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Practice Matters

Assume the company transfer four cards, the order will

Assume the company transfer four cards, the order will then be Four, Three, Two, One, Ten, Bine Eight, Seven, Six, Five, so that when the rule for determining the first transfer is applied, and the left end card turned, it would indicate that four cards were transferred. When the card is turned the calculation for determining the next transfer is at once made by the second rule, adding the value of the card turned four to the number of its place in the row one, making five. When the next transfer is made the fifth card is turned and it indicates the number transferred.

Let us prove this by assuming that two cards are now

Let us prove this by assuming that two cards are now transferred. The new order will be Six, Five, Four, Three Two, One, Ten, Nine, Eight, Seven Now, counting from the left, we turn the fifth card in the row, and find the Two, indicating the number transferred. Again add the number of turned card two to its place in the row five, and we get seven, which will be the number in the row to turn, when the next transfer is made.

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