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    lict a casualty.

    After the first volley, the situation will have changed drastically. Instead of a 9 to 6

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    When you examine the mathematics of a firefight, it’s easy to see why the big company usually wins. Let’s say that the Red squad with nine soldiers meets a Blue squad with six. Red has a 50 percent numerical superiority over the Blue. 9 versus 6. Or it could be 90 versus 60 or 9000 versus 6000. It makes no difference what the number are, the principle is the same.

    Let’s also say that, on the average, one out of every three shots will inflict a casualty.

    After the first volley, the situation will have changed drastically. Instead of a 9 to 6

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    hat the Red squad with nine soldiers meets a Blue squad with six. Red has a 50 percent numerical superiority over the Blue. 9 versus 6. Or it could be 90 versus 60 or 9000 versus 6000. It makes no difference what the number are, the principle is the same.

    Let’s also say that, on the average, one out of every three shots will inflict a casualty.

    After the first volley, the situation will have changed drastically. Instead of a 9 to 6

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    r the Blue. 9 versus 6. Or it could be 90 versus 60 or 9000 versus 6000. It makes no difference what the number are, the principle is the same.

    Let’s also say that, on the average, one out of every three shots will inflict a casualty.

    After the first volley, the situation will have changed drastically. Instead of a 9 to 6

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    are, the principle is the same.

    Let’s also say that, on the average, one out of every three shots will inflict a casualty.

    After the first volley, the situation will have changed drastically. Instead of a 9 to 6

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    lict a casualty.

    After the first volley, the situation will have changed drastically. Instead of a 9 to 6 advantage, Red would have a 7 to 3 advantage. From a 50 percent superiority in force to a more than 100 percent superiority.

    The same deadly multiplication effect continues with the passage of time.

    After the second volley, the score would be 6 to 1 in favor of Red.

    After the third volley, Blue would be wiped out completely.

    Notice how the casualties were divided between the two sides. The superior force (Red) suffered

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