|
kTimesG
|
 |
May 03, 2026, 09:40:59 PM |
|
I am not here to make you believe me. I am just saying what I have found out over these months. If you Once is enough. Let's do some quick math: - probability to flip a coin 70 times and hit p71 key on first try: > 0 - probability to find cure for cancer: > 0 - probability to invent zero-point module free energy devices: >0 - probability for aliens to invade today: > 0 - probability for science to discover time travel between multiverses is feasible: > 0 Probability for all of above combined: > 0. Probability for anyone to break/find "exploits"/"vulnerabilities" in three chained secure cryptographic primitives applied in a row (secp256k1 + two different uniformly distributed hash algorithms): ZERO. It is much, much more likely to rainbow the entire secp256k1 curve points / addresses into their priv keys, than to ever find a mathematical shortcut to "shrink a range". pls return to ur tiktok fanbase to brag on how u broke math, crypto, and by induction, the physical reality itself. And stay off that weed, it's bad for long term mental health. It may also cause anxiety and lack of basic alphabetization, while considering yourself young, beautiful, or intelligent. At best, it can only get you on most user's ignore list, up until you only talk to yourself.
|
Off the grid, training pigeons to broadcast signed messages.
|
|
|
NUCLEAR7.1
Jr. Member
Online
Activity: 44
Merit: 1
|
 |
May 03, 2026, 10:22:16 PM |
|
I am not here to make you believe me. I am just saying what I have found out over these months. If you Once is enough. Let's do some quick math: - probability to flip a coin 70 times and hit p71 key on first try: > 0 - probability to find cure for cancer: > 0 - probability to invent zero-point module free energy devices: >0 - probability for aliens to invade today: > 0 - probability for science to discover time travel between multiverses is feasible: > 0 Probability for all of above combined: > 0. Probability for anyone to break/find "exploits"/"vulnerabilities" in three chained secure cryptographic primitives applied in a row (secp256k1 + two different uniformly distributed hash algorithms): ZERO. It is much, much more likely to rainbow the entire secp256k1 curve points / addresses into their priv keys, than to ever find a mathematical shortcut to "shrink a range". pls return to ur tiktok fanbase to brag on how u broke math, crypto, and by induction, the physical reality itself. And stay off that weed, it's bad for long term mental health. It may also cause anxiety and lack of basic alphabetization, while considering yourself young, beautiful, or intelligent. At best, it can only get you on most user's ignore list, up until you only talk to yourself. I didn't claim to have broken secp256k1 or any hash; this doesn't require breaking any encryption. This pattern is buried in the data itself. I'm not interested in your statistics because what I have is something you won't understand.
|
|
|
|
|
curiousNoone
Newbie

