One of the most common mistakes people make when typing a numbers sequence is to skip a number. For example, if you typed in "1234" instead of "1314", it would be assumed that you meant the sequence as follows: 1234, 12345, 12346, 12347. However, there is also another mistake which isn't as numerous but still happens from time to time. This error occurs when people type something like this: 16856 or 17682 instead of 16857 or 17683 respectively. In this case you would want to type 16859 and your sequence would now appear as follows: 16859, 16861, 16863... The game is over when you type in the last number. Thus, if you use up all 60 numbers (60-100) then the game will end and it will display how many errors you made. You can also manually end the game before that happens by simply pressing Esc on your keyboard.
In the Pro edition of this article there are a few more options that can be set. These include:
As with most activities of this sort, they may be modified to fit personal goals and/or goals of a group. For example, one could easily apply this activity to multiplication instead of addition by simply renaming all the cards to reflect multiplication instead of addition. This activity uses a similar method in which the user is asked to find the longest sequence of numbers that add up to 999. This is then followed by a number task, in which the user must type in the number of each card. When this is accomplished, it will tell them how many errors they made and whether they've used all of the cards. This particular activity is much more difficult than adding up individual numbers, and therefore may be harder for children to solve. It has been claimed that this activity can actually cause confusion and result in academic problems later on in life, such as when it causes an adult to make a mistake while trying to figure out how many integers there are between 1 and 1000 (there are 2). In this activity, you are asked to find the longest possible sequence. The longest sequence is quite obvious when you have seen it before, but it can be hard to spot when you are just playing the game for the first time. This is because there are other 2- 2-2-2 sequences that have 3 cards in total, which are longer than other sequences that have only 1 card. However, here is a method to find the longest sequence: 1) Start with a number that appears on 5 cards (6 integers in total). That way, if your guess isn't too far off from the correct answer, your answer will appear on 5 cards at most. 2) Go to an adjacent number that can be found on 5 cards as well. The number should be the same as the first number, except with a 2 added to it. For example, if your first number is 20, your next guess should be 21. If your first guess is 80, try 81 next. 3) Repeat steps 1 and 2 for as many numbers as you need until you find the longest sequence of numbers on 5 cards. This sequence will consist of at least 6 integers but no more than 7 integers.
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