ28UZsn+bWOVby7oW1Exi8Nybc2rm5LS+9z3wzCwC70VKiUI1LU5RVYDWFnG1xVUy2hdm3I5B/LsErK9TZ5GJG7gUjaWzbTMVFw+CXd/G/muRebuKbj6GG67IXqoVriaF/mH+cLgH44fnn/5Zt+n34pxkNS/zjH5knzIZ/5TRL8nKTBaIBx9mBBPIc+twzNfgMlVA31H2E3WCjTBIJgXMjxxGNpvh6UF0ClQpNhVMFnpdAOGj8B919G7BJY8Moh7h//uh3m0979zhsn6AGFACgPEj5BqhAwgq0dygLiBBGfZdboNMjcLg7IgxJTIjVWvqclobBESvqJQ8sCvmP97O1YGI0vw8wrCgtEIbaiH0iSjLuLBRZvkY4ORlRgNvnDFn8ZnoVET73jEXF5d4bN3/jSdGYu3BSFF8xN3CHWyv5n7zECMbROLdkCqIu7F6JbZKZpMyVm7ogJtIEytyaszc7lkU5Gp9a5pyiYpeRtiUnmkrmwTNDBcRLotSRut2ZkEnSisYYOZrwPt0N6AbsMy6FFMcLZiFr7mUVA+8/2ffd+iot9Lof97pRGhAnkMQdDgoRogIaDF06gl4eaJ0MzNFqCdm4s9A7j7fvKDD5KrVdLaIzBdtc9pILjD+ssq/F+DW/nIzb4vv5XjIKl/A2J2jhW57n7Yt/rD2elbWiAsnsQtvwu/tYQ8/Tg8/yXDyEfYp9I4dBrgekSeyXBpGfRBiEexfX22GZHTKRx5BG7bQm8FjgRkQXd56l/ppt5h3oh1Db2HqiLLAmkwICwMkPExdOlOZOkOVFu4+BzEly2hbzSgVxGbhF34fNmgIDcgtYoWW8jcNqSpjeVRp4jL5BZ8UFjAZp9WkAaK1FCNHPOx4dp1ZUKjRgVXKZWTomexaT7i1IQ8QczCBBvjZwpYR/LWVA2AU/MqT8WhsnJGvJ5jha44a2yaClZoi2uib4xPnqNNJ3IzmLeJuhGaqeLngp8qcVqagmpGWqqAOHShxgfFDcxCF+eK39XcFueI0Q8Lskbj0SYjawpPAJNlOPM+WLnTZo1ONuHSU7j0afTWDKcFxoIMFeqesVn3GXfin645WlhEO0ZxFfua546dEVa+7OC0Bp/RpCaq0oQwMwOu7ODYPfDAw8QT0G7+IbLxkn0uWZBD+gU9yod5cvzh4Tu312/2/fitHgdJ/RsYsyd4KE/lh7zXH1LhGAk4di+y9BbCpYR74lG4/LxVzWb0gU4dstqat/R5ge1laI9BDLBwAcYbcAz0lMDYI4sKg7SXTgZ7t9zQk3CXpF7V5DBEh0v4egFOv51024/gFh8GPwZaiA15/XeRp/82bv152gxh6xoStw0Sih0ODzaw21upK1JmYXqaVoyOkpJNrUhKTg5tWpyahazU5hSZtDgVDuwxVztSDeKN4y0jmKv5o1SVMMuZKmDTfFIxv3Jl9qrawI/W7VIwJZmXVXbgkg1/0AZyMjtc39pgCxpFOrZeLC7KGbPQTw6tBKqA82WxdQ5fO7wIhGhJvN35g8JYyTeGRZKDaempPKEwuwd98w+SDp0gzNZJM8jOQaypz30K1n8VPbMNZwQ55O2z973E3iX0rmG6f35ov2nevzak+2XHzmSjHTw+m5/CHDh6Br333eRTNaJfoFl7GuZzg7pqrk6O8o/DRP7xwj36xZt9//1xiYOkfhMiPsoHs7ofhPz92kI7HBKOvInAvfjzM3juEVg9u2t4FAfml37dpg8xw27SZdAFYOCQpcpu6Dq+Gkvt+8/0t+VgFToBdWIN3YUh3PEdcO//hLoTVtTnTcRVKEMAZPNT8NLfQM8/BdtbyPaGQTGa2fE038PBN1518fUtNozeLASSkqNtKTIe2oRqIs4cXhXVaNOUxPzYSQatSKdu7L4O9rRSGsJd37f7Hi05tTRdc7EwlszOJDbN4HDmHlkqWumOP5dzFTyuTA5CAhJsNJEEb9z9XFYKxYQ4riRx3Xfe+32Njj8ebYHV6xl5Xskv347e8wPIyiHS+ScIa9swz1A1cOQwUp2A84+D/224b46edsiS2C6tPwO0w9s7zL2vleh2bZ3wLe97vMPbO2FRsY5h4Thy5/2kO08Qq0ukrccJW9eNKTSEvMjPO8c/HdzOwUSib3AcJPWbFM1zeKbyg7T8AKrfmYA8WiGsPIDX1+FfuQrPfA42LpbE7s01sKHQPkrmqjNUDqnKII6uY9jdpLC3Cuu+7yq0HAymHYyR0THyidcjb/5JZPAQpMto3kaKxaFBJ0Nwp9DJryGf/QnS9Qk0q/h2YnBQf1DF/kTRT/TdyLqq/CBXRugORofLEQge0UAuZbHiyElhbuPnpLHHxTtyU8iCWptnuZQM5iIi2YZVaEf5MRWQSgRX4bR0kr0vC4/bYZi4kBF1Nq0+2FQj6TzdKRW3dgPFLentjG/zvfe9v0EJr25mzp01RC9keNYR3XeTj9xLffUZuD6D2RSq1vootYdhDbMR5N+Hu8+hdwpyXEw8dCOuOr3X6i/2fbVp/+dddCypBvTQIfIdfwJ36hhp6Srt+hdgctVUwAF0gY9WNT/Xnhv904V3TfuvehDfoDiwCbhJUd9DAv1HzYv8Gtvu+12Tv99N1t+R4qfIg+fJt7+RcPz9yJUNeP5xZPWssR1qSoO0VI9BdqvB/vCK/cZN/a11x19OlFl3DqmH4DK68m3EwZsJeRXRGYgjMcRJBhdJbQP1HD/8NvTw+9D5ryOabWwfzpLpftrcfqpdxiAC2HX0i82uf3zuhhQJeIevpfc+BEZFAVnv/k7OlQl/1KMaEGnogGTtVhfxpk0tWDdZwHmjDIorx9u5q5WDVYNTCBmJ3TEnW7xIZfam7jaia3pDw9k1a+svpHuEP71z1UULTFfw6vHts7C9brCMYNQXBaYNTGfA1MQCm4XQ3xYGUzcP9kYQy/4hFf3qvaJg/OX7rfK746Nw3xvgjpPk8Trt5ieR8+cwK3tHGudP5xV+Pq+Gn1+4N14xP4CDuBlxkNRvctR3cgXy32me5l/lRv6ib/mPiJfflKa/RVo4gdzxJurT70POXoRXnoHrL5kLXk2RSZYn2q9S7VeGXdXW/52dkW+gEsgacIuHcIfuMwNYnZNTVSrVxpiUeQQywecLwClkfCuhCmhaQrlmf9evPrvYn9j7zBuw6rarJudYPiguhsRkzeNFdhetir3VZ2xxflYM4OfmuCjYk4mU7/uJWncXiM6rZAee8tb01QShhnqByAISMpIq1CV8nsJ8Zq5jrus26l4Yo1u89p+ProrfXx3Drhp0BkwDwipMRmYb4WOR35bdRphCWjQdQVoxI3Vt7P1Und6AvV793cLTmcvBLt7eFysJu6Zbi4fhzFvQO0+jC9dotz9LuvACobF1sB3xqCzn/zvP5BfGp/S5Xf7sQdysOEjqr5GoX8dzoD85eZJ/oY38xTrr98XNy/fnyceZL51A7n6A6o534y69GV54HK69ZO57XcW6v9nVMRz6CaTDVHd46wplPmnO4AdDqEdInKHMURVSqgneMrDoJuIyaeKJedvG42VBpGSF/TDPV4J8+smsW1gahavYsIRV0Fn586pQ9xpgjPnFd8myS/JdJdxh106LbLM81mUwR8G5+wfFbmPXlx+IR0crSBihw4BzHheWDfKZXAFWyLqIhjm+vW7VsRRdQOq9t/60n+58dAm1+xyUvWwVFVvAhi1czQa3+NLNDcn+NVKgIi0eyNlgq+7cdu99P6RS+gh7PGD6GH8qf6sCK7egt99HvP0U7WgLv/4J3PmzEEsPf5GnmsP8szzhF5Zu5Ym9W42DuJlxkNRfY7HwAE+A/vX2Cfkl18hfUPTPy9rl+9P6ZdrFw4Tb3oiceDfu4v3wypNw5ZwpDQUTMnWwcf9m7WPasfdYBERxUsYzTNbQaxesQVg7o8eVJiYuoDlAnsMs4+fX0Ha1GGy1pcIrFWIX+2GX/i6iS36Ns6pwPSEvANcqOPQGZHzGJOftFeSFZ9HVDbgVOErpfhb6Xt73Ot34QN97vP+z/nHtwBDSk89XNlJtfBTqBIfeiCy+C106gZKQ7bOw/lnEPY/qFroVjdrXNmVRy3v7Gf3Qfa/d99Dvft5h8aNte65BZVzwlMos3NJ0bkOxdFCoLsPhWAzlC1NlfwO0S9o34rHvJHMHR26BW+5Dz5xgvrRK2vw04eUXkLYc2pin4iL/T8z84uJJvnSTb5eDuEEcJPXXaFQP6pdAvzR/ml9w2+57ncvfm7euvyluf4I8egp3672E296BX30rvPwUvHwONtetAuxX7rBbDfa33jvCIxCNCIo22+jmE7iFa9A0uCHEYUXUFkkenWfc9jZ+MobZy+jsCeNUp+KC2IcSuoTSb8r1dwsOawzOFNZsEEhsz8C934c/eQciENuW3ASqq2eRlz4Ck2dQKbuDRXZx+S72szb6j+fece1vXkZsgZCAVsswHkBVk+75Xvzp/wz8yT2wdI4vwvN/D//ivyDWR3DzDZxfKxYOee/rdF/D3gWufzzdk7ts/ZKhwNEWLl6E+UkYO2DbzHTSsEAxAtWCDVIZX7dz6n3B0/XV56DddzwZg7oSUA/h1OvhjnvgaE2qztJs/2s4d4l6bn+XxjyajvJLAr80OsljN/v+OIivHAdJ/TUeg9fxGOTHps/w834i34PK98j0yrfr9Apx+CS6chfu5D24e94Az52HCy/C5jlL7J3db5e8+g5+O4M51DjjbQN5iMw/h17/TaT+08j2OgxXaYdjnG5Rb64jG0M0tmj4XdzkZZhfR2WyN2H1G3HdY324JGIH0AjaZuQCyPoJ9MEfRpdP4V95grzWQprhFx0snITjH4RLLfLyi+go26DtmG130ocx+gtZV6HSe6yf9Du6nsc4kbKADAfgKtLtfwZu+2tlI7Bq/d88NzVouJN0138PcYK7+FFoBjBz1rBWb3h8/zX7/7P/9fedn0FGlzwcjcjhF2B1EbjLPs9ZNDfF0cwM3DYzLH4ebltHD2MN5K5R3c0HBUvo/a/n5evqEJy5F+66k3QokPQV2slTuMtX8IUy6hb51GyFX06OX145ycF80G+COKA0fpPF9HlukS35s6HVPxuFP50c+HqEXz6DG74e3V5GLqziLjwLaxdhtm03dIex9imPULy0KyNVVMdwSyPy8m0w+iFE3wGxgioCLcw8sIUMfxOdfgRd30A2r9kkeS3YwX6Mtp+8+ta/2cGqoBcS8pKHhT8PJ16PXnwUWbsOGwWnXgKqAQxvhfVLUP0a+kCG086q9aq84P4mcH+I942SebfIRWzyT67Q6igcrpFT74Q3/S2QU6TmPCKN2Q0oqKqxaKrb0faLyBd/HL32Mrp2FddulXPwFfDl/Q3iPjzUh4K2PbqV4IoizwIbd0O6B6jAz80ON63C4En0zDW4F1iukFphGHfPc/f/DtSF6QRWzsBdD6InF8jjltS8Qtp8EjeZ0Kr1iusR/29a5FfayK8s3cGFm33dH8RXHweV+jdZjO7mAujPTp7jw34iH5KW745b0w/l7WdWwvgZ2vFp/N33Ud/xMKxm5NxZuPISbF2x5N5gbBJP2ZJblpUWhHXypEb0FaT+MCovI/k2mI/ROLJhmKPPQvN5WF8nTzbxk8YShcRXQzv9xijslai3smMJT3MK6kU49yhyfRNmAWTbnnd9YKpMzlpHd3AC2bxo8+X6s107LLr/OrAXc9/P3e9+lhQNmTRM+DBAT72dLKeQ9grez9E8KCzIhpwWgIRnA6o7YenN5LWL6KDGZV9scXm1tfF+6GW//0p3XpI1XGXBoUeTEXUuPw+br8BsBVJtzdOlq3AiwVGQUYBaLKH3F4q2/IvAwiG4/TY4eZJ8/Bixuk5uP4+uvoBMFZ+AIOvDRf1IXORfNhM+Mr6V2c2+3g/i3z4Okvo3aSzcwwz0F4FfnD7Je/KcP6Nb/Id+cv6NhPPMRyvkpTPI2+5iuHUGudbCKy/ApVeM99wxMGpsy+4cpIibrqHRptzI6J9DXZProybd37wMkynaTNCtGX6+hciscLzzPlinF/shEaXQCovvyVYFkyumOIrJIJFa7AB9WwQ9CRhBcxTmF03vk5w1M/cn7P3V740q1x2sXzBay6DMiRiQeB2QEI0gniwC0Sx5xSccEdpNNB6GcIfN8PRSJmgUfKvvjtlP3vsFSN156TePhwpeEOehBj2UkM05zC7vvEddABYFGQazcF5odv++uDlSL8DRW+DkcfLxU6QlB/F5Yvs5ZPUaLhfFrOexfIRflVr/VXULn7zZ1/ZB/LvFQVL/FojRA3wS+OTGl/mZes5/4Fs+mLbWP+im61XefoJmeCty6934E3cg0zfgzl2Gy2dh+wJszszhr0oGQ+i2YbfRoeM5OMHpVahb8lxgMjdpfZwiMjfGRGw7P9zd2A95wI0ZIQ77+zSDuvjE+9bm1Umh6YUOHB8AZUewM6pPdgVMsJdRouytzB03gEAUygAP1KNSgySybgOtjfErilGVgKgj+oRutIQ8RV3ASW3mZbmMcuqzj/afA7nB8cBuQnblvXk1P3zvYVShS8l2N2TEORgGxBWefE473H5FkJXTcOIEnLiVdHhMlFeQ2eOktXO42ZSQQAJtXODX3YhfTzW/tnCaszf7Oj6Ir00cJPVvoVh+PWeBnwV+dvoYH6ha+S629d9Pk3MP5fVztKMhbnSGcP9tVK9/M3r9rciVi7B6DjZWYWPLKIqD1mh06xT3RQ8pFFVpodcRi9gn7/Lh+/S8fxPMsKOyFKtKhwLTEdQzozhKbZzxmExU44v7o492XB1XHd0ryd/vc9Pnsff7CPsn/7gELpFnDhlP8fFZ8tp7iC4jbcKPagiQYkQkIJuO3ACzi8jGU7YoxGwwUZtvvLjtPx+wd+HRfccbOiFXRMTDWAq8JTZfVpK5ImRgNED8MThxF5xaIi8OSAtTcvscunYBTWv4bBT3POSLDPjNOOY3Rrfw8Zt9zR7E1z4Okvq3aIzeyMdBPz57mr/pZvKdPup3uvns39Pps6dVnqVdWKQ9djvh+Emq9mFko4FXrsJkFdbPwca80OOawn/2Bpm0UihznQuW7mXV7BfV9BN6P4mFbA3HGli+ArPr0B4BdwXSgv2itlDNDSKKKzCdw4mr6DLFHoFdXnxfubk/kfYf6yfzLlznPbsOycOFL1IdeZk4XKEdTqkcSBiBtkTdpp5N8dePkNM5pH0R0gSbQ1doRppvvCu5UfR54/0FqQ8lkXb55N17dQ4On4HDh9GTp2FlTJZ1or8Es3PolavQZHwEas7nRT6mNR+VwEfr01y62dfnQXz94oD98scoZk/ygGv4gCa+I0f+FDWHREDqRWTxBGlwD1WzhFvPyPXrsHkBrq3D5io2oohdDjxYAu/Ui8COMfmNlJT7hx5HYO7QNWwQyJOHyeldyKJHUtGoRwxxkcMwVag+D/e8gN4qcKxCRtF2CvuTOdz4yu7vEvYkzVD4ewvo0gpy9DB65C8g8gM2GMLPkJEnOkhbEwbbI2i3UfdhmHwKrqwik8s2/Ue1QCL7XpN9x9YtLv0mb18gVAhHnbskTpB6BcaH4cxd6KExeVSjwwk6e5mYLuKnq+hcyQLBs5Ydvx2X+K0w4uPDkzx5s6+/g/jGxEFS/2MaW1+Wh+spf1KT/smYeb8TVhgA1SJ+dLvZusoSbnsJd+0qrF1Br20h8/Mw2d7lVffpkvuT61cyiYId73Bdd8j1iL4E6aUzuPxGnB9D3Rid0mWr0AePwx1nTVV6JMBS6QP0k/N+8dNXwvi7rzvIyGGQj9QwGMGhQ+jKcag+hMT3gh4BnZfGbiBzGVn8VZj/IVw+DxtTRDdtApAWN7L+zmH/oJI+xbP7WcdU6eCkLLZAjm9FD51ADo/hyGnyuCXLNZKuobNz6PZ1QpPQAArrVeBf50V+Rwb8TriFz9/s6+wgvvFxkNQPgu0neSg08l7XyHuj5PcgnKYCHS4gYRm/cBKRW/GzBfJsjqy1uLWLxhufbMO8DMnoYJgOW+/T6/YrXB3Gapl5w4VXE/IycHkB5qcgLtjvhk0YXUZPTG0u54kKljNSFdZL1Xu+/WyTPk+dfT97leo0WFNSBA3LsLwI4xoGDyHV3ZBuM+qjuwx8CeZPkzY3cWsTnESI29bw7Y4jlNfvrHi7BL5/UenMzJyD0djERSun4dQd5IUGGQ9ICxXEi+T5JbS9gk42keIFrxXnxfNJP+YTOuIT1Sm+eLOvp4O4uXGQ1A9iT7TPctd8wrt8w7u88s7seViAXHncaJFmfAtebqGOFeRl/JbC2lXYXINJA9uX0MkakvNu4w/22tL2hyNnMV76TNE2IpeA1X1/dxj0sEDtkZEzs6tK9+4OOtiiv3D0f95/DHZZMv2BEa4ui0FAByvI0JMHA9J4keCPIiRoL8MkotOINuu46dzGEGoZL9g9936Pl45KuWOf4KBehsVjsDCEpWU4eZRcC1q3JLdFjlNcc5Y0vYZrI7ktjEfP59OYP3ADft8t8fv+KC/c7OvmIF47cZDUD+IrRnqOgc759tTwbfOWd9TKO7zntlSBhgoJh6E6jFRjCCuE5ghMt0hzR9jCREKz67C+aX7peWLOkp3X+B7IRow5OBN0jiVJb7M8tXbIoLBfRj0Jfr8JC69O6h0Xv/M92a803e9aKVjF7jpv+DE69CQJaKjwOkdKc1jaOZZlW0jt7uKQdv9pBBkKhIFN1h6UKnzpODpKZnVQL5GGMzReRtMWSdeRySrSzpF2Z415Gcen05BPuyX+0Hs+5U/uiP0P4iD2xEFSP4ivOubPcYpt3iYtb8vC2zy8tYEzMcDAe/ALSLWMDo6BHCbkgOgQtj2uAaZrsHkNthR0ApMNmG4VnnrawwDR1l5TAmhtrMod1WVnHdslcWN4vLpCvtHX/YWg71rYh2w605jsLWmLM4PEHHEpmLHWfh56FBMeHV6BsAj1EoxHsFhBfQiWF0mDGcgcdS2tu4ZrVnHTCSltoqnBNTbQKgnnNPC5MOIRGfOIOB4Jp7h4sz//g/jmiIOkfhB/5Nj+MseqKW/Jjod8w0NZeBPwJgGfaiBUZoBeLxLcIXI1RljCyRK+xar21MK0hsmmiXfmm7BxxRL9XMxYnRbaCBJRzUh/ZFyH4/f53n2r2T7/u0vi+5uY/aZlgUdUQDoTrFAZ1i2V7RZ0gFZjZHHRhnKPFtCFIxDWkPEA1RE6jhDmpHQNl2bEtI3OZ0i6BrlBG2O1JCENHI+K51Gt+aIb8UVZ5Av+GFdv9ud7EN+ccZDUD+JrG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' } ================================================ FILE: packages/mini/tools/demo/pages/cjl/index.js ================================================ import imgs from './img' Page({ data: { prizes: [], buttons: [{ radius: '40px', imgs: [{ src: imgs['button.png'], width: '105%', top: '-180%' }] }], blocks: [ { padding: '20px', imgs: [{ src: imgs['bg.png'], width: '100%' }] }, { padding: '1px', background: '#fa3e3f' }, { padding: '10px', background: '#f9d400' }, { padding: '1px', background: '#e76f51' }, ], defaultStyle: { fontColor: '#303133', fontSize: '10px', }, defaultConfig: { gutter: '1px', }, }, onReady () { this.getPrizesList() }, getPrizesList () { const prizes = [] let data = [ { name: '谢谢参与', img: imgs['0.png'], color: '#d7d7d7' }, { name: '礼物', img: imgs['1.png'], color: '#fef43e' }, { name: '抽奖券', img: imgs['2.png'], color: '#ef7683' }, { name: '元宝', img: imgs['3.png'], color: '#d7d7d7' }, { name: '元宝', img: imgs['4.png'], color: '#fef43e' }, { name: '抽奖券', img: imgs['2.png'], color: '#ef7683' }, { name: '元宝', img: imgs['6.png'], color: '#d7d7d7' }, { name: '抽奖券', img: imgs['2.png'], color: '#fef43e' }, ] data.forEach((item, index) => { prizes.push({ name: item.name, background: item.color, fonts: [{ text: item.name, top: '10%' }], imgs:[{ src: item.img, width: '30%', top: '35%' }], }) }) this.setData({ prizes }) }, wheelStart () { // 获取抽奖组件实例 const child = this.selectComponent('#lucky-wheel') // 调用play方法开始旋转 child.play() // 用定时器模拟请求接口 setTimeout(() => { // 3s 后得到中奖索引 const index = Math.random() * 8 >> 0 // 调用stop方法然后缓慢停止 child.stop(index) }, 3000) }, wheelEnd (event) { // 中奖奖品详情 wx.showModal({ title: '提示', content: '恭喜你获得大奖: ' + event.detail.name, success (res) {} }) }, }) ================================================ FILE: packages/mini/tools/demo/pages/cjl/index.json ================================================ {} ================================================ FILE: packages/mini/tools/demo/pages/cjl/index.wxml ================================================ ================================================ FILE: packages/mini/tools/demo/pages/cjl/index.wxss ================================================ ================================================ FILE: packages/mini/tools/demo/pages/index/index.js ================================================ Page({ data: { prizes: [], wheel: { defaultStyle: { fontColor: '#ff625b', fontSize: '16px' }, blocks: [ { padding: '20rpx', background: '#ffc27a' }, { padding: '10rpx', background: '#ff4a4c' }, ], buttons: [ { radius: '50px', background: '#ff4a4c' }, { radius: '45px', background: '#fff' }, { radius: '41px', background: '#f6c66f', pointer: true }, { radius: '35px', background: '#ffdea0', imgs: [{ src: 'https://100px.net/assets/img/button.2f4ac3e9.png', width: '70%', top: '-55%' }] } ], }, grid: { rows: 3, cols: 4, blocks: [{ padding: '5px', background: '#ff4a4c', borderRadius: 10 }], prizes: [ { x: 0, y: 0, fonts: [{ text: '0元', top: 20 }], imgs: [{ src: 'https://100px.net/assets/img/4.1349538d.png', activeSrc: 'https://100px.net/assets/img/00.a8cd98c2.png', width: '50%' }] }, { x: 1, y: 0, fonts: [{ text: '1元', top: 20 }] }, { x: 2, y: 0, fonts: [{ text: '2元', top: 20 }] }, { x: 3, y: 0, fonts: [{ text: '3元', top: 20 }] }, { x: 3, y: 1, fonts: [{ text: '4元', top: 20 }] }, { x: 3, y: 2, fonts: [{ text: '5元', top: 20 }] }, { x: 2, y: 2, fonts: [{ text: '6元', top: 20 }] }, { x: 1, y: 2, fonts: [{ text: '7元', top: 20 }] }, { x: 0, y: 2, fonts: [{ text: '8元', top: 20 }] }, { x: 0, y: 1, fonts: [{ text: '9元', top: 20 }] } ], buttons: [{ x: 1, y: 1, col: 2, fonts: [{ text: '抽奖按钮', top: 20 }], imgs: [{ src: 'https://100px.net/assets/img/4.1349538d.png', width: '50%' }] }], } }, onReady () { this.setData({ prizes: [] }); setTimeout(() => { [ { title: '1元红包', background: '#ffd185', fonts: [{ text: '1元红包', top: '10%' }], imgs: [{ src: 'https://100px.net/assets/img/0.efbe4dff.png', width: '35%', top: '35%' }] }, { title: '100元红包', background: '#f9e3bb', fonts: [{ text: '100元红包', top: '10%' }], imgs: [{ src: 'https://100px.net/assets/img/1.de299995.png', width: '35%', top: '35%' }] }, { title: '0.5元红包', background: '#ffd185', fonts: [{ text: '0.5元红包', top: '10%' }], imgs: [{ src: 'https://100px.net/assets/img/2.8f1949c9.png', width: '35%', top: '35%' }] }, { title: '2元红包', background: '#f9e3bb', fonts: [{ text: '2元红包', top: '10%' }], imgs: [{ src: 'https://100px.net/assets/img/3.9307595d.png', width: '35%', top: '35%' }] }, { title: '10元红包', background: '#ffd185', fonts: [{ text: '10元红包', top: '10%' }], imgs: [{ src: 'https://100px.net/assets/img/4.1349538d.png', width: '35%', top: '35%' }] }, { title: '50元红包', background: '#f9e3bb', fonts: [{ text: '50元红包', top: '10%' }], imgs: [{ src: 'https://100px.net/assets/img/5.b92ceb2f.png', width: '35%', top: '35%' }] }, { title: '0.3元红包', background: '#ffd185', fonts: [{ text: '0.3元红包', top: '10%' }], imgs: [{ src: 'https://100px.net/assets/img/6.02483a09.png', width: '35%', top: '35%' }] }, { title: '5元红包', background: '#f9e3bb', fonts: [{ text: '5元红包', top: '10%' }], imgs: [{ src: 'https://100px.net/assets/img/7.48cda152.png', width: '35%', top: '35%' }] }, ].forEach(_ => { this.setData({ prizes: [...this.data.prizes, _] }); }) }, 1000); }, wheelStart () { // 获取抽奖组件实例 const child = this.selectComponent('#lucky-wheel') // 调用play方法开始旋转 child.play() // 用定时器模拟请求接口 setTimeout(() => { // 3s 后得到中奖索引 const index = Math.random() * 6 >> 0 // 调用stop方法然后缓慢停止 child.stop(index) }, 3000) }, wheelEnd (event) { // 中奖奖品详情 console.log(event.detail) }, gridStart () { // 