Activity: 15
Merit: 0
|
 |
May 04, 2026, 01:36:33 AM |
|
I am not here to make you believe me. I am just saying what I have found out over these months. If you Once is enough. Let's do some quick math: - probability to flip a coin 70 times and hit p71 key on first try: > 0 - probability to find cure for cancer: > 0 - probability to invent zero-point module free energy devices: >0 - probability for aliens to invade today: > 0 - probability for science to discover time travel between multiverses is feasible: > 0 Probability for all of above combined: > 0. Probability for anyone to break/find "exploits"/"vulnerabilities" in three chained secure cryptographic primitives applied in a row (secp256k1 + two different uniformly distributed hash algorithms): ZERO. It is much, much more likely to rainbow the entire secp256k1 curve points / addresses into their priv keys, than to ever find a mathematical shortcut to "shrink a range". pls return to ur tiktok fanbase to brag on how u broke math, crypto, and by induction, the physical reality itself. And stay off that weed, it's bad for long term mental health. It may also cause anxiety and lack of basic alphabetization, while considering yourself young, beautiful, or intelligent. At best, it can only get you on most user's ignore list, up until you only talk to yourself. I didn't claim to have broken secp256k1 or any hash; this doesn't require breaking any encryption. This pattern is buried in the data itself. I'm not interested in your statistics because what I have is something you won't understand. You must be new round here. If anyone on here would understand it would be K*G lol. Anyway if you found what ever your "vulnerability" is then why does puzzle 71 and upwards still have balances  ? 
|
|
|
|
|
Menowa*
Newbie
Online
Activity: 58
Merit: 0
|
 |
May 04, 2026, 02:12:38 AM |
|
You must be new round here. If anyone on here would understand it would be K*G lol. Anyway if you found what ever your "vulnerability" is then why does puzzle 71 and upwards still have balances  ?  According to him It’s because he can’t take a loan and doesn’t have money to rent 30 GPUS to crack 71 in 4 months, even if it’s a big profitable almostzero-risk-method in his words
|
|
|
|
|
NUCLEAR7.1
Jr. Member
Online
Activity: 44
Merit: 1
|
 |
May 04, 2026, 02:14:09 AM |
|
I am not here to make you believe me. I am just saying what I have found out over these months. If you Once is enough. Let's do some quick math: - probability to flip a coin 70 times and hit p71 key on first try: > 0 - probability to find cure for cancer: > 0 - probability to invent zero-point module free energy devices: >0 - probability for aliens to invade today: > 0 - probability for science to discover time travel between multiverses is feasible: > 0 Probability for all of above combined: > 0. Probability for anyone to break/find "exploits"/"vulnerabilities" in three chained secure cryptographic primitives applied in a row (secp256k1 + two different uniformly distributed hash algorithms): ZERO. It is much, much more likely to rainbow the entire secp256k1 curve points / addresses into their priv keys, than to ever find a mathematical shortcut to "shrink a range". pls return to ur tiktok fanbase to brag on how u broke math, crypto, and by induction, the physical reality itself. And stay off that weed, it's bad for long term mental health. It may also cause anxiety and lack of basic alphabetization, while considering yourself young, beautiful, or intelligent. At best, it can only get you on most user's ignore list, up until you only talk to yourself. I didn't claim to have broken secp256k1 or any hash; this doesn't require breaking any encryption. This pattern is buried in the data itself. I'm not interested in your statistics because what I have is something you won't understand. You must be new round here. If anyone on here would understand it would be K*G lol. Anyway if you found what ever your "vulnerability" is then why does puzzle 71 and upwards still have balances  ?  Finding a weakness is not enough to find the key because I cannot reduce the range below 61 bits, and to scan this range you need resources, and this alone is a challenge. As for the remaining puzzles, the cost is higher than the reward, meaning puzzle 71 is the last key that can be solved using a my method because the cost is less than the reward. This makes it the only puzzle that is economically profitable.
|
|
|
|
|
stillhere@2009
Newbie

Activity: 9
Merit: 0
|
 |
May 04, 2026, 02:22:54 AM |
|
Got excited for a moment when this showed up on the screen
1PWo3JhG4WuSygVQQPHCixhGDCejxHxaEU
|
|
|
|
|
NUCLEAR7.1
Jr. Member
Online
Activity: 44
Merit: 1
|
 |
May 04, 2026, 02:29:58 AM |
|
Zielar He said That's right. At that time I had the opportunity and permission to use very large computing power at that time... The company knew about it - otherwise I wouldn't brag about it. That power is a grain in the sand today... ==== He said That power is a grain in the sand today...Therefore, I will try somehow to provide this power; nothing is impossible. 
|
|
|
|
|
pscamillo
Newbie

Activity: 10
Merit: 15
|
 |
May 04, 2026, 03:20:43 AM Last edit: May 04, 2026, 10:47:48 AM by pscamillo |
|
It is been 6+months running keyhunt bsgs searching for 135 in random mode on 4 pc's but no luck, I wish if some one like RC or anyone searching 135 in sequential mode share his status so that we can reduce some keys.
Hi blankx4729, Thank you for the thorough debugging — ptxas spill analysis and tracing the kang_type bug down to its root cause is real engineering work. I went through your findings and the source carefully. Quick clarifications, then a redirect: Bug 1 (GroupCnt=64 in GpuKang.cpp): not a bug in the stock build. Both GpuKang.cpp and defs.h hardcode 64 for OLD_GPU — they match. Your kang_type=0 issue appeared because you modified defs.h to PNT=16 but the host code was still 64, causing the mismatch. That said, you exposed a real maintainability issue: the constant shouldn't be duplicated. I'll fix GpuKang.cpp to read PNT_GROUP_CNT from defs.h directly, which eliminates this whole class of mistake. Bug 2 (defs.h hardcoded for OLD_GPU): intentional design. The 64 vs 24 split reflects empirical tuning for different GPU generations (the comment in defs.h lines 115-117 documents that 200 caused catastrophic spill on modern arch). Could be made configurable via a parallel V45_PNT_GROUP_CNT_OLD knob, but it's not wrong. KernelB constants 128 and 8: your claim that they're "for PNT=64 only" is incorrect. They come from a fixed thread tile structure (8 kangs per sub-group, 32 threads per warp), not from PNT. The math actually works for PNT ∈ {16, 24, 32, ..., 64} — any multiple of 8 that's ≥ 16. Below 16, g8_ind degenerates to 0 always, which corrupts the walks — exactly what you observed at PNT=8. I verified the algebra for PNT=16, 24, and 64; all three produce valid kang_ind reconstructions. Your four questions, briefly:1. Lower PNT → higher speed: correct analysis. Less spill, more active warps per SM. 2. Real or misleading? Real for PNT ≥ 16 and multiple of 8. Misleading for PNT < 16 — faster but corrupted walks. 3. PNT for puzzle 135 with limited RAM: minor misunderstanding. PNT affects GPU register pressure only. The TAME table (your -ramlimit) lives in CPU RAM — PNT doesn't touch it. Different bottlenecks. 4. KernelB generalization: doable via templating on PNT_GROUP_CNT with compile-time tile constants. Let's discuss the design on GitHub. Your puzzle 135 stats: dropped=0 is healthy. 955 pending is normal for that throughput, not a sign of dp being too low. dp=15 is reasonable. Worth knowing though: puzzle 135 on a single 1060 is ~27,000 years expected. The math really doesn't favor 1060-class hardware — better to validate your mods against puzzle 65 or 70 where solves complete in minutes/hours. Next steps: this is too technical for BitcoinTalk. Could you open an issue at github.com/pscamillo/PSCKangaroo with your ptxas output, exact diff, and hardware details? I'd like to ship the GpuKang.cpp fix plus a constraint comment for KernelB, and we can discuss the generalization there. PRs welcome if you want to contribute.
|
|
|
|
|
napros
Newbie

