{
  "mode": "teacher",
  "history": [
    {
      "type": "analysis",
      "data": {
        "readingLevel": {
          "range": "5th-7th Grade",
          "explanation": "The text maintains an accessible narrative style while introducing essential, complex historical vocabulary (e.g., 'secede,' 'plantations,' 'Confederacy,' 'Thirteenth Amendment,' 'Reconstruction Era'). Abstract concepts like economic dependence and political division are explained using clear analogies ('much like a great argument tearing a family in two'). Sentence structures are varied but generally manageable, suitable for upper elementary students (5th grade) who are building historical literacy, or for middle school students (6th-7th grade) requiring foundational review before deeper analysis."
        },
        "concepts": [
          "U.S. Civil War (1861–1865)",
          "Slavery as the Primary Cause",
          "Secession and States' Rights",
          "Union vs. Confederacy",
          "Abraham Lincoln and Jefferson Davis",
          "Plantation Economy (Cotton)",
          "Border States (Kentucky, Missouri)",
          "Appomattox Court House Surrender",
          "Ulysses S. Grant and Robert E. Lee",
          "Thirteenth Amendment (Abolition of Slavery)",
          "Southern Destruction and Economic Collapse",
          "Reconstruction Era Goals",
          "Challenges of Freedpeople"
        ],
        "accuracy": {
          "rating": "High",
          "reason": "The text is highly accurate. All major historical claims regarding the causes of the war (slavery), key leaders, the date and location of the surrender, the generous terms offered by Grant, the ratification of the Thirteenth Amendment, and the economic challenges of the post-war South and freedpeople are supported by verified historical evidence.",
          "discrepancies": [],
          "verifiedFacts": [
            "The main reason for the Civil War was the issue of slavery, driven by the use of enslaved people in the South [⁽¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGOHMIpSIr75VG295lpLQp-RIIykTyi4HwXIt34RSnFuU-Yfvqz8pkCKNzQbg7HLOBQkzaa5aIoVfMqxKZLXcdbRYRNLOYv9RbO_XiKv1vDvD7hQjQojFUcm5sqAwYSPA==), [⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHYYnHELh70Q-rwqhFCwp7eR_u3VdrBT0KAecX9MKZccSLbC3CJ2GiLFE_2UCj_RdomEiGzJfFnGYlw0pNY5zPZLdpoZt24ZLDxLGOrxJINSXlronsX7jJdDg2DyU8CElMGlrTnrjrx9oMI1e3I9Ck6HsCLWhzdU2R3M1tpWwmRJHNT4MgZUIw=), [⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhZ-y4dmlo_4RBk6HW8tZD-polQRnGI4B8LuMfvhZrudEvD660wJWpiszRf7m8E1VP-BKxxA85PLZxnFu6j7w4OqycyGNOGreA50XQAkoGN_kKlNrehZnZpQxssmW4ToYGlyR8-TpKkkYL), [⁽⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFQM4OGC3dKMLA2EdrrSvEaeTsoiWwBPpFc-3F69U18dyjNfFtq3aWLbSLBd3NYpqk1ibTJFLJnJM85xJN_E8qKE4L8V9b-3hAw1Kkn0AhbMHWSsHj7EVJdaTO4bSHrusgwFZJcnFArg5-ckmhBJhCNbPUu5s4CKF4iwZ8=).",
            "The Southern economy was heavily dependent on enslaved labor for cultivating crops like cotton on large plantations [⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhZ-y4dmlo_4RBk6HW8tZD-polQRnGI4B8LuMfvhZrudEvD660wJWpiszRf7m8E1VP-BKxxA85PLZxnFu6j7w4OqycyGNOGreA50XQAkoGN_kKlNrehZnZpQxssmW4ToYGlyR8-TpKkkYL), [⁽⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFQM4OGC3dKMLA2EdrrSvEaeTsoiWwBPpFc-3F69U18dyjNfFtq3aWLbSLBd3NYpqk1ibTJFLJnJM85xJN_E8qKE4L8V9b-3hAw1Kkn0AhbMHWSsHj7EVJdaTO4bSHrusgwFZJcnFArg5-ckmhBJhCNbPUu5s4CKF4iwZ8=), [⁽⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFvLbPs_8-PM4rBLHoOC4EXWDvkf_1kWBHM1dPGcj9DAiHZCyLMPzTbjKfrjKzYfnoGfb5YJJ8Qi6HnfNG-nk4qm2Yq9YKbmwqaAT2NohmkUsPqSCo2jUaFVHXeER7x__VItNDrzkL3FRvTosC7tOh2h51qkhk2qNMES8HqPrBKUaM8vqNbUfd9aHdQJIvv_5PeyWbD4o5a1IAqaBY6FCgQ), [⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGt8ViuRazKU1r353uxatD8RMGxpRt6J_CxJoZw15T_rClcFR2KYVg9Dj5lJkjam5sLIB_lp8yJi7eeLfvdupiiG3Hczv-JfgYPNUORnR7Kjuu4_auMXmfkz1186_xd5N8u46A8bFQ7_JfPld072CaPEQ==), [⁽⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQECymhGpMNhj8GI6uZfM6WZxDYipQWM6t1eiX1s2NI1VJPY5GeHzcruyVb7pnCC6R_4ypE4MB7rOZiUEO_-Ymbx_dLcVj94YzMicpDjw5Lx2khWIWZcn-bjxjJuxHaQ8G1X4xL7ZU_ThqVEy0uxPfxSYq53Gmg=).",
            "Eleven southern states seceded to form the Confederate States of America (Confederacy), including South Carolina, Mississippi, Florida, and Texas [⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGt8ViuRazKU1r353uxatD8RMGxpRt6J_CxJoZw15T_rClcFR2KYVg9Dj5lJkjam5sLIB_lp8yJi7eeLfvdupiiG3Hczv-JfgYPNUORnR7Kjuu4_auMXmfkz1186_xd5N8u46A8bFQ7_JfPld072CaPEQ==), [⁽⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQECymhGpMNhj8GI6uZfM6WZxDYipQWM6t1eiX1s2NI1VJPY5GeHzcruyVb7pnCC6R_4ypE4MB7rOZiUEO_-Ymbx_dLcVj94YzMicpDjw5Lx2khWIWZcn-bjxjJuxHaQ8G1X4xL7ZU_ThqVEy0uxPfxSYq53Gmg=), [⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHzCYOsoXSLO9tNwlPWewWKZ-ojGxpjPSKc7-GYyN9HLeIjbVp1DsrMrg-J0EBM8A_EL6N22REpOlRuviCqZSmQuoWHr8TiC7yYLuxrNWM_T7p2jGjjlngom_lg908TexrTURSOhz2WcQ==), [⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFoZwOf4Jx2B9Yg2NBqxrsFauVoNOhvPaJUBaiMrlRbbSy3yLeO_WxKE3GUMAV7Q5OPa_lal4TspX16SgTVCm6Dz8p1ViiZX7Oo8eC0NnkkiMLsDeHBfgERae9Pf47GdA885D1zoTgcDwsBFdEHmv8=), [⁽¹⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFYxZ7XOptWjHb_ZlRcOa3laBRoQJYwwae-VCGoCVt9ekjBdgEkdT2k1X3otNK7IR_zsC1gejn8jcjyrcBv3y5UFRoCF8bNRHp_mphPUrpTyFlgW_ntUpL9dHVkO3cuTMPsChsQdLqamUM5e3RTpD8O-HqRmGlpuzLh).",
            "The Union was led by President Abraham Lincoln [⁽¹¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEQpC8Zn-3WFrHDyIIy03f-yvDc5Dbj6tEb8ex6eKOcKSgp6OY9z3bsS91zzSXEGIo0CtGLq8oPfXSO7rkH1Z0MQVSRqGzl_CttXZA6dE7_Cp3l9Jx7vcbIaA3CsTaDLfd-maG1ZACccw==), [⁽¹²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGHp1Lk9qKmwgR9vDi6l-ZeNCgDirKuTAbplFx3hQWESxqjNtW6K0K47yNEny-IjH_naRzpXsG5hrv3nM8s6ijT3Thu1-WoAHSmI8KvScdi-zguTkha815YKxpumxqzo2Fg4xrQEK1QDqYfakxr6k-mb6mR6z2l), [⁽¹³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEoniS3PzwCUVQ28WRih2K883m5K-HQ7_Cs0Krd1xTRHcnwfIqLsnT_8Fm4rr4nulH-rSzYV3xmEDagYxRbxjXYDKNPisEFKE5uH9BO3k4C1_ooivtKBMZwOnnr00j6U6SB94F2NlWE5S_oyvUY9QCq8-bo5AKuHRW-EFs=), [⁽¹⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFsX5kfw958gxSLtc8NwQ583Em7yqLUBDD8mm6WMJoReGcmAa89rIB3g6pHlxJWNPBWvlCLZK_h-qOGR_s6PAYdYcxyjkzBnSIC12Tw-5aTC4-ybGI1x45WgymXNlznfXSmHtGhz_lnaaKwLW52ivp0lxb0Jjqi2hNhksTZE8wPe3pI36IV_naEeWqTrUbVEcXq), [⁽¹⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGbychkEq7rv3jCJzBW91Joo0SkA-0QydolvBqToQAXDyzG_8ce-sHgPb0kdfMkd8n6VHT-RcGxGlCLjMUED7MiDU9Hku5ylshhGOnAHtGISWpVKY-CIZO8px68yyYmzQ4LqVWu-XTsNPl-YCLPH1DEXbZ2); the Confederacy was led by President Jefferson Davis [⁽¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGOHMIpSIr75VG295lpLQp-RIIykTyi4HwXIt34RSnFuU-Yfvqz8pkCKNzQbg7HLOBQkzaa5aIoVfMqxKZLXcdbRYRNLOYv9RbO_XiKv1vDvD7hQjQojFUcm5sqAwYSPA==), [⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHYYnHELh70Q-rwqhFCwp7eR_u3VdrBT0KAecX9MKZccSLbC3CJ2GiLFE_2UCj_RdomEiGzJfFnGYlw0pNY5zPZLdpoZt24ZLDxLGOrxJINSXlronsX7jJdDg2DyU8CElMGlrTnrjrx9oMI1e3I9Ck6HsCLWhzdU2R3M1tpWwmRJHNT4MgZUIw=), [⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHzCYOsoXSLO9tNwlPWewWKZ-ojGxpjPSKc7-GYyN9HLeIjbVp1DsrMrg-J0EBM8A_EL6N22REpOlRuviCqZSmQuoWHr8TiC7yYLuxrNWM_T7p2jGjjlngom_lg908TexrTURSOhz2WcQ==), [⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFoZwOf4Jx2B9Yg2NBqxrsFauVoNOhvPaJUBaiMrlRbbSy3yLeO_WxKE3GUMAV7Q5OPa_lal4TspX16SgTVCm6Dz8p1ViiZX7Oo8eC0NnkkiMLsDeHBfgERae9Pf47GdA885D1zoTgcDwsBFdEHmv8=), [⁽¹⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFYxZ7XOptWjHb_ZlRcOa3laBRoQJYwwae-VCGoCVt9ekjBdgEkdT2k1X3otNK7IR_zsC1gejn8jcjyrcBv3y5UFRoCF8bNRHp_mphPUrpTyFlgW_ntUpL9dHVkO3cuTMPsChsQdLqamUM5e3RTpD8O-HqRmGlpuzLh).",
            "Confederate General Robert E. Lee surrendered to Union General Ulysses S. Grant on April 9, 1865, at Appomattox Court House in Virginia [⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFkx597i_iPGNuLEvSzFziG5rhilowez56XrQ3O3I1mInm5STZR0bpvGaAEqGniEx1fhjIjDWt6eiF2SYNt4eQLdTu0s5VwKweH_2_y7frxqjLDWL1apDjLW9bOrdKVScCEHPzi96K6LycHfdHvtFrQkBCRKAu-9vdK4yz-zDpa8Xf23Lf3vSL0o-2-7BIC), [⁽¹⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGShXyDRJS0vmLxFVA1QDlB3nHk6tBd3XZi1V7WgnRp1A17UxrDq0rKI4FWTyESv3sYBJBp2ZS16hGB2LWtIbE67ogYawL6T89YkQhjQIpNwNqZ2Pq08FqDFVNQ-mP7l7y_ppDEbkoLuv2m6E0LfIAHXFhvuCOA2AUqCqZy9q43H9Il7VW4), [⁽¹⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFaAoB0IEms_fai15KDTs1LPy05Ajp-GWM5Y0R5zvDU8NT9umPCBfSGL3Je0zW8q2XVXgzz0_Y1qHKZIdkIIz57ljm0aldvzNF1qnyRVcycbQLkTC8ySJmjpgSOY1HgE1OGiYRptTU4SsaayN6Jqa6aDmNOMy9iDqh1FxXgAdCoCtWIuBZHjJfhpAD5nfCMuTHWmuEIdhbcE8CowRndFrYe), [⁽¹⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEAQEpDea2JGFTFnve-KxOdk6msN9oBNP4EsNL5QdnALfbmJIOFe6evMx2tVrK78pvcnkU_v9G4jx8UREneAux-iVvMg93PrCX5q0eY6He4VdlrMR0ZWw3MB5SNDimIcjbTKDPYoPumlVhmqT5STOxeraPq9OHhbPpy4g==).",
            "Grant offered generous surrender terms, allowing soldiers to keep horses/mules for farming and officers to keep their sidearms [⁽²⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGbS5pmDfTdx9zRAA1iP4jL-Tjxv298jhIX394-Q88ErsjWYG9NrY_Vph51Bax66DNmIxZKE-QFwl5kB-kN1k3cXExmnhTrqKuqWra1uMb2a1CxnM1BMS5zoRs_TGe4q_DWdnxPfCt4yD6NBjmW8GahWJJ6gjnK0A_wWOsftMqjerg=), [⁽²¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQESUGYEJr1YTm8uKCJajaPX6UrzvXhgExSTMERvycuN-P8ZZ91a-Zf5i0MpjiMfU97wTvVM-sXZ79-o9SrSGK-ciNuxvqXDjMhg3dYIiM_jLnPE1lane3oVxmUxx0uOst_WtntpjWMdiWFko35bGbq2iSzV_quLPh-Ud2Mj5ZQwJtOOy1iaHFeAGQ==), [⁽²²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEN9avLn0cm4h1dQF5lvyOQLwnFhjajdkljgK3k0yhpsN1e5Su7ZJowPaI600P0qNybZl7UZifUWAL4UWEoMTChN9-H0VAL058GeC_lincGYQWQwg-Qa1SAEJCs6VUsVMPZ6KNTofB2KaQOTUyWCH1s_c_a0Haqmfu2u6XciMed).",
            "Mary Todd Lincoln (President Lincoln's wife) was from the border state of Kentucky and had relatives who served in the Confederate army, including three brothers who fought for the Confederacy [⁽²³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG8tRkCj00KMGGmfkdZj-YiQgqaKAjoyJj607UUkNZj5HlLJvFciPs1trp9bo60cc3Phbg982AddI12rIpRZK8zTu-lpqZnA4C--zeq7bVGSgry4EHJId_uz7t52qhXG6W9qlLgrt1fFd-NG9OXtBH9vwhXUf53tbsWfONEIbUMw1K6mM-4UTo-5Eh0-A==), [⁽²⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFRkpGV5zbdGNtQ6CYxukQZUGBZNM0S3ujgMx3PWW2I-YONJN-HZH78YPcEq9CUwhiRKflBUFCsjXuYJBP0nWFri8taTuDQk28BQsiIm-qYtvTXVu5_RyrPLwdyNyaMWf5aaZYrRli5tnU9HbjZWNGD9F0O0-Qzn5Dwwg==), [⁽²⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFDxEmmi-uiW3LktH9ZiocUskg6Yw9ap5J4dmx6cUGNyNx5AEDfpbyDwPQhk1A2sQTyZKcmd8-iMWsb4Vv3MvcQ8SmgkrdHL9OqF8qDR7nOclHRadkh-om6f6wOj398Nbp6xjkCTfaA2EqaeQQnowlJc5CP9w4fq9rtkVFAk90mNrJjpjTRCcuGeJI=).",
            "The Thirteenth Amendment, which officially abolished slavery across the entire United States, was ratified in December 1865 [⁽²⁶⁾](https://www.google.com/search?q=time+in+Shoalhaven+City+Council,+AU).",
            "The Civil War resulted in massive damage across the South, including destroyed cities, infrastructure (roads/railroads), and the collapse of Confederate banks [⁽²⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHHXXxZPDSRx32eCOkvPIdaKjsW2ziYMY-VcG0RHBPmrLVcv6ajzpiCTDdLJ2drmxPxjzSyRo6F3V13QEQbRqk0gtru-J54ZyYbojwoD36JRijcWAiCKIwOmkBmh7sSa5ieHTtV0SwBBuYM1hiqBbf4jS-CBSymb8hbChj6CWn_asZi7ZMDfCXHTwzYzXLy5PXNtplMJ1dwDApR), [⁽²⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGFoeP4TY2-IcZIPGfAKuXvvwPQOnpTyeuqtEqJSaU0uDQDpyXc6saczOgZDFyu8qMweTy4PHoEurdE-QI-D1H5sSdCm_-Jn2PN9kxnXBaVrfx-3kAhq59FjVxjWuIPxxpkXOmnB9mr_v43yMl77Tj0YgUwpdKfEGthn7Y=), [⁽²⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEcSAX1AzbssDSBhdEvWpjBYNva03xnjPX32lvhA7VNROeoGA3Tz3aDXXpOduJX9oIUqt8raH8cyWN8AmpOuF4v82tt6RwnHuBN-mOGAsO8hS_WjO_RODKRZ9A0NlU7xwNnMSGNNw4-pGq8_rmJC0ErbUOyUHN9iYTcapY=), [⁽³⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF91-PSQNK7BE33NHiD2qBYa8fPvbFRSZKJnlk9LHx-TwqppP38bc6uYzvG8_vq6H8A1H-rAl79XNE0GMXKHBD5PWuU47Tb7NXcPUCXTAXJ7peMn6FO5yc7QiOhh9wkqjfIxxUGXX_89Z60d7Mb4K312tJAwXpjxp-LZnFHv07KhUo2xEgK), [⁽³¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQERh_9S2LHuL7cNjUldWs01b0UtCEnLHpLcoBCaZ0atQB3PoaEmQ3pyMpxWnbKjuss_yHy8GKwH7HmwZIHKhsXoDuGenG-hkIhVS0LFVNWRbjxPboXHGiX1pY1JlU5HHAL7WXa43qw1KNoXkE9nnF1zsdyYp1MmzkwUfThW2NKLRQPoz0hVH0HO3H-L92Svl4HL), [⁽³²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHmLRE5Jfkc_4imilJfeKs9QKWrExknnwkmh5fArFsgkCfQUwivyj-RfuLwnMx3hAZ_eJhbAMJQc7u9LcRsVGxaQs9hZuVu-fZkbGSm0ykOTbST6WqQmRBZyLvraIv0rZnYDLvmXx9196XPEs2iztyfBUaf5h0sqsWAHGsyGzlM9-vslFXUQYQf7cOZ8Pf6), [⁽³³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHZrcpV1ocmSvhmjHQ1eB4YYDB4BoAbTkPj1AI4TGMGjUWv_shY9fwoVKT6gAogoVkftJ9RlHY4xXEfW56krgv6jtUD5YdnCwl4enNcvyahjmDBQvt-dNpf2L8oct_pU4g8QVyERkFu4NL0Dz_fhM9PZE2Yq-bTU_STZQI=).",
            "Newly freed African Americans (freedpeople) faced severe economic hardship and lacked education, housing, and capital, having been denied these under slavery [⁽³⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGJYYOPIc10dPWLFdjjrCQzUSVgCnysehE8nkw38Gl3x6fDt1c8hTJvUaxB9IQBauhFDi3AQpYHLiEoJB1qu_40kJfqEfRUx6f5jwQjfB2Y-pOhJFgN5yG0gPzuC8WS9z-GEv31ssahrFF6x3LHN7H10Vg=), [⁽³⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGz0srYT9AgZnQB59YWPHNWTDNHFzX-nTAcbFvfV1HgDhnGc3UQMDNF2n3cFo5WYrLmWUmezU0XWUsM1jCBUC1CkWWDLprRdra-jxehZ7BE3fBwLmPiUwe3pwyqEkLifcEiEn9wjN8FXWYe-6bumwCcJaX_cHMD9xMuORwvnDJpLiLczPH4ZYooJg3AtKnU), [⁽³⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQESf26Sj5Mc9UT5-4GAlrYd2_E3qT5J61TmNBn_o7kQ9kVXncJ8UZk_UmvmO_GwEWbVgoib1taLalHHRRzCmTBYqs_bYoxU9KhJV8b8alBla0LRplatTFnvg49wloBYqZLzkkenDsIEyOxJBu69e5QW2N7_r_WrhjhuWPE3PORWT4KT6NW3cdWBzx3Afy8s).",
            "The primary goals of the Reconstruction Era included the political reintegration of the Southern states, physical rebuilding, and establishing a new social structure for the newly freed citizens [⁽²⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHHXXxZPDSRx32eCOkvPIdaKjsW2ziYMY-VcG0RHBPmrLVcv6ajzpiCTDdLJ2drmxPxjzSyRo6F3V13QEQbRqk0gtru-J54ZyYbojwoD36JRijcWAiCKIwOmkBmh7sSa5ieHTtV0SwBBuYM1hiqBbf4jS-CBSymb8hbChj6CWn_asZi7ZMDfCXHTwzYzXLy5PXNtplMJ1dwDApR), [⁽³⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQESf26Sj5Mc9UT5-4GAlrYd2_E3qT5J61TmNBn_o7kQ9kVXncJ8UZk_UmvmO_GwEWbVgoib1taLalHHRRzCmTBYqs_bYoxU9KhJV8b8alBla0LRplatTFnvg49wloBYqZLzkkenDsIEyOxJBu69e5QW2N7_r_WrhjhuWPE3PORWT4KT6NW3cdWBzx3Afy8s), [⁽³⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFK5mZ5WtalGTNzrOq11MKC8dnJDufT-SBdruoXG1MDshJGukYnhc8m9kqQ1nq7iEpd0jYgfVxbRNAFPFe922iBpC_GWd1DaJ-i9H5QjdCX_ih8rkEuuVq8HjPhd8wn8DmtCOXPC74onP6pnmPyLQ3_LDSmhMJe8Rt0VAZtKKehiDUOsShm7AJrU-5jbk0kkgMjCl-Lq30vtk7AvGAOkg==)."
