# js-excel-formula-tree **Repository Path**: az1978/js-excel-formula-tree ## Basic Information - **Project Name**: js-excel-formula-tree - **Description**: Render the Formula Dependency&Precedent relation as a tree diagram based on the SpreadJS component - **Primary Language**: JavaScript - **License**: MIT - **Default Branch**: main - **Homepage**: None - **GVP Project**: No ## Statistics - **Stars**: 2 - **Forks**: 1 - **Created**: 2021-09-14 - **Last Updated**: 2021-10-08 ## Categories & Tags **Categories**: excel-utils **Tags**: None ## README ## Introduction Render the Formula Dependency&Precedent relation as a tree diagram based on the SpreadJS component ## Screen-shot 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z777JYtW0ZH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%0Agg==) ## Online-Demo * [PureJS](https://demo.grapecity.com.cn/spreadjs/SpreadJSTutorial/features/calculation/formula-trace/get-precedent/purejs) * [Vue](https://demo.grapecity.com.cn/spreadjs/SpreadJSTutorial/features/calculation/formula-trace/get-precedent/vue) * [React](https://demo.grapecity.com.cn/spreadjs/SpreadJSTutorial/features/calculation/formula-trace/get-precedent/react) * [Angular](https://demo.grapecity.com.cn/spreadjs/SpreadJSTutorial/features/calculation/formula-trace/get-precedent/angular) ## To-Do items * Show the Dependency Tree * Click the Node to get active corresponding cell