9. THE RULE
Firstly, choose a number and save it
in your mind. Then the magician will
check the exsist of your number in six
table by asking it to you.
REVEAL
Add all of the table’s title which it has
your number. Then the magician can
guess what number in your mind.
Ex: My number is 8. Then 8 is in the 1st ,
2nd , and 3rd table. So, the magician has
to add all of the table’s title, that is
1+2+3=8.
15. and then the result
summed with month of
birth January = 1
February = 2
March = 3
April = 4
May = 5
June = 6
July = 7
August = 8
September = 9
October = 10
November = 11
December = 12
16. The last,
ask him to mention the end result.
then the result reduce with 165.
the result is the first of two-digit
date of birth and month of birth
followed.
17. Example:
A your friend to determine the 10th July
1. 10 X 5 = 50
2. 50 + 6 = 56
3. 56 X 4 = 224
4. 224 + 9 = 233
5. 233 X 5 = 1165
6. 1165 + 7 = 1172
And then the final result is given to you.
So you calculate 1172 - 165 = 1007, these
results indicate that he was born the 10th
July.
18.
19. 1. Prepare some paper and pen.
2. Choose 4 random digits and write down on your paper.
3. Add each digit and keep the result for yourself.
4. Make the random digit that you choose to a number, ex:
you choose 1, 2, 3, and 4 then became 1234, then
subtraction with the result of step 3.
5. Mention the 3 digits from the result of step 4.
6. Then I’ll try to guess remain digit that you haven’t
mention it.
20. When the audience mention 3 digits
from their result, add each digit and
I’ll find new digit. Remain digit must
be the nearest repetition from 9.
21. I have 4 random digits 1, 2, 3 and 4. Add each digit
1 + 2 + 3 + 4 = 10. Then, we should subtract 1234
with 10 the result is 1224. The next step, mention 3
digits from the result, ex: 1, 2, and 4. In order to
guess remain digit we should add the 3 digits that
already mentioned 1 + 2 + 4 = 7. We know 7 are the
nearest repetition of 9 is 9, so we can subtract 9
with 7 and we find the result is 2. Now, we can
guess the last digit that haven’t mentioned yet