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Author Question: Z8j06BBKjAzRLYoKN1QGxmQGs0qEuW6tTClxMMtIZdddVV9id/8sckHnZSY+PvR377t3lw8ac/9SkemYnzZv/iL/6CJx4W3FBUwWmIWFU7PDJsk6yHnIH4YoNiNhnhyKLIwdJUFJABtayKA4ox9YSjiqWd44yL2N3GhzEbgJoUi4OGxwNu1KGQDsA0UiP3JIAchOK8BagIMI8r3cwzA+fCSBJAc5DpWW4aAGhgQX83VkNUkoMlLuYbbLIOg3TA6 (Read 28 times)

penza

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on: Jul 28, 2018
z8j06BBKjAzRLYoKN1Q GxmQGs0qEuW6tTClxMM 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

Question 2

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 />
  1.0 on A


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fraziera112

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Reply #1 on: Jul 28, 2018
Answer to Question 1



Answer to Question 2

 450 nC on B
  2.90.0 nC on A and 360 nC on B


penza

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Reply 2 on: Jul 28, 2018
:D TYSM

pangili4

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Reply 3 on: Yesterday
Thanks for the timely response, appreciate it

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