When Kansas and Nebraska were admitted as states, a major controversy arose. The South thought it was unfair that two states were being admitted to the Union. However, the Union did nothing wrong, as both states were above the 36/30 line. This caused a major controversy that ended with Kansas and Nebraska deciding whether or not they would be a free or slave state. They both decided to be a free state. However, this invalidated the Missouri Compromise. This affects the war as, the Missouri Compromise can no longer be referred to when deciding if it is a free state or a slave state. This act is known as the Kansas Nebraska Act.
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