获取抽奖组件实例 const child = this.selectComponent('#lucky-grid') // 调用play方法开始旋转 child.play() // 用定时器模拟请求接口 setTimeout(() => { // 3s 后得到中奖索引 const index = Math.random() * 6 >> 0 // 调用stop方法然后缓慢停止 child.stop(index) }, 3000) }, gridEnd (event) { // 中奖奖品详情 console.log(event.detail) } }) ================================================ FILE: packages/mini/tools/demo/pages/index/index.json ================================================ {} ================================================ FILE: packages/mini/tools/demo/pages/index/index.wxml ================================================ 该小程序为示例 demo | 官网: 100px.net 大转盘默认 Demo 九宫格默认 Demo 仿抽奖乐大转盘 仿网易严选九宫格 仿携程转盘抽奖 仿网易云游戏九宫格 仿京东大转盘抽京豆 仿新东方小程序抽奖 本插件开源免费, 如果用着顺手可以 github 上面点个 star 支持我一下 Github: 官网右上角有链接 ================================================ FILE: packages/mini/tools/demo/pages/index/index.wxss ================================================ .box { background-color: #dc415f; background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='12' height='12' viewBox='0 0 100 100'%3E%3Crect x='0' y='0' width='57' height='57' fill='%23ce3250'/%3E%3C/svg%3E"); color: #fe95a8; min-height: 100vh; } .center { text-align: center; } .ul { padding: 0 50rpx; display: flex; justify-content: space-between; flex-wrap: wrap; } .list { color: #ff4a4c; text-align: center; width: 48%; padding: 0rpx 0; margin: 20rpx 0; background: #f9e3bb; border-radius: 10rpx; box-shadow: 0 2px 12px 0 rgba(0,0,0,.1); } navigator { display: block; width: 100%; height: 100%; padding: 20rpx 0; font-size: 30rpx; } ================================================ FILE: packages/mini/tools/demo/pages/jd/img.js ================================================ export default { '0.png': 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', 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', 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', } ================================================ FILE: packages/mini/tools/demo/pages/jd/index.js ================================================ import imgs from './img' Page({ data: { blocks: [ { padding: '30px', imgs: [{ src: imgs['bg.png'], width: '100%' }] }, ], prizes: [], buttons: [ { radius: '40px', imgs: [{ src: imgs['button.png'], width: '140%', top: '-140%' }] }, { radius: '15%', imgs: [{ src: imgs['btn.png'], width: '100%', top: '-830%' }] } ], defaultStyle: { fontColor: '#000', fontSize: '13px', fontStyle: 'SimHei', }, defaultConfig: { offsetDegree: 22.5 }, }, onReady () { this.getPrizesList() }, getPrizesList () { const prizes = [] let data = [ { name: '10个京豆', img: imgs['1.png'], color: '#F8DEF8' }, { name: '5个京豆', img: imgs['1.png'], color: '#FEF3FC' }, { name: '1个京豆', img: imgs['1.png'], color: '#F8DEF8' }, { name: '谢谢参与', img: imgs['0.png'], color: '#FEF3FC' }, { name: '10个京豆', img: imgs['1.png'], color: '#F8DEF8' }, { name: '5个京豆', img: imgs['1.png'], color: '#FEF3FC' }, { name: '1个京豆', img: imgs['1.png'], color: '#F8DEF8' }, { name: '谢谢参与', img: imgs['0.png'], color: '#FEF3FC' }, ] data.forEach((item, index) => { prizes.push({ name: item.name, background: item.color, fonts: [{ text: item.name, top: '12%' }], imgs:[{ src: item.img, width: '45%', top: '35%' }], }) }) this.setData({ prizes }) }, wheelStart () { // 获取抽奖组件实例 const child = this.selectComponent('#lucky-wheel') // 调用play方法开始旋转 child.play() // 用定时器模拟请求接口 setTimeout(() => { // 3s 后得到中奖索引 const index = Math.random() * 8 >> 0 // 调用stop方法然后缓慢停止 child.stop(index) }, 3000) }, wheelEnd (event) { // 中奖奖品详情 wx.showModal({ title: '提示', content: '恭喜你获得大奖: ' + event.detail.name, success (res) {} }) }, }) ================================================ FILE: packages/mini/tools/demo/pages/jd/index.json ================================================ {} ================================================ FILE: packages/mini/tools/demo/pages/jd/index.wxml ================================================ ================================================ FILE: packages/mini/tools/demo/pages/jd/index.wxss ================================================ ================================================ FILE: packages/mini/tools/demo/pages/slot/index.js ================================================ Page({ data: { maskShow: false, prizes: [], slots: [], defaultStyle: { fontColor: '#ff625b', fontSize: '16px' }, blocks: [ { padding: '20rpx', background: '#ffc27a' }, { padding: '10rpx', background: '#ff4a4c' }, ], }, onReady () { this.setData({ prizes: [] }); setTimeout(() => { [ { title: '1元红包', background: '#ffd185', fonts: [{ text: '1元红包', top: '10%' }], }, { title: '100元红包', background: '#f9e3bb', fonts: [{ text: '100元红包', top: '10%' }], }, { title: '0.5元红包', background: '#ffd185', fonts: [{ text: '0.5元红包', top: '10%' }], }, { title: '2元红包', background: '#f9e3bb', fonts: [{ text: '2元红包', top: '10%' }], }, { title: '10元红包', background: '#ffd185', fonts: [{ text: '10元红包', top: '10%' }], }, { title: '50元红包', background: '#f9e3bb', fonts: [{ text: '50元红包', top: '10%' }], }, { title: '0.3元红包', background: '#ffd185', fonts: [{ text: '0.3元红包', top: '10%' }], }, { title: '5元红包', background: '#f9e3bb', fonts: [{ text: '5元红包', top: '10%' }], }, ].forEach(_ => { this.setData({ prizes: [...this.data.prizes, _] }); }) this.setData({ slots: [ {}, { direction: -1 }, {}, ] }) }, 50); }, handleStart () { // 获取抽奖组件实例 const child = this.selectComponent('#slot-machine') // 调用play方法开始旋转 child.play() // 用定时器模拟请求接口 setTimeout(() => { // 3s 后得到中奖索引 const index = Math.random() * 6 >> 0 // 调用stop方法然后缓慢停止 child.stop(index) }, 3000) }, handleEnd (event) { // 中奖奖品详情 this.setData({ maskShow: true }) wx.showModal({ title: '提示', content: '恭喜你获得大奖: ' + event.detail.title, success (res) {} }) }, maskHidden () { this.setData({ maskShow: false }) }, }) ================================================ FILE: packages/mini/tools/demo/pages/slot/index.json ================================================ {} ================================================ FILE: packages/mini/tools/demo/pages/slot/index.wxml ================================================ 开始111 ================================================ FILE: packages/mini/tools/demo/pages/slot/index.wxss ================================================ ================================================ FILE: packages/mini/tools/demo/pages/xc/img.js ================================================ export default { 'btn.png': 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', 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', } ================================================ FILE: packages/mini/tools/demo/pages/xc/index.js ================================================ import imgs from './img' Page({ data: { prizes: [ { name: '免费住酒店' }, { name: '房型升级' }, { name: '免费取消' }, { name: '延迟退房' }, { name: '免费早餐' }, { name: '明天再来' }, ], buttons: [{ radius: '25%', fonts: [{ text: '开始\n抽奖', fontColor: '#fff', top: '-50%', fontSize: '16px' }], imgs: [{ src: imgs['btn.png'], width: '120%', top: '-175%' }] }], blocks: [ { imgs: [{ src: imgs['bg.png'], width: '100%', rotate: true }] }, ], defaultConfig: { offsetDegree: 30 }, }, onReady () { }, wheelStart () { // 获取抽奖组件实例 const child = this.selectComponent('#lucky-wheel') // 调用play方法开始旋转 child.play() // 用定时器模拟请求接口 setTimeout(() => { // 3s 后得到中奖索引 const index = Math.random() * 8 >> 0 // 调用stop方法然后缓慢停止 child.stop(index) }, 3000) }, wheelEnd (event) { // 中奖奖品详情 wx.showModal({ title: '提示', content: '恭喜你获得大奖: ' + event.detail.name, success (res) {} }) }, }) ================================================ FILE: packages/mini/tools/demo/pages/xc/index.json ================================================ {} ================================================ FILE: packages/mini/tools/demo/pages/xc/index.wxml ================================================ ================================================ FILE: packages/mini/tools/demo/pages/xc/index.wxss ================================================ ================================================ FILE: packages/mini/tools/demo/pages/xdf/img.js ================================================ export default { '0.png': 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', 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', } ================================================ FILE: packages/mini/tools/demo/pages/xdf/index.js ================================================ import imgs from './img' Page({ data: { blocks: [ { padding: '3px', background: '#92c53a', borderRadius: '8px' }, { padding: '2px', background: '#bdd333', borderRadius: '8px' }, { padding: '7px', background: '#0D6630', borderRadius: '8px' }, ], prizes: [ { x: 0, y: 0, fonts: [{ text: '谢谢参与', top: '68%' }], imgs: [{ src: imgs['0.png'], width: '50%', top: '12%' }], }, { x: 1, y: 0, fonts: [{ text: '1个星球币', top: '68%' }], imgs: [{ src: imgs['1.png'], width: '50%', top: '12%' }], }, { x: 2, y: 0, fonts: [{ text: '5个星球币', top: '68%' }], imgs: [{ src: imgs['1.png'], width: '50%', top: '12%' }], }, { x: 2, y: 1, fonts: [{ text: '10个星球币', top: '68%' }], imgs: [{ src: imgs['1.png'], width: '50%', top: '12%' }], }, { x: 2, y: 2, fonts: [{ text: '谢谢参与', top: '68%' }], imgs: [{ src: imgs['0.png'], width: '50%', top: '12%' }], }, { x: 1, y: 2, fonts: [{ text: '1个星球币', top: '68%' }], imgs: [{ src: imgs['1.png'], width: '50%', top: '12%' }], }, { x: 0, y: 2, fonts: [{ text: '5个星球币', top: '68%' }], imgs: [{ src: imgs['1.png'], width: '50%', top: '12%' }], }, { x: 0, y: 1, fonts: [{ text: '10个星球币', top: '68%' }], imgs: [{ src: imgs['1.png'], width: '50%', top: '12%' }], }, ], buttons: [{ x: 1, y: 1, imgs: [{ src: imgs['button.png'], width: '100%', height: '100%' }] }], defaultConfig: { gutter: 8 }, defaultStyle: { background: '#f4f7cc', borderRadius: '13px', fontColor: '#d55a07', fontSize: '11px', shadow: '0 9 0.1 #E9E967', }, activeStyle: { background: '#e9e967', shadow: '0 9 0.1 #E1E13B', } }, onReady () { }, gridStart () { // 获取抽奖组件实例 const child = this.selectComponent('#lucky-grid') // 调用play方法开始旋转 child.play() // 用定时器模拟请求接口 setTimeout(() => { // 3s 后得到中奖索引 const index = Math.random() * 6 >> 0 // 调用stop方法然后缓慢停止 child.stop(index) }, 3000) }, gridEnd (event) { // 中奖奖品详情 wx.showModal({ title: '提示', content: '恭喜你获得大奖: ' + event.detail.fonts[0].text, success (res) {} }) } }) ================================================ FILE: packages/mini/tools/demo/pages/xdf/index.json ================================================ {} ================================================ FILE: packages/mini/tools/demo/pages/xdf/index.wxml ================================================ ================================================ FILE: packages/mini/tools/demo/pages/xdf/index.wxss ================================================ ================================================ FILE: packages/mini/tools/demo/pages/ymc/img.js ================================================ export default { '0.png': 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', 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', 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', 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', '4.png': 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', '5.png': 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', 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', '7.png': 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' } ================================================ FILE: packages/mini/tools/demo/pages/ymc/index.js ================================================ import imgs from './img' Page({ data: { maskShow: false, prizes: [], defaultStyle: { fontColor: '#ff625b', fontSize: '16px' }, blocks: [ { padding: '20rpx', background: '#ffc27a' }, { padding: '10rpx', background: '#ff4a4c' }, ], buttons: [ { radius: '50px', background: '#ff4a4c' }, { radius: '45px', background: '#fff' }, { radius: '41px', background: '#f6c66f', pointer: true }, { radius: '35px', background: '#ffdea0', imgs: [{ src: imgs['button.png'], width: '70%', top: '-55%' }] } ], }, onReady () { this.setData({ prizes: [] }); setTimeout(() => { [ { title: '1元红包', background: '#ffd185', fonts: [{ text: '1元红包', top: '10%' }], imgs: [{ src: imgs['0.png'], width: '35%', top: '35%' }] }, { title: '100元红包', background: '#f9e3bb', fonts: [{ text: '100元红包', top: '10%' }], imgs: [{ src: imgs['1.png'], width: '35%', top: '35%' }] }, { title: '0.5元红包', background: '#ffd185', fonts: [{ text: '0.5元红包', top: '10%' }], imgs: [{ src: imgs['2.png'], width: '35%', top: '35%' }] }, { title: '2元红包', background: '#f9e3bb', fonts: [{ text: '2元红包', top: '10%' }], imgs: [{ src: imgs['3.png'], width: '35%', top: '35%' }] }, { title: '10元红包', background: '#ffd185', fonts: [{ text: '10元红包', top: '10%' }], imgs: [{ src: imgs['4.png'], width: '35%', top: '35%' }] }, { title: '50元红包', background: '#f9e3bb', fonts: [{ text: '50元红包', top: '10%' }], imgs: [{ src: imgs['5.png'], width: '35%', top: '35%' }] }, { title: '0.3元红包', background: '#ffd185', fonts: [{ text: '0.3元红包', top: '10%' }], imgs: [{ src: imgs['6.png'], width: '35%', top: '35%' }] }, { title: '5元红包', background: '#f9e3bb', fonts: [{ text: '5元红包', top: '10%' }], imgs: [{ src: imgs['7.png'], width: '35%', top: '35%' }] }, ].forEach(_ => { this.setData({ prizes: [...this.data.prizes, _] }); }) }, 50); }, wheelStart () { // 获取抽奖组件实例 const child = this.selectComponent('#lucky-wheel') // 调用play方法开始旋转 child.play() // 用定时器模拟请求接口 setTimeout(() => { // 3s 后得到中奖索引 const index = Math.random() * 6 >> 0 // 调用stop方法然后缓慢停止 child.stop(index) }, 3000) }, wheelEnd (event) { // 中奖奖品详情 this.setData({ maskShow: true }) wx.showModal({ title: '提示', content: '恭喜你获得大奖: ' + event.detail.title, success (res) {} }) }, maskHidden () { this.setData({ maskShow: false }) }, }) ================================================ FILE: packages/mini/tools/demo/pages/ymc/index.json ================================================ {} ================================================ FILE: packages/mini/tools/demo/pages/ymc/index.wxml ================================================ ================================================ FILE: packages/mini/tools/demo/pages/ymc/index.wxss ================================================ ================================================ FILE: packages/mini/tools/demo/pages/yx/img.js ================================================ export default { 'default-0.png': 'data:image/png;base64,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', 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', 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', 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', 'default-4.png': 'data:image/png;base64,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', 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', 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', 'default-7.png': 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', 