Activity: 31
Merit: 0
|
 |
May 04, 2026, 07:59:37 AM |
|
Hi there NUCLEAR7.1, does my prediction align with what you have been able to predict
🚀 ADAPTIVE AI RANGE DEPLOYMENT: P71 ────────────────────────────────────────────────── 📦 PRECISION: 615926027D0EA7B000 → 64BBFC4FC6D6405000 Width: 5.29% (62,462,197,061,138,292,736 keys)
📦 BALANCED: 60ECCB38D3D5B4C000 → 65285719700F334000 Width: 6.61% (78,077,746,326,422,847,488 keys)
📦 SAFETY: 5FDDE840ACC7550000 → 66373A11971D930000 Width: 9.92% (117,116,619,489,634,287,616 keys)
📦 COVERAGE: 5ECF054885B8F58000 → 67461D09BE2BF28000 Width: 13.23% (156,155,492,652,845,694,976 keys)
I would be very interested to know if we are both on the same path.
No, your expectations are wrong. Higher or Lower? (more information would be helpful for those who care) Lower Thank you for your response, ignore those who seek to belittle, they think they know all, at least you have someone very interested in your findings. Keep up the great work. Your insight is worthy of anyone who is interested, those that arent can just go back to their brute-force like how its been done since Adam wore tights.
|
|
|
|
|
|
kTimesG
|
 |
May 04, 2026, 08:55:50 AM |
|
I didn't claim to have broken secp256k1 or any hash; this doesn't require breaking any encryption. This pattern is buried in the data itself.
I'm not interested in your statistics because what I have is something you won't understand.
The "data" **is** the output of applying secp256k1 + both hashes. By definition (and by empirical proofs): no patterns exist, otherwise both hashes are broken, and the curve must have been created in conspiracy with two separate hashes created at different times by different experts on different continents for different purposes. All of this just so you can see some pattern 30 years later. Encryption is not used in Bitcoin. There goes your fundamental understanding of things. No one is interested in even attempting to begin understanding what you "have", because the mathematical conditions of you "having" anything do not exist. I'm not talking about a very small probability: it is an absolute zero, or a logical impossibility.
|
Off the grid, training pigeons to broadcast signed messages.
|
|
|
|
nomachine
|
 |
May 04, 2026, 10:25:31 AM |
|
This pattern is buried in the data itself.
Bro, you just dropped the most crypto-mystic sh*t I’ve ever heard. “I didn’t break the curve, the pattern was already buried in the data.”  secp256k1 doesn’t have any “hidden patterns.” It’s a cold, heartless mathematical monster that’s been wrecking billionaires, PhDs, and supercomputers for 15 years straight while sipping espresso and flipping everybody off. That’s the same energy as some dude on Venice Beach claiming the CIA hid free Bitcoin in his tinfoil hat. You found a “vulnerability” that doesn’t even require breaking anything? That’s wild. The Bitcoin puzzle scene is already a whole circus full of main characters just like you, and you still managed to squeeze in and snatch the aux cord. We got quantum bros, time-travel bros, “I reversed the hash with my mind” bros… and now we got the “the data spoke to me spiritually” bro. Legend. Now go touch some grass.  I went fishing again. Greetings. 
|
BTC: bc1qdwnxr7s08xwelpjy3cc52rrxg63xsmagv50fa8
|
|
|
mistery_woman23
Newbie

