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vjudeu

copper member

Activity: 906

Merit: 2258

Quote

Code:

p=75223
n=74929
E = EllipticCurve(GF(p), [0, 7])

Your example is much weaker than secp256k1, not only because you use small numbers. It is weaker, because the greatest common divisor of (p-1) and (n-1) is 42, while in secp256k1 it is only 6. Also, because p-value and n-value can be sometimes combined, and because you use b=7, that greatest common divisor, equal to 42=6*7 is a bigger weakness, because not only you can apply the same attacks, as in secp256k1, and calculate famous six points to get private key in 2^128 steps, instead of 2^256. In your example, you can also attack by using 7, and because your curve equation is y^2=x^3+7, then imagine what would happen if you start picking (x,y) pairs, where both numbers are divisible by 7.

digaran

copper member

Activity: 1330

Merit: 899

🖤😏

Quote from: ?? on ??

hmm. those value are constatnts. this can be suggest that some curve can have...hidden layer:)

I failed to see the constants, all your values are dynamic.
Can you clarify about this hidden/back door, on which curves have you found such layers?

ABCbits

legendary

Activity: 2870

Merit: 7490

Crypto Swap Exchange

I tried Wolfram Alpha pattern finder[1], but it unable to show any "Possible sequence identification".

Quote from: ?? on ??

I need it to my test which I implement my own trained AI.

If your AI is LLM (such as ChatGPT), don't forget it's bad when number is involved. ChatGPT sometimes fail at simple basic.

[1] https://www.wolframalpha.com/widgets/view.jsp?id=d9976f1c2c0c972d1cee0c3647cbd194

stwenhao

member

Activity: 74

Merit: 86

Quote

You can't just give an array of numbers and expect us to find patterns.

Exactly, random in, random out. You can try to be lucky and check OEIS, but if you expect a random response, then here you are: https://bitcointalksearch.org/topic/--5407344

Quote

I need it to my test which I implement my own trained AI.

Try to ask any AI about things like block hashes, transaction hashes, or any kind of math, like multiplying some 32-bit number by itself. You would be surprised, how random will your results be.

apogio

hero member

Activity: 560

Merit: 1060

Quote from: ecdsa123 on September 14, 2023, 11:42:26 AM

I have a weird sequence -> is anybody smart to find the pattern for this?
a0 is first element in sequence and so on.

how to take index for searching example : 60730954188027216046258787068258904013610447813898304297373912116496774227312 should print : index 7 but without brute forcing.

If any one want payment : I can an offer $1000 for solution.

Code:

p = 0xfffffffffffffffffffffffffffffffffffffffffffffffffffffffefffffc2f
n = 0xfffffffffffffffffffffffffffffffebaaedce6af48a03bbfd25e8cd0364141

a0= 102292441076079717484810683648744116131775059853544164836559860322781770096707
a1= 88623266481613399673767973091353305678132819168188189993765030700404539747913
a2= 106802297905882620833685940484058071063159892838114748087458887750497236026847
a3= 74694934814039498706641344433732274435666694037759340021876651325085619003986
a4= 109921976555621685989390268337665745151602719922850952087883566778678297936728
a5= 61714518888915788842639106782046160979586141447626821985563170371278006577969
a6= 46353530330936789073249433509150722965556667043965055879245601987354590770094
a7= 60730954188027216046258787068258904013610447813898304297373912116496774227312
a8= 71531601248828548888418308358567450495028163879799275729080105411387271583291
a9= 12706325682556999607925301220021219004059260032818735865503495886799599028771
a10= 48294150865494232240432673378206913605438919204964150942241602584344949482790
a11= 86980899862640581217862638137715687209462450489661999289419174790674630602225
a12= 64428498966069198744729370163974215002891411088003334813919324906805683610420
a13= 73988208995277934322845745292477890213240607435243441783191380427850989289746
a14= 34995176481306044545793007198303006042802131282574651399255546817248125353629

Give us some context man. Otherwise there is no value behind this post. Nobody will just start trying to solve this puzzle even if you say that you offer 10 BTC

BlackHatCoiner

legendary

Activity: 1512

Merit: 7340

Farewell, Leo

What are those numbers? You can't just give an array of numbers and expect us to find patterns.

ecdsa123

jr. member

Activity: 51

Merit: 107

Topic: t (Read 200 times)