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length to a minecon cape code

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YeBoi

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ik ik really random if anyone has the length of a legit minecon cape code or if it differs every cape and maybe an example of a cape code that would be appreciated im just trying to see if my luck is fucking amazing and i manage to enter random letters and numbers and shit and get a legit code lmao
 
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ik ik really random if anyone has the length of a legit minecon cape code or if it differs every cape and maybe an example of a cape code that would be appreciated im just trying to see if my luck is fucking amazing and i manage to enter random letters and numbers and shit and get a legit code lmao
asa i believe this is a question that you can help with
 

asa

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2015-12 is 34 chars iirc

dk about 2016, could be 16 chars
 

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I can develop you a program that does that automatically lmao but no I'm not free :mad:
Same here, but on C# and multithreaded.
 

Ally

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For those people who want to discuss or ask about making a program that bruteforces gift-codes, let me math you out:

Going by asa for 2016, which is the best case scenario: 16 long cape code uses both letters & numbers, which means 36 possible chars in each slot. 36*36*...^16 = 7958661109946400884391936 possibilities. According to Wikipedia, there were 12,000 people at Minecon 2016 (which, by extension, means 12,000 codes were created or given out), 6767 of which have been claimed/shown by NameMC. This means approximately 5233 codes remain unclaimed out of 7958661109946400884391936 possible combinations. In this sense, there is therefore a 0.00000000000000000000065752265710372012974340902915152 (6.5752265710372012974340902915152e-22) chance of obtaining an unclaimed code.

Should you bruteforce these under best-case scenarios (1ms or lower latency and response time with no rate limiting or IP blocking; 100 threads running):
  • You'd be an idiot and,
  • Let's assume that you're super good and managed to get 100 threads going simultaneously. You'd still spend 2530608055411 years under ideal conditions bruteforcing all codes. To find one that works would take hypothetically shorter. [Sorry, I excluded some maths here. Feel free to double check me though].
TL;DR don't even try to bruteforce the codes. You'd go nowhere.
 
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For those people who want to discuss or ask about making a program that bruteforces gift-codes, let me math you out:

Going by asa for 2016, which is the best case scenario: 16 long cape code uses both letters & numbers, which means 36 possible chars in each slot. 36*36*...^16 = 7958661109946400884391936 possibilities. According to Wikipedia, there were 12,000 people at Minecon 2016 (which, by extension, means 12,000 codes were created or given out), 6767 of which have been claimed/shown by NameMC. This means approximately 5233 codes remain unclaimed out of 7958661109946400884391936 possible combinations. In this sense, there is therefore a 0.00000000000000000000065752265710372012974340902915152 (6.5752265710372012974340902915152e-22) chance of obtaining an unclaimed code.

Should you bruteforce these under best-case scenarios (1ms or lower latency and response time with no rate limiting or IP blocking; 100 threads running):
  • You'd be an idiot and,
  • Let's assume that you're super good and managed to get 100 threads going simultaneously. You'd still spend 2530608055411 years under ideal conditions bruteforcing all codes. To find 1 specific one that works would take hypothetically longer. [Sorry, I excluded some maths here. Feel free to double check me though].
TL;DR don't even try to bruteforce the codes. You'd go nowhere.
math
 

YeBoi

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For those people who want to discuss or ask about making a program that bruteforces gift-codes, let me math you out:

Going by asa for 2016, which is the best case scenario: 16 long cape code uses both letters & numbers, which means 36 possible chars in each slot. 36*36*...^16 = 7958661109946400884391936 possibilities. According to Wikipedia, there were 12,000 people at Minecon 2016 (which, by extension, means 12,000 codes were created or given out), 6767 of which have been claimed/shown by NameMC. This means approximately 5233 codes remain unclaimed out of 7958661109946400884391936 possible combinations. In this sense, there is therefore a 0.00000000000000000000065752265710372012974340902915152 (6.5752265710372012974340902915152e-22) chance of obtaining an unclaimed code.

Should you bruteforce these under best-case scenarios (1ms or lower latency and response time with no rate limiting or IP blocking; 100 threads running):
  • You'd be an idiot and,
  • Let's assume that you're super good and managed to get 100 threads going simultaneously. You'd still spend 2530608055411 years under ideal conditions bruteforcing all codes. To find 1 specific one that works would take hypothetically longer. [Sorry, I excluded some maths here. Feel free to double check me though].
TL;DR don't even try to bruteforce the codes. You'd go nowhere.
...
 

Ally

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pretty sure they’re talking about a program or some sort of script to enter random codes? not bruteforcing them.
The maths still work out. Generating random codes is probabilistically the same as enumerating them in alphanumeric order.
 

YeBoi

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this is bullshit :( i tried like 102301203192391923 codes and i didnt get one :((([DOUBLEPOST=1565961159][/DOUBLEPOST]
this is bullshit :( i tried like 102301203192391923 codes and i didnt get one :(((
I am too poor for a actual account someone donate
 
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