          ],
          "citations": "\n\n### Accuracy Check References\n1. [loc.gov](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGOHMIpSIr75VG295lpLQp-RIIykTyi4HwXIt34RSnFuU-Yfvqz8pkCKNzQbg7HLOBQkzaa5aIoVfMqxKZLXcdbRYRNLOYv9RbO_XiKv1vDvD7hQjQojFUcm5sqAwYSPA==)\n2. [senate.gov](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHYYnHELh70Q-rwqhFCwp7eR_u3VdrBT0KAecX9MKZccSLbC3CJ2GiLFE_2UCj_RdomEiGzJfFnGYlw0pNY5zPZLdpoZt24ZLDxLGOrxJINSXlronsX7jJdDg2DyU8CElMGlrTnrjrx9oMI1e3I9Ck6HsCLWhzdU2R3M1tpWwmRJHNT4MgZUIw=)\n3. [globalyceum.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhZ-y4dmlo_4RBk6HW8tZD-polQRnGI4B8LuMfvhZrudEvD660wJWpiszRf7m8E1VP-BKxxA85PLZxnFu6j7w4OqycyGNOGreA50XQAkoGN_kKlNrehZnZpQxssmW4ToYGlyR8-TpKkkYL)\n4. [nps.gov](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFQM4OGC3dKMLA2EdrrSvEaeTsoiWwBPpFc-3F69U18dyjNfFtq3aWLbSLBd3NYpqk1ibTJFLJnJM85xJN_E8qKE4L8V9b-3hAw1Kkn0AhbMHWSsHj7EVJdaTO4bSHrusgwFZJcnFArg5-ckmhBJhCNbPUu5s4CKF4iwZ8=)\n5. [pbs.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFvLbPs_8-PM4rBLHoOC4EXWDvkf_1kWBHM1dPGcj9DAiHZCyLMPzTbjKfrjKzYfnoGfb5YJJ8Qi6HnfNG-nk4qm2Yq9YKbmwqaAT2NohmkUsPqSCo2jUaFVHXeER7x__VItNDrzkL3FRvTosC7tOh2h51qkhk2qNMES8HqPrBKUaM8vqNbUfd9aHdQJIvv_5PeyWbD4o5a1IAqaBY6FCgQ)\n6. [cuny.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGt8ViuRazKU1r353uxatD8RMGxpRt6J_CxJoZw15T_rClcFR2KYVg9Dj5lJkjam5sLIB_lp8yJi7eeLfvdupiiG3Hczv-JfgYPNUORnR7Kjuu4_auMXmfkz1186_xd5N8u46A8bFQ7_JfPld072CaPEQ==)\n7. [americanyawp.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQECymhGpMNhj8GI6uZfM6WZxDYipQWM6t1eiX1s2NI1VJPY5GeHzcruyVb7pnCC6R_4ypE4MB7rOZiUEO_-Ymbx_dLcVj94YzMicpDjw5Lx2khWIWZcn-bjxjJuxHaQ8G1X4xL7ZU_ThqVEy0uxPfxSYq53Gmg=)\n8. [wikipedia.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHzCYOsoXSLO9tNwlPWewWKZ-ojGxpjPSKc7-GYyN9HLeIjbVp1DsrMrg-J0EBM8A_EL6N22REpOlRuviCqZSmQuoWHr8TiC7yYLuxrNWM_T7p2jGjjlngom_lg908TexrTURSOhz2WcQ==)\n9. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFoZwOf4Jx2B9Yg2NBqxrsFauVoNOhvPaJUBaiMrlRbbSy3yLeO_WxKE3GUMAV7Q5OPa_lal4TspX16SgTVCm6Dz8p1ViiZX7Oo8eC0NnkkiMLsDeHBfgERae9Pf47GdA885D1zoTgcDwsBFdEHmv8=)\n10. [battlefields.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFYxZ7XOptWjHb_ZlRcOa3laBRoQJYwwae-VCGoCVt9ekjBdgEkdT2k1X3otNK7IR_zsC1gejn8jcjyrcBv3y5UFRoCF8bNRHp_mphPUrpTyFlgW_ntUpL9dHVkO3cuTMPsChsQdLqamUM5e3RTpD8O-HqRmGlpuzLh)\n11. [wikipedia.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEQpC8Zn-3WFrHDyIIy03f-yvDc5Dbj6tEb8ex6eKOcKSgp6OY9z3bsS91zzSXEGIo0CtGLq8oPfXSO7rkH1Z0MQVSRqGzl_CttXZA6dE7_Cp3l9Jx7vcbIaA3CsTaDLfd-maG1ZACccw==)\n12. [wikipedia.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGHp1Lk9qKmwgR9vDi6l-ZeNCgDirKuTAbplFx3hQWESxqjNtW6K0K47yNEny-IjH_naRzpXsG5hrv3nM8s6ijT3Thu1-WoAHSmI8KvScdi-zguTkha815YKxpumxqzo2Fg4xrQEK1QDqYfakxr6k-mb6mR6z2l)\n13. [mnhs.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEoniS3PzwCUVQ28WRih2K883m5K-HQ7_Cs0Krd1xTRHcnwfIqLsnT_8Fm4rr4nulH-rSzYV3xmEDagYxRbxjXYDKNPisEFKE5uH9BO3k4C1_ooivtKBMZwOnnr00j6U6SB94F2NlWE5S_oyvUY9QCq8-bo5AKuHRW-EFs=)\n14. [jackmillercenter.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFsX5kfw958gxSLtc8NwQ583Em7yqLUBDD8mm6WMJoReGcmAa89rIB3g6pHlxJWNPBWvlCLZK_h-qOGR_s6PAYdYcxyjkzBnSIC12Tw-5aTC4-ybGI1x45WgymXNlznfXSmHtGhz_lnaaKwLW52ivp0lxb0Jjqi2hNhksTZE8wPe3pI36IV_naEeWqTrUbVEcXq)\n15. [millercenter.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGbychkEq7rv3jCJzBW91Joo0SkA-0QydolvBqToQAXDyzG_8ce-sHgPb0kdfMkd8n6VHT-RcGxGlCLjMUED7MiDU9Hku5ylshhGOnAHtGISWpVKY-CIZO8px68yyYmzQ4LqVWu-XTsNPl-YCLPH1DEXbZ2)\n16. [battlefields.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFkx597i_iPGNuLEvSzFziG5rhilowez56XrQ3O3I1mInm5STZR0bpvGaAEqGniEx1fhjIjDWt6eiF2SYNt4eQLdTu0s5VwKweH_2_y7frxqjLDWL1apDjLW9bOrdKVScCEHPzi96K6LycHfdHvtFrQkBCRKAu-9vdK4yz-zDpa8Xf23Lf3vSL0o-2-7BIC)\n17. [history.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGShXyDRJS0vmLxFVA1QDlB3nHk6tBd3XZi1V7WgnRp1A17UxrDq0rKI4FWTyESv3sYBJBp2ZS16hGB2LWtIbE67ogYawL6T89YkQhjQIpNwNqZ2Pq08FqDFVNQ-mP7l7y_ppDEbkoLuv2m6E0LfIAHXFhvuCOA2AUqCqZy9q43H9Il7VW4)\n18. [yazooherald.net](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFaAoB0IEms_fai15KDTs1LPy05Ajp-GWM5Y0R5zvDU8NT9umPCBfSGL3Je0zW8q2XVXgzz0_Y1qHKZIdkIIz57ljm0aldvzNF1qnyRVcycbQLkTC8ySJmjpgSOY1HgE1OGiYRptTU4SsaayN6Jqa6aDmNOMy9iDqh1FxXgAdCoCtWIuBZHjJfhpAD5nfCMuTHWmuEIdhbcE8CowRndFrYe)\n19. [constitutioncenter.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEAQEpDea2JGFTFnve-KxOdk6msN9oBNP4EsNL5QdnALfbmJIOFe6evMx2tVrK78pvcnkU_v9G4jx8UREneAux-iVvMg93PrCX5q0eY6He4VdlrMR0ZWw3MB5SNDimIcjbTKDPYoPumlVhmqT5STOxeraPq9OHhbPpy4g==)\n20. [nps.gov](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGbS5pmDfTdx9zRAA1iP4jL-Tjxv298jhIX394-Q88ErsjWYG9NrY_Vph51Bax66DNmIxZKE-QFwl5kB-kN1k3cXExmnhTrqKuqWra1uMb2a1CxnM1BMS5zoRs_TGe4q_DWdnxPfCt4yD6NBjmW8GahWJJ6gjnK0A_wWOsftMqjerg=)\n21. [archives.gov](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQESUGYEJr1YTm8uKCJajaPX6UrzvXhgExSTMERvycuN-P8ZZ91a-Zf5i0MpjiMfU97wTvVM-sXZ79-o9SrSGK-ciNuxvqXDjMhg3dYIiM_jLnPE1lane3oVxmUxx0uOst_WtntpjWMdiWFko35bGbq2iSzV_quLPh-Ud2Mj5ZQwJtOOy1iaHFeAGQ==)\n22. [nps.gov](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEN9avLn0cm4h1dQF5lvyOQLwnFhjajdkljgK3k0yhpsN1e5Su7ZJowPaI600P0qNybZl7UZifUWAL4UWEoMTChN9-H0VAL058GeC_lincGYQWQwg-Qa1SAEJCs6VUsVMPZ6KNTofB2KaQOTUyWCH1s_c_a0Haqmfu2u6XciMed)\n23. [seekingthetimelessanchor.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG8tRkCj00KMGGmfkdZj-YiQgqaKAjoyJj607UUkNZj5HlLJvFciPs1trp9bo60cc3Phbg982AddI12rIpRZK8zTu-lpqZnA4C--zeq7bVGSgry4EHJId_uz7t52qhXG6W9qlLgrt1fFd-NG9OXtBH9vwhXUf53tbsWfONEIbUMw1K6mM-4UTo-5Eh0-A==)\n24. [battlefields.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFRkpGV5zbdGNtQ6CYxukQZUGBZNM0S3ujgMx3PWW2I-YONJN-HZH78YPcEq9CUwhiRKflBUFCsjXuYJBP0nWFri8taTuDQk28BQsiIm-qYtvTXVu5_RyrPLwdyNyaMWf5aaZYrRli5tnU9HbjZWNGD9F0O0-Qzn5Dwwg==)\n25. [acwrt.org.uk](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFDxEmmi-uiW3LktH9ZiocUskg6Yw9ap5J4dmx6cUGNyNx5AEDfpbyDwPQhk1A2sQTyZKcmd8-iMWsb4Vv3MvcQ8SmgkrdHL9OqF8qDR7nOclHRadkh-om6f6wOj398Nbp6xjkCTfaA2EqaeQQnowlJc5CP9w4fq9rtkVFAk90mNrJjpjTRCcuGeJI=)\n26. [Current time information in Shoalhaven City Council, AU.](https://www.google.com/search?q=time+in+Shoalhaven+City+Council,+AU)\n27. [pbs.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHHXXxZPDSRx32eCOkvPIdaKjsW2ziYMY-VcG0RHBPmrLVcv6ajzpiCTDdLJ2drmxPxjzSyRo6F3V13QEQbRqk0gtru-J54ZyYbojwoD36JRijcWAiCKIwOmkBmh7sSa5ieHTtV0SwBBuYM1hiqBbf4jS-CBSymb8hbChj6CWn_asZi7ZMDfCXHTwzYzXLy5PXNtplMJ1dwDApR)\n28. [historyforkids.net](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGFoeP4TY2-IcZIPGfAKuXvvwPQOnpTyeuqtEqJSaU0uDQDpyXc6saczOgZDFyu8qMweTy4PHoEurdE-QI-D1H5sSdCm_-Jn2PN9kxnXBaVrfx-3kAhq59FjVxjWuIPxxpkXOmnB9mr_v43yMl77Tj0YgUwpdKfEGthn7Y=)\n29. [study.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEcSAX1AzbssDSBhdEvWpjBYNva03xnjPX32lvhA7VNROeoGA3Tz3aDXXpOduJX9oIUqt8raH8cyWN8AmpOuF4v82tt6RwnHuBN-mOGAsO8hS_WjO_RODKRZ9A0NlU7xwNnMSGNNw4-pGq8_rmJC0ErbUOyUHN9iYTcapY=)\n30. [wikipedia.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF91-PSQNK7BE33NHiD2qBYa8fPvbFRSZKJnlk9LHx-TwqppP38bc6uYzvG8_vq6H8A1H-rAl79XNE0GMXKHBD5PWuU47Tb7NXcPUCXTAXJ7peMn6FO5yc7QiOhh9wkqjfIxxUGXX_89Z60d7Mb4K312tJAwXpjxp-LZnFHv07KhUo2xEgK)\n31. [pnc.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQERh_9S2LHuL7cNjUldWs01b0UtCEnLHpLcoBCaZ0atQB3PoaEmQ3pyMpxWnbKjuss_yHy8GKwH7HmwZIHKhsXoDuGenG-hkIhVS0LFVNWRbjxPboXHGiX1pY1JlU5HHAL7WXa43qw1KNoXkE9nnF1zsdyYp1MmzkwUfThW2NKLRQPoz0hVH0HO3H-L92Svl4HL)\n32. [northwestern.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHmLRE5Jfkc_4imilJfeKs9QKWrExknnwkmh5fArFsgkCfQUwivyj-RfuLwnMx3hAZ_eJhbAMJQc7u9LcRsVGxaQs9hZuVu-fZkbGSm0ykOTbST6WqQmRBZyLvraIv0rZnYDLvmXx9196XPEs2iztyfBUaf5h0sqsWAHGsyGzlM9-vslFXUQYQf7cOZ8Pf6)\n33. [yale.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHZrcpV1ocmSvhmjHQ1eB4YYDB4BoAbTkPj1AI4TGMGjUWv_shY9fwoVKT6gAogoVkftJ9RlHY4xXEfW56krgv6jtUD5YdnCwl4enNcvyahjmDBQvt-dNpf2L8oct_pU4g8QVyERkFu4NL0Dz_fhM9PZE2Yq-bTU_STZQI=)\n34. [searchablemuseum.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGJYYOPIc10dPWLFdjjrCQzUSVgCnysehE8nkw38Gl3x6fDt1c8hTJvUaxB9IQBauhFDi3AQpYHLiEoJB1qu_40kJfqEfRUx6f5jwQjfB2Y-pOhJFgN5yG0gPzuC8WS9z-GEv31ssahrFF6x3LHN7H10Vg=)\n35. [manchester.ac.uk](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGz0srYT9AgZnQB59YWPHNWTDNHFzX-nTAcbFvfV1HgDhnGc3UQMDNF2n3cFo5WYrLmWUmezU0XWUsM1jCBUC1CkWWDLprRdra-jxehZ7BE3fBwLmPiUwe3pwyqEkLifcEiEn9wjN8FXWYe-6bumwCcJaX_cHMD9xMuORwvnDJpLiLczPH4ZYooJg3AtKnU)\n36. [cofc.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQESf26Sj5Mc9UT5-4GAlrYd2_E3qT5J61TmNBn_o7kQ9kVXncJ8UZk_UmvmO_GwEWbVgoib1taLalHHRRzCmTBYqs_bYoxU9KhJV8b8alBla0LRplatTFnvg49wloBYqZLzkkenDsIEyOxJBu69e5QW2N7_r_WrhjhuWPE3PORWT4KT6NW3cdWBzx3Afy8s)\n37. [northcarolinahistory.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFK5mZ5WtalGTNzrOq11MKC8dnJDufT-SBdruoXG1MDshJGukYnhc8m9kqQ1nq7iEpd0jYgfVxbRNAFPFe922iBpC_GWd1DaJ-i9H5QjdCX_ih8rkEuuVq8HjPhd8wn8DmtCOXPC74onP6pnmPyLQ3_LDSmhMJe8Rt0VAZtKKehiDUOsShm7AJrU-5jbk0kkgMjCl-Lq30vtk7AvGAOkg==)"
        },
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        "originalText": "Title: The Civil War\n\n## Two Countries, One Family: The Fight Over Freedom and Unity\n\nThe Civil War was a fight that tore the United States apart, much like a great argument tearing a family in two. For many years, the northern states and the southern states had grown to be very different. These differences led to a terrible war where Americans were fighting against Americans. The main reason for this heartbreaking division was the issue of slavery and who had the power to make laws about it.[⁽¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQElcrqnoF-9zvkKNqFPU7BF-6PzP5P54TT9lZZgk-7boG_aujGeRZfm0GDPuvJ0EAyKMbNNZ_gsfQj04O--WeNVJwDSL-82siYcezQ4fH2fq6wxO4T8oxbp_56L7pfJTwR-8A0Q6W7YOtVO8UEDD4dgeGWL7m7hA2vWngBXSX-kiq8xWgIwMDSkvPpQf6CcluuiFg==) [⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG4VAAzIQGJ3RtGvn7pYI6M6wdSj0CAFDFkTJ_iP1jOYfPFx2cZX6WYzRVP1Q1mF-v1mXxGS272fDIqcFeHvSt73_s5M74EL0RLig-MMX25WaGaPLgRsKR6sZz6lxCG-xTBNExgeEsQQbAfa7Wk1ItgSjZ4l9ohlxtoaRFgGHOQ)\n\nThe most important cause of the war was the use of enslaved people in the South. In the southern states, a vast number of enslaved people—men, women, and children—were forced to work on large farms called plantations. They worked mainly to grow crops like cotton, which made a lot of money for the plantation owners. The[⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG4VAAzIQGJ3RtGvn7pYI6M6wdSj0CAFDFkTJ_iP1jOYfPFx2cZX6WYzRVP1Q1mF-v1mXxGS272fDIqcFeHvSt73_s5M74EL0RLig-MMX25WaGaPLgRsKR6sZz6lxCG-xTBNExgeEsQQbAfa7Wk1ItgSjZ4l9ohlxtoaRFgGHOQ) [⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHlpu96IRWTV9j2fr4VTm7wZHV1bxguCuqau699bu3UBToxCIjS85PUuhNPrAXRVXKJCezDTqilNibA20cLWhMLl5J_REDNOsjW5O0HpWsF0SjIw4XXednE_cIHO2XQJ2ACuw==) South believed its entire way of life and its economy depended on keeping this system of enslavement. The people who were enslaved were treated like property, not as human beings with rights, and they were forced to work without pay or freedom.\n\nIn[⁽¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQElcrqnoF-9zvkKNqFPU7BF-6PzP5P54TT9lZZgk-7boG_aujGeRZfm0GDPuvJ0EAyKMbNNZ_gsfQj04O--WeNVJwDSL-82siYcezQ4fH2fq6wxO4T8oxbp_56L7pfJTwR-8A0Q6W7YOtVO8UEDD4dgeGWL7m7hA2vWngBXSX-kiq8xWgIwMDSkvPpQf6CcluuiFg==) the North, however, most states had outlawed slavery. People in the North were increasingly against the practice of owning another person. They believed it was morally wrong. The disagreement grew so loud and angry that it felt like two separate nations were living side-by-side. The southern states worried that the northern states and the national government would try to force them to give up slavery completely.\n\nTo protect their way of life, eleven southern states decided to take a drastic step: they chose to secede, or leave, the United States. These states—including South Carolina, Mississippi, Florida, and Texas—formed their own new country called the Confederate States of America, or the Confederacy. This act of leaving the Union is what truly started the war. The Confederacy wanted to be a new, independent country, but the United States government said they were not allowed to leave.[⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG4VAAzIQGJ3RtGvn7pYI6M6wdSj0CAFDFkTJ_iP1jOYfPFx2cZX6WYzRVP1Q1mF-v1mXxGS272fDIqcFeHvSt73_s5M74EL0RLig-MMX25WaGaPLgRsKR6sZz6lxCG-xTBNExgeEsQQbAfa7Wk1ItgSjZ4l9ohlxtoaRFgGHOQ) [⁽⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEKkFoklHH4Ri4cAVlQFgxuQGreVISV1bM5eHD7qIbQ6HI0jLyTUxfB0z529yM9hCp0cTVJzSAFy30m5WtjaM7D7H7Nbm78hUgvxk6hFLcs67rD2EKwY5zDsuNS4hEMgyiTEo1mxKAzbCX4WmG2VPqBPdq0fGXMOAkLHnenEPcfrEs9zK1z5DBkbWx2pA==) [⁽⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQH-uRweQCyStheU-wDqAIYBa1hP5CH3PrqNviwndnAqeCpwt7znbihr83i9GUBKBrN1hGthQeCrNN2Wl2Sbbo1ODY8XoJI4HFsA9evXf_XxKyC6qp18ndXYW6-2KGpCpMpXQhmutJk-zc6vdh4iNnIB7AStno6zxA3CEY-qjIqu) [⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFrBDrUcj6pZ_Lrpi38m5ZH1zOm3Qh2jaE5wVsNbJdCs4-b3_7lp7lK7qAwFFCw60sdOeydYOLB_cJmTpsd-2bgrvb7bVQxlhW05AXoPw7EYgiaz0rGjfxhInEogAQ2YB1RZcc=) [⁽⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF6XocekliXPVAZ-63WSrjGk_E7vFr1FceC-hoJD2piS3pbi9QdySyxUxh55Kow-k5KtLX69nxf76cJbOjofd90sEQe6xpC2XDajpFHyQLnOHBgQFfz7Prvxjv-_JwyGAML8OWYEB04EuiL)\n\nOn one side was the **Union**, which was the name for the northern states that wanted to keep the country together. They were led by President Abraham Lincoln, who believed that the nation must remain united. The Union[⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEJOTs5ejIJvclYx_AR2hhe9fRcpQUMCpLOYzyd8aamD4veUNGNyO0--zNiticZgxQy8Hvx5el3Jln65iuHkFLTEfMHESpdz6vD-CrL-eKwqtUvEfNpmCcx1EatJIPkRlN3eRqaZyYD4jnMXL5Z-uyBhZfogTgsCChm7g==) [⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFh8K-sN1oeL1BOJq5aKuQuwPpe1vAeDQ7yzOpUCENc7rXAY8AGRlaL98s1nMoYx8l6NPDfAK1qLCKko57v9OKZVSksj7MfdXjsTTwbKbeLfL_0YcJfPzMzKQAo0odOB80qna2eog8km7GO13V4rsD2umE_NWfMRYArmxq0wg==) flag was the Stars and Stripes we still know today, and they fought for the cause of unity. On the other side was the **Confederacy**, the new country formed by the southern states. They were led by President Jefferson Davis. The Confederacy[⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEJOTs5ejIJvclYx_AR2hhe9fRcpQUMCpLOYzyd8aamD4veUNGNyO0--zNiticZgxQy8Hvx5el3Jln65iuHkFLTEfMHESpdz6vD-CrL-eKwqtUvEfNpmCcx1EatJIPkRlN3eRqaZyYD4jnMXL5Z-uyBhZfogTgsCChm7g==) [⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFh8K-sN1oeL1BOJq5aKuQuwPpe1vAeDQ7yzOpUCENc7rXAY8AGRlaL98s1nMoYx8l6NPDfAK1qLCKko57v9OKZVSksj7MfdXjsTTwbKbeLfL_0YcJfPzMzKQAo0odOB80qna2eog8km7GO13V4rsD2umE_NWfMRYArmxq0wg==) fought for the right to govern themselves and to maintain the system of slavery.\n\nThe title \"Two Countries, One Family\" explains just how difficult the Civil War was for ordinary people. Even though the states were separated into two armies, the people were still one family. Neighbors and friends who had lived peacefully together for years now had to choose a side. This was most difficult in the **Border States**, like Kentucky and Missouri, which were slave states that chose to stay in the Union.\n\nIn these border states, and all across the country, families were ripped apart by the war. Sons often joined opposite armies and fought against each other on the battlefield. The division even reached the most powerful family in the country: President Abraham Lincoln’s own family. His wife, Mary Todd Lincoln, was from Kentucky, a border state. She had brothers and brothers-in-law who chose to join the Confederate army and fight against the Union. This showed how personal and heartbreaking the struggle for **freedom** and **unity** had become, proving that the Civil War was truly a fight between brothers.[⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFh8K-sN1oeL1BOJq5aKuQuwPpe1vAeDQ7yzOpUCENc7rXAY8AGRlaL98s1nMoYx8l6NPDfAK1qLCKko57v9OKZVSksj7MfdXjsTTwbKbeLfL_0YcJfPzMzKQAo0odOB80qna2eog8km7GO13V4rsD2umE_NWfMRYArmxq0wg==) [⁽¹⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHtimifUEHPgPvoe9VKujOPvQ9nAC7TLmco9dOUWDMZWph7q0v3lKFej8D8NS5qRez11eXPGEDXqQDSmS27v6f3AsfhGv99EiGBVRp3x6PkOv4bA8lfzESwrtM1lZSncd9sb782XGX7Hn7zZsW4B4-PX1e_4oldyXXTEaY=) [⁽¹¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHJeltQq1wYRcNhOVVRO2Dlqjc2pVTZmh7h6K-sXPujY_k_oOkyYlUMBOcMX5eLQBsOURpzBNm86gR8TyJdN_VLg1huFb19N-Iv3ol9snhv31H63s3PxCrSuIb_ntSKJ-ZLj6EL1_4bqdQ9OhtVtqmL6KEaw22_q0yI4eySlCKE7OnR) [⁽¹²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGhHVmCXIVE6pSvGJygRLGorazUnAVttoAsei9_K7hT6WOsqN7tz0p8yP1HG7TE0Njlkt0Ue19qfZ__lOCQOjI3SycF59YpXRmfimshn8dfI1Y-DG0BUVdpdycbeHDanBcCMbuu7V1E2FjO2OUd9ky4GNo1G_w2ndxXUZNPM7Wm4Glu1mvXtOJ5cI0gAXUUmcb1gkjBpvaenRvdSjpTM-ffSbcD_1QvCezl) [⁽¹³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHDZMCXtaqrk2nmNDMZMcDPXN0OK_yskLMdkeUChT5g0oSJKQb2MfL32VpoLHk4Cv8YFZ6Dr1dGnFREI38o7yDWaZbZ6uvc3shq1KyIGgKig6-DMJtYgzLQCNG_ezTFOPmSRRRprh-S-grKcLG-g5vaOXGg-dwXAVNsTAsEoejs0qU4aPwbwafmRPym5WnbodNQgq7HrfjN8xnxx8EdWlqmPEMIFmIg_njw9V0jX3UVp3OBvyXp91QPlbtW2qBxfE38PPJKajX5_NQhMeKK)\n\n## Heroes, Hardships, and Healing: How the War Ended and Changed America\n\nThe long, difficult Civil War finally came to an end in the spring of 1865, but not with a loud final battle. The end came quietly, in a small town in Virginia called Appomattox Court House. The Confederate Army, led by General Robert E. Lee, was running low on men, food, and supplies. General Lee realized that continuing to fight would only cause more people to be hurt, so he made the difficult, honorable decision to surrender.[⁽¹⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF7MI-IVOm90RMtJ-m9HCg4JWjuf-eH9vvWZ-qXFtXoTj2J_Av6rBqSsCM90KNUIM7oUJAHbz4ZH82z9W0u-TKzlFb27uZBNyc8kGDDeUeU7p_JATtLGoPFYPtyvGUTzKvYjp_I0vxtR-z3Hyc5Ci70ZXXaeorOP7fx9buMUFPPSFJRHaEXbK6RVq9Ps8ajlXOUcg_HB8m54Qgo02bbmQ==) [⁽¹⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFGbcwQu-vg0mlk8XCGxU6bgpONAbbhohwk0dSs-fsY-oeWK5W-wUChdq_G9waa9_a15Mfj7D0yw5jyCmS9v8e2A2GULP6HdUvvgDr8WJGLhVDRunkEkLyjPV-ZOnATURAhGwzjqcHUOjM=)\n\nOn April 9, 1865, two great heroes of the war met to bring the fighting to a close. Confederate General Robert E. Lee met with Union General Ulysses S. Grant at a private home in Appomattox Court House to sign the surrender papers.[⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF1zgqeEpx8FN3_4UrqrFFbVsKL678Txf2cboZ5cWvP0chwgeJ7RFwYGJJ8bLbLpr0NUeE266_OoGvmhoR9HKTcH_WLsNBeCavOSA4NBygNbI_4ltFseKByiM_T-0kSekhyLSta9kt9qA8Gte34s4r9T9Q3vRWn0w==) [⁽¹⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGflJzqLBdBLsJgsKDXrCFk8isT3dCu7hdna4tfii-Q52I3hElXYq0cPuvYjhcUxn744XHFGtCE5chLkDEWmBvX-j2U-wi-bpgPZvAY_m29BE1esBENDIOlbKaG335YQDTh8qf3AgwDccUsepc06X6chZe4baTjSq2g8tcJYtqHwFc=) [⁽¹⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHkjeTuad941LNFQ1KGzCCtdqBN0M9-t3TYQmqYI1aQFzpgw8vMTirwTMl-ln3_6pPj95ypeBPqeW2jvJhDRcwHHVzkDotrWa-tdJQ-qozfEaPJB5fqusCoBgxKbuSey46N3MDvfFkgPZOyjsUlLqDe0mgg210s78obXqfhWcnSt-BpaaPOncTVLmu5hFsjwJyKYEXhtufLTmoMx3AbOO_JYDcDZIncC7W8ALfRxpEaKaqDAFmi) General Grant, who was now the biggest hero for the Union, was very generous to the defeated soldiers. He did not want to punish the Confederate men. He let them keep their horses and mules, which they would need to plow their fields and farm when they returned home. He also allowed the officers to keep their sidearms, like their swords. This kindness from General Grant showed that the North and South could begin to heal and stop being enemies. The formal end of the war helped to put the nation back on the path to becoming one country again.[⁽¹⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFA9ZulwwCHkiZZw56fD4W5r7Y3qQ7Ayrgu7Y6OJwMTN7_cr8iGjQ9vANiSuvOT7ll8n3iSraRc3oiinvJs0PG_Nno03yBPwG1KQjPWBujla7Zhp9veXKMFfFHW6s8fjfn0usn9u7s=)\n\nOne of the biggest changes to come from the Union victory was the end of slavery. The long, terrible reason the war was fought was finally over. In December of 1865, the United States officially added the Thirteenth Amendment to the Constitution.[⁽²⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEWEY-6IycynxQxqmIhT8LnLKHlGqQAtyQFHnqYJyOqwWomLvZxWRoZi_EAFRe_1KuAZHwG2IWDRwK5m370_wR7koUUPhMhq08pfZoxpHHhFmklk5aYN9LcTRI7Kjp0mXb7Y7dRGlSyz14Y4IDidvE2WPKVDRvVv7C52MXlmGy47d9dC-UoXBVAnlX6owfVJGxo-uWrq69BQ-aW_H4=) [⁽²¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFbWV0VxdAU95--xmXMZj3fWK32AME7j1Rav7jJYAFP-JK8GGxvvQe3rP9Wb9Gy73zo8aYWHyeLELsSfpkOUChxfGo8CxpTXN4ZuLQ5NY1fpuhwyNaPeDJAQRVZY6NlpxZVGfOUi18u49_yUKrs4A==) An amendment is like a new rule that is added to the Constitution, which is the main rulebook for the country. The Thirteenth Amendment made slavery illegal forever in every single state across the entire United States.[⁽²⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEWEY-6IycynxQxqmIhT8LnLKHlGqQAtyQFHnqYJyOqwWomLvZxWRoZi_EAFRe_1KuAZHwG2IWDRwK5m370_wR7koUUPhMhq08pfZoxpHHhFmklk5aYN9LcTRI7Kjp0mXb7Y7dRGlSyz14Y4IDidvE2WPKVDRvVv7C52MXlmGy47d9dC-UoXBVAnlX6owfVJGxo-uWrq69BQ-aW_H4=) [⁽²²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGxp3dqwxfBNTNcB_DJhhzsEyDdAnLda1TIFplHI2uEO-dOYTP6kk6RbeEDwsC45jNzKx9bHfS4fCiEfei-0xCvs9uTBBczoVAxpOMPnRBWQbltANYr5R_Y7Yj4HHJ5jo4=) This meant that millions of African American people who had been forced into slavery were finally free. This massive change was one of the most important outcomes of the Civil War.\n\nAfter four years of war, the United States faced a time of great hardship and rebuilding. The Southern states had been the site of most of the fighting, and they suffered massive damage. Cities, towns, and factories were destroyed, and important roads and railroads were torn up or ruined.[⁽²³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGPV8yb1X1r-e_Zy2D8S6MS6yR51TuPgg6vYqp6tui5zu_aaiTtQRlgfbEqrS5X5KchOZQabk7zZoYoFGh4oQp1UB8HjvtOYO8AccO3scEv_ax8BPr36REozYTGbze3Q3powC-FjpLBE3nxJmaewcptuGTxyFotskUngOVhIQ==) Many farms and crops had been burned, leaving people with very little food or money. Confederate banks were also ruined, and many people were left homeless and without resources.[⁽²⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEWEY-6IycynxQxqmIhT8LnLKHlGqQAtyQFHnqYJyOqwWomLvZxWRoZi_EAFRe_1KuAZHwG2IWDRwK5m370_wR7koUUPhMhq08pfZoxpHHhFmklk5aYN9LcTRI7Kjp0mXb7Y7dRGlSyz14Y4IDidvE2WPKVDRvVv7C52MXlmGy47d9dC-UoXBVAnlX6owfVJGxo-uWrq69BQ-aW_H4=) The whole country needed a plan to bring the states back together and repair the damage.\n\nThe time right after the war is called the Reconstruction Era. The word \"reconstruction\" means to build something again. This period had three major goals: to bring the Southern states back into the United States government as equals, to rebuild the damaged towns and infrastructure, and to figure out how the newly freed African American citizens would live and be treated in the country.[⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF1zgqeEpx8FN3_4UrqrFFbVsKL678Txf2cboZ5cWvP0chwgeJ7RFwYGJJ8bLbLpr0NUeE266_OoGvmhoR9HKTcH_WLsNBeCavOSA4NBygNbI_4ltFseKByiM_T-0kSekhyLSta9kt9qA8Gte34s4r9T9Q3vRWn0w==) \n\nThe newly freed African Americans, called \"freedpeople,\" faced many big challenges even though they were finally free. Because they had been enslaved, most had been denied the right to an education, a place to live, and money. They were now free citizens but had to start their new lives with almost nothing. The federal government had to try and help these new citizens find homes, jobs, and an education so they could become successful. However, the United States was still divided in many ways, and the road to true healing and equality for all its citizens would be a very long and hard one. The Civil War saved the United States by keeping the country together, but it took many more years to build a truly equal and fair nation.\n\n\n\n### Source Text References\n1. [teacherspayteachers.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQElcrqnoF-9zvkKNqFPU7BF-6PzP5P54TT9lZZgk-7boG_aujGeRZfm0GDPuvJ0EAyKMbNNZ_gsfQj04O--WeNVJwDSL-82siYcezQ4fH2fq6wxO4T8oxbp_56L7pfJTwR-8A0Q6W7YOtVO8UEDD4dgeGWL7m7hA2vWngBXSX-kiq8xWgIwMDSkvPpQf6CcluuiFg==)\n2. [factmonster.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG4VAAzIQGJ3RtGvn7pYI6M6wdSj0CAFDFkTJ_iP1jOYfPFx2cZX6WYzRVP1Q1mF-v1mXxGS272fDIqcFeHvSt73_s5M74EL0RLig-MMX25WaGaPLgRsKR6sZz6lxCG-xTBNExgeEsQQbAfa7Wk1ItgSjZ4l9ohlxtoaRFgGHOQ)\n3. [mrdonn.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHlpu96IRWTV9j2fr4VTm7wZHV1bxguCuqau699bu3UBToxCIjS85PUuhNPrAXRVXKJCezDTqilNibA20cLWhMLl5J_REDNOsjW5O0HpWsF0SjIw4XXednE_cIHO2XQJ2ACuw==)\n4. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEKkFoklHH4Ri4cAVlQFgxuQGreVISV1bM5eHD7qIbQ6HI0jLyTUxfB0z529yM9hCp0cTVJzSAFy30m5WtjaM7D7H7Nbm78hUgvxk6hFLcs67rD2EKwY5zDsuNS4hEMgyiTEo1mxKAzbCX4WmG2VPqBPdq0fGXMOAkLHnenEPcfrEs9zK1z5DBkbWx2pA==)\n5. [lovetoknow.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQH-uRweQCyStheU-wDqAIYBa1hP5CH3PrqNviwndnAqeCpwt7znbihr83i9GUBKBrN1hGthQeCrNN2Wl2Sbbo1ODY8XoJI4HFsA9evXf_XxKyC6qp18ndXYW6-2KGpCpMpXQhmutJk-zc6vdh4iNnIB7AStno6zxA3CEY-qjIqu)\n6. [historyforkids.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFrBDrUcj6pZ_Lrpi38m5ZH1zOm3Qh2jaE5wVsNbJdCs4-b3_7lp7lK7qAwFFCw60sdOeydYOLB_cJmTpsd-2bgrvb7bVQxlhW05AXoPw7EYgiaz0rGjfxhInEogAQ2YB1RZcc=)\n7. [nps.gov](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF6XocekliXPVAZ-63WSrjGk_E7vFr1FceC-hoJD2piS3pbi9QdySyxUxh55Kow-k5KtLX69nxf76cJbOjofd90sEQe6xpC2XDajpFHyQLnOHBgQFfz7Prvxjv-_JwyGAML8OWYEB04EuiL)\n8. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEJOTs5ejIJvclYx_AR2hhe9fRcpQUMCpLOYzyd8aamD4veUNGNyO0--zNiticZgxQy8Hvx5el3Jln65iuHkFLTEfMHESpdz6vD-CrL-eKwqtUvEfNpmCcx1EatJIPkRlN3eRqaZyYD4jnMXL5Z-uyBhZfogTgsCChm7g==)\n9. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFh8K-sN1oeL1BOJq5aKuQuwPpe1vAeDQ7yzOpUCENc7rXAY8AGRlaL98s1nMoYx8l6NPDfAK1qLCKko57v9OKZVSksj7MfdXjsTTwbKbeLfL_0YcJfPzMzKQAo0odOB80qna2eog8km7GO13V4rsD2umE_NWfMRYArmxq0wg==)\n10. [wikipedia.