Timeline Activity for Chapter 14

This activity will help you learn the correct historical sequence of major events and developments in this chapter. While it’s important to know the correct dates for historical events, it’s even more important to understand the sequence of related events.

Match the dates in the column on the left to the correct events in the dropdown on the right. When you finish, click the “submit” button to turn in your work.

Question

Reconstruction
1. 1863 wbCakJ4fgn70gzY9KhdPl7CZrECwMz4EGCcDvTxoDrEKsiZ3WpyVmwv6I8u9oY8ZIwytXG9ac5wpGO6HXS6JByd04Xst++MXAjFbTrzcAVSyNM6HQOppcG03A1o3sr/bqMSIf5STy/XoHfsYitPRJCE5khzNXPbl0SUAd+648Cs0pnXhzm5TiPNd73MskI2t7zuKxXtGlE3125G27LuCR3vmARAuzXD10aGSD5mUfb98PagmgQNvji1auaCfhZ4TaVoupzjUk0PsmMEJdZF6AlvGjdoJbSp7FF/TS5D+DtBYTeK5GQyKM7opKrkAKgRZZ9RmmdtFrF6Wc6B1ZQVbaktk99ISVEUlqjYPuTK/uIDJML0UOVPHcqRfoL3C/dLSbPaVng0QPf5bgtpgSLn/rxTML75oml/EOBAI/TIlNSOYS28XVXtSO/CoQOxpccqEUNEKpaG0fMIu+ZV+xkSyy/mte4MSHchHFKEmCMZvB8shHHwlGUctgrxks0DBR5nyOwGdOJKkvwCkhNcHDXluNcxchRffx2ZFLxRlTOWrySflXEAjsY0rEEpO+3PddfbO04GmPKZ3M61tLufUtjEdYJb26Cgp+51rn+8bYwbCCzxTHV0U9e3VH2O1bZ79r4EtbJYDL7+Cs9HGY7O6ziqqvVSpi8METk0Oai0e/YN8qdAQ73OdZKAzZUpxNgAdXDGD7pLJ9lt4E6J2yZPole5TwcSoVd8Ct2DHfhV8Ip94347Tz8UwQXtfHlntBDLcedFHL6kyoLDSPC06uCQOr+pplslsi41mjnoTaAHEX3mX9M8KX1HGfZW5JFfgXnQNZrQtVUFz3Q0AehO3XjTbj+7s72N/cc6ZvsJQ4m2CVb2U1mkhMDqR52VUrGYsLxbc9LqKCh53SASAm/xkNEQmcVR19/qTjBg=
2. 1865 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
3. 1866 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
4. 1867 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
5. 1868 v5rbNu3G47ePt7Hd0BHSQLznHggPR/VRk4ZpRgw3vw8HE3E4q4fUe86lXIVbb5oXZqvpnmb5H6EJ/R734C0H9VYChvdT+rg+lBtQQOQL18rvfKdcoZEgixrJflEjrpiVvrf/8tWVEOxTAUGZ712sk56FeCcKCD85+naXh90DBEctx/s4JuLkaCCSS7vHgpWMOOmtqOCjfVRGWTDlJEYRkgOv1MfXT1EfvF/4xLpZzkZUZk165ooNb5ElUEvXsO2urHCZUzJiRCQ4PU0MsnZRVsFryrSFyMd44V7uVRzR/khQzNU9OClg167Xf7XUysYjZUPGxQINZB1wa58P+ImnGZhveiloyajnsMwVov9aQUVi923o7SabLxE4D8vfnhskNT4VUwN8qPTxfS4GJbnF8W279e0hrFAQSLPQmjs5bD7flEq6NFA5X2QEFw/rQlyUjQCX+PmRiU4sgfB9fOfrkKlg51h5RQO/1vwSQgi12hxQNs73qZMH90ZuN8vyI2UtPkAiivc8AtTdUOgGg4DLWLyePBYRrvDt7NdAOn4TnuzUQpjLn063PXsAqDr6f8sPWkbN3kRBsoVThA7H9eBa08fIzmQemEiH/NJiWUDggCiTcgIeyL3kHFZ4L7UVmVrwykZmImBDaeBRCkx0MlJqQz+LvtuTbTlG+6XzuC6ghEIM611dZHY469aGvVuD/4YsBOwTdtunvc2Hb2YR8KC9jBcwvMDR/heDwxIqyQwT3VsQETXXp8YGYOhxoYUXH2OQP7tjTtOhwDcf/rapvmEGYaxK/ohltEi1s1a9eeFsyDuux7W+FMt5H54lfyUsY9nXlDog95CouZvsmYlav81fBgqO25i+PW7XA65h238rlE6VO3ZnG7NbZT3c/303lKo4pFdx2p9GWdUQyb741EFzUyFw8Ww=
6. 1869 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
7. 1870 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
8. 1875 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
9. 1877 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