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', 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', 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', 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', } ================================================ FILE: packages/mini/tools/demo/pages/yx/index.js ================================================ import imgs from './img' Page({ data: { prizes: [], blocks: [ { padding: '1px', background: '#e2cea3', borderRadius: '13px' }, { padding: '5px 0px', background: '#f3ecdc', borderRadius: '13px' }, { padding: '1px', background: '#e2cea3', borderRadius: '8px' }, { padding: '15px 10px', background: '#fffcf5', borderRadius: '8px' }, ], buttons: [{ x: 1, y: 1, background: 'rgba(0, 0, 0, 0)', imgs: [ { src: imgs['btn.png'], width: '90%', top: '5%' } ] }], defaultStyle: { background: '#ffefd6', borderRadius: '5px', fontColor: '#755c28', fontSize: '10px', lineHeight: '12px' }, activeStyle: { background: '#de7247', fontColor: '#ffefd6', } }, onReady () { // 模拟接口异步请求奖品列表 this.getPrizesList() }, getPrizesList () { const prizes = [] let axis = [[0, 0], [1, 0], [2, 0], [2, 1], [2, 2], [1, 2], [0, 2], [0, 1]] let data = ['电热烘干毛巾架', '10元满减红包', '2积分', '胖喵焖烧罐', '5元满减红包', '多层置物架', '3元直减红包', '全场满99减10'] axis.forEach((item, index) => { prizes.push({ x: item[0], y: item[1], title: data[index], imgs: [{ width: '100%', height: '100%', src: imgs[`default-${index}.png`], activeSrc: imgs[`active-${index}.png`] }] }) }) this.setData({ prizes }) }, gridStart () { // 获取抽奖组件实例 const child = this.selectComponent('#lucky-grid') // 调用play方法开始旋转 child.play() // 用定时器模拟请求接口 setTimeout(() => { // 3s 后得到中奖索引 const index = Math.random() * 6 >> 0 // 调用stop方法然后缓慢停止 child.stop(index) }, 3000) }, gridEnd (event) { // 中奖奖品详情 wx.showModal({ title: '提示', content: '恭喜你获得大奖: ' + event.detail.title, success (res) {} }) } }) ================================================ FILE: packages/mini/tools/demo/pages/yx/index.json ================================================ {} ================================================ FILE: packages/mini/tools/demo/pages/yx/index.wxml ================================================ ================================================ FILE: packages/mini/tools/demo/pages/yx/index.wxss ================================================ ================================================ FILE: packages/mini/tools/demo/pages/yyjk/index.js ================================================ import imgs from '../ymc/img' Page({ data: { maskShow: false, prizes: [], blocks: [ { padding: '15px', background: '#ffc27a', borderRadius: 28 }, { padding: '4px', background: '#ff4a4c', borderRadius: 23 }, { padding: '4px', background: '#ff625b', borderRadius: 20 }, ], buttons: [{ x: 1, y: 1, background: 'linear-gradient(270deg, #FFDCB8, #FDC689)', shadow: '0 5 1 #e89b4f', imgs: [ { src: imgs['button.png'], width: '70%', top: '20%' }, ] }], activeStyle: { background: 'linear-gradient(270deg, #FFDCB8, #FDC689)', shadow: '' }, defaultConfig: { gutter: 5, }, defaultStyle: { borderRadius: 15, fontColor: '#DF424B', fontSize: '14px', textAlign: 'center', background: '#fff', shadow: '0 5 1 #ebf1f4' }, }, onReady () { // 模拟接口异步请求奖品列表 const prizes = [] const data = [ { name: '1元红包', img: imgs['0.png'] }, { name: '100元红包', img: imgs['1.png'] }, { name: '0.5元红包', img: imgs['2.png'] }, { name: '2元红包', img: imgs['3.png'] }, { name: '10元红包', img: imgs['4.png'] }, { name: '50元红包', img: imgs['5.png'] }, { name: '0.3元红包', img: imgs['6.png'] }, { name: '5元红包', img: imgs['7.png'] } ] let axis = [[0, 0], [1, 0], [2, 0], [2, 1], [2, 2], [1, 2], [0, 2], [0, 1]] for (let i = 0; i < 8; i++) { let item = data[i] prizes.push({ name: item.name, index: i, x: axis[i][0], y: axis[i][1], fonts: [{ text: item.name, top: '70%' }], imgs: [{ src: item.img, width: '53%', top: '8%' }] }) } this.setData({ prizes }) }, gridStart () { // 获取抽奖组件实例 const child = this.selectComponent('#lucky-grid') // 调用play方法开始旋转 child.play() // 用定时器模拟请求接口 setTimeout(() => { // 3s 后得到中奖索引 const index = Math.random() * 6 >> 0 // 调用stop方法然后缓慢停止 child.stop(index) }, 3000) }, gridEnd (event) { this.setData({ maskShow: true }) // 中奖奖品详情 wx.showModal({ title: '提示', content: '恭喜你获得大奖: ' + event.detail.name, success (res) {} }) }, maskHidden () { this.setData({ maskShow: false }) }, }) ================================================ FILE: packages/mini/tools/demo/pages/yyjk/index.json ================================================ {} ================================================ FILE: packages/mini/tools/demo/pages/yyjk/index.wxml ================================================ ================================================ FILE: packages/mini/tools/demo/pages/yyjk/index.wxss ================================================ ================================================ FILE: packages/mini/tools/demo/pages/yyx/img.js ================================================ export default { '1.png': 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', 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', 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', 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', '6.png': 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', 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', } ================================================ FILE: packages/mini/tools/demo/pages/yyx/index.js ================================================ import imgs from './img' Page({ data: { prizes: [], blocks: [ { padding: '1px', background: '#192b2c', borderRadius: '10px' }, { padding: '2px', background: '#316d70', borderRadius: '10px' }, { padding: '5px', background: '#183233', borderRadius: '10px' }, ], buttons: [{ x: 1, y: 1, background: 'rgba(0, 0, 0, 0)', fonts: [ { text: '剩余次数:???次', fontColor: '#ca620d', top: '75%' } ], imgs: [ { src: imgs['btn.png'], width: '100%', top: '0' } ] }], defaultStyle: { fontColor: '#AFFFD7', fontSize: '10px', lineHeight: '13px', wordWrap: false }, activeStyle: { fontColor: '#fff', } }, onReady () { // 模拟接口异步请求奖品列表 this.getPrizesList() }, getPrizesList () { const prizes = [] let axis = [[0, 0], [1, 0], [2, 0], [2, 1], [2, 2], [1, 2], [0, 2], [0, 1]] let data = [ { name: 'steam游戏任选\n(限款)', img: imgs['1.png'], top: '60%' }, { name: '百元京东卡', img: imgs['2.png'], top: '69%' }, { name: '暴雪游戏30点数', img: imgs['3.png'], top: '69%' }, { name: '云币2888', img: imgs['4.png'], top: '69%' }, { name: '手游月卡', img: imgs['5.png'], top: '69%' }, { name: '连续3日\n手游时长+1h', img: imgs['6.png'], top: '60%' }, { name: '手游时长+30min', img: imgs['6.png'], top: '69%' }, { name: '端游时长+1h', img: imgs['7.png'], top: '69%' }, ] data.forEach((item, index) => { prizes.push({ x: axis[index][0], y: axis[index][1], title: item.name, fonts: [{ text: item.name, top: item.top }], imgs: [ { src: imgs['cell.png'], activeSrc: imgs['active.png'], width: '100%', height: '100%', }, { src: item.img, width: '70%', top: '3%' } ] }) }) this.setData({ prizes }) }, gridStart () { // 获取抽奖组件实例 const child = this.selectComponent('#lucky-grid') // 调用play方法开始旋转 child.play() // 用定时器模拟请求接口 setTimeout(() => { // 3s 后得到中奖索引 const index = Math.random() * 6 >> 0 // 调用stop方法然后缓慢停止 child.stop(index) }, 3000) }, gridEnd (event) { // 中奖奖品详情 wx.showModal({ title: '提示', content: '恭喜你获得大奖: ' + event.detail.title, success (res) {} }) } }) ================================================ FILE: packages/mini/tools/demo/pages/yyx/index.json ================================================ {} ================================================ FILE: packages/mini/tools/demo/pages/yyx/index.wxml ================================================ ================================================ FILE: packages/mini/tools/demo/pages/yyx/index.wxss ================================================ ================================================ FILE: packages/mini/tools/demo/project.config.json ================================================ { "description": "项目配置文件。", "packOptions": { "ignore": [] }, "setting": { "urlCheck": true, "es6": true, "postcss": true, "minified": true, "newFeature": true, "nodeModules": true }, "compileType": "miniprogram", "libVersion": "2.10.4", "appid": "", "projectname": "miniprogram-demo", "isGameTourist": false, "condition": { "search": { "current": -1, "list": [] }, "conversation": { "current": -1, "list": [] }, "game": { "currentL": -1, "list": [] }, "miniprogram": { "current": -1, "list": [] } } } ================================================ FILE: packages/mini/tools/utils.js ================================================ const fs = require('fs') const path = require('path') // eslint-disable-next-line no-unused-vars const colors = require('colors') const through = require('through2') /** * 异步函数封装 */ function wrap(func, scope) { return function (...args) { if (args.length) { const temp = args.pop() if (typeof temp !== 'function') { args.push(temp) } } return new Promise(function (resolve, reject) { args.push(function (err, data) { if (err) reject(err) else resolve(data) }) func.apply((scope || null), args) }) } } const accessSync = wrap(fs.access) const statSync = wrap(fs.stat) const renameSync = wrap(fs.rename) const mkdirSync = wrap(fs.mkdir) const readFileSync = wrap(fs.readFile) const writeFileSync = wrap(fs.writeFile) /** * 调整路径分隔符 */ function transformPath(filePath, sep = '/') { return filePath.replace(/[\\/]/g, sep) } /** * 检查文件是否存在 */ async function checkFileExists(filePath) { try { await accessSync(filePath) return true } catch (err) { return false } } /** * 递归创建目录 */ async function recursiveMkdir(dirPath) { const prevDirPath = path.dirname(dirPath) try { await accessSync(prevDirPath) } catch (err) { // 上一级目录不存在 await recursiveMkdir(prevDirPath) } try { await accessSync(dirPath) const stat = await statSync(dirPath) if (stat && !stat.isDirectory()) { // 目标路径存在，但不是目录 await renameSync(dirPath, `${dirPath}.bak`) // 将此文件重命名为 .bak 后缀 await mkdirSync(dirPath) } } catch (err) { // 目标路径不存在 await mkdirSync(dirPath) } } /** * 读取 json */ function readJson(filePath) { try { // eslint-disable-next-line import/no-dynamic-require const content = require(filePath) delete require.cache[require.resolve(filePath)] return content } catch (err) { return null } } /** * 读取文件 */ async function readFile(filePath) { try { return await readFileSync(filePath, 'utf8') } catch (err) { // eslint-disable-next-line no-console return console.error(err) } } /** * 写文件 */ async function writeFile(filePath, data) { try { await recursiveMkdir(path.dirname(filePath)) return await writeFileSync(filePath, data, 'utf8') } catch (err) { // eslint-disable-next-line no-console return console.error(err) } } /** * 时间格式化 */ function format(time, reg) { const date = typeof time === 'string' ? new Date(time) : time const map = {} map.yyyy = date.getFullYear() map.yy = ('' + map.yyyy).substr(2) map.M = date.getMonth() + 1 map.MM = (map.M < 10 ? '0' : '') + map.M map.d = date.getDate() map.dd = (map.d < 10 ? '0' : '') + map.d map.H = date.getHours() map.HH = (map.H < 10 ? '0' : '') + map.H map.m = date.getMinutes() map.mm = (map.m < 10 ? '0' : '') + map.m map.s = date.getSeconds() map.ss = (map.s < 10 ? '0' : '') + map.s return reg.replace(/\byyyy|yy|MM|M|dd|d|HH|H|mm|m|ss|s\b/g, $1 => map[$1]) } /** * 日志插件 */ function logger(action = 'copy') { return through.obj(function (file, enc, cb) { const type = path.extname(file.path).slice(1).toLowerCase() // eslint-disable-next-line no-console console.log(`[${format(new Date(), 'yyyy-MM-dd HH:mm:ss').grey}] [${action.green} ${type.green}] ${'=>'.cyan} ${file.path}`) this.push(file) cb() }) } /** * 比较数组是否相等 */ function compareArray(arr1, arr2) { if (!Array.isArray(arr1) || !Array.isArray(arr2)) return false if (arr1.length !== arr2.length) return false for (let i = 0, len = arr1.length; i < len; i++) { if (arr1[i] !== arr2[i]) return false } return true } /** * 合并两个对象 */ function merge(obj1, obj2) { Object.keys(obj2).forEach(key => { if (Array.isArray(obj1[key]) && Array.isArray(obj2[key])) { obj1[key] = obj1[key].concat(obj2[key]) } else if (typeof obj1[key] === 'object' && typeof obj2[key] === 'object') { obj1[key] = Object.assign(obj1[key], obj2[key]) } else { obj1[key] = obj2[key] } }) return obj1 } /** * 获取 id */ let seed = +new Date() function getId() { return ++seed } module.exports = { wrap, transformPath, checkFileExists, readJson, readFile, writeFile, logger, format, compareArray, merge, getId, } ================================================ FILE: packages/mini/tsconfig.json ================================================ { "compilerOptions": { "module": "esnext", "target": "es2015", "lib": ["es2015", "es2017", "dom"], "noImplicitAny": false, "moduleResolution": "node", "sourceMap": true, "baseUrl": ".", "allowSyntheticDefaultImports": true, "experimentalDecorators": true, "emitDecoratorMetadata":true, "esModuleInterop": true, "resolveJsonModule": true }, "files": [ "node_modules/miniprogram-api-typings/index.d.ts" ], "include": [ "src/**/*.ts" ], "exclude": [ "node_modules" ] } ================================================ FILE: packages/react/.babelrc ================================================ { "presets": [ "@babel/preset-env", "@babel/preset-react" ] } ================================================ FILE: packages/react/.gitignore ================================================ .DS_Store node_modules yarn.lock package-lock.json dist # local env files .env.local .env.*.local # Log files npm-debug.log* yarn-debug.log* yarn-error.log* # Editor directories and files .idea .vscode *.suo *.ntvs* *.njsproj *.sln *.sw? ================================================ FILE: packages/react/.npmignore ================================================ * ================================================ FILE: packages/react/LICENSE ================================================ Apache License Version 2.0, January 2004 http://www.apache.org/licenses/ TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION 1. 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We also recommend that a file or class name and description of purpose be included on the same "printed page" as the copyright notice for easier identification within third-party archives. Copyright [2021] [Li Dong Qi] Licensed under the Apache License, Version 2.0 (the "License"); you may not use this file except in compliance with the License. You may obtain a copy of the License at http://www.apache.org/licenses/LICENSE-2.0 Unless required by applicable law or agreed to in writing, software distributed under the License is distributed on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. See the License for the specific language governing permissions and limitations under the License. ================================================ FILE: packages/react/README.md ================================================
logo