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHtimifUEHPgPvoe9VKujOPvQ9nAC7TLmco9dOUWDMZWph7q0v3lKFej8D8NS5qRez11eXPGEDXqQDSmS27v6f3AsfhGv99EiGBVRp3x6PkOv4bA8lfzESwrtM1lZSncd9sb782XGX7Hn7zZsW4B4-PX1e_4oldyXXTEaY=)\n11. [blogspot.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHJeltQq1wYRcNhOVVRO2Dlqjc2pVTZmh7h6K-sXPujY_k_oOkyYlUMBOcMX5eLQBsOURpzBNm86gR8TyJdN_VLg1huFb19N-Iv3ol9snhv31H63s3PxCrSuIb_ntSKJ-ZLj6EL1_4bqdQ9OhtVtqmL6KEaw22_q0yI4eySlCKE7OnR)\n12. [cosa.k12.or.us](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGhHVmCXIVE6pSvGJygRLGorazUnAVttoAsei9_K7hT6WOsqN7tz0p8yP1HG7TE0Njlkt0Ue19qfZ__lOCQOjI3SycF59YpXRmfimshn8dfI1Y-DG0BUVdpdycbeHDanBcCMbuu7V1E2FjO2OUd9ky4GNo1G_w2ndxXUZNPM7Wm4Glu1mvXtOJ5cI0gAXUUmcb1gkjBpvaenRvdSjpTM-ffSbcD_1QvCezl)\n13. [quora.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHDZMCXtaqrk2nmNDMZMcDPXN0OK_yskLMdkeUChT5g0oSJKQb2MfL32VpoLHk4Cv8YFZ6Dr1dGnFREI38o7yDWaZbZ6uvc3shq1KyIGgKig6-DMJtYgzLQCNG_ezTFOPmSRRRprh-S-grKcLG-g5vaOXGg-dwXAVNsTAsEoejs0qU4aPwbwafmRPym5WnbodNQgq7HrfjN8xnxx8EdWlqmPEMIFmIg_njw9V0jX3UVp3OBvyXp91QPlbtW2qBxfE38PPJKajX5_NQhMeKK)\n14. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF7MI-IVOm90RMtJ-m9HCg4JWjuf-eH9vvWZ-qXFtXoTj2J_Av6rBqSsCM90KNUIM7oUJAHbz4ZH82z9W0u-TKzlFb27uZBNyc8kGDDeUeU7p_JATtLGoPFYPtyvGUTzKvYjp_I0vxtR-z3Hyc5Ci70ZXXaeorOP7fx9buMUFPPSFJRHaEXbK6RVq9Ps8ajlXOUcg_HB8m54Qgo02bbmQ==)\n15. [historyforkids.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFGbcwQu-vg0mlk8XCGxU6bgpONAbbhohwk0dSs-fsY-oeWK5W-wUChdq_G9waa9_a15Mfj7D0yw5jyCmS9v8e2A2GULP6HdUvvgDr8WJGLhVDRunkEkLyjPV-ZOnATURAhGwzjqcHUOjM=)\n16. [kiddle.co](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF1zgqeEpx8FN3_4UrqrFFbVsKL678Txf2cboZ5cWvP0chwgeJ7RFwYGJJ8bLbLpr0NUeE266_OoGvmhoR9HKTcH_WLsNBeCavOSA4NBygNbI_4ltFseKByiM_T-0kSekhyLSta9kt9qA8Gte34s4r9T9Q3vRWn0w==)\n17. [uh.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGflJzqLBdBLsJgsKDXrCFk8isT3dCu7hdna4tfii-Q52I3hElXYq0cPuvYjhcUxn744XHFGtCE5chLkDEWmBvX-j2U-wi-bpgPZvAY_m29BE1esBENDIOlbKaG335YQDTh8qf3AgwDccUsepc06X6chZe4baTjSq2g8tcJYtqHwFc=)\n18. [pbslearningmedia.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHkjeTuad941LNFQ1KGzCCtdqBN0M9-t3TYQmqYI1aQFzpgw8vMTirwTMl-ln3_6pPj95ypeBPqeW2jvJhDRcwHHVzkDotrWa-tdJQ-qozfEaPJB5fqusCoBgxKbuSey46N3MDvfFkgPZOyjsUlLqDe0mgg210s78obXqfhWcnSt-BpaaPOncTVLmu5hFsjwJyKYEXhtufLTmoMx3AbOO_JYDcDZIncC7W8ALfRxpEaKaqDAFmi)\n19. [youtube.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFA9ZulwwCHkiZZw56fD4W5r7Y3qQ7Ayrgu7Y6OJwMTN7_cr8iGjQ9vANiSuvOT7ll8n3iSraRc3oiinvJs0PG_Nno03yBPwG1KQjPWBujla7Zhp9veXKMFfFHW6s8fjfn0usn9u7s=)\n20. [sc.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEWEY-6IycynxQxqmIhT8LnLKHlGqQAtyQFHnqYJyOqwWomLvZxWRoZi_EAFRe_1KuAZHwG2IWDRwK5m370_wR7koUUPhMhq08pfZoxpHHhFmklk5aYN9LcTRI7Kjp0mXb7Y7dRGlSyz14Y4IDidvE2WPKVDRvVv7C52MXlmGy47d9dC-UoXBVAnlX6owfVJGxo-uWrq69BQ-aW_H4=)\n21. [kidskonnect.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFbWV0VxdAU95--xmXMZj3fWK32AME7j1Rav7jJYAFP-JK8GGxvvQe3rP9Wb9Gy73zo8aYWHyeLELsSfpkOUChxfGo8CxpTXN4ZuLQ5NY1fpuhwyNaPeDJAQRVZY6NlpxZVGfOUi18u49_yUKrs4A==)\n22. [brainly.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGxp3dqwxfBNTNcB_DJhhzsEyDdAnLda1TIFplHI2uEO-dOYTP6kk6RbeEDwsC45jNzKx9bHfS4fCiEfei-0xCvs9uTBBczoVAxpOMPnRBWQbltANYr5R_Y7Yj4HHJ5jo4=)\n23. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGPV8yb1X1r-e_Zy2D8S6MS6yR51TuPgg6vYqp6tui5zu_aaiTtQRlgfbEqrS5X5KchOZQabk7zZoYoFGh4oQp1UB8HjvtOYO8AccO3scEv_ax8BPr36REozYTGbze3Q3powC-FjpLBE3nxJmaewcptuGTxyFotskUngOVhIQ==)\n",
        "rawEnglishText": "Title: The Civil War\n\n## Two Countries, One Family: The Fight Over Freedom and Unity\n\nThe Civil War was a fight that tore the United States apart, much like a great argument tearing a family in two. For many years, the northern states and the southern states had grown to be very different. These differences led to a terrible war where Americans were fighting against Americans. The main reason for this heartbreaking division was the issue of slavery and who had the power to make laws about it.[⁽¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQElcrqnoF-9zvkKNqFPU7BF-6PzP5P54TT9lZZgk-7boG_aujGeRZfm0GDPuvJ0EAyKMbNNZ_gsfQj04O--WeNVJwDSL-82siYcezQ4fH2fq6wxO4T8oxbp_56L7pfJTwR-8A0Q6W7YOtVO8UEDD4dgeGWL7m7hA2vWngBXSX-kiq8xWgIwMDSkvPpQf6CcluuiFg==) [⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG4VAAzIQGJ3RtGvn7pYI6M6wdSj0CAFDFkTJ_iP1jOYfPFx2cZX6WYzRVP1Q1mF-v1mXxGS272fDIqcFeHvSt73_s5M74EL0RLig-MMX25WaGaPLgRsKR6sZz6lxCG-xTBNExgeEsQQbAfa7Wk1ItgSjZ4l9ohlxtoaRFgGHOQ)\n\nThe most important cause of the war was the use of enslaved people in the South. In the southern states, a vast number of enslaved people—men, women, and children—were forced to work on large farms called plantations. They worked mainly to grow crops like cotton, which made a lot of money for the plantation owners. The[⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG4VAAzIQGJ3RtGvn7pYI6M6wdSj0CAFDFkTJ_iP1jOYfPFx2cZX6WYzRVP1Q1mF-v1mXxGS272fDIqcFeHvSt73_s5M74EL0RLig-MMX25WaGaPLgRsKR6sZz6lxCG-xTBNExgeEsQQbAfa7Wk1ItgSjZ4l9ohlxtoaRFgGHOQ) [⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHlpu96IRWTV9j2fr4VTm7wZHV1bxguCuqau699bu3UBToxCIjS85PUuhNPrAXRVXKJCezDTqilNibA20cLWhMLl5J_REDNOsjW5O0HpWsF0SjIw4XXednE_cIHO2XQJ2ACuw==) South believed its entire way of life and its economy depended on keeping this system of enslavement. The people who were enslaved were treated like property, not as human beings with rights, and they were forced to work without pay or freedom.\n\nIn[⁽¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQElcrqnoF-9zvkKNqFPU7BF-6PzP5P54TT9lZZgk-7boG_aujGeRZfm0GDPuvJ0EAyKMbNNZ_gsfQj04O--WeNVJwDSL-82siYcezQ4fH2fq6wxO4T8oxbp_56L7pfJTwR-8A0Q6W7YOtVO8UEDD4dgeGWL7m7hA2vWngBXSX-kiq8xWgIwMDSkvPpQf6CcluuiFg==) the North, however, most states had outlawed slavery. People in the North were increasingly against the practice of owning another person. They believed it was morally wrong. The disagreement grew so loud and angry that it felt like two separate nations were living side-by-side. The southern states worried that the northern states and the national government would try to force them to give up slavery completely.\n\nTo protect their way of life, eleven southern states decided to take a drastic step: they chose to secede, or leave, the United States. These states—including South Carolina, Mississippi, Florida, and Texas—formed their own new country called the Confederate States of America, or the Confederacy. This act of leaving the Union is what truly started the war. The Confederacy wanted to be a new, independent country, but the United States government said they were not allowed to leave.[⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG4VAAzIQGJ3RtGvn7pYI6M6wdSj0CAFDFkTJ_iP1jOYfPFx2cZX6WYzRVP1Q1mF-v1mXxGS272fDIqcFeHvSt73_s5M74EL0RLig-MMX25WaGaPLgRsKR6sZz6lxCG-xTBNExgeEsQQbAfa7Wk1ItgSjZ4l9ohlxtoaRFgGHOQ) [⁽⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEKkFoklHH4Ri4cAVlQFgxuQGreVISV1bM5eHD7qIbQ6HI0jLyTUxfB0z529yM9hCp0cTVJzSAFy30m5WtjaM7D7H7Nbm78hUgvxk6hFLcs67rD2EKwY5zDsuNS4hEMgyiTEo1mxKAzbCX4WmG2VPqBPdq0fGXMOAkLHnenEPcfrEs9zK1z5DBkbWx2pA==) [⁽⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQH-uRweQCyStheU-wDqAIYBa1hP5CH3PrqNviwndnAqeCpwt7znbihr83i9GUBKBrN1hGthQeCrNN2Wl2Sbbo1ODY8XoJI4HFsA9evXf_XxKyC6qp18ndXYW6-2KGpCpMpXQhmutJk-zc6vdh4iNnIB7AStno6zxA3CEY-qjIqu) [⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFrBDrUcj6pZ_Lrpi38m5ZH1zOm3Qh2jaE5wVsNbJdCs4-b3_7lp7lK7qAwFFCw60sdOeydYOLB_cJmTpsd-2bgrvb7bVQxlhW05AXoPw7EYgiaz0rGjfxhInEogAQ2YB1RZcc=) [⁽⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF6XocekliXPVAZ-63WSrjGk_E7vFr1FceC-hoJD2piS3pbi9QdySyxUxh55Kow-k5KtLX69nxf76cJbOjofd90sEQe6xpC2XDajpFHyQLnOHBgQFfz7Prvxjv-_JwyGAML8OWYEB04EuiL)\n\nOn one side was the **Union**, which was the name for the northern states that wanted to keep the country together. They were led by President Abraham Lincoln, who believed that the nation must remain united. The Union[⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEJOTs5ejIJvclYx_AR2hhe9fRcpQUMCpLOYzyd8aamD4veUNGNyO0--zNiticZgxQy8Hvx5el3Jln65iuHkFLTEfMHESpdz6vD-CrL-eKwqtUvEfNpmCcx1EatJIPkRlN3eRqaZyYD4jnMXL5Z-uyBhZfogTgsCChm7g==) [⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFh8K-sN1oeL1BOJq5aKuQuwPpe1vAeDQ7yzOpUCENc7rXAY8AGRlaL98s1nMoYx8l6NPDfAK1qLCKko57v9OKZVSksj7MfdXjsTTwbKbeLfL_0YcJfPzMzKQAo0odOB80qna2eog8km7GO13V4rsD2umE_NWfMRYArmxq0wg==) flag was the Stars and Stripes we still know today, and they fought for the cause of unity. On the other side was the **Confederacy**, the new country formed by the southern states. They were led by President Jefferson Davis. The Confederacy[⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEJOTs5ejIJvclYx_AR2hhe9fRcpQUMCpLOYzyd8aamD4veUNGNyO0--zNiticZgxQy8Hvx5el3Jln65iuHkFLTEfMHESpdz6vD-CrL-eKwqtUvEfNpmCcx1EatJIPkRlN3eRqaZyYD4jnMXL5Z-uyBhZfogTgsCChm7g==) [⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFh8K-sN1oeL1BOJq5aKuQuwPpe1vAeDQ7yzOpUCENc7rXAY8AGRlaL98s1nMoYx8l6NPDfAK1qLCKko57v9OKZVSksj7MfdXjsTTwbKbeLfL_0YcJfPzMzKQAo0odOB80qna2eog8km7GO13V4rsD2umE_NWfMRYArmxq0wg==) fought for the right to govern themselves and to maintain the system of slavery.\n\nThe title \"Two Countries, One Family\" explains just how difficult the Civil War was for ordinary people. Even though the states were separated into two armies, the people were still one family. Neighbors and friends who had lived peacefully together for years now had to choose a side. This was most difficult in the **Border States**, like Kentucky and Missouri, which were slave states that chose to stay in the Union.\n\nIn these border states, and all across the country, families were ripped apart by the war. Sons often joined opposite armies and fought against each other on the battlefield. The division even reached the most powerful family in the country: President Abraham Lincoln’s own family. His wife, Mary Todd Lincoln, was from Kentucky, a border state. She had brothers and brothers-in-law who chose to join the Confederate army and fight against the Union. This showed how personal and heartbreaking the struggle for **freedom** and **unity** had become, proving that the Civil War was truly a fight between brothers.[⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFh8K-sN1oeL1BOJq5aKuQuwPpe1vAeDQ7yzOpUCENc7rXAY8AGRlaL98s1nMoYx8l6NPDfAK1qLCKko57v9OKZVSksj7MfdXjsTTwbKbeLfL_0YcJfPzMzKQAo0odOB80qna2eog8km7GO13V4rsD2umE_NWfMRYArmxq0wg==) [⁽¹⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHtimifUEHPgPvoe9VKujOPvQ9nAC7TLmco9dOUWDMZWph7q0v3lKFej8D8NS5qRez11eXPGEDXqQDSmS27v6f3AsfhGv99EiGBVRp3x6PkOv4bA8lfzESwrtM1lZSncd9sb782XGX7Hn7zZsW4B4-PX1e_4oldyXXTEaY=) [⁽¹¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHJeltQq1wYRcNhOVVRO2Dlqjc2pVTZmh7h6K-sXPujY_k_oOkyYlUMBOcMX5eLQBsOURpzBNm86gR8TyJdN_VLg1huFb19N-Iv3ol9snhv31H63s3PxCrSuIb_ntSKJ-ZLj6EL1_4bqdQ9OhtVtqmL6KEaw22_q0yI4eySlCKE7OnR) [⁽¹²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGhHVmCXIVE6pSvGJygRLGorazUnAVttoAsei9_K7hT6WOsqN7tz0p8yP1HG7TE0Njlkt0Ue19qfZ__lOCQOjI3SycF59YpXRmfimshn8dfI1Y-DG0BUVdpdycbeHDanBcCMbuu7V1E2FjO2OUd9ky4GNo1G_w2ndxXUZNPM7Wm4Glu1mvXtOJ5cI0gAXUUmcb1gkjBpvaenRvdSjpTM-ffSbcD_1QvCezl) [⁽¹³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHDZMCXtaqrk2nmNDMZMcDPXN0OK_yskLMdkeUChT5g0oSJKQb2MfL32VpoLHk4Cv8YFZ6Dr1dGnFREI38o7yDWaZbZ6uvc3shq1KyIGgKig6-DMJtYgzLQCNG_ezTFOPmSRRRprh-S-grKcLG-g5vaOXGg-dwXAVNsTAsEoejs0qU4aPwbwafmRPym5WnbodNQgq7HrfjN8xnxx8EdWlqmPEMIFmIg_njw9V0jX3UVp3OBvyXp91QPlbtW2qBxfE38PPJKajX5_NQhMeKK)\n\n## Heroes, Hardships, and Healing: How the War Ended and Changed America\n\nThe long, difficult Civil War finally came to an end in the spring of 1865, but not with a loud final battle. The end came quietly, in a small town in Virginia called Appomattox Court House. The Confederate Army, led by General Robert E. Lee, was running low on men, food, and supplies. General Lee realized that continuing to fight would only cause more people to be hurt, so he made the difficult, honorable decision to surrender.[⁽¹⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF7MI-IVOm90RMtJ-m9HCg4JWjuf-eH9vvWZ-qXFtXoTj2J_Av6rBqSsCM90KNUIM7oUJAHbz4ZH82z9W0u-TKzlFb27uZBNyc8kGDDeUeU7p_JATtLGoPFYPtyvGUTzKvYjp_I0vxtR-z3Hyc5Ci70ZXXaeorOP7fx9buMUFPPSFJRHaEXbK6RVq9Ps8ajlXOUcg_HB8m54Qgo02bbmQ==) [⁽¹⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFGbcwQu-vg0mlk8XCGxU6bgpONAbbhohwk0dSs-fsY-oeWK5W-wUChdq_G9waa9_a15Mfj7D0yw5jyCmS9v8e2A2GULP6HdUvvgDr8WJGLhVDRunkEkLyjPV-ZOnATURAhGwzjqcHUOjM=)\n\nOn April 9, 1865, two great heroes of the war met to bring the fighting to a close. Confederate General Robert E. Lee met with Union General Ulysses S. Grant at a private home in Appomattox Court House to sign the surrender papers.[⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF1zgqeEpx8FN3_4UrqrFFbVsKL678Txf2cboZ5cWvP0chwgeJ7RFwYGJJ8bLbLpr0NUeE266_OoGvmhoR9HKTcH_WLsNBeCavOSA4NBygNbI_4ltFseKByiM_T-0kSekhyLSta9kt9qA8Gte34s4r9T9Q3vRWn0w==) [⁽¹⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGflJzqLBdBLsJgsKDXrCFk8isT3dCu7hdna4tfii-Q52I3hElXYq0cPuvYjhcUxn744XHFGtCE5chLkDEWmBvX-j2U-wi-bpgPZvAY_m29BE1esBENDIOlbKaG335YQDTh8qf3AgwDccUsepc06X6chZe4baTjSq2g8tcJYtqHwFc=) [⁽¹⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHkjeTuad941LNFQ1KGzCCtdqBN0M9-t3TYQmqYI1aQFzpgw8vMTirwTMl-ln3_6pPj95ypeBPqeW2jvJhDRcwHHVzkDotrWa-tdJQ-qozfEaPJB5fqusCoBgxKbuSey46N3MDvfFkgPZOyjsUlLqDe0mgg210s78obXqfhWcnSt-BpaaPOncTVLmu5hFsjwJyKYEXhtufLTmoMx3AbOO_JYDcDZIncC7W8ALfRxpEaKaqDAFmi) General Grant, who was now the biggest hero for the Union, was very generous to the defeated soldiers. He did not want to punish the Confederate men. He let them keep their horses and mules, which they would need to plow their fields and farm when they returned home. He also allowed the officers to keep their sidearms, like their swords. This kindness from General Grant showed that the North and South could begin to heal and stop being enemies. The formal end of the war helped to put the nation back on the path to becoming one country again.[⁽¹⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFA9ZulwwCHkiZZw56fD4W5r7Y3qQ7Ayrgu7Y6OJwMTN7_cr8iGjQ9vANiSuvOT7ll8n3iSraRc3oiinvJs0PG_Nno03yBPwG1KQjPWBujla7Zhp9veXKMFfFHW6s8fjfn0usn9u7s=)\n\nOne of the biggest changes to come from the Union victory was the end of slavery. The long, terrible reason the war was fought was finally over. In December of 1865, the United States officially added the Thirteenth Amendment to the Constitution.[⁽²⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEWEY-6IycynxQxqmIhT8LnLKHlGqQAtyQFHnqYJyOqwWomLvZxWRoZi_EAFRe_1KuAZHwG2IWDRwK5m370_wR7koUUPhMhq08pfZoxpHHhFmklk5aYN9LcTRI7Kjp0mXb7Y7dRGlSyz14Y4IDidvE2WPKVDRvVv7C52MXlmGy47d9dC-UoXBVAnlX6owfVJGxo-uWrq69BQ-aW_H4=) [⁽²¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFbWV0VxdAU95--xmXMZj3fWK32AME7j1Rav7jJYAFP-JK8GGxvvQe3rP9Wb9Gy73zo8aYWHyeLELsSfpkOUChxfGo8CxpTXN4ZuLQ5NY1fpuhwyNaPeDJAQRVZY6NlpxZVGfOUi18u49_yUKrs4A==) An amendment is like a new rule that is added to the Constitution, which is the main rulebook for the country. The Thirteenth Amendment made slavery illegal forever in every single state across the entire United States.[⁽²⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEWEY-6IycynxQxqmIhT8LnLKHlGqQAtyQFHnqYJyOqwWomLvZxWRoZi_EAFRe_1KuAZHwG2IWDRwK5m370_wR7koUUPhMhq08pfZoxpHHhFmklk5aYN9LcTRI7Kjp0mXb7Y7dRGlSyz14Y4IDidvE2WPKVDRvVv7C52MXlmGy47d9dC-UoXBVAnlX6owfVJGxo-uWrq69BQ-aW_H4=) [⁽²²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGxp3dqwxfBNTNcB_DJhhzsEyDdAnLda1TIFplHI2uEO-dOYTP6kk6RbeEDwsC45jNzKx9bHfS4fCiEfei-0xCvs9uTBBczoVAxpOMPnRBWQbltANYr5R_Y7Yj4HHJ5jo4=) This meant that millions of African American people who had been forced into slavery were finally free. This massive change was one of the most important outcomes of the Civil War.\n\nAfter four years of war, the United States faced a time of great hardship and rebuilding. The Southern states had been the site of most of the fighting, and they suffered massive damage. Cities, towns, and factories were destroyed, and important roads and railroads were torn up or ruined.[⁽²³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGPV8yb1X1r-e_Zy2D8S6MS6yR51TuPgg6vYqp6tui5zu_aaiTtQRlgfbEqrS5X5KchOZQabk7zZoYoFGh4oQp1UB8HjvtOYO8AccO3scEv_ax8BPr36REozYTGbze3Q3powC-FjpLBE3nxJmaewcptuGTxyFotskUngOVhIQ==) Many farms and crops had been burned, leaving people with very little food or money. Confederate banks were also ruined, and many people were left homeless and without resources.[⁽²⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEWEY-6IycynxQxqmIhT8LnLKHlGqQAtyQFHnqYJyOqwWomLvZxWRoZi_EAFRe_1KuAZHwG2IWDRwK5m370_wR7koUUPhMhq08pfZoxpHHhFmklk5aYN9LcTRI7Kjp0mXb7Y7dRGlSyz14Y4IDidvE2WPKVDRvVv7C52MXlmGy47d9dC-UoXBVAnlX6owfVJGxo-uWrq69BQ-aW_H4=) The whole country needed a plan to bring the states back together and repair the damage.\n\nThe time right after the war is called the Reconstruction Era. The word \"reconstruction\" means to build something again. This period had three major goals: to bring the Southern states back into the United States government as equals, to rebuild the damaged towns and infrastructure, and to figure out how the newly freed African American citizens would live and be treated in the country.[⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF1zgqeEpx8FN3_4UrqrFFbVsKL678Txf2cboZ5cWvP0chwgeJ7RFwYGJJ8bLbLpr0NUeE266_OoGvmhoR9HKTcH_WLsNBeCavOSA4NBygNbI_4ltFseKByiM_T-0kSekhyLSta9kt9qA8Gte34s4r9T9Q3vRWn0w==) ⁽²⁴⁾ ⁽²⁵⁾\n\nThe newly freed African Americans, called \"freedpeople,\" faced many big challenges even though they were finally free. Because they had been enslaved, most had been denied the right to an education, a place to live, and money.⁽²⁶⁾ They were now free citizens but had to start their new lives with almost nothing. The federal government had to try and help these new citizens find homes, jobs, and an education so they could become successful. However, the United States was still divided in many ways, and the road to true healing and equality for all its citizens would be a very long and hard one. The Civil War saved the United States by keeping the country together, but it took many more years to build a truly equal and fair nation.\n\n\n\n### Source Text References\n1. [teacherspayteachers.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQElcrqnoF-9zvkKNqFPU7BF-6PzP5P54TT9lZZgk-7boG_aujGeRZfm0GDPuvJ0EAyKMbNNZ_gsfQj04O--WeNVJwDSL-82siYcezQ4fH2fq6wxO4T8oxbp_56L7pfJTwR-8A0Q6W7YOtVO8UEDD4dgeGWL7m7hA2vWngBXSX-kiq8xWgIwMDSkvPpQf6CcluuiFg==)\n2. [factmonster.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG4VAAzIQGJ3RtGvn7pYI6M6wdSj0CAFDFkTJ_iP1jOYfPFx2cZX6WYzRVP1Q1mF-v1mXxGS272fDIqcFeHvSt73_s5M74EL0RLig-MMX25WaGaPLgRsKR6sZz6lxCG-xTBNExgeEsQQbAfa7Wk1ItgSjZ4l9ohlxtoaRFgGHOQ)\n3. [mrdonn.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHlpu96IRWTV9j2fr4VTm7wZHV1bxguCuqau699bu3UBToxCIjS85PUuhNPrAXRVXKJCezDTqilNibA20cLWhMLl5J_REDNOsjW5O0HpWsF0SjIw4XXednE_cIHO2XQJ2ACuw==)\n4. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEKkFoklHH4Ri4cAVlQFgxuQGreVISV1bM5eHD7qIbQ6HI0jLyTUxfB0z529yM9hCp0cTVJzSAFy30m5WtjaM7D7H7Nbm78hUgvxk6hFLcs67rD2EKwY5zDsuNS4hEMgyiTEo1mxKAzbCX4WmG2VPqBPdq0fGXMOAkLHnenEPcfrEs9zK1z5DBkbWx2pA==)\n5. [lovetoknow.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQH-uRweQCyStheU-wDqAIYBa1hP5CH3PrqNviwndnAqeCpwt7znbihr83i9GUBKBrN1hGthQeCrNN2Wl2Sbbo1ODY8XoJI4HFsA9evXf_XxKyC6qp18ndXYW6-2KGpCpMpXQhmutJk-zc6vdh4iNnIB7AStno6zxA3CEY-qjIqu)\n6. [historyforkids.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFrBDrUcj6pZ_Lrpi38m5ZH1zOm3Qh2jaE5wVsNbJdCs4-b3_7lp7lK7qAwFFCw60sdOeydYOLB_cJmTpsd-2bgrvb7bVQxlhW05AXoPw7EYgiaz0rGjfxhInEogAQ2YB1RZcc=)\n7. [nps.gov](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF6XocekliXPVAZ-63WSrjGk_E7vFr1FceC-hoJD2piS3pbi9QdySyxUxh55Kow-k5KtLX69nxf76cJbOjofd90sEQe6xpC2XDajpFHyQLnOHBgQFfz7Prvxjv-_JwyGAML8OWYEB04EuiL)\n8. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEJOTs5ejIJvclYx_AR2hhe9fRcpQUMCpLOYzyd8aamD4veUNGNyO0--zNiticZgxQy8Hvx5el3Jln65iuHkFLTEfMHESpdz6vD-CrL-eKwqtUvEfNpmCcx1EatJIPkRlN3eRqaZyYD4jnMXL5Z-uyBhZfogTgsCChm7g==)\n9. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFh8K-sN1oeL1BOJq5aKuQuwPpe1vAeDQ7yzOpUCENc7rXAY8AGRlaL98s1nMoYx8l6NPDfAK1qLCKko57v9OKZVSksj7MfdXjsTTwbKbeLfL_0YcJfPzMzKQAo0odOB80qna2eog8km7GO13V4rsD2umE_NWfMRYArmxq0wg==)\n10. [wikipedia.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHtimifUEHPgPvoe9VKujOPvQ9nAC7TLmco9dOUWDMZWph7q0v3lKFej8D8NS5qRez11eXPGEDXqQDSmS27v6f3AsfhGv99EiGBVRp3x6PkOv4bA8lfzESwrtM1lZSncd9sb782XGX7Hn7zZsW4B4-PX1e_4oldyXXTEaY=)\n11. [blogspot.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHJeltQq1wYRcNhOVVRO2Dlqjc2pVTZmh7h6K-sXPujY_k_oOkyYlUMBOcMX5eLQBsOURpzBNm86gR8TyJdN_VLg1huFb19N-Iv3ol9snhv31H63s3PxCrSuIb_ntSKJ-ZLj6EL1_4bqdQ9OhtVtqmL6KEaw22_q0yI4eySlCKE7OnR)\n12. [cosa.k12.or.us](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGhHVmCXIVE6pSvGJygRLGorazUnAVttoAsei9_K7hT6WOsqN7tz0p8yP1HG7TE0Njlkt0Ue19qfZ__lOCQOjI3SycF59YpXRmfimshn8dfI1Y-DG0BUVdpdycbeHDanBcCMbuu7V1E2FjO2OUd9ky4GNo1G_w2ndxXUZNPM7Wm4Glu1mvXtOJ5cI0gAXUUmcb1gkjBpvaenRvdSjpTM-ffSbcD_1QvCezl)\n13. [quora.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHDZMCXtaqrk2nmNDMZMcDPXN0OK_yskLMdkeUChT5g0oSJKQb2MfL32VpoLHk4Cv8YFZ6Dr1dGnFREI38o7yDWaZbZ6uvc3shq1KyIGgKig6-DMJtYgzLQCNG_ezTFOPmSRRRprh-S-grKcLG-g5vaOXGg-dwXAVNsTAsEoejs0qU4aPwbwafmRPym5WnbodNQgq7HrfjN8xnxx8EdWlqmPEMIFmIg_njw9V0jX3UVp3OBvyXp91QPlbtW2qBxfE38PPJKajX5_NQhMeKK)\n14. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF7MI-IVOm90RMtJ-m9HCg4JWjuf-eH9vvWZ-qXFtXoTj2J_Av6rBqSsCM90KNUIM7oUJAHbz4ZH82z9W0u-TKzlFb27uZBNyc8kGDDeUeU7p_JATtLGoPFYPtyvGUTzKvYjp_I0vxtR-z3Hyc5Ci70ZXXaeorOP7fx9buMUFPPSFJRHaEXbK6RVq9Ps8ajlXOUcg_HB8m54Qgo02bbmQ==)\n15. [historyforkids.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFGbcwQu-vg0mlk8XCGxU6bgpONAbbhohwk0dSs-fsY-oeWK5W-wUChdq_G9waa9_a15Mfj7D0yw5jyCmS9v8e2A2GULP6HdUvvgDr8WJGLhVDRunkEkLyjPV-ZOnATURAhGwzjqcHUOjM=)\n16. [kiddle.co](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF1zgqeEpx8FN3_4UrqrFFbVsKL678Txf2cboZ5cWvP0chwgeJ7RFwYGJJ8bLbLpr0NUeE266_OoGvmhoR9HKTcH_WLsNBeCavOSA4NBygNbI_4ltFseKByiM_T-0kSekhyLSta9kt9qA8Gte34s4r9T9Q3vRWn0w==)\n17. [uh.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGflJzqLBdBLsJgsKDXrCFk8isT3dCu7hdna4tfii-Q52I3hElXYq0cPuvYjhcUxn744XHFGtCE5chLkDEWmBvX-j2U-wi-bpgPZvAY_m29BE1esBENDIOlbKaG335YQDTh8qf3AgwDccUsepc06X6chZe4baTjSq2g8tcJYtqHwFc=)\n18. [pbslearningmedia.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHkjeTuad941LNFQ1KGzCCtdqBN0M9-t3TYQmqYI1aQFzpgw8vMTirwTMl-ln3_6pPj95ypeBPqeW2jvJhDRcwHHVzkDotrWa-tdJQ-qozfEaPJB5fqusCoBgxKbuSey46N3MDvfFkgPZOyjsUlLqDe0mgg210s78obXqfhWcnSt-BpaaPOncTVLmu5hFsjwJyKYEXhtufLTmoMx3AbOO_JYDcDZIncC7W8ALfRxpEaKaqDAFmi)\n19. [youtube.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFA9ZulwwCHkiZZw56fD4W5r7Y3qQ7Ayrgu7Y6OJwMTN7_cr8iGjQ9vANiSuvOT7ll8n3iSraRc3oiinvJs0PG_Nno03yBPwG1KQjPWBujla7Zhp9veXKMFfFHW6s8fjfn0usn9u7s=)\n20. [sc.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEWEY-6IycynxQxqmIhT8LnLKHlGqQAtyQFHnqYJyOqwWomLvZxWRoZi_EAFRe_1KuAZHwG2IWDRwK5m370_wR7koUUPhMhq08pfZoxpHHhFmklk5aYN9LcTRI7Kjp0mXb7Y7dRGlSyz14Y4IDidvE2WPKVDRvVv7C52MXlmGy47d9dC-UoXBVAnlX6owfVJGxo-uWrq69BQ-aW_H4=)\n21. [kidskonnect.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFbWV0VxdAU95--xmXMZj3fWK32AME7j1Rav7jJYAFP-JK8GGxvvQe3rP9Wb9Gy73zo8aYWHyeLELsSfpkOUChxfGo8CxpTXN4ZuLQ5NY1fpuhwyNaPeDJAQRVZY6NlpxZVGfOUi18u49_yUKrs4A==)\n22. [brainly.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGxp3dqwxfBNTNcB_DJhhzsEyDdAnLda1TIFplHI2uEO-dOYTP6kk6RbeEDwsC45jNzKx9bHfS4fCiEfei-0xCvs9uTBBczoVAxpOMPnRBWQbltANYr5R_Y7Yj4HHJ5jo4=)\n23. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGPV8yb1X1r-e_Zy2D8S6MS6yR51TuPgg6vYqp6tui5zu_aaiTtQRlgfbEqrS5X5KchOZQabk7zZoYoFGh4oQp1UB8HjvtOYO8AccO3scEv_ax8BPr36REozYTGbze3Q3powC-FjpLBE3nxJmaewcptuGTxyFotskUngOVhIQ==)\n",
        "localStats": {
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      "data": "Title: The Civil War\n\n## Two Countries, One Family: The Fight Over Freedom and Unity\n\nThe Civil War was a big fight. This fight broke the United States into two pieces. It was like a huge argument that split one family. For many years, the northern states and the southern states were very different. These differences led to a terrible war. Americans were fighting against other Americans.\n\nThe main reason for this sad fight was slavery. The states also argued about who could make rules about slavery [⁽¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQElcrqnoF-9zvkKNqFPU7BF-6PzP5P54TT9lZZgk-7boG_aujGeRZfm0GDPuvJ0EAyKMbNNZ_gsfQj04O--WeNVJwDSL-82siYcezQ4fH2fq6wxO4T8oxbp_56L7pfJTwR-8A0Q6W7YOtVO8UEDD4dgeGWL7m7hA2vWngBXSX-kiq8xWgIwMDSkvPpQf6CcluuiFg==) [⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG4VAAzIQGJ3RtGvn7pYI6M6wdSj0CAFDFkTJ_iP1jOYfPFx2cZX6WYzRVP1Q1mF-v1mXxGS272fDIqcFeHvSt73_s5M74EL0RLig-MMX25WaGaPLgRsKR6sZz6lxCG-xTBNExgeEsQQbAfa7Wk1ItgSjZ4l9ohlxtoaRFgGHOQ).\n\nThe biggest cause of the war was the use of enslaved people in the South. Many people—kids, women, and men—were forced to work [⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG4VAAzIQGJ3RtGvn7pYI6M6wdSj0CAFDFkTJ_iP1jOYfPFx2cZX6WYzRVP1Q1mF-v1mXxGS272fDIqcFeHvSt73_s5M74EL0RLig-MMX25WaGaPLgRsKR6sZz6lxCG-xTBNExgeEsQQbAfa7Wk1ItgSjZ4l9ohlxtoaRFgGHOQ). They worked on very big farms called plantations. They grew crops like cotton [⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHlpu96IRWTV9j2fr4VTm7wZHV1bxguCuqau699bu3UBToxCIjS85PUuhNPrAXRVXKJCezDTqilNibA20cLWhMLl5J_REDNOsjW5O0HpWsF0SjIw4XXednE_cIHO2XQJ2ACuw==). This cotton made the farm owners rich.\n\nThe South felt their whole life needed slavery. They thought their money and farms would stop without it. People who were enslaved were treated badly. They were seen as property, like a chair or a tool. They were forced to work without pay or freedom.