Find number abc
[3485] Find number abc - If c4b5b + b0b3b = aa4484 find number abc. Multiple solutions may exist. - #brainteasers #math - Correct Answers: 64 - The first user who solved this task is Linda Tate Young
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Find number abc

If c4b5b + b0b3b = aa4484 find number abc. Multiple solutions may exist.
Correct answers: 64
The first user who solved this task is Linda Tate Young.
#brainteasers #math
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Entrance Exam

A Christian, a Muslim and a Buddhist die and arrive at the Gate of Heaven.
An angel (or deva) stops them and asks, "Why do you come here? Can you tell me the reasons why you are allowed to enter Heaven?"
The Christian replies, "My ancestors disobeyed God, and I sinned all my life: I killed, I lied, I cheated my wife and I was greedy. However, Jesus died for me and all my sins are forgiven. So I deserve to enter Heaven."
"OK," replies the Angel. "Sounds good, but I must give you an entrance examination before you can enter." The Christian promptly agrees and the Angel asks him: "How do you spell God?"
It is an easy question, and the Christian passes through the Gate.
Next came the Muslim, who says, "I did not do any especially good or evil things during my life but I was very devout. I prayed to God five times a day. So, I too should enter Heaven."
The Angel replies, "It sounds OK to me, but I have to give you a test also. How do you spell Allah?"
The Muslim passes the test and enters Heaven.
Finally, it is the Buddhist's turn. He tells the Angel, "I've done all the good things in my life and I followed Buddha's five precepts: I never killed, I donated to charities, I meditated every day, and I never cheated my boss nor my customers."
The Angel replies, "That is very good, but there are no exceptions. You must pass the entrance test also in order to get in."
Thinking that the test should be simple, the Buddhist happily agrees. The Angel then asks him: "How do you spell Avalokitesvara Bodhisattva?"
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Samuel Heinrich Schwabe

Died 11 Apr 1875 at age 85 (born 25 Oct 1789).Amateur German astronomer who discovered the 10-year sunspot activity cycle. Schwabe had been looking for possible intramercurial planets. From 11 Oct 1825, for 42 years, he observed the Sun virtually every day that the weather allowed. In doing so he accumulated volumes of sunspot drawings, the idea being to detect his hypothetical planet as it passed across the solar disk, without confusion with small sunspots. Schwabe did not discover any new planet. Instead, he published his results in 1842 that his 17 years of nearly continuous sunspot observations revealed a 10-year periodicity in the number of sunspots visible on the solar disk. Schwabe also made (1831) the first known detailed drawing of the Great Red Spot on Jupiter.
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