lucky-canvas 抽奖插件

一个基于 JavaScript 的跨平台 ( 大转盘 / 九宫格 / 老虎机 ) 抽奖插件

stars forks author license


## 官方文档 > **中文**：[https://100px.net](https://100px.net)
## 在 React 中使用 - [跳转官网 查看详情](https://100px.net/usage/react.html)
## 🙏🙏🙏 点个Star **如果您觉得这个项目还不错, 可以在 [Github](https://github.com/buuing/lucky-canvas) 上面帮我点个`star`, 支持一下作者 ☜(ﾟヮﾟ☜)**
================================================ FILE: packages/react/example/react16.8.html ================================================ Lucky-canva-react Demo
================================================ FILE: packages/react/example/react18.0.html ================================================ Lucky-canva-react Demo
================================================ FILE: packages/react/package.json ================================================ { "name": "@lucky-canvas/react", "version": "0.1.13", "description": "react ( 大转盘 / 九宫格 / 老虎机 ) 抽奖插件", "main": "dist/index.cjs.js", "module": "dist/index.esm.js", "unpkg": "dist/index.umd.js", "jsdelivr": "dist/index.umd.js", "types": "types/index.d.ts", "scripts": { "dev": "rollup --config rollup.config.dev.js -w", "build": "rollup --config rollup.config.build.js" }, "repository": { "type": "git", "url": "git+https://github.com/LuckDraw/lucky-canvas.git" }, "keywords": [ "react抽奖插件", "大转盘抽奖", "九宫格抽奖", "老虎机抽奖" ], "author": "ldq ", "license": "Apache-2.0", "bugs": { "url": "https://github.com/LuckDraw/lucky-canvas/issues" }, "homepage": "https://100px.net", "files": [ "dist", "types" ], "devDependencies": { "@babel/core": "^7.12.10", "@babel/preset-env": "^7.12.11", "@babel/preset-react": "^7.12.10", "@rollup/plugin-commonjs": "^17.0.0", "@rollup/plugin-json": "^4.1.0", "@rollup/plugin-node-resolve": "^11.1.0", "rollup": "^2.38.0", "rollup-plugin-babel": "^4.4.0", "rollup-plugin-livereload": "^2.0.5", "rollup-plugin-serve": "^1.1.0", "rollup-plugin-terser": "^7.0.2" }, "dependencies": { "lucky-canvas": "^1.7.27" } } ================================================ FILE: packages/react/rollup.config.build.js ================================================ import pkg from './package.json' import json from '@rollup/plugin-json' import resolve from '@rollup/plugin-node-resolve' import commonjs from '@rollup/plugin-commonjs' import babel from 'rollup-plugin-babel' import { terser } from 'rollup-plugin-terser' export default { input: './src/index.js', output: [ { file: pkg.main, format: 'cjs', sourcemap: true, }, { file: pkg.module, format: 'esm', sourcemap: true, }, { file: pkg.jsdelivr, format: 'umd', name: 'ReactLuckyCanvas', sourcemap: true, globals: { 'lucky-canvas': 'LuckyCanvas', }, }, ], plugins: [ babel(), resolve(), commonjs(), json(), terser(), ], external: ['react'], } ================================================ FILE: packages/react/rollup.config.dev.js ================================================ import pkg from './package.json' import json from '@rollup/plugin-json' import resolve from '@rollup/plugin-node-resolve' import commonjs from '@rollup/plugin-commonjs' import babel from 'rollup-plugin-babel' import livereload from 'rollup-plugin-livereload' import serve from 'rollup-plugin-serve' export default { input: './src/app.js', output: [ { file: pkg.module, format: 'esm', sourcemap: true, }, { file: pkg.jsdelivr, format: 'umd', name: 'ReactLuckyCanvas', sourcemap: true, globals: { 'lucky-canvas': 'LuckyCanvas', }, }, ], plugins: [ babel({ exclude: "node_modules/**" }), resolve(), commonjs(), json(), livereload(), serve({ open: true, port: 8000, contentBase: './', openPage: '/example/react16.8.html', }), ], external: ['react'], } ================================================ FILE: packages/react/src/app.js ================================================ import React from 'react'; import ReactDOM from 'react-dom'; import LuckyWheel from './demo/LuckyWheel'; import LuckyGrid from './demo/LuckyGrid'; import SlotMachine from './demo/SlotMachine'; ReactDOM.render( , document.getElementById('root') ); ================================================ FILE: packages/react/src/components/LuckyGrid.js ================================================ import React from 'react' import { LuckyGrid as Grid } from 'lucky-canvas' import { name, version } from '../../package.json' export default class LuckyGrid extends React.Component { constructor (props) { super(props) this.myLucky = React.createRef() this.lucky = undefined } componentDidMount () { // 当前已经有实例时，不再进行，解决在`react18 + strictMode`下组件componentDidMount会被触发两次的问题 if (this.lucky) { return } this.myLucky.current.setAttribute('package', `${name}@${version}`) try { this.initLucky() this.props.onSuccess && this.props.onSuccess() } catch (err) { this.props.onError && this.props.onError(err) } finally { this.props.onFinally && this.props.onFinally(err) } } componentDidUpdate (prevProps) { if (!this.lucky) return if (this.props.width !== prevProps.width) { this.lucky.width = this.props.width } if (this.props.height !== prevProps.height) { this.lucky.height = this.props.height } if (this.props.cols !== prevProps.cols) { this.lucky.cols = this.props.cols } if (this.props.rows !== prevProps.rows) { this.lucky.rows = this.props.rows } if (this.props.blocks !== prevProps.blocks) { this.lucky.blocks = this.props.blocks } if (this.props.prizes !== prevProps.prizes) { this.lucky.prizes = this.props.prizes } if (this.props.buttons !== prevProps.buttons) { this.lucky.buttons = this.props.buttons } } initLucky () { this.lucky = new Grid({ flag: 'WEB', divElement: this.myLucky.current }, { ...this.props, start: (...rest) => { this.props.onStart && this.props.onStart(...rest) }, end: (...rest) => { this.props.onEnd && this.props.onEnd(...rest) } }) } init (...rest) { this.lucky.init(...rest) } play (...rest) { this.lucky.play(...rest) } stop (...rest) { this.lucky.stop(...rest) } render () { return
} } LuckyGrid.defaultProps = { width: '', height: '', cols: 3, rows: 3, blocks: [], prizes: [], buttons: [], defaultStyle: {}, activeStyle: {}, defaultConfig: {}, } ================================================ FILE: packages/react/src/components/LuckyWheel.js ================================================ import React from 'react' import { LuckyWheel as Wheel } from 'lucky-canvas' import { name, version } from '../../package.json' export default class LuckyWheel extends React.Component { constructor (props) { super(props) this.myLucky = React.createRef() this.lucky = undefined } componentDidMount () { // 当前已经有实例时，不再进行，解决在`react18 + strictMode`下组件componentDidMount会被触发两次的问题 if (this.lucky) { return } this.myLucky.current.setAttribute('package', `${name}@${version}`) try { this.initLucky() this.props.onSuccess && this.props.onSuccess() } catch (err) { this.props.onError && this.props.onError(err) } finally { this.props.onFinally && this.props.onFinally() } } componentDidUpdate (prevProps) { if (!this.lucky) return if (this.props.width !== prevProps.width) { this.lucky.width = this.props.width } if (this.props.height !== prevProps.height) { this.lucky.height = this.props.height } if (this.props.blocks !== prevProps.blocks) { this.lucky.blocks = this.props.blocks } if (this.props.prizes !== prevProps.prizes) { this.lucky.prizes = this.props.prizes } if (this.props.buttons !== prevProps.buttons) { this.lucky.buttons = this.props.buttons } } initLucky () { this.lucky = new Wheel({ flag: 'WEB', divElement: this.myLucky.current }, { ...this.props, start: (...rest) => { this.props.onStart && this.props.onStart(...rest) }, end: (...rest) => { this.props.onEnd && this.props.onEnd(...rest) } }) } init (...rest) { this.lucky.init(...rest) } play (...rest) { this.lucky.play(...rest) } stop (...rest) { this.lucky.stop(...rest) } render () { return
} } LuckyWheel.defaultProps = { width: '', height: '', prizes: [], blocks: [], buttons: [], defaultStyle: {}, defaultConfig: {}, } ================================================ FILE: packages/react/src/components/SlotMachine.js ================================================ import React from 'react' import { SlotMachine as Slot } from 'lucky-canvas' import { name, version } from '../../package.json' export default class SlotMachine extends React.Component { constructor (props) { super(props) this.myLucky = React.createRef() this.lucky = undefined } componentDidMount () { // 当前已经有实例时，不再进行，解决在`react18 + strictMode`下组件componentDidMount会被触发两次的问题 if (this.lucky) { return } this.myLucky.current.setAttribute('package', `${name}@${version}`) try { this.initLucky() this.props.onSuccess && this.props.onSuccess() } catch (err) { this.props.onError && this.props.onError(err) } finally { this.props.onFinally && this.props.onFinally(err) } } componentDidUpdate (prevProps) { if (!this.lucky) return if (this.props.width !== prevProps.width) { this.lucky.width = this.props.width } if (this.props.height !== prevProps.height) { this.lucky.height = this.props.height } if (this.props.blocks !== prevProps.blocks) { this.lucky.blocks = this.props.blocks } if (this.props.prizes !== prevProps.prizes) { this.lucky.prizes = this.props.prizes } if (this.props.slots !== prevProps.slots) { this.lucky.slots = this.props.slots } } initLucky () { this.lucky = new Slot({ flag: 'WEB', divElement: this.myLucky.current }, { ...this.props, start: (...rest) => { this.props.onStart && this.props.onStart(...rest) }, end: (...rest) => { this.props.onEnd && this.props.onEnd(...rest) } }) } init (...rest) { this.lucky.init(...rest) } play (...rest) { this.lucky.play(...rest) } stop (...rest) { this.lucky.stop(...rest) } render () { return
} } SlotMachine.defaultProps = { width: '', height: '', blocks: [], prizes: [], slots: [], defaultStyle: {}, defaultConfig: {}, } ================================================ FILE: packages/react/src/demo/LuckyGrid.js ================================================ import LuckyGrid from '../components/LuckyGrid.js' import React from 'react' export default class GridDemo extends React.Component { constructor () { super() this.myLucky = React.createRef() const data = [ { name: '1元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '100元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '0.5元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '2元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '10元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '50元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '0.3元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '5元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' } ] let axis = [[0, 0], [1, 0], [2, 0], [2, 1], [2, 2], [1, 2], [0, 2], [0, 1]] const prizes = [] for (let i = 0; i < 8; i++) { let item = data[i] prizes.push({ name: item.name, index: i, x: axis[i][0], y: axis[i][1], fonts: [{ text: item.name, top: '70%' }], imgs: [{ src: item.img, width: '53%', top: '8%' }] }) } this.state = { blocks: [ { padding: '10px', background: '#ffc27a' }, { padding: '10px', paddingRight: '90px', background: '#ff4a4c' }, { padding: '0px', background: '#fff' } ], prizes, activeStyle: { background: 'linear-gradient(270deg, #FFDCB8, #FDC689)', shadow: '' }, buttons: [{ x: 1, y: 1, background: 'linear-gradient(270deg, #FFDCB8, #FDC689)', shadow: '0 5 1 #e89b4f', fonts: [ { text: `1 次`, fontColor: '#fff', top: '73%', fontSize: '11px' }, ], imgs: [ // { src: 'https://100px.net/assets/img/button.2f4ac3e9.png', width: '65%', top: '12%' }, // { src: './img/btn.png', width: '50%', top: '73%' } ] } ], defaultStyle: { borderRadius: 15, fontColor: '#DF424B', fontSize: '14px', textAlign: 'center', background: '#fff', shadow: '0 5 1 #ebf1f4' }, } } render () { return { this.myLucky.current.play() setTimeout(() => { const index = Math.random() * 6 >> 0 this.myLucky.current.stop(index) }, 2500) }} onEnd={prize => { alert('恭喜获得大奖:' + prize.name) }} > } } ================================================ FILE: packages/react/src/demo/LuckyWheel.js ================================================ import LuckyWheel from '../components/LuckyWheel.js' import React from 'react' export default class Wheel extends React.Component { constructor () { super() this.myLucky = React.createRef() this.state = { currPrize: '哈哈哈', blocks: [ ], prizes: [ { title: '1元红包', background: '#f9e3bb', fonts: [{ text: '1元红包', top: '18%' }] }, { title: '100元红包', background: '#f8d384', fonts: [{ text: '100元红包', top: '18%' }] }, { title: '0.5元红包', background: '#f9e3bb', fonts: [{ text: '0.5元红包', top: '18%' }] }, { title: '2元红包', background: '#f8d384', fonts: [{ text: '2元红包', top: '18%' }] }, { title: '10元红包', background: '#f9e3bb', fonts: [{ text: '10元红包', top: '18%' }] }, { title: '50元红包', background: '#f8d384', fonts: [{ text: '50元红包', top: '18%' }] }, ], buttons: [ { radius: '35px', background: '#ffdea0', fonts: [{ text: '开始\n抽奖', fontSize: '18px', top: -18 }] } ], } } render () { return
当前中奖: {this.state.currPrize} { console.log(this.state.currPrize) this.myLucky.current.play() setTimeout(() => { const index = Math.random() * 6 >> 0 this.myLucky.current.stop(index) }, 2500) }} onEnd={prize => { this.setState({ currPrize: prize.title }) }} >
} } ================================================ FILE: packages/react/src/demo/SlotMachine.js ================================================ import SlotMachine from '../components/SlotMachine.js' import React from 'react' export default class SlotDemo extends React.Component { constructor () { super() this.myLucky = React.createRef() const data = [ { name: '1元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '100元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '0.5元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '2元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '10元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '50元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '0.3元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' }, { name: '5元红包', img: 'https://unpkg.com/buuing@0.0.1/imgs/lucky-canvas.png' } ] let axis = [[0, 0], [1, 0], [2, 0], [2, 1], [2, 2], [1, 2], [0, 2], [0, 1]] const prizes = [] for (let i = 0; i < 8; i++) { let item = data[i] prizes.push({ name: item.name, index: i, x: axis[i][0], y: axis[i][1], fonts: [{ text: item.name, top: '70%' }], imgs: [{ src: item.img, width: '100%', top: '0%' }] }) } this.state = { blocks: [ { padding: '10px', background: '#ffc27a' }, { padding: '10px', paddingRight: '90px', background: '#ff4a4c' }, { padding: '0px', background: '#fff' } ], prizes, slots: [ {}, {}, {}, ], defaultStyle: { borderRadius: 15, fontColor: '#DF424B', fontSize: '14px', textAlign: 'center', background: '#fff', shadow: '0 5 1 #ebf1f4' }, } } render () { return
{ this.myLucky.current.play() setTimeout(() => { const index = Math.random() * 6 >> 0 this.myLucky.current.stop(index) }, 2500) }} onEnd={prize => { alert('恭喜获得大奖:' + prize.name) }} >
} } ================================================ FILE: packages/react/src/index.js ================================================ export { default as LuckyWheel } from './components/LuckyWheel.js' export { default as LuckyGrid } from './components/LuckyGrid.js' export { default as SlotMachine } from './components/SlotMachine.js' ================================================ FILE: packages/taro/.gitignore ================================================ .DS_Store node_modules yarn.lock package-lock.json # local env files .env.local .env.*.local # Log files npm-debug.log* yarn-debug.log* yarn-error.log* # Editor directories and files .idea .vscode *.suo *.ntvs* *.njsproj *.sln *.sw? ================================================ FILE: packages/taro/.npmignore ================================================ * ================================================ FILE: packages/taro/LICENSE ================================================ Apache License Version 2.0, January 2004 http://www.apache.org/licenses/ TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION 1. 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While redistributing the Work or Derivative Works thereof, You may choose to offer, and charge a fee for, acceptance of support, warranty, indemnity, or other liability obligations and/or rights consistent with this License. However, in accepting such obligations, You may act only on Your own behalf and on Your sole responsibility, not on behalf of any other Contributor, and only if You agree to indemnify, defend, and hold each Contributor harmless for any liability incurred by, or claims asserted against, such Contributor by reason of your accepting any such warranty or additional liability. END OF TERMS AND CONDITIONS APPENDIX: How to apply the Apache License to your work. To apply the Apache License to your work, attach the following boilerplate notice, with the fields enclosed by brackets "[]" replaced with your own identifying information. (Don't include the brackets!) The text should be enclosed in the appropriate comment syntax for the file format. We also recommend that a file or class name and description of purpose be included on the same "printed page" as the copyright notice for easier identification within third-party archives. Copyright [2021] [Li Dong Qi] Licensed under the Apache License, Version 2.0 (the "License"); you may not use this file except in compliance with the License. You may obtain a copy of the License at http://www.apache.org/licenses/LICENSE-2.0 Unless required by applicable law or agreed to in writing, software distributed under the License is distributed on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. See the License for the specific language governing permissions and limitations under the License. ================================================ FILE: packages/taro/README.md ================================================
logo