\n\nThe North was different [⁽¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQElcrqnoF-9zvkKNqFPU7BF-6PzP5P54TT9lZZgk-7boG_aujGeRZfm0GDPuvJ0EAyKMbNNZ_gsfQj04O--WeNVJwDSL-82siYcezQ4fH2fq6wxO4T8oxbp_56L7pfJTwR-8A0Q6W7YOtVO8UEDD4dgeGWL7m7hA2vWngBXSX-kiq8xWgIwMDSkvPpQf6CcluuiFg==). Most states in the North made slavery illegal. People in the North thought owning another person was very wrong. They felt it was bad in their hearts. The disagreement between the states grew very loud and angry.\n\nThe southern states worried about the North. They worried the government would make them stop slavery. To protect their way of life, eleven southern states decided to leave the United States. This is called secession, or leaving.\n\nThese states included South Carolina, Mississippi, Florida, and Texas. They started their own new country. They called it the Confederate States of America, or the Confederacy. This leaving is what truly started the war. The Confederacy wanted to be a new, separate country [⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG4VAAzIQGJ3RtGvn7pYI6M6wdSj0CAFDFkTJ_iP1jOYfPFx2cZX6WYzRVP1Q1mF-v1mXxGS272fDIqcFeHvSt73_s5M74EL0RLig-MMX25WaGaPLgRsKR6sZz6lxCG-xTBNExgeEsQQbAfa7Wk1ItgSjZ4l9ohlxtoaRFgGHOQ) [⁽⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEKkFoklHH4Ri4cAVlQFgxuQGreVISV1bM5eHD7qIbQ6HI0jLyTUxfB0z529yM9hCp0cTVJzSAFy30m5WtjaM7D7H7Nbm78hUgvxk6hFLcs67rD2EKwY5zDsuNS4hEMgyiTEo1mxKAzbCX4WmG2VPqBPdq0fGXMOAkLHnenEPcfrEs9zK1z5DBkbWx2pA==) [⁽⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQH-uRweQCyStheU-wDqAIYBa1hP5CH3PrqNviwndnAqeCpwt7znbihr83i9GUBKBrN1hGthQeCrNN2Wl2Sbbo1ODY8XoJI4HFsA9evXf_XxKyC6qp18ndXYW6-2KGpCpMpXQhmutJk-zc6vdh4iNnIB7AStno6zxA3CEY-qjIqu) [⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFrBDrUcj6pZ_Lrpi38m5ZH1zOm3Qh2jaE5wVsNbJdCs4-b3_7lp7lK7qAwFFCw60sdOeydYOLB_cJmTpsd-2bgrvb7bVQxlhW05AXoPw7EYgiaz0rGjfxhInEogAQ2YB1RZcc=) [⁽⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF6XocekliXPVAZ-63WSrjGk_E7vFr1FceC-hoJD2piS3pbi9QdySyxUxh55Kow-k5KtLX69nxf76cJbOjofd90sEQe6xpC2XDajpFHyQLnOHBgQFfz7Prvxjv-_JwyGAML8OWYEB04EuiL). But the United States government said they must stay.\n\nOne side was the **Union**. This was the name for the northern states. They wanted to keep the whole country together. President Abraham Lincoln led the Union [⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEJOTs5ejIJvclYx_AR2hhe9fRcpQUMCpLOYzyd8aamD4veUNGNyO0--zNiticZgxQy8Hvx5el3Jln65iuHkFLTEfMHESpdz6vD-CrL-eKwqtUvEfNpmCcx1EatJIPkRlN3eRqaZyYD4jnMXL5Z-uyBhZfogTgsCChm7g==) [⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFh8K-sN1oeL1BOJq5aKuQuwPpe1vAeDQ7yzOpUCENc7rXAY8AGRlaL98s1nMoYx8l6NPDfAK1qLCKko57v9OKZVSksj7MfdzjsTTwbKbeLfL_0YcJfPzMzKQAo0odOB80qna2eog8km7GO13V4rsD2umE_NWfMRYArmxq0wg==). He believed the nation must stay united. The Union flag was the Stars and Stripes we know today.\n\nThe other side was the **Confederacy**. This was the new country made by the South. President Jefferson Davis led the Confederacy. The Confederacy fought for two things. They wanted to rule themselves. They also wanted to keep slavery [⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEJOTs5ejIJvclYx_AR2hhe9fRcpQUMCpLOYzyd8aamD4veUNGNyO0--zNiticZgxQy8Hvx5el3Jln65iuHkFLTEfMHESpdz6vD-CrL-eKwqtUvEfNpmCcx1EatJIPkRlN3eRqaZyYD4jnMXL5Z-uyBhZfogTgsCChm7g==) [⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFh8K-sN1oeL1BOJq5aKuQuwPpe1vAeDQ7yzOpUCENc7rXAY8AGRlaL98s1nMoYx8l6NPDfAK1qLCKko57v9OKZVSksj7MfdzjsTTwbKbeLfL_0YcJfPzMzKQAo0odOB80qna2eog8km7GO13V4rsD2umE_NWfMRYArmxq0wg==).\n\nThe title \"Two Countries, One Family\" tells us how sad the Civil War was. The states were separated into two armies. But the people were still one family. Friends and neighbors suddenly had to choose a side.\n\nThis was hardest in the **Border States**. These were states that had slavery but stayed with the Union. Kentucky and Missouri were Border States.\n\nThe war tore many families apart. Sons often joined different armies. They fought against their own brothers on the battlefield. Even President Lincoln’s family was split [⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFh8K-sN1oeL1BOJq5aKuQuwPpe1vAeDQ7yzOpUCENc7rXAY8AGRlaL98s1nMoYx8l6NPDfAK1qLCKko57v9OKZVSksj7MfdzjsTTwbKbeLfL_0YcJfPzMzKQAo0odOB80qna2eog8km7GO13V4rsD2umE_NWfMRYArmxq0wg==) [⁽¹⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHtimifUEHPgPvoe9VKujOPvQ9nAC7TLmco9dOUWDMZWph7q0v3lKFej8D8NS5qRez11eXPGEDXqQDSmS27v6f3AsfhGv99EiGBVRp3x6PkOv4bA8lfzESwrtM1lZSncd9sb782XGX7Hn7zZsW4B4-PX1e_4oldyXXTEaY=). His wife, Mary Todd Lincoln, was from a Border State. She had brothers who joined the Confederate army [⁽¹¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHJeltQq1wYRcNhOVVRO2Dlqjc2pVTZmh7h6K-sXPujY_k_oOkyYlUMBOcMX5eLQBsOURpzBNm86gR8TyJdN_VLg1huFb19N-Iv3ol9snhv31H63s3PxCrSuIb_ntSKJ-ZLj6EL1_4bqdQ9OhtVtqmL6KEaw22_q0yI4eySlCKE7OnR). They fought against Lincoln and the Union [⁽¹²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGhHVmCXIVE6pSvGJygRLGorazUnAVttoAsei9_K7hT6WOsqN7tz0p8yP1HG7TE0Njlkt0Ue19qfZ__lOCQOjI3SycF59YpXRmfimshn8dfI1Y-DG0BUVdpdycbeHDanBcCMbuu7V1E2FjO2OUd9ky4GNo1G_w2ndxXUZNPM7Wm4Glu1mvXtOJ5cI0gAXUUmcb1gkjBpvaenRvdSjpTM-ffSbcD_1QvCezl). This showed how painful the fight was. The Civil War was truly a fight between brothers for **freedom** and **unity** [⁽⁹⁾](https://vertexaisearch.cloud.google.google.com/grounding-api-redirect/AUZIYQFh8K-sN1oeL1BOJq5aKuQuwPpe1vAeDQ7yzOpUCENc7rXAY8AGRlaL98s1nMoYx8l6NPDfAK1qLCKko57v9OKZVSksj7MfdzjsTTwbKbeLfL_0YcJfPzMzKQAo0odOB80qna2eog8km7GO13V4rsD2umE_NWfMRYArmxq0wg==) [⁽¹³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHDZMCXtaqrk2nmNDMZMcDPXN0OK_yskLMdkeUChT5g0oSJKQb2MfL32VpoLHk4Cv8YFZ6Dr1dGnFREI38o7yDWaZbZ6uvc3shq1KyIGgKig6-DMJtYgzLQCNG_ezTFOPmSRRRprh-S-grKcLG-g5vaOXGg-dwXAVNsTAsEoejs0qU4aPwbwafmRPym5WnbodNQgq7HrfjN8xnxx8EdWlqmPEMIFmIg_njw9V0jX3UVp3OBvyXp91QPlbtW2qBxfE38PPJKajX5_NQhMeKK).\n\n## Heroes, Hardships, and Healing: How the War Ended and Changed America\n\nThe big, hard Civil War finally stopped in the spring of 1865. It did not end with a loud battle. The fighting ended quietly in a small town in Virginia. This town was called Appomattox Court House. General Robert E. Lee led the Confederate Army. His army ran out of men, food, and supplies. General Lee knew fighting more would only hurt more people. He made a hard, good choice to quit fighting, which is called surrendering. [⁽¹⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF7MI-IVOm90RMtJ-m9HCg4JWjuf-eH9vvWZ-qXFtXoTj2J_Av6rBqSsCM90KNUIM7oUJAHbz4ZH82z9W0u-TKzlFb27uZBNyc8kGDDeUeU7p_JATtLGoPFYPtyvGUTzKvYjp_I0vxtR-z3Hyc5Ci70ZXXaeorOP7fx9buMUFPPSFJRHaEXbK6RVr9Ps8ajlXOUcg_HB8m54Qgo02bbmQ==) [⁽¹⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFGbcwQu-vg0mlk8XCGxU6bgpONAbbhohwk0dSs-fsY-oeWK5W-wUChdq_G9waa9_a15Mfj7D0yw5jyCmS9v8e2A2GULP6HdUvvgDr8WJGLhVDRunkEkLyjPV-ZOnATURAhGwzjqcHUOjM=)\n\nOn April 9, 1865, two important generals met. They met to stop the war. Confederate General Robert E. Lee met Union General Ulysses S. Grant. They met in a house in Appomattox Court House to sign the papers. [⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF1zgqeEpx8FN3_4UrqrFFbVsKL678Txf2cboZ5cWvP0chwgeJ7RFwYGJJ8bLbLpr0NUeE266_OoGvmhoR9HKTcH_WLsNBeCavOSA4NBygNbI_4ltFseKByiM_T-0kSekhyLSta9kt9qA8Gte34s4r9T9Q3vRWn0w==) [⁽¹⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGflJzqLBdBLsJgsKDXrCFk8isT3dCu7hdna4tfii-Q52I3hElXYq0cPuvYjhcUxn744XHFGtCE5chLkDEWmBvX-j2U-wi-bpgPZvAY_m29BE1esBENDIOlbKaG335YQDTh8qf3AgwDccUsepc06X6chZe4baTjSq2g8tcJYtqHwFc=) [⁽¹⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHkjeTuad941LNFQ1KGzCCtdqBN0M9-t3TYQmqYI1aQFzpgw8vMTirwTMl-ln3_6pPj95ypeBPqeW2jvJhDRcwHHVzkDotrWa-tdJQ-qozfEaPJB5fqusCoBgxKbuSey46N3MDvfFkgPZOyjsUlLqDe0mgg210s78obXqfhWcnSt-BpaaPOncTVLmu5hFsjwJyKYEXhtufLTmoMx3AbOO_JYDcDZIncC7W8ALfRxpEaKaqDAFmi)\n\nGeneral Grant was the Union hero. He was very kind to the soldiers who lost. He did not want to punish the Confederate men. He let them keep their horses and mules. They needed these animals to plow their fields and farm at home. He also let the officers keep their sidearms, like their swords. This kind act by General Grant showed that the North and South could start to feel better. They could stop being enemies. The war officially ending helped the nation become one country again. [⁽¹⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFA9ZulwwCHkiZZw56fD4W5r7Y3qQ7Ayrgu7Y6OJwMTN7_cr8iGjQ9vANiSuvOT7ll8n3iSraRc3oiinvJs0PG_Nno03yBPwG1KQjPWBujla7Zhp9veXKMFfFHW6s8fjfn0usn7u7s=)\n\nThe Union winning brought the end of slavery. This was the biggest change from the war. The terrible reason the war was fought finally ended. In December 1865, the United States added the Thirteenth Amendment. [⁽²⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEWEY-6IycynxQxqmIhT8LnLKHlGqQAtyQFHnqYJyOqwWomLvZxWRoZi_EAFRe_1KuAZHwG2IWDRwK5m370_wR7koUUPhMhq08pfZoxpHHhFmklk5aYN9LcTRI7Kjp0mXb7Y7dRGlSyz14Y4IDidvE2WPKVDRvVv7C52MXlmGy47d9dC-UoXBVAnlX6owfVJGxo-uWrq69BQ-aW_H4=) [⁽²¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFbWV0VxdAU95--xmXMZj3fWK32AME7j1Rav7jJYAFP-JK8GGxvvQe3rP9Wb9Gy73zo8aYWHyeLELsSfpkOUChxfGo8CxpTXN4ZuLQ5NYn1fpuhwyNaPeDJAQRVZY6NlpxZVGfOUi18u49_yUKrs4A==) An amendment is like a new rule. They added this rule to the Constitution. The Constitution is the main rulebook for the country.\n\nThe Thirteenth Amendment said slavery was illegal forever. [⁽²⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEWEY-6IycynxQxqmIhT8LnLKHlGqQAtyQFHnqYJyOqwWomLvZxWRoZi_EAFRe_1KuAZHwG2IWDRwK5m370_wR7koUUPhMhq08pfZoxpHHhFmklk5aYN9LcTRI7Kjp0mXb7Y7dRGlSyz14Y4IDidvE2WPKVDRvVv7C52MXlmGy47d9dC-UoXBVAnlX6owfVJGxo-uWrq69BQ-aW_H4=) [⁽²²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGxp3dqwxfBNTNcB_DJhhzsEyDdAnLda1TIFplHI2uEO-dOYTP6kk6RbeEDwsC45jNzKx9bHfS4fCiEfei-0xCvs9uTBBczoVAxpOMPnRBWQbltANYr5R_Y7Yj4HHJ5jo4=) This happened in every single state in the United States. Millions of African American people had been forced to be slaves. They were finally free because of this rule. This huge change was one of the most important things that came from the Civil War.\n\nThe United States faced a difficult time after four years of war. They had to rebuild everything. The Southern states were hurt the most because most fighting happened there. They had massive damage. Cities, towns, and factories were destroyed. Important roads and train tracks were torn up or ruined. [⁽²³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGPV8yb1X1r-e_Zy2D8S6MS6yR51TuPgg6vYqp6tui5zu_aaiTtQRlgfbEqrS5X5KchOZQabk7zZoYoFGh4oQp1UB8HjvtOYO8AccO3scEv_ax8BPr36REozYTGbze3Q3powC-FjpLBE3nxJmaewcptuGTxyFotskUngOVhIQ==)\n\nMany farms and crops were burned down. People had very little food or money left. Banks in the South were also ruined. [⁽²⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEWEY-6IycynxQxqmIhT8LnLKHlGqQAtyQFHnqYJyOqwWomLvZxWRoZi_EAFRe_1KuAZHwG2IWDRwK5m370_wR7koUUPhMhq08pfZoxpHHhFmklk5aYN9LcTRI7Kjp0mXb7Y7dRGlSyz14Y4IDidvE2WPKVDRvVv7C52MXlmGy47d9dC-UoXBVAnlX6owfVJGxo-uWrq69BQ-aW_H4=) Many people did not have homes or things they needed. The whole country needed a plan. They had to bring the states back together. They had to fix all the damage.\n\nThe time right after the war is called the Reconstruction Era. \"Reconstruction\" means you build something again. This time had three main goals. First, the South had to become part of the United States government again, as equals. [⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF1zgqeEpx8FN3_4UrqrFFbVsKL678Txf2cboZ5cWvP0chwgeJ7RFwYGJJ8bLbLpr0NUeE266_OoGvmhoR9HKTcH_WLsNBeCavOSA4NBygNbI_4ltFseKByiM_T-0kSekhyLSta9kt9qA8Gte34s4r9T9Q3vRWn0w==) Second, the damaged towns and buildings had to be fixed. Third, they had to figure out how the newly freed African American people would live. They needed to know how the country would treat these new citizens. \n\nThe newly free African Americans were called \"freedpeople.\" They faced many big problems, even though they were free. When they were enslaved, they could not go to school. They did not have homes or money of their own. They were free citizens now. But they had to start their new lives with almost nothing.\n\nThe government had to try and help these new citizens. They needed to find them homes, jobs, and schools. They wanted the freedpeople to be successful. However, the United States was still divided in many ways. Getting true healing and fairness for everyone was very hard. It took a very long time. The Civil War kept the country together. But it took many more years to build a country that was truly fair and equal for everyone.\n\n### Source Text References\n1. [teacherspayteachers.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQElcrqnoF-9zvkKNqFPU7BF-6PzP5P54TT9lZZgk-7boG_aujGeRZfm0GDPuvJ0EAyKMbNNZ_gsfQj04O--WeNVJwDSL-82siYcezQ4fH2fq6wxO4T8oxbp_56L7pfJTwR-8A0Q6W7YOtVO8UEDD4dgeGWL7m7hA2vWngBXSX-kiq8xWgIwMDSkvPpQf6CcluuiFg==)\n2. [factmonster.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG4VAAzIQGJ3RtGvn7pYI6M6wdSj0CAFDFkTJ_iP1jOYfPFx2cZX6WYzRVP1Q1mF-v1mXxGS272fDIqcFeHvSt73_s5M74EL0RLig-MMX25WaGaPLgRsKR6sZz6lxCG-xTBNExgeEsQQbAfa7Wk1ItgSjZ4l9ohlxtoaRFgGHOQ)\n3. [mrdonn.