Activity: 1
Merit: 0
|
 |
May 04, 2026, 10:41:45 AM |
|
To make life easier to everyone and short this puzzle : 6D4. You know the expression: take it or leave it...
|
|
|
|
|
Diaghilev
Newbie

Activity: 3
Merit: 0
|
 |
May 04, 2026, 10:58:37 AM |
|
... What do you mean by "a private miner"? A miner with a private aka non-public mempool or what else? I'm not aware that ViaBTC has a public service with a private mempool. You also don't say anything about which puzzle solution's transaction you are talking about. A withdrawal of coins with a solution for puzzle #135 can be broadcasted to public mempools. A withdrawal of coins with a solution for puzzle #71 needs to be broadcasted non-publicly otherwise bots can steal the public key from the transaction in public mempools and find private key in seconds and then the RBF transaction replacement war begins. Sorry for my poor English. I already understood that Via BTC won't be able to conduct a transaction secretly in their pool. They don't have that functionality. I was referring to the 71 puzzles.
|
|
|
|
|
Akito S. M. Hosana
Jr. Member

Activity: 448
Merit: 8
|
 |
May 04, 2026, 10:59:41 AM Last edit: May 04, 2026, 11:13:12 AM by Akito S. M. Hosana |
|
This pattern is buried in the data itself.
You found a “vulnerability” that doesn’t even require breaking anything? That’s wild. This whole thread feels like a support group for people who just discovered what a hash is yesterday and woke up today thinking they can rewrite the protocol. No one is interested in even attempting to begin understanding what you "have", because the mathematical conditions of you "having" anything do not exist. I'm not talking about a very small probability: it is an absolute zero, or a logical impossibility.
Every other post starts with “what if…” and then goes straight into something that’s been mathematically impossible since they installed their first wallet a year earlier. At this point it’s not a discussion, it’s a hallucination convention. 
|
|
|
|
|
stillhere@2009
Newbie

Activity: 9
Merit: 0
|
 |
May 04, 2026, 01:55:39 PM |
|
There is only one way to solve the 71 currently
|
|
|
|
|
abdenn0ur
Jr. Member

Activity: 30
Merit: 2
|
 |
May 04, 2026, 07:10:16 PM |
|
There is only one way to solve the 71 currently
Let me guess, that's scanning the whole range sequentially? 
|
|
|
|
|
optioncmdPR
Newbie