@lucky-canvas/taro 抽奖插件

一个基于 Taro 的 ( 大转盘 / 九宫格 / 老虎机 ) 抽奖插件

stars forks author license


## 官方文档 > **中文**：[https://100px.net/usage/taro.html](https://100px.net/usage/taro.html)
## 在 Taro 中使用 ### 安装 > 为了确保相关依赖安装正确, 你必须通过 npm / yarn 来安装 ```shell # npm 安装： npm install @lucky-canvas/taro@latest # yarn 安装： yarn add @lucky-canvas/taro@latest ```
### 使用 #### taro-vue 简单示例 - [点击查看 taro-vue 完整示例](https://100px.net/usage/taro.html) ```html ```
#### taro-react 简单示例 - [点击查看 taro-react 完整示例](https://100px.net/usage/taro.html) ```js import React from 'react' import { View } from '@tarojs/components' import { LuckyWheel, LuckyGrid, SlotMachine } from '@lucky-canvas/taro/react' export default class Index extends React.Component { render () { return {/* 大转盘抽奖 */} {/* 大转盘抽奖 */} {/* 老虎机抽奖 */} } } ```
## 完整文档: https://100px.net
## 🙏🙏🙏 点个Star ### **如果您觉得这个项目还不错, 可以在 [Github](https://github.com/buuing/lucky-canvas) 上面帮我点个`star`, 支持一下作者 ☜(ﾟヮﾟ☜) ☜(ﾟヮﾟ☜)**
================================================ FILE: packages/taro/package.json ================================================ { "name": "@lucky-canvas/taro", "version": "0.0.14", "description": "基于 taro 实现的大转盘 / 九宫格 / 老虎机抽奖插件", "main": "index.js", "scripts": { "test": "echo \"Error: no test specified\" && exit 1" }, "repository": { "type": "git", "url": "git+https://github.com/LuckDraw/lucky-canvas.git" }, "keywords": [ "taro抽奖插件", "taro大转盘抽奖", "taro九宫格抽奖" ], "author": "ldq ", "license": "Apache-2.0", "files": [ "vue", "react", "utils", "taro2" ], "bugs": { "url": "https://github.com/LuckDraw/lucky-canvas/issues" }, "homepage": "https://100px.net", "dependencies": { "lucky-canvas": "~1.7.19" } } ================================================ FILE: packages/taro/react/LuckyGrid.js ================================================ import React from 'react' import Taro from '@tarojs/taro' import { View, Canvas, Image } from '@tarojs/components' import { LuckyGrid as Grid } from 'lucky-canvas' import { changeUnits, resolveImage, getFlag, getImage } from '../utils' import '../utils/index.css' export default class LuckyGrid extends React.Component { flag = getFlag() ctx = null canvas = null state = { imgSrc: '', myLucky: null, boxWidth: 300, boxHeight: 300, btns: [], btnShow: false, } constructor (props) { super(props) } componentDidMount () { this.initLucky() } componentDidUpdate (prevProps) { const { props, state } = this if (!state.myLucky) return if (props.cols !== prevProps.cols) { state.myLucky.cols = props.cols } if (props.rows !== prevProps.rows) { state.myLucky.rows = props.rows } if (props.blocks !== prevProps.blocks) { state.myLucky.blocks = props.blocks } if (props.prizes !== prevProps.prizes) { state.myLucky.prizes = props.prizes } if (props.buttons !== prevProps.buttons) { state.myLucky.buttons = props.buttons } } async imgBindload (res, name, index, i) { const img = this.props[name][index].imgs[i] resolveImage(img, this.canvas) } async imgBindloadActive (res, name, index, i) { const img = this.props[name][index].imgs[i] resolveImage(img, this.canvas, 'activeSrc', '$activeResolve') } getImage () { const page = Taro.getCurrentInstance().page return getImage.call(page, this.props.canvasId, this.canvas) } showCanvas () { this.setState({ imgSrc: '' }) } hideCanvas () { if (this.flag === 'WEB') return this.getImage().then(res => { if (res.errMsg !== 'canvasToTempFilePath:ok') { return console.error(res) } this.setState({ imgSrc: res.tempFilePath }) }) } initLucky () { const { props } = this this.setState({ boxWidth: changeUnits(props.width), boxHeight: changeUnits(props.height) }, () => { // 某些情况下获取不到 canvas setTimeout(() => { this.getConfig() }, 100) }) } getConfig () { let flag = this.flag const dpr = this.dpr = Taro.getSystemInfoSync().pixelRatio if (flag === 'WEB') { // H5 环境 const divElement = document.querySelector(`#${this.props.canvasId}`) this.drawLucky({ dpr, flag, divElement, width: this.state.boxWidth, height: this.state.boxHeight, rAF: requestAnimationFrame, }) } else { // 小程序环境 const page = Taro.getCurrentInstance().page Taro.createSelectorQuery().in(page).select(`#${this.props.canvasId}`).fields({ node: true, size: true }).exec((res) => { if (!res[0] || !res[0].node) return console.error('lucky-canvas 获取不到 canvas 标签') const { node, width, height } = res[0] const canvas = this.canvas = node const ctx = this.ctx = canvas.getContext('2d') canvas.width = width * dpr canvas.height = height * dpr ctx.scale(dpr, dpr) this.drawLucky({ dpr, flag, ctx, width, height, }) }) } } drawLucky (config) { const _this = this const { props } = this const myLucky = new Grid({ ...config, setTimeout, clearTimeout, setInterval, clearInterval, unitFunc: (num, unit) => changeUnits(num + unit), afterInit: function () { // 动态设置按钮大小 const btns = [] props.buttons.forEach((btn, index) => { if (!btn) return const [left, top, width, height] = this.getGeometricProperty([ btn.x, btn.y, btn.col || 1, btn.row || 1 ]) btns[index] = { top, left, width, height } }) _this.setState({ btns, btnShow: true }) }, afterStart: () => { this.showCanvas() } }, { ...props, width: config.width, height: config.height, start: (...rest) => { props.onStart && props.onStart(...rest) }, end: (...rest) => { props.onEnd && props.onEnd(...rest) this.hideCanvas() } }) this.setState({ myLucky }) } init (...rest) { this.state.myLucky.init(...rest) } play (...rest) { this.state.myLucky.play(...rest) } stop (...rest) { this.state.myLucky.stop(...rest) } toPlay (btn) { this.state.myLucky.startCallback(btn) } render () { const { props, state, flag } = this const boxSize = { width: state.boxWidth + 'px', height: state.boxHeight + 'px' } const showImage = state.myLucky && flag !== 'WEB' return flag === 'WEB' ?
: ( state.myLucky.clearCanvas()} style={boxSize}> {/* 按钮 */} { state.btnShow ? { state.btns.map((btn, index) => this.toPlay(btn)} style={{ top: btn.top + 'px', left: btn.left + 'px', width: btn.width + 'px', height: btn.height + 'px', }}>) } : null } {/* 图片 */} { showImage ? { props.blocks.map((block, index) => { block.imgs ? { block.imgs.map((img, i) => this.imgBindload(e, 'blocks', index, i)}>) } : null } ) } : null } { showImage ? { props.prizes.map((prize, index) => { prize.imgs ? { prize.imgs.map((img, i) => this.imgBindload(e, 'prizes', index, i)}> this.imgBindloadActive(e, 'prizes', index, i)}> ) } : null } ) } : null } { showImage ? { props.buttons.map((button, index) => { button.imgs ? { button.imgs.map((img, i) => this.imgBindload(e, 'buttons', index, i)}>) } : null } ) } : null } ) } } LuckyGrid.defaultProps = { canvasId: 'lucky-grid', width: '600rpx', height: '600rpx', cols: 3, rows: 3, blocks: [], prizes: [], buttons: [], defaultStyle: {}, activeStyle: {}, defaultConfig: {}, } ================================================ FILE: packages/taro/react/LuckyWheel.js ================================================ import React from 'react' import Taro from '@tarojs/taro' import { View, Canvas, Image } from '@tarojs/components' import { LuckyWheel as Wheel } from 'lucky-canvas' import { changeUnits, resolveImage, getFlag, getImage } from '../utils' import '../utils/index.css' export default class LuckyWheel extends React.Component { flag = getFlag() ctx = null canvas = null state = { imgSrc: '', myLucky: null, boxWidth: 300, boxHeight: 300, btnWidth: 0, btnHeight: 0, } constructor (props) { super(props) } componentDidMount () { this.initLucky() } componentDidUpdate (prevProps) { const { props, state } = this if (!state.myLucky) return if (props.blocks !== prevProps.blocks) { state.myLucky.blocks = props.blocks } if (props.prizes !== prevProps.prizes) { state.myLucky.prizes = props.prizes } if (props.buttons !== prevProps.buttons) { state.myLucky.buttons = props.buttons } } async imgBindload (res, name, index, i) { const img = this.props[name][index].imgs[i] resolveImage(img, this.canvas) } getImage () { const page = Taro.getCurrentInstance().page return getImage.call(page, this.props.canvasId, this.canvas) } showCanvas () { this.setState({ imgSrc: '' }) } hideCanvas () { if (this.flag === 'WEB') return this.getImage().then(res => { if (res.errMsg !== 'canvasToTempFilePath:ok') { return console.error(res) } this.setState({ imgSrc: res.tempFilePath }) }) } initLucky () { const { props } = this this.setState({ boxWidth: changeUnits(props.width), boxHeight: changeUnits(props.height) }, () => { // 某些情况下获取不到 canvas setTimeout(() => { this.getConfig() }, 100) }) } getConfig () { let flag = this.flag const dpr = this.dpr = Taro.getSystemInfoSync().pixelRatio if (flag === 'WEB') { // H5 环境 const divElement = document.querySelector(`#${this.props.canvasId}`) this.drawLucky({ dpr, flag, divElement, width: this.state.boxWidth, height: this.state.boxHeight, rAF: requestAnimationFrame, }) } else { // 小程序环境 const page = Taro.getCurrentInstance().page Taro.createSelectorQuery().in(page).select(`#${this.props.canvasId}`).fields({ node: true, size: true }).exec((res) => { if (!res[0] || !res[0].node) return console.error('lucky-canvas 获取不到 canvas 标签') const { node, width, height } = res[0] const canvas = this.canvas = node const ctx = this.ctx = canvas.getContext('2d') canvas.width = width * dpr canvas.height = height * dpr ctx.scale(dpr, dpr) this.drawLucky({ dpr, flag, ctx, width, height, }) }) } } drawLucky (config) { const _this = this const { props, flag, ctx } = this const myLucky = new Wheel({ ...config, setTimeout, clearTimeout, setInterval, clearInterval, unitFunc: (num, unit) => changeUnits(num + unit), beforeCreate: function () { if (flag === 'WEB') return const Radius = Math.min(this.config.width, this.config.height) / 2 ctx.translate(Radius, Radius) }, beforeInit: function () { if (flag === 'WEB') return ctx.translate(-this.Radius, -this.Radius) }, afterInit: function () { // 动态设置按钮大小 _this.setState({ btnWidth: this.maxBtnRadius * 2, btnHeight: this.maxBtnRadius * 2, }) }, afterStart: () => { this.showCanvas() }, }, { ...props, width: config.width, height: config.height, start: (...rest) => { props.onStart && props.onStart(...rest) }, end: (...rest) => { props.onEnd && props.onEnd(...rest) this.hideCanvas() } }) this.setState({ myLucky }) } init (...rest) { this.state.myLucky.init(...rest) } play (...rest) { this.state.myLucky.play(...rest) } stop (...rest) { this.state.myLucky.stop(...rest) } toPlay () { this.state.myLucky.startCallback() } render () { const { props, state, flag } = this const boxSize = { width: state.boxWidth + 'px', height: state.boxHeight + 'px' } const btnSize = { width: state.btnWidth + 'px', height: state.btnHeight + 'px' } const showImage = state.myLucky && flag !== 'WEB' return flag === 'WEB' ?
: ( state.myLucky.clearCanvas()} style={boxSize}> {/* 按钮 */} this.toPlay(e)} style={btnSize}> {/* 图片 */} { showImage ? { props.blocks.map((block, index) => { block.imgs ? { block.imgs.map((img, i) => this.imgBindload(e, 'blocks', index, i)}>) } : null } ) } : null } { showImage ? { props.prizes.map((prize, index) => { prize.imgs ? { prize.imgs.map((img, i) => this.imgBindload(e, 'prizes', index, i)}>) } : null } ) } : null } { showImage ? { props.buttons.map((button, index) => { button.imgs ? { button.imgs.map((img, i) => this.imgBindload(e, 'buttons', index, i)}>) } : null } ) } : null } ) } } LuckyWheel.defaultProps = { canvasId: 'lucky-wheel', width: '600rpx', height: '600rpx', blocks: [], prizes: [], buttons: [], defaultStyle: {}, defaultConfig: {}, } ================================================ FILE: packages/taro/react/SlotMachine.js ================================================ import React from 'react' import Taro from '@tarojs/taro' import { View, Canvas, Image } from '@tarojs/components' import { SlotMachine as Slot } from 'lucky-canvas' import { changeUnits, resolveImage, getFlag, getImage } from '../utils/index.js' import '../utils/index.css' export default class SlotMachine extends React.Component { flag = getFlag() ctx = null canvas = null state = { imgSrc: '', myLucky: null, boxWidth: 300, boxHeight: 300, } constructor (props) { super(props) } componentDidMount () { this.initLucky() } componentDidUpdate (prevProps) { const { props, state } = this if (!state.myLucky) return if (props.blocks !== prevProps.blocks) { state.myLucky.blocks = props.blocks } if (props.prizes !== prevProps.prizes) { state.myLucky.prizes = props.prizes } if (props.slots !== prevProps.slots) { state.myLucky.slots = props.slots } } async imgBindload (res, name, index, i) { const img = this.props[name][index].imgs[i] resolveImage(img, this.canvas) } getImage () { const page = Taro.getCurrentInstance().page return getImage.call(page, this.props.canvasId, this.canvas) } showCanvas () { this.setState({ imgSrc: '' }) } hideCanvas () { if (this.flag === 'WEB') return this.getImage().then(res => { if (res.errMsg !== 'canvasToTempFilePath:ok') { return console.error(res) } this.setState({ imgSrc: res.tempFilePath }) }) } initLucky () { const { props } = this this.setState({ boxWidth: changeUnits(props.width), boxHeight: changeUnits(props.height) }, () => { // 某些情况下获取不到 canvas setTimeout(() => { this.getConfig() }, 100) }) } getConfig () { let flag = this.flag const dpr = this.dpr = Taro.getSystemInfoSync().pixelRatio if (flag === 'WEB') { // H5 环境 const divElement = document.querySelector(`#${this.props.canvasId}`) this.drawLucky({ dpr, flag, divElement, width: this.state.boxWidth, height: this.state.boxHeight, rAF: requestAnimationFrame, }) } else { // 小程序环境 const page = Taro.getCurrentInstance().page Taro.createSelectorQuery().in(page).select(`#${this.props.canvasId}`).fields({ node: true, size: true }).exec((res) => { if (!res[0] || !res[0].node) return console.error('lucky-canvas 获取不到 canvas 标签') const { node, width, height } = res[0] const canvas = this.canvas = node const ctx = this.ctx = canvas.getContext('2d') canvas.width = width * dpr canvas.height = height * dpr ctx.scale(dpr, dpr) this.drawLucky({ dpr, flag, ctx, width, height, offscreenCanvas: Taro.createOffscreenCanvas({ type: '2d' }) }) }) } } drawLucky (config) { const _this = this const { props, flag, ctx } = this const myLucky = new Slot({ ...config, setTimeout, clearTimeout, setInterval, clearInterval, unitFunc: (num, unit) => changeUnits(num + unit), afterStart: () => { this.showCanvas() }, }, { ...props, width: config.width, height: config.height, end: (...rest) => { props.onEnd && props.onEnd(...rest) this.hideCanvas() } }) this.setState({ myLucky }) } init (...rest) { this.state.myLucky.init(...rest) } play (...rest) { this.state.myLucky.play(...rest) } stop (...rest) { this.state.myLucky.stop(...rest) } render () { const { props, state, flag } = this const boxSize = { width: state.boxWidth + 'px', height: state.boxHeight + 'px' } const showImage = state.myLucky && flag !== 'WEB' return flag === 'WEB' ?