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHlpu96IRWTV9j2fr4VTm7wZHV1bxguCuqau699bu3UBToxCIjS85PUuhNPrAXRVXKJCezDTqilNibA20cLWhMLl5J_REDNOsjW5O0HpWsF0SjIw4XXednE_cIHO2XQJ2ACuw==)\n4. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEKkFoklHH4Ri4cAVlQFgxuQGreVISV1bM5eHD7qIbQ6HI0jLyTUxfB0z529yM9hCp0cTVJzSAFy30m5WtjaM7D7H7Nbm78hUgvxk6hFLcs67rD2EKwY5zDsuNS4hEMgyiTEo1mxKAzbCX4WmG2VPqBPdq0fGXMOAkLHnenEPcfrEs9zK1z5DBkbWx2pA==)\n5. [lovetoknow.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQH-uRweQCyStheU-wDqAIYBa1hP5CH3PrqNviwndnAqeCpwt7znbihr83i9GUBKBrN1hGthQeCrNN2Wl2Sbbo1ODY8XoJI4HFsA9evXf_XxKyC6qp18ndXYW6-2KGpCpMpXQhmutJk-zc6vdh4iNnIB7AStno6zxA3CEY-qjIqu)\n6. [historyforkids.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFrBDrUcj6pZ_Lrpi38m5ZH1zOm3Qh2jaE5wVsNbJdCs4-b3_7lp7lK7qAwFFCw60sdOeydYOLB_cJmTpsd-2bgrvb7bVQxlhW05AXoPw7EYgiaz0rGjfxhInEogAQ2YB1RZcc=)\n7. [nps.gov](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF6XocekliXPVAZ-63WSrjGk_E7vFr1FceC-hoJD2piS3pbi9QdySyxUxh55Kow-k5KtLX69nxf76cJbOjofd90sEQe6xpC2XDajpFHyQLnOHBgQFfz7Prvxjv-_JwyGAML8OWYEB04EuiL)\n8. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEJOTs5ejIJvclYx_AR2hhe9fRcpQUMCpLOYzyd8aamD4veUNGNyO0--zNiticZgxQy8Hvx5el3Jln65iuHkFLTEfMHESpdz6vD-CrL-eKwqtUvEfNpmCcx1EatJIPkRlN3eRqaZyYD4jnMXL5Z-uyBhZfogTgsCChm7g==)\n9. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFh8K-sN1oeL1BOJq5aKuQuwPpe1vAeDQ7yzOpUCENc7rXAY8AGRlaL98s1nMoYx8l6NPDfAK1qLCKko57v9OKZVSksj7MfdXjsTTwbKbeLfL_0YcJfPzMzKQAo0odOB80qna2eog8km7GO13V4rsD2umE_NWfMRYArmxq0wg==)\n10. [wikipedia.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHtimifUEHPgPvoe9VKujOPvQ9nAC7TLmco9dOUWDMZWph7q0v3lKFej8D8NS5qRez11eXPGEDXqQDSmS27v6f3AsfhGv99EiGBVRp3x6PkOv4bA8lfzESwrtM1lZSncd9sb782XGX7Hn7zZsW4B4-PX1e_4oldyXXTEaY=)\n11. [blogspot.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHJeltQq1wYRcNhOVVRO2Dlqjc2pVTZmh7h6K-sXPujY_k_oOkyYlUMBOcMX5eLQBsOURpzBNm86gR8TyJdN_VLg1huFb19N-Iv3ol9snhv31H63s3PxCrSuIb_ntSKJ-ZLj6EL1_4bqdQ9OhtVtqmL6KEaw22_q0yI4eySlCKE7OnR)\n12. [cosa.k12.or.us](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGhHVmCXIVE6pSvGJygRLGorazUnAVttoAsei9_K7hT6WOsqN7tz0p8yP1HG7TE0Njlkt0Ue19qfZ__lOCQOjI3SycF59YpXRmfimshn8dfI1Y-DG0BUVdpdycbeHDanBcCMbuu7V1E2FjO2OUd9ky4GNo1G_w2ndxXUZNPM7Wm4Glu1mvXtOJ5cI0gAXUUmcb1gkjBpvaenRvdSjpTM-ffSbcD_1QvCezl)\n13. [quora.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHDZMCXtaqrk2nmNDMZMcDPXN0OK_yskLMdkeUChT5g0oSJKQb2MfL32VpoLHk4Cv8YFZ6Dr1dGnFREI38o7yDWaZbZ6uvc3shq1KyIGgKig6-DMJtYgzLQCNG_ezTFOPmSRRRprh-S-grKcLG-g5vaOXGg-dwXAVNsTAsEoejs0qU4aPwbwafmRPym5WnbodNQgq7HrfjN8xnxx8EdWlqmPEMIFmIg_njw9V0jX3UVp3OBvyXp91QPlbtW2qBxfE38PPJKajX5_NQhMeKK)\n14. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF7MI-IVOm90RMtJ-m9HCg4JWjuf-eH9vvWZ-qXFtXoTj2J_Av6rBqSsCM90KNUIM7oUJAHbz4ZH82z9W0u-TKzlFb27uZBNyc8kGDDeUeU7p_JATtLGoPFYPtyvGUTzKvYjp_I0vxtR-z3Hyc5Ci70ZXXaeorOP7fx9buMUFPPSFJRHaEXbK6RVq9Ps8ajlXOUcg_HB8m54Qgo02bbmQ==)\n15. [historyforkids.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFGbcwQu-vg0mlk8XCGxU6bgpONAbbhohwk0dSs-fsY-oeWK5W-wUChdq_G9waa9_a15Mfj7D0yw5jyCmS9v8e2A2GULP6HdUvvgDr8WJGLhVDRunkEkLyjPV-ZOnATURAhGwzjqcHUOjM=)\n16. [kiddle.co](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF1zgqeEpx8FN3_4UrqrFFbVsKL678Txf2cboZ5cWvP0chwgeJ7RFwYGJJ8bLbLpr0NUeE266_OoGvmhoR9HKTcH_WLsNBeCavOSA4NBygNbI_4ltFseKByiM_T-0kSekhyLSta9kt9qA8Gte34s4r9T9Q3vRWn0w==)\n17. [uh.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGflJzqLBdBLsJgsKDXrCFk8isT3dCu7hdna4tfii-Q52I3hElXYq0cPuvYjhcUxn744XHFGtCE5chLkDEWmBvX-j2U-wi-bpgPZvAY_m29BE1esBENDIOlbKaG335YQDTh8qf3AgwDccUsepc06X6chZe4baTjSq2g8tcJYtqHwFc=)\n18. [pbslearningmedia.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHkjeTuad941LNFQ1KGzCCtdqBN0M9-t3TYQmqYI1aQFzpgw8vMTirwTMl-ln3_6pPj95ypeBPqeW2jvJhDRcwHHVzkDotrWa-tdJQ-qozfEaPJB5fqusCoBgxKbuSey46N3MDvfFkgPZOyjsUlLqDe0mgg210s78obXqfhWcnSt-BpaaPOncTVLmu5hFsjwJyKYEXhtufLTmoMx3AbOO_JYDcDZIncC7W8ALfRxpEaKaqDAFmi)\n19. [youtube.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFA9ZulwwCHkiZZw56fD4W5r7Y3qQ7Ayrgu7Y6OJwMTN7_cr8iGjQ9vANiSuvOT7ll8n3iSraRc3oiinvJs0PG_Nno03yBPwG1KQjPWBujla7Zhp9veXKMFfFHW6s8fjfn0usn9u7s=)\n20. [sc.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEWEY-6IycynxQxqmIhT8LnLKHlGqQAtyQFHnqYJyOqwWomLvZxWRoZi_EAFRe_1KuAZHwG2IWDRwK5m370_wR7koUUPhMhq08pfZoxpHHhFmklk5aYN9LcTRI7Kjp0mXb7Y7dRGlSyz14Y4IDidvE2WPKVDRvVv7C52MXlmGy47d9dC-UoXBVAnlX6owfVJGxo-uWrq69BQ-aW_H4=)\n21. [kidskonnect.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFbWV0VxdAU95--xmXMZj3fWK32AME7j1Rav7jJYAFP-JK8GGxvvQe3rP9Wb9Gy73zo8aYWHyeLELsSfpkOUChxfGo8CxpTXN4ZuLQ5NY1fpuhwyNaPeDJAQRVZY6NlpxZVGfOUi18u49_yUKrs4A==)\n22. [brainly.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGxp3dqwxfBNTNcB_DJhhzsEyDdAnLda1TIFplHI2uEO-dOYTP6kk6RbeEDwsC45jNzKx9bHfS4fCiEfei-0xCvs9uTBBczoVAxpOMPnRBWQbltANYr5R_Y7Yj4HHJ5jo4=)\n23. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGPV8yb1X1r-e_Zy2D8S6MS6yR51TuPgg6vYqp6tui5zu_aaiTtQRlgfbEqrS5X5KchOZQabk7zZoYoFGh4oQp1UB8HjvtOYO8AccO3scEv_ax8BPr36REozYTGbze3Q3powC-FjpLBE3nxJmaewcptuGTxyFotskUngOVhIQ==)\n",
      "meta": "3rd Grade - English  (Multi-part)",
      "title": "Text Adaptation & Engagement",
      "timestamp": "2026-01-01T16:23:21.643Z"
    },
    {
      "id": "1767284670008ojdok8qsm",
      "type": "glossary",
      "data": [
        {
          "term": "Civil War",
          "def": "A major conflict fought between the northern states (the Union) and the southern states (the Confederacy) in the United States from 1861 to 1865.",
          "tier": "Domain-Specific",
          "image": 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        },
        {
          "term": "Division",
          "def": "A major separation or disagreement that causes people, groups, or things to become strongly split apart.",
          "tier": "Academic",
          "image": 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        },
        {
          "term": "Enslaved People",
          "def": "Men, women, and children who were treated like property and forced to work without wages or rights, primarily in the Southern states before 1865.",
          "tier": "Domain-Specific"
        },
        {
          "term": "Plantation",
          "def": "A large farm or estate in the Southern states where cash crops like cotton were grown, relying on the forced labor of enslaved people.",
          "tier": "Domain-Specific",
          "image": 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"
        },
        {
          "term": "Economy",
          "def": "The system of how a country manages its money, trade, and resources, including how goods are produced and consumed.",
          "tier": "Academic",
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"
        },
        {
          "term": "Secede",
          "def": "To formally withdraw or leave an existing country or organization to form a separate nation.",
          "tier": "Domain-Specific",
          "image": 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        },
        {
          "term": "Drastic",
          "def": "An extreme, sudden, or severe action or change, often taken in response to a serious situation.",
          "tier": "Academic",
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        },
        {
          "term": "Confederacy",
          "def": "The new country formed by the eleven southern states that chose to secede from the United States during the Civil War.",
          "tier": "Domain-Specific",
          "image": 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"
        },
        {
          "term": "Union",
          "def": "The name for the northern states, led by Abraham Lincoln, that fought to keep the United States together during the Civil War.",
          "tier": "Domain-Specific",
          "image": 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"
        },
        {
          "term": "Maintain",
          "def": "To keep something going, or to continue to support and uphold a certain state or system.",
          "tier": "Academic",
          "image": 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        }
      ],
      "meta": "4 T2 / 6 T3 Terms - English Only",
      "title": "Glossary & Language Selection",
      "timestamp": "2026-01-01T16:24:30.008Z",
      "config": {
        "grade": "3rd Grade",
        "language": "English",
        "standards": "CCSS.ELA-LITERACY.RI.3.2: Determine the main idea of a text; recount the key details and explain how they support the main idea.",
        "interests": []
      }
    },
    {
      "id": "17672846765411vgftshoe",
      "type": "outline",
      "data": {
        "main": "Differences Between the Northern and Southern States Before the Civil War",
        "branches": [
          {
            "title": "Northern States (The Union)",
            "items": [
              "Most states had made slavery illegal (outlawed it).",
              "Believed owning another person was morally wrong.",
              "Their goal was to keep the United States together (unity).",
              "Led by President Abraham Lincoln."
            ]
          },
          {
            "title": "Southern States (The Confederacy)",
            "items": [
              "Their economy depended on enslaved people working on large farms (plantations).",
              "Wanted to keep slavery to protect their way of life.",
              "Decided to leave (secede) the United States.",
              "Formed their own country called the Confederacy."
            ]
          },
          {
            "title": "Shared",
            "items": [
              "Were part of the same country (the United States) before the war.",
              "Fought against each other in the Civil War.",
              "Had families who were ripped apart by the fighting."
            ]
          }
        ],
        "structureType": "Venn Diagram"
      },
      "meta": "3rd Grade - English - Venn Diagram",
      "title": "Visual Organizer",
      "timestamp": "2026-01-01T16:24:36.541Z",
      "config": {
        "grade": "3rd Grade",
        "language": "English",
        "standards": "CCSS.ELA-LITERACY.RI.3.2: Determine the main idea of a text; recount the key details and explain how they support the main idea.",
        "interests": []
      }
    },
    {
      "id": "1767284685352d8511575j",
      "type": "sentence-frames",
      "data": {
        "mode": "list",
        "items": [
          {
            "text": "I think the main idea of the whole text is that the Civil War was a fight over ________________ and that it finally ended ________________."
          },
          {
            "text": "One key detail that supports this main idea is that the Southern states decided to secede, or leave, because ________________."
          },
          {
            "text": "The text explains that the major cause of the war was ________________, and this supports the main idea because it created a huge division between ________________ and ________________."
          },
          {
            "text": "Another important detail is that even President Lincoln’s family was divided when ________________, which shows that the main idea about ________________ is true."
          },
          {
            "text": "After the war ended, the biggest change was ________________. This proves the main idea because the war resulted in ________________."
          },
          {
            "text": "This detail shows that the war was not just about fighting, but also about the important goals of ________________ and ________________."
          }
        ],
        "rubric": "| Criteria | Level 1 (Beginning) | Level 3 (Developing) | Level 5 (Mastery) |\n| :--- | :--- | :--- | :--- |\n| **Content: Main Idea (RI.3.2)** | Student does not identify the main idea or provides an unrelated topic. | Student identifies a partial or simple main idea (e.g., \"The war was sad\"). | Student clearly and accurately determines the complex main idea (cause and outcome) of the text. |\n| **Content: Supporting Details (RI.3.2)** | Student includes 0-1 unrelated or incorrect detail from the text. | Student recounts 2-3 key details but struggles to accurately explain how they support the main idea. | Student recounts 3+ specific, accurate key details from the text. |\n| **Use of Scaffolds (RI.3.2)** | Student ignores the sentence starters or uses them incorrectly, resulting in confusing sentences. | Student uses 2-3 sentence starters to structure their answer, but the completion is sometimes incomplete or unclear. | Student successfully uses at least 4 provided sentence starters to clearly recount details and explain support. |\n| **Mechanics (L.3.1, L.3.2)** | Contains multiple errors in capitalization, punctuation, and complete sentences, making the writing hard to follow. | Contains some errors in spelling or punctuation, but the writing is generally understandable. | Uses correct capitalization and punctuation; sentences are complete and easy to read."
