If a three digit ABC satisfies ABC = a ^ 3 + B ^ 3 + C ^ 3, such as 153 = 1 ^ 3 + 5 ^ 3 + 3 ^ 3, it is called "wonderful number", and the sum of all numbers satisfying the condition is obtained

This number is called "narcissus number". There are only four of the three numbers: 153370371407,
The sum of them is 1301

RELATED INFORMATIONS

1. ABC three integers, satisfy a + B + C = 2001, and 1 Sum to get three numbers, and the original three numbers, a total of six.
2. . integer 1
3. Among the nine integers from 1 to 9, ABC [A is not equal to B, not equal to C] indicates what number can make the equation hold C divided by B = a divided by 1 = B divided by a
4. Judge the position relation of the following points and give the proof. (1) a (1,2) B (- 3, - 4), C (2,3.5) (2) P (- 1,2) Q (0.5,0) r (5, - 6)
5. As shown in the figure, points a, B and C are on the same straight line, ∠ 1 = ∠ 2, ∠ 3 = ∠ D. try to judge the position relationship between BD and CF, and explain the reason
6. (1 / 2) the first question is to judge the position relation of a (- 2,12), B (1,3), C (4, - 6) and explain the reason (1 / 2) question 1 judge the position relation of a (- 2,12), B (1,3), C (4, - 6) and explain the reason The second problem is to find the three dimensions of the line 2x-5y-10 = 0 and the coordinate axis
7. Given three points a (1,3), B (- 2,0), C (12,4), try to judge whether these three points are on the same straight line, and explain the reason
8. Given a (- 1,1), B (1,3), C (2,5), try to judge the position relationship of a, B, C
9. The line a is parallel to B, B is parallel to C, D intersects with a at point m (2). Judge the position relationship between C and D, and explain the reason
10. It is known that, as shown in the figure, the straight lines a and B are cut by the straight line C, and ∠ 1 + ∠ 2 = 180 degrees. To prove that a is parallel to B, do you know how many methods to prove that a is parallel to B? To solve these problems, we must use the knowledge of grade two (including grade two)
11. 30. Given a ^ 2 / 3 + B ^ 2 / 3 = 4, x = a + 3A ^ 1 / 3B ^ 2 / 3, y = B + 3A ^ 2 / 3B ^ 1 / 3, find (x + y) ^ 2 / 3 + (X-Y) ^ 2 / 3
12. Let 3A = 2, 3b = 5, let a and B denote the root of log (3) 30 Let 3A = 2, 3b = 5, try a and B to represent log3 √ 30
13. If 2A + 3B = 4 and 3a-b = - 5 can hold simultaneously, then a = B=
14. When a = 0.6, B = 0.2, find the value of 2.5 (3a + 3b-0.4)
15. Simplification: 5 (3a-b) - 4 (- A + 3b)
16. If A-B = 5, then 3A + 7 + 5b-6 (a + 13b)=______ ．
17. How to get 3A + 5 = 3B + 5 from a = B?
18. Try to explain how to get 3a-2 = 3b-2 from a = B
19. How to get 3A = 3B from a = b Give some books to the children (3) class. If everyone gives four books, there are two left. If everyone gives five books, there are five left. How many students are there in the class The second problem is best to solve the equation
20. When the mass of aluminum block is 50g, 882j heat is released and the temperature is reduced to 12 ℃, the original temperature? Specific heat capacity C = 0.88 * 10 ^ 3j / (kg ·℃) Do you have to set X? Is it OK not to set it up