: ( state.myLucky.clearCanvas()} style={boxSize}> {/* 图片 */} { showImage ? { props.blocks.map((block, index) => { block.imgs ? { block.imgs.map((img, i) => this.imgBindload(e, 'blocks', index, i)}>) } : null } ) } : null } { showImage ? { props.prizes.map((prize, index) => { prize.imgs ? { prize.imgs.map((img, i) => this.imgBindload(e, 'prizes', index, i)}>) } : null } ) } : null } ) } } SlotMachine.defaultProps = { canvasId: 'slot-machine', width: '600rpx', height: '600rpx', blocks: [], prizes: [], slots: [], defaultStyle: {}, defaultConfig: {}, } ================================================ FILE: packages/taro/react/index.js ================================================ export { default as LuckyWheel } from './LuckyWheel.js' export { default as LuckyGrid } from './LuckyGrid.js' export { default as SlotMachine } from './SlotMachine.js' ================================================ FILE: packages/taro/utils/index.css ================================================ .lucky-box { position: relative; overflow: hidden; margin: 0 auto; } .lucky-box .lucky-canvas { position: absolute; pointer-events: none; left: 0; top: 0; } .lucky-box .lucky-wheel-btn { position: absolute; left: 50%; top: 50%; transform: translate(-50%, -50%); background: rgba(0, 0, 0, 0); border-radius: 50%; cursor: pointer; } .lucky-box .lucky-grid-btn { position: absolute; background: rgba(0, 0, 0, 0); border-radius: 0; cursor: pointer; } .lucky-box .lucky-imgs { width: 0; height: 0; visibility: hidden; } ================================================ FILE: packages/taro/utils/index.js ================================================ import Taro from '@tarojs/taro' const windowWidth = Taro.getSystemInfoSync().windowWidth export const getFlag = () => { let flag switch (process.env.TARO_ENV) { case 'h5': flag = 'WEB' break case 'weapp': flag = 'MP-WX' break case 'qq': flag = 'MP-WX' break case 'rn': flag = 'TARO-RN' break default: flag = 'MP-WX' break } return flag } export const rpx2px = (value) => { if (typeof value === 'string') value = Number(value.replace(/[a-z]*/g, '')) return windowWidth / 750 * value } export const changeUnits = (value) => { value = String(value) return Number(value.replace(/^(\-*[0-9.]*)([a-z%]*)$/, (value, num, unit) => { switch (unit) { case 'px': num *= 1 break case 'rpx': num = rpx2px(num) break default: num *= 1 break } return num })) } export const resolveImage = async (img, canvas, srcName = 'src', resolveName = '$resolve', cb) => { let imgObj = canvas.createImage() // 成功回调 imgObj.onload = () => { if (typeof cb === 'function') cb() img[resolveName](imgObj) } // 失败回调 imgObj.onerror = (err) => { console.error(err) // img['$reject']() } // 设置src imgObj.src = img[srcName] } // export const resolveImage = async (res, img, imgName = 'src', resolveName = '$resolve') => { // const src = img[imgName] // // 如果是base64就调用base64src()方法把图片写入本地, 然后渲染临时路径 // if (/^data:image\/([a-z]+);base64,/.test(src)) { // const path = await base64src(src) // img[resolveName]({ ...res.detail, path }) // return // } // // 如果是网络图片, 则通过getImageInfo()方法获取图片宽高 // Taro.getImageInfo({ // src: src, // success: (imgObj) => img[resolveName](imgObj), // fail: () => console.error('API `Taro.getImageInfo` 加载图片失败', src) // }) // } export function getImage (canvasId, canvas) { return new Promise((resolve, reject) => { Taro.canvasToTempFilePath({ canvas: canvas, canvasId: canvasId, success: (res) => resolve(res), fail: (err) => reject(err), }, this) }) } ================================================ FILE: packages/taro/vue/LuckyGrid.vue ================================================ ================================================ FILE: packages/taro/vue/LuckyWheel.vue ================================================ ================================================ FILE: packages/taro/vue/SlotMachine.vue ================================================ ================================================ FILE: packages/taro/vue/index.js ================================================ export { default as LuckyWheel } from './LuckyWheel.vue' export { default as LuckyGrid } from './LuckyGrid.vue' export { default as SlotMachine } from './SlotMachine.vue' ================================================ FILE: packages/uni/.gitignore ================================================ .DS_Store node_modules yarn.lock package-lock.json # local env files .env.local .env.*.local # Log files npm-debug.log* yarn-debug.log* yarn-error.log* # Editor directories and files .idea .vscode *.suo *.ntvs* *.njsproj *.sln *.sw? components.zip components/ ================================================ FILE: packages/uni/.npmignore ================================================ * ================================================ FILE: packages/uni/LICENSE ================================================ Apache License Version 2.0, January 2004 http://www.apache.org/licenses/ TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION 1. Definitions. "License" shall mean the terms and conditions for use, reproduction, and distribution as defined by Sections 1 through 9 of this document. "Licensor" shall mean the copyright owner or entity authorized by the copyright owner that is granting the License. "Legal Entity" shall mean the union of the acting entity and all other entities that control, are controlled by, or are under common control with that entity. For the purposes of this definition, "control" means (i) the power, direct or indirect, to cause the direction or management of such entity, whether by contract or otherwise, or (ii) ownership of fifty percent (50%) or more of the outstanding shares, or (iii) beneficial ownership of such entity. "You" (or "Your") shall mean an individual or Legal Entity exercising permissions granted by this License. "Source" form shall mean the preferred form for making modifications, including but not limited to software source code, documentation source, and configuration files. "Object" form shall mean any form resulting from mechanical transformation or translation of a Source form, including but not limited to compiled object code, generated documentation, and conversions to other media types. "Work" shall mean the work of authorship, whether in Source or Object form, made available under the License, as indicated by a copyright notice that is included in or attached to the work (an example is provided in the Appendix below). "Derivative Works" shall mean any work, whether in Source or Object form, that is based on (or derived from) the Work and for which the editorial revisions, annotations, elaborations, or other modifications represent, as a whole, an original work of authorship. For the purposes of this License, Derivative Works shall not include works that remain separable from, or merely link (or bind by name) to the interfaces of, the Work and Derivative Works thereof. "Contribution" shall mean any work of authorship, including the original version of the Work and any modifications or additions to that Work or Derivative Works thereof, that is intentionally submitted to Licensor for inclusion in the Work by the copyright owner or by an individual or Legal Entity authorized to submit on behalf of the copyright owner. For the purposes of this definition, "submitted" means any form of electronic, verbal, or written communication sent to the Licensor or its representatives, including but not limited to communication on electronic mailing lists, source code control systems, and issue tracking systems that are managed by, or on behalf of, the Licensor for the purpose of discussing and improving the Work, but excluding communication that is conspicuously marked or otherwise designated in writing by the copyright owner as "Not a Contribution." "Contributor" shall mean Licensor and any individual or Legal Entity on behalf of whom a Contribution has been received by Licensor and subsequently incorporated within the Work. 2. Grant of Copyright License. Subject to the terms and conditions of this License, each Contributor hereby grants to You a perpetual, worldwide, non-exclusive, no-charge, royalty-free, irrevocable copyright license to reproduce, prepare Derivative Works of, publicly display, publicly perform, sublicense, and distribute the Work and such Derivative Works in Source or Object form. 3. Grant of Patent License. Subject to the terms and conditions of this License, each Contributor hereby grants to You a perpetual, worldwide, non-exclusive, no-charge, royalty-free, irrevocable (except as stated in this section) patent license to make, have made, use, offer to sell, sell, import, and otherwise transfer the Work, where such license applies only to those patent claims licensable by such Contributor that are necessarily infringed by their Contribution(s) alone or by combination of their Contribution(s) with the Work to which such Contribution(s) was submitted. If You institute patent litigation against any entity (including a cross-claim or counterclaim in a lawsuit) alleging that the Work or a Contribution incorporated within the Work constitutes direct or contributory patent infringement, then any patent licenses granted to You under this License for that Work shall terminate as of the date such litigation is filed. 4. Redistribution. You may reproduce and distribute copies of the Work or Derivative Works thereof in any medium, with or without modifications, and in Source or Object form, provided that You meet the following conditions: (a) You must give any other recipients of the Work or Derivative Works a copy of this License; and (b) You must cause any modified files to carry prominent notices stating that You changed the files; and (c) You must retain, in the Source form of any Derivative Works that You distribute, all copyright, patent, trademark, and attribution notices from the Source form of the Work, excluding those notices that do not pertain to any part of the Derivative Works; and (d) If the Work includes a "NOTICE" text file as part of its distribution, then any Derivative Works that You distribute must include a readable copy of the attribution notices contained within such NOTICE file, excluding those notices that do not pertain to any part of the Derivative Works, in at least one of the following places: within a NOTICE text file distributed as part of the Derivative Works; within the Source form or documentation, if provided along with the Derivative Works; or, within a display generated by the Derivative Works, if and wherever such third-party notices normally appear. The contents of the NOTICE file are for informational purposes only and do not modify the License. You may add Your own attribution notices within Derivative Works that You distribute, alongside or as an addendum to the NOTICE text from the Work, provided that such additional attribution notices cannot be construed as modifying the License. You may add Your own copyright statement to Your modifications and may provide additional or different license terms and conditions for use, reproduction, or distribution of Your modifications, or for any such Derivative Works as a whole, provided Your use, reproduction, and distribution of the Work otherwise complies with the conditions stated in this License. 5. Submission of Contributions. Unless You explicitly state otherwise, any Contribution intentionally submitted for inclusion in the Work by You to the Licensor shall be under the terms and conditions of this License, without any additional terms or conditions. Notwithstanding the above, nothing herein shall supersede or modify the terms of any separate license agreement you may have executed with Licensor regarding such Contributions. 6. Trademarks. This License does not grant permission to use the trade names, trademarks, service marks, or product names of the Licensor, except as required for reasonable and customary use in describing the origin of the Work and reproducing the content of the NOTICE file. 7. Disclaimer of Warranty. Unless required by applicable law or agreed to in writing, Licensor provides the Work (and each Contributor provides its Contributions) on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied, including, without limitation, any warranties or conditions of TITLE, NON-INFRINGEMENT, MERCHANTABILITY, or FITNESS FOR A PARTICULAR PURPOSE. You are solely responsible for determining the appropriateness of using or redistributing the Work and assume any risks associated with Your exercise of permissions under this License. 8. Limitation of Liability. In no event and under no legal theory, whether in tort (including negligence), contract, or otherwise, unless required by applicable law (such as deliberate and grossly negligent acts) or agreed to in writing, shall any Contributor be liable to You for damages, including any direct, indirect, special, incidental, or consequential damages of any character arising as a result of this License or out of the use or inability to use the Work (including but not limited to damages for loss of goodwill, work stoppage, computer failure or malfunction, or any and all other commercial damages or losses), even if such Contributor has been advised of the possibility of such damages. 9. Accepting Warranty or Additional Liability. While redistributing the Work or Derivative Works thereof, You may choose to offer, and charge a fee for, acceptance of support, warranty, indemnity, or other liability obligations and/or rights consistent with this License. However, in accepting such obligations, You may act only on Your own behalf and on Your sole responsibility, not on behalf of any other Contributor, and only if You agree to indemnify, defend, and hold each Contributor harmless for any liability incurred by, or claims asserted against, such Contributor by reason of your accepting any such warranty or additional liability. END OF TERMS AND CONDITIONS APPENDIX: How to apply the Apache License to your work. To apply the Apache License to your work, attach the following boilerplate notice, with the fields enclosed by brackets "[]" replaced with your own identifying information. (Don't include the brackets!) The text should be enclosed in the appropriate comment syntax for the file format. We also recommend that a file or class name and description of purpose be included on the same "printed page" as the copyright notice for easier identification within third-party archives. Copyright [2021] [Li Dong Qi] Licensed under the Apache License, Version 2.0 (the "License"); you may not use this file except in compliance with the License. You may obtain a copy of the License at http://www.apache.org/licenses/LICENSE-2.0 Unless required by applicable law or agreed to in writing, software distributed under the License is distributed on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. See the License for the specific language governing permissions and limitations under the License. ================================================ FILE: packages/uni/README.md ================================================
logo