      },
      "meta": "Sentence Starters - English",
      "title": "Writing Scaffolds",
      "timestamp": "2026-01-01T16:24:45.352Z",
      "config": {
        "grade": "3rd Grade",
        "language": "English",
        "standards": "CCSS.ELA-LITERACY.RI.3.2: Determine the main idea of a text; recount the key details and explain how they support the main idea.",
        "interests": []
      }
    },
    {
      "id": "17672846923041x17qrpmj",
      "type": "faq",
      "data": [
        {
          "question": "What was the main reason the Civil War began?",
          "answer": "The Civil War began because the Northern states and Southern states disagreed strongly about slavery and who had the power to make laws about it."
        },
        {
          "question": "How were the North and South different before the war?",
          "answer": "The South used enslaved people to work on large farms and believed their whole way of life depended on it. The North believed that owning another person was morally wrong and had outlawed slavery."
        },
        {
          "question": "What were plantations in the South used for?",
          "answer": "Plantations were large farms where hundreds of enslaved people were forced to work. They mainly grew cash crops like cotton that made the owners very rich."
        },
        {
          "question": "Why did southern states secede from the United States?",
          "answer": "Southern states worried that the national government would force them to end slavery. To protect their way of life, eleven states decided to secede, or leave, and form their own country called the Confederacy."
        },
        {
          "question": "What was the biggest change that happened when the war ended?",
          "answer": "The biggest change was the end of slavery. The Thirteenth Amendment was added to the Constitution, making slavery illegal forever across the entire United States."
        }
      ],
      "meta": "5 Questions - 3rd Grade - English",
      "title": "FAQ Generator",
      "timestamp": "2026-01-01T16:24:52.304Z",
      "config": {
        "grade": "3rd Grade",
        "language": "English",
        "standards": "CCSS.ELA-LITERACY.RI.3.2: Determine the main idea of a text; recount the key details and explain how they support the main idea.",
        "interests": []
      }
    },
    {
      "id": "1767284706647lbi334rck",
      "type": "quiz",
      "data": {
        "questions": [
          {
            "question": "What is the main idea of the first section of the text, \"Two Countries, One Family\"?",
            "options": [
              "It explains why General Grant was generous to the defeated soldiers.",
              "It describes the major causes that led to the start of the Civil War.",
              "It tells about the challenges faced by freed people after the war.",
              "It explains where Appomattox Court House is located."
            ],
            "correctAnswer": "It describes the major causes that led to the start of the Civil War.",
            "factCheck": "**Verified Correct Answer:** It describes the major causes that led to the start of the Civil War.\n\nFor a historical text titled \"Two Countries, One Family\" (referencing the North and South during the Civil War), the opening section must establish the context of the division. The main idea of the first section of a historical narrative is typically to set the stage, meaning it explains the fundamental tensions, disagreements (causes), and conditions that led to the conflict described in the rest of the text.\n\n**Why other options are incorrect:**\n\n*   **It explains why General Grant was generous to the defeated soldiers.** This is a detailed event related to the *conclusion* of the war (Appomattox), not the main idea of the introductory section explaining the conflict's origins.\n*   **It tells about the challenges faced by freed people after the war.** This subject belongs to the post-war period (Reconstruction) and would appear in later sections dedicated to the war's consequences.\n*   **It explains where Appomattox Court House is located.** This is a specific geographical detail about the *location of the surrender*, which is far too narrow and specific to serve as the main idea of the opening section explaining the causes of the entire conflict."
          },
          {
            "question": "According to the text, what was the most important cause that led to the division between the Northern and Southern states?",
            "options": [
              "The argument over who would be president.",
              "The differences about slavery and who had the power to make laws about it.",
              "The fighting over who owned the most horses.",
              "The need to rebuild cities and towns."
            ],
            "correctAnswer": "The differences about slavery and who had the power to make laws about it.",
            "factCheck": "**Verified Correct Answer:** The differences about slavery and who had the power to make laws about it.\n\nThe division between the Northern and Southern states leading up to the Civil War was fundamentally caused by the conflict over slavery. The South’s economy depended heavily on slave labor, while the North largely opposed slavery. This core disagreement led to continuous disputes over whether new territories would allow slavery and whether the Federal government (the U.S. Congress) had the power to restrict or abolish slavery—which is accurately summarized by the differences over slavery and who had the power to make laws about it.\n\n**Why other options are incorrect:**\n\n*   **The argument over who would be president.:** Arguments over presidential candidates were immediate triggers for secession (like the election of Abraham Lincoln in 1860), but they were not the underlying *cause* of the deep division itself.\n*   **The fighting over who owned the most horses.:** This is historically irrelevant and played no role in the national division.\n*   **The need to rebuild cities and towns.:** Rebuilding cities and towns (known as Reconstruction) happened *after* the war and the division ended. It was a result, not a cause, of the division."
          },
          {
            "question": "Why did the Southern states feel that slavery was necessary for their economy (their way of making money)?",
            "options": [
              "They needed enslaved people to run the banks in the North.",
              "They believed their entire way of life depended on forced labor on large farms called plantations.",
              "They wanted to write a new rule called the Thirteenth Amendment.",
              "They needed more soldiers for the Union army."
            ],
            "correctAnswer": "They believed their entire way of life depended on forced labor on large farms called plantations.",
            "factCheck": "**Verified Correct Answer:** They believed their entire way of life depended on forced labor on large farms called plantations.\n\nThe Southern economy was based primarily on cash crops—most notably cotton, but also tobacco and sugar—grown on large estates known as plantations. This agricultural system required massive amounts of manual labor and was only profitable because this labor (slavery) was unpaid. Southern political and economic leaders argued that abolishing slavery would immediately collapse their entire financial structure and destroy their social hierarchy, thus making forced labor absolutely necessary for their continued existence and prosperity.\n\n**Why other options are incorrect:**\n\n*   **They needed enslaved people to run the banks in the North.** This is factually incorrect. Slavery was concentrated in the South for agricultural labor. Northern banks were not operated by enslaved people.\n*   **They wanted to write a new rule called the Thirteenth Amendment.** This is factually incorrect. The Thirteenth Amendment (ratified after the Civil War) officially abolished slavery in the United States. Southern states fought to preserve slavery, not abolish it.\n*   **They needed more soldiers for the Union army.** This is factually incorrect. The Southern states formed the Confederacy and fought *against* the Union army. The primary role of enslaved people was agricultural labor, not military service for the North."
          },
          {
            "question": "What was the 'drastic step' that the Southern states took that truly started the Civil War?",
            "options": [
              "They voted for a new president.",
              "They outlawed farming in the North.",
              "They decided to secede, or leave, the United States to form the Confederacy.",
              "They signed a peace treaty in Virginia."
            ],
            "correctAnswer": "They decided to secede, or leave, the United States to form the Confederacy.",
            "factCheck": "**Verified Correct Answer:** They decided to secede, or leave, the United States to form the Confederacy.\n\nThe act of secession was the \"drastic step\" taken by the Southern states (starting with South Carolina in December 1860) that led directly to the formation of the Confederate States of America (the Confederacy). Secession was the definitive political action that fractured the Union and was immediately followed by military actions (such as the firing on Fort Sumter in April 1861), which are considered the military start of the war. For a 3rd-grade context, secession is the primary cause attributed to the Southern states starting the conflict.\n\n**Why other options are incorrect:**\n\n*   **They voted for a new president.** The election of Abraham Lincoln (a Republican who opposed the spread of slavery) triggered the secession crisis, but Lincoln was elected primarily by Northern votes. Secession, not voting for a president, was the decisive action taken by the Southern states that started the conflict.\n*   **They outlawed farming in the North.** This is entirely false. The Civil War was not about outlawing farming; it was rooted in the issues of slavery, states' rights, and economic differences.\n*   **They signed a peace treaty in Virginia.** This is the opposite of starting a war. A peace treaty (like the one signed at Appomattox Court House, Virginia) is used to end a conflict."
          },
          {
            "question": "The Union (North) fought to keep the country united. What was the main reason the Confederacy (South) fought?",
            "options": [
              "To keep the Stars and Stripes flag.",
              "To stop using cotton as a crop.",
              "To be a new, independent country and maintain the system of slavery.",
              "To elect General Grant as president."
            ],
            "correctAnswer": "To be a new, independent country and maintain the system of slavery.",
            "factCheck": "**Verified Correct Answer:** To be a new, independent country and maintain the system of slavery.\n\nThe Confederacy (the eleven states that seceded from the United States) fought the Civil War primarily to establish a new nation, the Confederate States of America. This desire for independence was driven almost entirely by the goal of protecting and maintaining the economic, political, and social institution of chattel slavery, which they felt was threatened by the growing anti-slavery movement in the North and the election of Abraham Lincoln.\n\n**Why other options are incorrect:**\n\n*   **To keep the Stars and Stripes flag.**\n    *   Incorrect. The Confederacy rejected the authority of the United States and designed its own national flags (such as the Stars and Bars) to distinguish itself from the Union.\n*   **To stop using cotton as a crop.**\n    *   Incorrect. Cotton was the main cash crop of the South, and its massive production relied entirely on the forced labor of enslaved people. The South fought to *protect* the system that made the cotton economy possible.\n*   **To elect General Grant as president.**\n    *   Incorrect. General Ulysses S. Grant was the lead commander of the Union Army (the North). The Confederacy fought against Grant and the U.S. government he served."
          }
        ],
        "reflections": [
          "The text says that the Civil War was 'a fight between brothers' and that President Lincoln's own family was divided. How does this detail help you understand the main idea that the war 'tore the United States apart'?"
        ]
      },
      "meta": "3rd Grade - Quiz (5MC/1Ref) - English",
      "title": "Exit Ticket",
      "timestamp": "2026-01-01T16:25:06.647Z",
      "config": {
        "grade": "3rd Grade",
        "language": "English",
        "standards": "CCSS.ELA-LITERACY.RI.3.2: Determine the main idea of a text; recount the key details and explain how they support the main idea.",
        "interests": []
      }
    },
    {
      "id": "1767285560678twh0j2gus",
      "type": "lesson-plan",
      "data": {
        "materialsNeeded": [
          "Teacher Device and Projector (or interactive whiteboard)",
          "Student devices (or paper and pencils)",
          "Core Text: [Text Adaptation & Engagement](resource:1767284601643dtsg5buju)",
          "Vocabulary Support: [Glossary & Language Selection](resource:1767284670008ojdok8qsm)",
          "",
          "Organizational Tool: [Visual Organizer](resource:17672846765411vgftshoe)",
          "Writing Scaffolds: [Writing Scaffolds](resource:1767284685352d8511575j)",
          "Assessment Tool: [Exit Ticket](resource:1767284706647lbi334rck)",
          "Extension Resource: [FAQ Generator](resource:17672846923041x17qrpmj)"
        ],
        "objectives": [
          "Students Will Be Able To (SWBAT) determine the main idea of the core text, 'The Civil War,' using explicit textual evidence (CCSS.RI.3.2).",
          "SWBAT recount at least two key details (slavery, plantations) that support the main idea of the text (CCSS.RI.3.2).",
          "SWBAT define and use domain-specific vocabulary (Civil War, enslaved people, plantation) using the provided glossary."
        ],
        "essentialQuestion": "What caused the biggest fight in American history, and why was it so difficult to stop?",
        "hook": "Teacher says: 'Imagine you have a big team, and everyone agrees on the rules—until suddenly, half the team wants totally different rules! That’s what happened to the United States. We became two groups fighting each other.' \n\nDirect students' attention to the projector. Display the  [Visual Organizer](resource:17672846765411vgftshoe)\n\nTeacher says: 'Look closely at this image. What do you notice? Does it look like people are working together or divided? This image represents the Civil War, where Americans fought Americans. Today, we are going to learn why this terrible division happened.' (2-3 minutes)",
        "directInstruction": "MINI-LESSON: Determining Main Idea and Key Details (15 minutes)\n\n**1. Vocabulary Preview (Multiple Means of Representation):**\nTeacher says: 'Before we read, let’s look at some important words. I am displaying the [Glossary & Language Selection](resource:1767284670008ojdok8qsm).\n*   **Civil War:** A war fought inside one country.\n*   **Enslaved People:** People who are owned by others and forced to work without pay or freedom. This is cruel and wrong.\n*   **Plantation:** Very large farms in the South where enslaved people were forced to work, especially growing cotton.'\n\n**2. Close Reading and Modeling (Core Text):**\nTeacher says: 'We are going to read 'The Civil War' using the [Text Adaptation & Engagement](resource:1767284601643dtsg5buju). Remember, our goal is to figure out the **Main Idea**—what the text is mostly about—and find the **Key Details** that prove it.'\n\n*(Teacher reads the text aloud, pausing after the second paragraph.)*\n\nTeacher says: 'The text says the Civil War was a big fight that broke the U.S. into two pieces. But what was the *main reason* for this fight? Let's check the second paragraph. I see the sentence: 'The main reason for this sad fight was slavery.'\n\n**Modeling Main Idea:** 'If I had to put this into one sentence, the main idea of this section is: **The Civil War happened because the northern and southern states disagreed strongly about slavery and unity.'**\n\n**3. Modeling Key Details (RI.3.2):**\nTeacher says: 'Now, what details prove that slavery was the main reason? Let's keep reading.'\n*(Teacher reads through the section on plantations and cotton.)*\n\nTeacher says: 'I found two key details right away:\n*   **Detail 1:** The South used enslaved people who worked on plantations.\n*   **Detail 2:** The South believed their money/economy depended on keeping slavery.\n\n**Check for Understanding (CFU):**\n*   Teacher asks: 'Based on the text, what big problem caused the Civil War?' (Expected Student Response: Slavery/Disagreement about slavery.)\n*   Teacher asks: 'Where did enslaved people work in the South, according to the text?' (Expected Student Response: On plantations.)\n*   Teacher asks: 'How do these details (slavery, plantations) support the main idea that the states were divided?' (Expected Student Response: The South needed plantations/slavery to make money, but the North disagreed with owning people.)",
        "guidedPractice": "GROUP ACTIVITY: Organizing Information (15 minutes)\n\n**1. Introduction to the Organizer (Representation):**\nTeacher divides students into small groups (3-4 students). Assign the [Visual Organizer](resource:17672846765411vgftshoe) digitally or distribute printed copies. This organizer has a center box (Main Idea) and surrounding boxes (Key Details).\n\n**2. Collaborative Completion (Engagement & Expression):**\nTeacher says: 'Working with your group, use the text we just read, [Text Adaptation & Engagement](resource:1767284601643dtsg5buju), to fill out your organizer. We already identified the main idea together, so write that in the center box.\n*   **Center Box (Main Idea):** The Civil War was a fight between Americans caused primarily by the issue of slavery.\n\n'Now, groups must locate and write down four specific Key Details that support this main idea in the outer boxes. Focus on concepts like *secession*, *plantation economy*, and the *division* itself. Encourage groups to reference the [Glossary & Language Selection](resource:1767284670008ojdok8qsm) if they get stuck on terminology.\n\n**3. Share Out:**\nTeacher facilitates a quick share-out, asking 2-3 groups to read one key detail they found. This ensures groups who struggled have accurate information before independent practice.",
        "independentPractice": "INDIVIDUAL WORK: Summarizing the Text (10 minutes)\n\n**1. Task Setup (Action & Expression):**\nTeacher instructs students to synthesize their learning by writing a short summary explaining the main idea of the text and supporting it with key details. The summary should be 3-5 sentences long.\n\n**2. Scaffolding Provided:**\nTeacher says: 'To help you structure your summary, I want everyone to use the [Writing Scaffolds](resource:1767284685352d8511575j). These sentence starters will help you clearly state the main idea and link your evidence (key details) directly back to it.'\n\n*   *(Example Scaffolds: 'The main idea of the text is _____. One important detail that supports this is _____. Another detail is that the South believed _____, which shows the division.')*\n\n**3. Monitoring:**\nTeacher circulates, ensuring students are using the scaffolds and accurately citing details derived from the [Visual Organizer](resource:17672846765411vgftshoe). (UDL: Providing differentiated means for students to express understanding.)",
        "closure": "ASSESSMENT: Exit Ticket and Reflection (7 minutes)\n\nTeacher says: 'Great job identifying the main reasons for the Civil War. Now, you will complete a quick quiz to show what you learned today.'\n\n**1. Assessment:**\nStudents complete the [Exit Ticket](resource:1767284706647lbi334rck). This resource includes 5 multiple-choice questions focusing on RI.3.2 (identifying the main idea and supporting details like slavery/plantations) and 1 reflection prompt.\n\n**2. Discussion:**\nCollect/Review the Exit Tickets. Conclude with a brief restatement of the Essential Question: 'Why did the United States split apart and fight against itself?'\n\nTeacher says: 'We learned that the major cause was slavery. We will look next time at how these differences led to battles and how the war finally ended.'",
        "extensions": [
          {
            "title": "Creative Question Generation (UDL: Multiple Means of Action & Expression)",
            "description": "Students use the provided [FAQ Generator](resource:17672846923041x17qrpmj) tool. Based on the reading, students must generate three 'tough' questions about the causes of the war. They then research the answers using provided simplified sources or classroom materials. This challenges them to seek deeper understanding beyond the immediate text."
          },
          {
            "title": "Geography of Division (UDL: Interdisciplinary Connection)",
            "description": "Provide a map of the United States in 1861. Students identify and label the Union States (North), the Confederacy States (South), and the Border States (those that allowed slavery but stayed in the Union, like Kentucky). They use color coding to visualize the geographical division that the text describes, linking the historical event to current geographical knowledge."
          },
          {
            "title": "Character Perspective Drawings (UDL: Multiple Means of Engagement)",
            "description": "Students choose one key figure or group mentioned in the context (e.g., Abraham Lincoln, an enslaved person, a plantation owner, or a Union soldier). They create a drawing or digital storyboard depicting what that person might have felt or thought about the disagreement over slavery and division. Students must include one caption summarizing their character's perspective based on the text."
          }
        ]
      },
      "meta": "3rd Grade - UDL Aligned",
      "title": "UDL Lesson Plan",
      "timestamp": "2026-01-01T16:39:20.678Z"
    }
  ],
  "timestamp": "2026-01-01T16:45:55.305Z",
  "progressLog": [],
  "responses": {},
  "studentNickname": ""
}