how can I find what the numerical value is for letters. example does CJKZM=619062?
347299
Well, the way the question is posed, there isn't enough information to give you an answer, but there are several ways to look at the problem.\n\nFirst, if each letter is a specific value, then we would need to see more than the one equation to attempt to determine the value for each letter, because with just one equation, there are literally limitless answers, as long as the values of the five letters come out to 619062.\n\nIf you are talking about the Roman numeral system, where different letters have different values, then you are looking at the following:\n\nI = 1\nV = 5\nX = 10\nL = 50\nC = 100\nD = 500\nM = 1000\n\nSo in your example, the only two letters that have Roman value would be C and M.  If you wanted to express 619062 in Roman numerals, it would look as follows: _DC_ M _XX_ LXII (the DC and XX are underlined to indicate that their values are multiplied by 1000, so D would be 500,000).  In the example, "_DC_" is 600,000, "M _XX_" (or variably, "_IXX_") is 19,000 (20,000 - 1,000), and "LXII" is 62, so you have 600,000 + 19,000 + 62 = 619,062.
650102
number,character and date
919497
Simply.  The answer is\n\nU89sjn33hHYkPM0iL
356128
Its alt+3, and FYI Alt and a number is a way of printing orginal symbols from ASCII text, (first printer data kinda thing)
195396
What's with the ... ? Is that a space for a number, are you supposed to guess whether to use the + or the x ? I don't get it, I think I'm gonna cry :~(
503639
18664365702\n18664365704\n18664365706
699337
Ñ = alt 165\ná = alt 160\ní = alt 161\nó = alt 162\nú = alt 163\nñ = alt 164\nÑ = alt 165\n¿= alt 168\n\nÉ = alt 144\né = alt 130
447356
use an alt +{key} key ¢  \n\nalt + 0162  bam!!! you have ¢
613818
0123456789\n6210001000\n\nHere you can see there are 6 zeros, 2 ones, 1 two, and 1 six.\n\nI suppose you were looking for something more like this though.\n1234567890\n2100010006\n\nFor those of you with the 1000.0008 solution, where is the 1 8?  I suspect that solution is incorrect.
97477
76063 in decimal\n0x1291F in Hexadecimal\n1001 0100 1000 11111 in binary
766291
36, 26, -46, 39.999996,....\nAm I missing something?
166778
29786\n+  850\n+  850\n_____\n31486\n\nThe way to solve this is to first note that the units digit of Y + N + N is Y. Therefore N must be 5 or 0. If N is 5 then you'd need to carry the one so that now the units digit of 1 + T + E + E is T. But this is impossible because E + E is an even number. Therefore N is 0. Using similar logic, we find E must be 5 and we do carry a one to the next column. Let's look at what we have now:\n\n___1\nFORTY\n+__T50\n+__T50\n_____\nSIXTY\n\nNow, recognize that T50 and RTY are less than 1000 and FO thousand plus two thousand (and change) can only equal SI thousand if O is 9 and I is 1. This gives:\n\n___1\nF9RTY\n+_T50\n+_T50\n_____\nS1XTY\n\nF and S must be consecutive and R and X are not both odd or both even (since we carried the one). If R is 8,=> T is 7,=> X is 3, but there remain no consecutive numbers available for F and S, so R is not 8, yet 1 + R + T + T must be at least 22, so T is therefore 8. R = 6 also fails to allow consecutive values for F and S, so R = 7.\n\n___1\nF978Y\n+_850\n+_850\n_____\nS1X8Y\n\nFrom here it should be easy to see X is 4 and F and S are 2 and 3 respectively leaving Y to be 6 and solving the puzzle.
633757
it's 8675309\n\nand it's "Jenny"
1124460
Hold down the alt key and type the following 3-digit codes on the NUMBER PAD on the right:\n\ná = alt+160\né=alt+ 130\ní = alt+161\nó = alt+162\nú = alt + 163\nñ = alt + 164\nÑ = alt + 165\n\nAlso helpful:\n¿ = alt + 0191\n¡ = alt + 0161
1043685
Assuming you're not including leading zeros, so 000, 001 are not valid\n\n153, 370, 371 and 407 are the only numbers that fit.
675348
I agree with chapin4ever's answer.\nand the three digit number is the ASCII equivalent of the symbol.
479514
It printed this for me 0♦8\n\nHope this Helps.\nGood Luck!!!