lucky-canvas 抽奖插件

一个基于 JavaScript 的跨平台 ( 大转盘 / 九宫格 / 老虎机 ) 抽奖插件

stars forks author license

|适配框架|npm下载量|CDN使用量| | :-: | :-: | :-: | |[`JS` / `JQ` 中使用](https://100px.net/usage/js.html)|downloads|downloads| |[`Vue` 中使用](https://100px.net/usage/vue.html)|downloads|downloads| |[`React` 中使用](https://100px.net/usage/react.html)|downloads|-| |[`UniApp` 中使用](https://100px.net/usage/uni.html)|downloads|-| |[`Taro3.x` 中使用](https://100px.net/usage/taro.html)|downloads|-| |[`微信小程序` 中使用](https://100px.net/usage/wx.html)|downloads|-|
## 官方文档 & Demo演示 > **中文**：[https://100px.net](https://100px.net) > **English**：**If anyone can help translate the document, please contact me** `ldq404@qq.com`
## 在 uni-app 中使用 ### 1. 安装插件 - 你可以选择通过 `HBuilderX` 导入插件： [https://ext.dcloud.net.cn/plugin?id=3499](https://ext.dcloud.net.cn/plugin?id=3499) - 也可以选择通过 `npm` / `yarn` 安装 ```shell # npm 安装： npm install @lucky-canvas/uni # yarn 安装： yarn add @lucky-canvas/uni ```
### 2. 引入并使用 ```html ``` ```js // npm 下载会默认到 node_modules 里面，直接引入包名即可 import LuckyWheel from '@lucky-canvas/uni/lucky-wheel' // 大转盘 import LuckyGrid from '@lucky-canvas/uni/lucky-grid' // 九宫格 // 如果你是通过 HBuilderX 导入插件，那你需要指定一下路径 // import LuckyWheel from '@/components/@lucky-canvas/uni/lucky-wheel' // 大转盘 // import LuckyGrid from '@/components/@lucky-canvas/uni/lucky-grid' // 九宫格 export default { // 注册组件 components: { LuckyWheel, LuckyGrid }, } ```
### 3. 我提供了一个最基本的 demo 供你用于尝试 由于 uni-app 渲染 md 的时候会出问题，所以我把 demo 代码放到了文档里 - [https://100px.net/usage/uni-app.html](https://100px.net/usage/uni-app.html)
### **4. 补充说明** - [**如果用着顺手, 可以在 Github 上面点个 支持一下(●'◡'●)**](https://github.com/buuing/lucky-canvas) - 另外: 如果你修复了某些bug或兼容, 欢迎提给我, 我会把你展示到官网的贡献者列表当中
### 5. 常见问题 1. 转盘层级太高了, 我的弹窗盖不住怎么办? > 答: 因为小程序里canvas是原生组件顶层渲染, 我无法控制canvas的层级, 如果你想盖住它也肯简单, 你可以百度搜索``组件 2. 你这些素材, 图片组件从哪下载? > 答: 官网里的任何图片素材, 所使用到的图片资源均为学习交流使用, 请勿将其用于商业用途, 由此产生的任何商业纠纷我这边概不负责 3. xxx属性怎么使用? xxx方法怎么调用? > 答: 自己去看文档, 不然难道要我把代码给你写好吗? 4. 这个属性的效果与官网的描述不一致? > 答: 可能有bug, 你可以去github上的issues去提问 (请认真填写模板) 5. 为什么这个插件不支持app和其他小程序 > 答: 没时间, 但是希望志同道合的同学来一起参与uniapp的兼容开发 --- 作者留言: 为了使我自己保持心情愉悦, 低于5星的提问我用浏览器插件都屏蔽了 不要通过插件市场赞赏!!! ================================================ FILE: packages/uni/lucky-grid.vue ================================================ ================================================ FILE: packages/uni/lucky-wheel.vue ================================================ ================================================ FILE: packages/uni/package.json ================================================ { "name": "@lucky-canvas/uni", "version": "0.0.13", "description": "uni-app【大转盘 / 九宫格 / 老虎机】抽奖插件", "scripts": { "test": "echo \"Error: no test specified\" && exit 1" }, "keywords": [ "uni-app抽奖" ], "files": [ "lucky-wheel.vue", "lucky-grid.vue", "slot-machine.vue", "utils.js", "demo.vue" ], "author": "ldq ", "license": "Apache-2.0", "dependencies": { "lucky-canvas": "~1.7.19" } } ================================================ FILE: packages/uni/slot-machine.vue ================================================ ================================================ FILE: packages/uni/utils.js ================================================ let windowWidth = uni.getSystemInfoSync().windowWidth // uni-app@2.9起, 屏幕最多适配到960, 超出则按375计算 if (windowWidth > 960) windowWidth = 375 export const rpx2px = (value) => { if (typeof value === 'string') value = Number(value.replace(/[a-z]*/g, '')) return windowWidth / 750 * value } export const changeUnits = (value) => { value = String(value) return Number(value.replace(/^(\-*[0-9.]*)([a-z%]*)$/, (value, num, unit) => { switch (unit) { case 'px': num *= 1 break case 'rpx': num = rpx2px(num) break default: num *= 1 break } return num })) } export const resolveImage = async (img, canvas, srcName = 'src', resolveName = '$resolve') => { const imgObj = canvas.createImage() // 成功回调 imgObj.onload = () => { img[resolveName](imgObj) } // 失败回调 imgObj.onerror = (err) => { console.error(err) // img['$reject']() } // 设置src imgObj.src = img[srcName] } // 旧版canvas引入图片的方法 // export const resolveImage = async (res, img, imgName = 'src', resolveName = '$resolve') => { // const src = img[imgName] // const $resolve = img[resolveName] // // #ifdef MP // // 如果是base64就调用base64src()方法把图片写入本地, 然后渲染临时路径 // if (/^data:image\/([a-z]+);base64,/.test(src)) { // const path = await base64src(src) // $resolve({ ...res.detail, path }) // return // } // // #endif // // 如果是本地图片, 直接返回 // if (src.indexOf('http') !== 0) { // $resolve({ ...res.detail, path:src }) // return // } // // 如果是网络图片, 则通过getImageInfo()方法获取图片宽高 // uni.getImageInfo({ // src: src, // success: (imgObj) => $resolve(imgObj), // fail: () => console.error('API `uni.getImageInfo` 加载图片失败', src) // }) // } export function getImage(canvasId, canvas) { return new Promise((resolve, reject) => { uni.canvasToTempFilePath({ canvas, canvasId, success: res => resolve(res), fail: err => reject(err) }, this) }) } ================================================ FILE: packages/vue/.gitignore ================================================ .DS_Store *.zip *.tgz node_modules dist yarn.lock package-lock.json # local env files .env.local .env.*.local # Log files npm-debug.log* yarn-debug.log* yarn-error.log* # Editor directories and files .idea .vscode *.suo *.ntvs* *.njsproj *.sln *.sw? ================================================ FILE: packages/vue/.npmignore ================================================ * ================================================ FILE: packages/vue/LICENSE ================================================ Apache License Version 2.0, January 2004 http://www.apache.org/licenses/ TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION 1. Definitions. "License" shall mean the terms and conditions for use, reproduction, and distribution as defined by Sections 1 through 9 of this document. "Licensor" shall mean the copyright owner or entity authorized by the copyright owner that is granting the License. "Legal Entity" shall mean the union of the acting entity and all other entities that control, are controlled by, or are under common control with that entity. For the purposes of this definition, "control" means (i) the power, direct or indirect, to cause the direction or management of such entity, whether by contract or otherwise, or (ii) ownership of fifty percent (50%) or more of the outstanding shares, or (iii) beneficial ownership of such entity. "You" (or "Your") shall mean an individual or Legal Entity exercising permissions granted by this License. "Source" form shall mean the preferred form for making modifications, including but not limited to software source code, documentation source, and configuration files. "Object" form shall mean any form resulting from mechanical transformation or translation of a Source form, including but not limited to compiled object code, generated documentation, and conversions to other media types. "Work" shall mean the work of authorship, whether in Source or Object form, made available under the License, as indicated by a copyright notice that is included in or attached to the work (an example is provided in the Appendix below). "Derivative Works" shall mean any work, whether in Source or Object form, that is based on (or derived from) the Work and for which the editorial revisions, annotations, elaborations, or other modifications represent, as a whole, an original work of authorship. For the purposes of this License, Derivative Works shall not include works that remain separable from, or merely link (or bind by name) to the interfaces of, the Work and Derivative Works thereof. "Contribution" shall mean any work of authorship, including the original version of the Work and any modifications or additions to that Work or Derivative Works thereof, that is intentionally submitted to Licensor for inclusion in the Work by the copyright owner or by an individual or Legal Entity authorized to submit on behalf of the copyright owner. For the purposes of this definition, "submitted" means any form of electronic, verbal, or written communication sent to the Licensor or its representatives, including but not limited to communication on electronic mailing lists, source code control systems, and issue tracking systems that are managed by, or on behalf of, the Licensor for the purpose of discussing and improving the Work, but excluding communication that is conspicuously marked or otherwise designated in writing by the copyright owner as "Not a Contribution." "Contributor" shall mean Licensor and any individual or Legal Entity on behalf of whom a Contribution has been received by Licensor and subsequently incorporated within the Work. 2. Grant of Copyright License. Subject to the terms and conditions of this License, each Contributor hereby grants to You a perpetual, worldwide, non-exclusive, no-charge, royalty-free, irrevocable copyright license to reproduce, prepare Derivative Works of, publicly display, publicly perform, sublicense, and distribute the Work and such Derivative Works in Source or Object form. 3. Grant of Patent License. Subject to the terms and conditions of this License, each Contributor hereby grants to You a perpetual, worldwide, non-exclusive, no-charge, royalty-free, irrevocable (except as stated in this section) patent license to make, have made, use, offer to sell, sell, import, and otherwise transfer the Work, where such license applies only to those patent claims licensable by such Contributor that are necessarily infringed by their Contribution(s) alone or by combination of their Contribution(s) with the Work to which such Contribution(s) was submitted. If You institute patent litigation against any entity (including a cross-claim or counterclaim in a lawsuit) alleging that the Work or a Contribution incorporated within the Work constitutes direct or contributory patent infringement, then any patent licenses granted to You under this License for that Work shall terminate as of the date such litigation is filed. 4. Redistribution. You may reproduce and distribute copies of the Work or Derivative Works thereof in any medium, with or without modifications, and in Source or Object form, provided that You meet the following conditions: (a) You must give any other recipients of the Work or Derivative Works a copy of this License; and (b) You must cause any modified files to carry prominent notices stating that You changed the files; and (c) You must retain, in the Source form of any Derivative Works that You distribute, all copyright, patent, trademark, and attribution notices from the Source form of the Work, excluding those notices that do not pertain to any part of the Derivative Works; and (d) If the Work includes a "NOTICE" text file as part of its distribution, then any Derivative Works that You distribute must include a readable copy of the attribution notices contained within such NOTICE file, excluding those notices that do not pertain to any part of the Derivative Works, in at least one of the following places: within a NOTICE text file distributed as part of the Derivative Works; within the Source form or documentation, if provided along with the Derivative Works; or, within a display generated by the Derivative Works, if and wherever such third-party notices normally appear. The contents of the NOTICE file are for informational purposes only and do not modify the License. You may add Your own attribution notices within Derivative Works that You distribute, alongside or as an addendum to the NOTICE text from the Work, provided that such additional attribution notices cannot be construed as modifying the License. You may add Your own copyright statement to Your modifications and may provide additional or different license terms and conditions for use, reproduction, or distribution of Your modifications, or for any such Derivative Works as a whole, provided Your use, reproduction, and distribution of the Work otherwise complies with the conditions stated in this License. 5. Submission of Contributions. Unless You explicitly state otherwise, any Contribution intentionally submitted for inclusion in the Work by You to the Licensor shall be under the terms and conditions of this License, without any additional terms or conditions. Notwithstanding the above, nothing herein shall supersede or modify the terms of any separate license agreement you may have executed with Licensor regarding such Contributions. 6. Trademarks. This License does not grant permission to use the trade names, trademarks, service marks, or product names of the Licensor, except as required for reasonable and customary use in describing the origin of the Work and reproducing the content of the NOTICE file. 7. Disclaimer of Warranty. Unless required by applicable law or agreed to in writing, Licensor provides the Work (and each Contributor provides its Contributions) on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied, including, without limitation, any warranties or conditions of TITLE, NON-INFRINGEMENT, MERCHANTABILITY, or FITNESS FOR A PARTICULAR PURPOSE. You are solely responsible for determining the appropriateness of using or redistributing the Work and assume any risks associated with Your exercise of permissions under this License. 8. Limitation of Liability. In no event and under no legal theory, whether in tort (including negligence), contract, or otherwise, unless required by applicable law (such as deliberate and grossly negligent acts) or agreed to in writing, shall any Contributor be liable to You for damages, including any direct, indirect, special, incidental, or consequential damages of any character arising as a result of this License or out of the use or inability to use the Work (including but not limited to damages for loss of goodwill, work stoppage, computer failure or malfunction, or any and all other commercial damages or losses), even if such Contributor has been advised of the possibility of such damages. 9. Accepting Warranty or Additional Liability. While redistributing the Work or Derivative Works thereof, You may choose to offer, and charge a fee for, acceptance of support, warranty, indemnity, or other liability obligations and/or rights consistent with this License. However, in accepting such obligations, You may act only on Your own behalf and on Your sole responsibility, not on behalf of any other Contributor, and only if You agree to indemnify, defend, and hold each Contributor harmless for any liability incurred by, or claims asserted against, such Contributor by reason of your accepting any such warranty or additional liability. END OF TERMS AND CONDITIONS APPENDIX: How to apply the Apache License to your work. To apply the Apache License to your work, attach the following boilerplate notice, with the fields enclosed by brackets "[]" replaced with your own identifying information. (Don't include the brackets!) The text should be enclosed in the appropriate comment syntax for the file format. We also recommend that a file or class name and description of purpose be included on the same "printed page" as the copyright notice for easier identification within third-party archives. Copyright [2021] [Li Dong Qi] Licensed under the Apache License, Version 2.0 (the "License"); you may not use this file except in compliance with the License. You may obtain a copy of the License at http://www.apache.org/licenses/LICENSE-2.0 Unless required by applicable law or agreed to in writing, software distributed under the License is distributed on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. See the License for the specific language governing permissions and limitations under the License. ================================================ FILE: packages/vue/README.md ================================================
logo

lucky-canvas 抽奖插件

一个基于 JavaScript 的跨平台 ( 大转盘 / 九宫格 / 老虎机 ) 抽奖插件

stars forks author license

|适配框架|npm包|最新版本|npm下载量|CDN使用量| | :-: | :-: | :-: | :-: | :-: | |`JS` / `JQ`|[lucky-canvas](https://100px.net/usage/js.html)|version|downloads|downloads| |`Vue2.x` / `Vue3.x`|[@lucky-canvas/vue](https://100px.net/usage/vue.html)|version|downloads|downloads| |`React`|[@lucky-canvas/react](https://100px.net/usage/react.html)|version|downloads|-| |`UniApp`|[@lucky-canvas/uni](https://100px.net/usage/uni.html)|version|downloads|-| |`Taro3.x`|[@lucky-canvas/taro](https://100px.net/usage/taro.html)|version|downloads|-| |`微信小程序`|[@lucky-canvas/mini](https://100px.net/usage/wx.html)|version|downloads|-|

