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Showing posts with the label The ABC's Of A Great Life: "T" Is For Truth

Claire Bennet vs Samantha LaRusso: Two Teenage Heroes, Two Completely Different Battles

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 Two teenage girls. Two hugely popular television franchises. Two very different ideas of what it means to survive. Claire Bennet from Heroes and Samantha LaRusso from Cobra Kai may come from completely different worlds, but their stories share more DNA than it first appears. Claire is the cheerleader who discovers that her body can regenerate from almost any injury. Sam is the daughter of Daniel LaRusso, raised in the shadow of one of cinema and television’s most recognizable martial-arts legacies. One possesses an extraordinary supernatural ability. The other has to survive with nothing more than training, determination, family support and her own ability to overcome fear. That difference makes their comparison fascinating. Claire Bennet: The Girl Who Was Never Allowed to Be Normal When Heroes introduced Claire Bennet, she initially looked like an ordinary American teenager. She was a cheerleader. She worried about school, relationships, popularity and her family. Then she dis...
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The ABC's Of A Great Life: "T" Is For Truth

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 Now, I am not one of those who will tell you that to have a great life, you have to tell the whole truth, nothing but the truth, all day and every day, so help you, God. That's flat-out impossible and not a little bit wrong. The little white lies that allow us to avoid hurting one another, the ability to leave out parts of an otherwise honest assessment that are irrelevant and potentially destructive, and the ability to know something genuine and not say anything at all, because it is neither our business nor our place to do so, are vital skills that help create a great life, rather than preclude it. Instead, truth, in this case, means knowing what is good and honest and trustworthy about yourself and your life. It knows what is authentic for you, what upholds your integrity, and diminishes it. It understands what is true for you in any situation. It also understands that this may not be true for anyone involved in the same case - and that this variance in truth is both expected ...
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