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The full condition for a trinagle exist is:
| b - c | < a < b + c
| a - c | < b < a + c
| a - b | < c < a + b
If you negate this condition, the row is not a triangle.
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Type of Triangle
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The full condition for a trinagle exist is: | b - c | < a < b + c | a - c | < b < a + c | a - b | < c < a + b If you negate this condition, the row is not a triangle.