## 在 vue2.x / vue3.x 中使用 - [跳转官网 查看详情](https://100px.net/usage/vue.html)
## 🙏🙏🙏 点个Star **如果您觉得这个项目还不错, 可以在 [Github](https://github.com/LuckDraw/lucky-canvas) 上面帮我点个`star`, 支持一下作者 ☜(ﾟヮﾟ☜)** ================================================ FILE: packages/vue/composition-api.js ================================================ if (window.Vue && Vue.version.slice(0, 2) === '2.') { !function(n,t){"object"==typeof exports&&"undefined"!=typeof module?t(exports,require("vue")):"function"==typeof define&&define.amd?define(["exports","vue"],t):t((n="undefined"!=typeof globalThis?globalThis:n||self).VueCompositionAPI={},n.Vue)}(this,(function(n,t){"use strict";function e(n){return n&&"object"==typeof n&&"default"in n?n:{default:n}}var r=e(t);function o(n){return"function"==typeof n&&/native code/.test(n.toString())}var i="undefined"!=typeof Symbol&&o(Symbol)&&"undefined"!=typeof Reflect&&o(Reflect.ownKeys),u=function(n){return n};function f(n,t,e){var r=e.get,o=e.set;Object.defineProperty(n,t,{enumerable:!0,configurable:!0,get:r||u,set:o||u})}function a(n,t,e,r){Object.defineProperty(n,t,{value:e,enumerable:!!r,writable:!0,configurable:!0})}function c(n,t){return Object.hasOwnProperty.call(n,t)}function l(n){return Array.isArray(n)}var s=Object.prototype.toString,v=function(n){return s.call(n)};function d(n){var t=parseFloat(String(n));return t>=0&&Math.floor(t)===t&&isFinite(n)&&t<=4294967295}function p(n){return null!==n&&"object"==typeof n}function _(n){return"[object Object]"===function(n){return Object.prototype.toString.call(n)}(n)}function y(n){return"function"==typeof n}function h(n,t){r.default.util.warn(n,t)} var b=function(n,t){return(b=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(n,t){n.__proto__=t}||function(n,t){for(var e in t)Object.prototype.hasOwnProperty.call(t,e)&&(n[e]=t[e])})(n,t)};var g,m=function(){return(m=Object.assign||function(n){for(var t,e=1,r=arguments.length;e=n.length&&(n=void 0),{value:n&&n[r++],done:!n}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")}function $(n,t){var e="function"==typeof Symbol&&n[Symbol.iterator];if(!e)return n;var r,o,i=e.call(n),u=[];try{for(;(void 0===t||t-- >0)&&!(r=i.next()).done;)u.push(r.value)}catch(n){o={error:n}}finally{try{r&&!r.done&&(e=i.return)&&e.call(i)}finally{if(o)throw o.error}}return u}function j(n,t){for(var e=0,r=t.length,o=n.length;e", "license": "Apache-2.0", "files": [ "dist", "types", "index.js" ], "scripts": { "dev": "rollup --config rollup.config.dev.js -w", "build": "rollup --config rollup.config.build.js", "switch:2": "vue-demi-switch 2 vue2", "switch:3": "vue-demi-switch 3" }, "homepage": "https://100px.net", "dependencies": { "@vue/composition-api": "^1.0.0", "lucky-canvas": "^1.7.23", "vue-demi": "^0.7.4" }, "peerDependencies": { "vue": "^2.0.0 || >=3.0.0-rc.0" }, "peerDependenciesMeta": { "@vue/composition-api": { "optional": true } }, "devDependencies": { "@rollup/plugin-commonjs": "^20.0.0", "@rollup/plugin-json": "^4.1.0", "@rollup/plugin-node-resolve": "^13.0.5", "@rollup/plugin-typescript": "^8.2.1", "@vue/compiler-sfc": "^3.0.11", "acorn-jsx": "^5.3.1", "postcss": "^8.2.8", "rollup": "^2.43.0", "rollup-plugin-delete": "^2.0.0", "rollup-plugin-dts": "^4.0.0", "rollup-plugin-postcss": "^4.0.0", "rollup-plugin-terser": "^7.0.2", "rollup-plugin-typescript2": "0.30.0", "typescript": "^4.2.3", "vue": "^3.0.11" } } ================================================ FILE: packages/vue/rollup.config.build.js ================================================ import ts from 'rollup-plugin-typescript2' import dts from 'rollup-plugin-dts' import commonjs from '@rollup/plugin-commonjs' import json from '@rollup/plugin-json' import resolve from '@rollup/plugin-node-resolve' import PostCSS from 'rollup-plugin-postcss' import del from 'rollup-plugin-delete' import { terser } from 'rollup-plugin-terser' import pkg from './package.json' export default [ { input: 'src/index.ts', output: [ { file: pkg.main, format: 'cjs', sourcemap: true, }, { file: pkg.module, format: 'esm', sourcemap: true, }, { file: pkg.jsdelivr, format: 'umd', name: 'VueLuckyCanvas', sourcemap: false, globals: { 'vue-demi': 'VueDemi', 'lucky-canvas': 'LuckyCanvas', }, }, ], plugins: [ ts(), json(), resolve(), commonjs(), PostCSS(), terser(), ], external: ['vue-demi'], }, { input: "dist/src/index.d.ts", output: [ { file: "types/index.d.ts", format: "es" } ], plugins: [ dts(), del({ targets: 'dist/src', hook: 'buildEnd' }) ], }, ] ================================================ FILE: packages/vue/rollup.config.dev.js ================================================ import ts from 'rollup-plugin-typescript2' import commonjs from '@rollup/plugin-commonjs' import json from '@rollup/plugin-json' import resolve from '@rollup/plugin-node-resolve' import PostCSS from 'rollup-plugin-postcss' import pkg from './package.json' export default [ { input: 'src/index.ts', output: [ { file: pkg.module, format: 'esm', sourcemap: true, }, { file: pkg.jsdelivr, format: 'umd', name: 'VueLuckyCanvas', sourcemap: true, globals: { 'vue-demi': 'VueDemi', 'lucky-canvas': 'LuckyCanvas', }, }, ], plugins: [ ts(), json(), resolve(), commonjs(), PostCSS(), ], external: ['vue-demi'], } ] ================================================ FILE: packages/vue/shims-vue.d.ts ================================================ declare module '*.vue' { import type { DefineComponent } from 'vue' const component: DefineComponent<{}, {}, any> export default component } declare module '*.json' { const value: { name: string version: string } export default value } ================================================ FILE: packages/vue/src/components/LuckyGrid.ts ================================================ import { defineComponent } from 'vue-demi' import { LuckyGrid } from 'lucky-canvas' import h from "../utils/h-demi" // @ts-ignore import { name, version } from '../../package.json' export default defineComponent({ name: 'LuckyGrid', props: { width: { type: [String, Number], }, height: { type: [String, Number], }, cols: { type: [String, Number], default: 3 }, rows: { type: [String, Number], default: 3 }, blocks: { type: Array, default: () => [] }, prizes: { type: Array, default: () => [] }, buttons: { type: Array, default: () => [] }, button: { // 老版本要兼容这个属性 type: Object }, defaultStyle: { type: Object, default: () => ({}) }, activeStyle: { type: Object, default: () => ({}) }, defaultConfig: { type: Object, default: () => ({}) }, }, emits: [ 'start', 'end', 'success', 'error', 'finally', ], watch: { cols (newData, oldData) { this.lucky && ((this.lucky as any).cols = newData) }, rows (newData, oldData) { this.lucky && ((this.lucky as any).rows = newData) }, blocks (newData, oldData) { this.lucky && ((this.lucky as any).blocks = newData) }, prizes (newData, oldData) { this.lucky && ((this.lucky as any).prizes = newData) }, buttons (newData, oldData) { this.lucky && ((this.lucky as any).buttons = newData) }, button (newData, oldData) { this.lucky && ((this.lucky as any).button = newData) }, }, data() { return { lucky: null as LuckyGrid | null, }; }, mounted () { // 添加版本信息到标签上, 方便定位版本问题 if (this.$refs.myLucky) { const dom = this.$refs.myLucky as HTMLDivElement dom.setAttribute('package', `${name}@${version}`) } // 开始创建组件 try { this.initLucky() this.$emit('success') } catch (err) { this.$emit('error', err) } finally { this.$emit('finally') } }, methods: { initLucky () { this.lucky = new LuckyGrid({ flag: 'WEB', width: String(this.width), height: String(this.height), divElement: this.$refs.myLucky as HTMLDivElement, rAF: window.requestAnimationFrame, setTimeout: window.setTimeout, setInterval: window.setInterval, clearTimeout: window.clearTimeout, clearInterval: window.clearInterval, }, { ...this.$props as any, start: (e, btn) => { this.$emit('start', e, btn) }, end: (prize) => { this.$emit('end', prize) }, }) }, init () { this.lucky && this.lucky.init() }, /** * play方法可以让抽奖开始旋转 */ play () { this.lucky?.play() }, /** * stop方法可以传递一个中奖索引, 来停止游戏 * @param index 中奖索引 */ stop (index?: number) { this.lucky?.stop(index) }, }, render() { return h('div', { ref: 'myLucky' }) } }) ================================================ FILE: packages/vue/src/components/LuckyWheel.ts ================================================ import { defineComponent } from 'vue-demi' import { LuckyWheel } from 'lucky-canvas' import h from "../utils/h-demi" // @ts-ignore import { name, version } from '../../package.json' export default defineComponent({ name: 'LuckyWheel', props: { width: { type: [String, Number], }, height: { type: [String, Number], }, blocks: { type: Array, default: () => [] }, prizes: { type: Array, default: () => [] }, buttons: { type: Array, default: () => [] }, defaultStyle: { type: Object, default: () => ({}) }, defaultConfig: { type: Object, default: () => ({}) } }, emits: [ 'start', 'end', 'success', 'error', 'finally', ], watch: { blocks (newData, oldData) { this.lucky && ((this.lucky as any).blocks = newData) }, prizes (newData, oldData) { this.lucky && ((this.lucky as any).prizes = newData) }, buttons (newData, oldData) { this.lucky && ((this.lucky as any).buttons = newData) }, }, data() { return { lucky: null as LuckyWheel | null, }; }, mounted () { // 添加版本信息到标签上, 方便定位版本问题 if (this.$refs.myLucky) { const dom = this.$refs.myLucky as HTMLDivElement dom.setAttribute('package', `${name}@${version}`) } // 开始创建组件 try { this.initLucky() this.$emit('success') } catch (err) { this.$emit('error', err) } finally { this.$emit('finally') } }, methods: { initLucky () { this.lucky = new LuckyWheel({ flag: 'WEB', width: String(this.width), height: String(this.height), divElement: this.$refs.myLucky as HTMLDivElement, rAF: window.requestAnimationFrame, setTimeout: window.setTimeout, setInterval: window.setInterval, clearTimeout: window.clearTimeout, clearInterval: window.clearInterval, }, { ...this.$props as any, start: (e) => { this.$emit('start', e) }, end: (prize) => { this.$emit('end', prize) }, }) }, init () { this.lucky && this.lucky.init() }, /** * play方法可以让抽奖开始旋转 */ play () { this.lucky?.play() }, /** * stop方法可以传递一个中奖索引, 来停止游戏 * @param index 中奖索引 */ stop (index?: number) { this.lucky?.stop(index) }, }, render() { return h('div', { ref: 'myLucky' }) } }) ================================================ FILE: packages/vue/src/components/SlotMachine.ts ================================================ import { defineComponent } from 'vue-demi' import { SlotMachine } from 'lucky-canvas' import h from "../utils/h-demi" // @ts-ignore import { name, version } from '../../package.json' export default defineComponent({ name: 'SlotMachine', props: { width: { type: [String, Number], }, height: { type: [String, Number], }, blocks: { type: Array, default: () => [] }, prizes: { type: Array, default: () => [] }, slots: { type: Array, default: () => [] }, defaultStyle: { type: Object, default: () => ({}) }, defaultConfig: { type: Object, default: () => ({}) }, }, watch: { blocks (newData, oldData) { this.lucky && ((this.lucky as any).blocks = newData) }, slots (newData, oldData) { this.lucky && ((this.lucky as any).slots = newData) }, prizes (newData, oldData) { this.lucky && ((this.lucky as any).prizes = newData) }, }, data() { return { lucky: null as SlotMachine | null, }; }, mounted () { // 添加版本信息到标签上, 方便定位版本问题 if (this.$refs.myLucky) { const dom = this.$refs.myLucky as HTMLDivElement dom.setAttribute('package', `${name}@${version}`) } // 开始创建组件 try { this.initLucky() this.$emit('success') } catch (err) { this.$emit('error', err) } finally { this.$emit('finally') } }, methods: { initLucky () { this.lucky = new SlotMachine({ flag: 'WEB', width: String(this.width), height: String(this.height), divElement: this.$refs.myLucky as HTMLDivElement, rAF: window.requestAnimationFrame, setTimeout: window.setTimeout, setInterval: window.setInterval, clearTimeout: window.clearTimeout, clearInterval: window.clearInterval, }, { ...this.$props as any, start: (e: Event) => { this.$emit('start', e) }, end: (btn) => { this.$emit('end', btn) }, }) }, init () { this.lucky && this.lucky.init() }, /** * play方法可以让抽奖开始旋转 */ play () { this.lucky?.play() }, /** * stop方法可以传递一个中奖索引, 来停止游戏 * @param index 中奖索引 */ stop (index: number) { this.lucky?.stop(index) }, }, render() { return h('div', { ref: 'myLucky' }) } }) ================================================ FILE: packages/vue/src/index.ts ================================================ import { isVue2 } from "vue-demi" import LuckyWheel from "./components/LuckyWheel" import LuckyGrid from "./components/LuckyGrid" import SlotMachine from "./components/SlotMachine" const install = (app: { component: Function }) => { app.component('LuckyWheel', LuckyWheel) app.component('LuckyGrid', LuckyGrid) app.component('SlotMachine', SlotMachine) } if (typeof window !== 'undefined' && (window as any).Vue && isVue2) { install((window as any).Vue) } export { install, LuckyWheel, LuckyGrid, SlotMachine } export default { install } ================================================ FILE: packages/vue/src/utils/h-demi.ts ================================================ // @ts-nocheck import { h as hDemi, isVue2 } from 'vue-demi' interface Options { props?: Object, domProps?: Object on?: Object } const adaptOnsV3 = (ons: Object) => { if (!ons) return null return Object.entries(ons).reduce((ret, [key, handler]) => { key = key.charAt(0).toUpperCase() + key.slice(1) key = `on${key}` return { ...ret, [key]: handler } }, {}) } const h = (type: String | Object, options: Options & any = {}, chidren?: any) => { if (isVue2) return hDemi(type, options, chidren) const { props, domProps, on, ...extraOptions } = options let ons = adaptOnsV3(on) const params = { ...extraOptions, ...props, ...domProps, ...ons } return hDemi(type, params, chidren) } const slot = (s, attrs?) => { if (typeof s == 'function') return s(attrs) return s } export { slot } export default h ================================================ FILE: packages/vue/tsconfig.json ================================================ { "compilerOptions": { "target": "ES5", "module": "ESNext", "strict": true, "jsx": "preserve", "importHelpers": true, "moduleResolution": "node", "removeComments": true, "skipLibCheck": false, "esModuleInterop": true, "allowSyntheticDefaultImports": true, "resolveJsonModule": true, "sourceMap": true, "baseUrl": ".", "declaration": true, "declarationDir": "./types", "outDir": "./dist", }, "include": [ "src/**/*.ts", "src/**/*.tsx", "src/**/*.vue", "shims-vue.d.ts", ], "exclude": [ "node_modules" ] } ================================================ FILE: packages/vue/types/index.d.ts ================================================ import * as vue_demi from 'vue-demi'; import { LuckyWheel, LuckyGrid, SlotMachine } from 'lucky-canvas'; declare const _default$3: vue_demi.DefineComponent<{ width: { type: (StringConstructor | NumberConstructor)[]; }; height: { type: (StringConstructor | NumberConstructor)[]; }; blocks: { type: ArrayConstructor; default: () => never[]; }; prizes: { type: ArrayConstructor; default: () => never[]; }; buttons: { type: ArrayConstructor; default: () => never[]; }; defaultStyle: { type: ObjectConstructor; default: () => {}; }; defaultConfig: { type: ObjectConstructor; default: () => {}; }; }, unknown, { lucky: LuckyWheel | null; }, {}, { initLucky(): void; init(): void; play(): void; stop(index?: number | undefined): void; }, vue_demi.ComponentOptionsMixin, vue_demi.ComponentOptionsMixin, ("start" | "end" | "success" | "error" | "finally")[], "start" | "end" | "success" | "error" | "finally", vue_demi.VNodeProps & vue_demi.AllowedComponentProps & vue_demi.ComponentCustomProps, Readonly<{ width?: unknown; height?: unknown; blocks?: unknown; prizes?: unknown; buttons?: unknown; defaultStyle?: unknown; defaultConfig?: unknown; } & { blocks: unknown[]; prizes: unknown[]; buttons: unknown[]; defaultStyle: Record; defaultConfig: Record; } & { width?: string | number | undefined; height?: string | number | undefined; }> & { onStart?: ((...args: any[]) => any) | undefined; onEnd?: ((...args: any[]) => any) | undefined; onSuccess?: ((...args: any[]) => any) | undefined; onError?: ((...args: any[]) => any) | undefined; onFinally?: ((...args: any[]) => any) | undefined; }, { blocks: unknown[]; prizes: unknown[]; buttons: unknown[]; defaultStyle: Record; defaultConfig: Record; }>; declare const _default$2: vue_demi.DefineComponent<{ width: { type: (StringConstructor | NumberConstructor)[]; }; height: { type: (StringConstructor | NumberConstructor)[]; }; cols: { type: (StringConstructor | NumberConstructor)[]; default: number; }; rows: { type: (StringConstructor | NumberConstructor)[]; default: number; }; blocks: { type: ArrayConstructor; default: () => never[]; }; prizes: { type: ArrayConstructor; default: () => never[]; }; buttons: { type: ArrayConstructor; default: () => never[]; }; button: { type: ObjectConstructor; }; defaultStyle: { type: ObjectConstructor; default: () => {}; }; activeStyle: { type: ObjectConstructor; default: () => {}; }; defaultConfig: { type: ObjectConstructor; default: () => {}; }; }, unknown, { lucky: LuckyGrid | null; }, {}, { initLucky(): void; init(): void; play(): void; stop(index?: number | undefined): void; }, vue_demi.ComponentOptionsMixin, vue_demi.ComponentOptionsMixin, ("start" | "end" | "success" | "error" | "finally")[], "start" | "end" | "success" | "error" | "finally", vue_demi.VNodeProps & vue_demi.AllowedComponentProps & vue_demi.ComponentCustomProps, Readonly<{ width?: unknown; height?: unknown; cols?: unknown; rows?: unknown; blocks?: unknown; prizes?: unknown; buttons?: unknown; button?: unknown; defaultStyle?: unknown; activeStyle?: unknown; defaultConfig?: unknown; } & { cols: string | number; rows: string | number; blocks: unknown[]; prizes: unknown[]; buttons: unknown[]; defaultStyle: Record; activeStyle: Record; defaultConfig: Record; } & { button?: Record | undefined; width?: string | number | undefined; height?: string | number | undefined; }> & { onStart?: ((...args: any[]) => any) | undefined; onEnd?: ((...args: any[]) => any) | undefined; onSuccess?: ((...args: any[]) => any) | undefined; onError?: ((...args: any[]) => any) | undefined; onFinally?: ((...args: any[]) => any) | undefined; }, { cols: string | number; rows: string | number; blocks: unknown[]; prizes: unknown[]; buttons: unknown[]; defaultStyle: Record; activeStyle: Record; defaultConfig: Record; }>; declare const _default$1: vue_demi.DefineComponent<{ width: { type: (StringConstructor | NumberConstructor)[]; }; height: { type: (StringConstructor | NumberConstructor)[]; }; blocks: { type: ArrayConstructor; default: () => never[]; }; prizes: { type: ArrayConstructor; default: () => never[]; }; slots: { type: ArrayConstructor; default: () => never[]; }; defaultStyle: { type: ObjectConstructor; default: () => {}; }; defaultConfig: { type: ObjectConstructor; default: () => {}; }; }, unknown, { lucky: SlotMachine | null; }, {}, { initLucky(): void; init(): void; play(): void; stop(index: number): void; }, vue_demi.ComponentOptionsMixin, vue_demi.ComponentOptionsMixin, Record, string, vue_demi.VNodeProps & vue_demi.AllowedComponentProps & vue_demi.ComponentCustomProps, Readonly<{ width?: unknown; height?: unknown; blocks?: unknown; prizes?: unknown; slots?: unknown; defaultStyle?: unknown; defaultConfig?: unknown; } & { blocks: unknown[]; slots: unknown[]; prizes: unknown[]; defaultStyle: Record; defaultConfig: Record; } & { width?: string | number | undefined; height?: string | number | undefined; }>, { blocks: unknown[]; slots: unknown[]; prizes: unknown[]; defaultStyle: Record; defaultConfig: Record; }>; declare const install: (app: { component: Function; }) => void; declare const _default: { install: (app: { component: Function; }) => void; }; export { _default$2 as LuckyGrid, _default$3 as LuckyWheel, _default$1 as SlotMachine, _default as default, install }; ================================================ FILE: packages/vue/vue-demi.js ================================================ ;(function (window) { if (window.VueDemi) { return } var VueDemi = {} var Vue = window.Vue if (Vue) { if (Vue.version.slice(0, 2) === '2.') { var VueCompositionAPI = window.VueCompositionAPI if (VueCompositionAPI) { for (var key in VueCompositionAPI) { VueDemi[key] = VueCompositionAPI[key] } VueDemi.isVue2 = true VueDemi.isVue3 = false VueDemi.install = function (){} VueDemi.Vue = Vue VueDemi.Vue2 = Vue VueDemi.version = Vue.version } else { console.error( '[vue-demi] no VueCompositionAPI instance found, please be sure to import `@vue/composition-api` before `vue-demi`.' ) } } else if (Vue.version.slice(0, 2) === '3.') { for (var key in Vue) { VueDemi[key] = Vue[key] } VueDemi.isVue2 = false VueDemi.isVue3 = true VueDemi.install = function (){} VueDemi.Vue = Vue VueDemi.Vue2 = undefined VueDemi.version = Vue.version VueDemi.set = function(target, key, val) { if (Array.isArray(target)) { target.length = Math.max(target.length, key) target.splice(key, 1, val) return val } target[key] = val return val } VueDemi.del = function(target, key) { if (Array.isArray(target)) { target.splice(key, 1) return } delete target[key] } } else { console.error('[vue-demi] Vue version ' + Vue.version + ' is unsupported.') } } else { console.error( '[vue-demi] no Vue instance found, please be sure to import `vue` before `vue-demi`.' ) } window.VueDemi = VueDemi })(window); ================================================ FILE: packages/vue/vue2.html ================================================ vue2.x
================================================ FILE: packages/vue/vue3.html ================================================ vue3.x