Activity: 44
Merit: 0
|
 |
May 06, 2026, 06:36:53 AM Last edit: May 06, 2026, 09:58:52 PM by Mr. Big |
|
It is whispered that because q-bits are super positioned, ( exist and identically react while occupying two distinct places at the same and in the same dimention without lag) there are specific points in elliptic curves, that, when used as a computational base allow for a "variable X" essemtially spying on the other side of the infinity point by whats described as a "vector inversioned superpositional inference method" concluding in an instant path to k from K divided by GX. Thats the quantum attack to be weary of. I firnly believe current cryptographic methods need to be abandoned and completely rebuilt.
For old times sake 1952 unique keys inside range for challenge no. 71, with specified "1PWo3JeB"prefix.4a8e2c7d91a1d769ba 5521eb4a0196580e78 63fa6819fe39794681 4d5e1179c251b4Fb93 4d58a60ce9e20a29d6 5f4c93ae8d90c322a3 7ed65229510a116613 704492a6fa78c50a28 7f208c1b521cf27ccd 6cd9df8794fa5454a3 65a6156db594d75aad 4efb66567f9b78d8ed 56812b17fa67289ea6 6320db482c65be66d9 50564b829d19518970 4d5e524ea088716c5e 51656975dce7a147f9 49bf6bd02cc77dd4f6 59e48ff9d765b52bF4 7044690580a11283F6 49e5c8075d1a5222d2 6a9de32e26b3b5ea5e 4dd021dc3146f0fd3d 5eb319bbd72ac43341 7cfb3e2c385c695b6a 6bab63c20faefc2915 794009585d9eF9d703 4d6be34809cd6bd649 7216fa67da908d879e 4718ae2772c7862bCC 6b5484dc12918235a6 4d8287bdf9477c4080 57b2a93e090f215a05 5c154abbb9e6a13899 4d5c24c6983d4c2715 4d5e955a80aa7edec8 4d5a85df4e27b109b3 59e22483a51640ddb8 477dad71cd5a1e4f08 581183e54759733917 50d0443c5b9b5be254 4d5f630fe4b50c3f4c 4b6753af3291d6e07F 5c19bd4a5f48b00083 433fe979bcffece552 6dae05681a4dbbeabf 42535757362f46b20c 79bbba939f04823763 75e11355b0d1F6c6bb 5fc8355aff2a2b5b07 63624f75976adb27c6 40f9618f6b8d96ea7b 4be5b9457d2a017bc6 62372783eb0d5b139b 4d4f7526c9becc248e 4d97b4045f63a1c880 79d2d21676704cd4ca 44f66ee8c4da649a70 72f2baffa2232cb651 492b6390acc6a9db8d 4d9e1ca21efc7f586e 43979e70f25fe7d013 7286ee30e7d08b765e 440f553ad3561ae395 6141ccf95ac1d38918 45886e5ee4b583285d 58e2466602f7b7c161 61fd4ed464b5b0583b 4085cd060eb926a10c 4d542d7e99ca97e9d6 7773b3cd233f797b0a 68f8b8251e6b281d48 78fae3134fa293167F 4d944d30e05C7c5778 719ee6ae5623c5e39F 696c5cb58201a0c641 7047e7ae9329b8d9b2 4d59775b4c76c078f7 473bc0c8d3b20736e5 52a30fd09f9a1383ce 6d763aec1505dc0e43 72859dcfe1f50fd7a9 5a66ba5d16f4ad249a 5b2c42635dced8c777 4d5a4135a2101ec201 59e636e059dfa07dc8 4d9e5327ed9e8fe2fc 7499a89e8b98d83261 549a2a0ad9e53c735a 61a365ef830798cf6b 4de3fe23595df223e0 4d5d9Fc32506a51d69 4530315ecdcb1971b1 4d6725a7f0cf633175 4d672b1d6ffe535388 6bb032e75bfdf2080a 6393379358e9592e1c 4f9ce9536465869338 45c00d70b9496F61ae 6c2f0ae3f95eed29de 4d81c56e1f3a1e241a 581354fe7a2eb36e76 654f884c24e1584626 67384b0b546d5639cd 4dc3fb5a83dc1ec946 4d9f218175f9ea015F 7ef3ca0cdc30806a80 5229d2b749657cb358 732e66881939227adf 4d65a42918a96a5e81 60c78f8b1eddecd780 48c1674cd77fecc2e6 58d2532f94e22fc02c 635c17edce59463b27 4315612c50a0311306 59e466b284fb1b433c 4d678e3ed650824c40 4d7ed52b03c1c8dad8 4dc3f073eba941f363 4d9ef0F909815cc3ac 4819549216c9a7980a 4d5dfb68e58ae5a4c4 68471da1e08a3ff262 79ba6c614991c96a5e 4d245e5f413327cF45 7922b63ce2d777dda3 4d6a79fe7d655a92c1 403fc650bea94a7aed 6ea29ba6c56fc15ef3 4d83e531af35d63b4a 7e8f17eecef01049b1 7194bfb462b13c57de 4d650a7d64ecb78da4 6073d2c2dbaec03bd9 4d6484cf9748e4a205 4d6dbe26e5a0fF2193 4b91d89cda177a9dd7 6C92bba49F433d126F 7331620b3a4a295425 7db75427f8bc06df34 69ed74f05faa6ab964 4d6a43e81f188c7d6f 649e113694a06f4c59 6C33ad1237b45ddc40 61ed8fa0355bf23ebf 5b7e5541fed727c6b6 59e76ca804293a0bff 58df6399196c640cb9 45086ac6F06225a3b8 59bf9d393676d157fF 4d609c9cc900de0534 5ca0e40ea3c9e3aac7 4d5e9d24dc5d57a82f 7728c45d49d52c2e44 730603d95d3ad8e97f 4daa689cf9aede2a8a 4d67574f46a77114f8 4f9e7d3228986b1235 45884fc202cc8fd23c 6fd6b6f8ad80b33c2d 458a236bc891ebe1d8 59e492e42f3b60ee08 4d5ed74c1a594d9054 4f618e1365d351a963 67b90d1c1d2ccb7d22 54946203d5a2821c80 7b636ca94ca7232d17 56846e3d98edf8e131 5d2f2C5933d2eab585 5952006c5863dca2ca 4167dbc988b5b5415c 740b848845284aa205 4238c773edde33a909 649a86c3ea63875d93 4589ff38ada0b6f41e 51763291887c62a019 59e4536b341c5e64b1 7433082ed80aa32af9 4aa928bafe9bc489bc 7d478b110cb8d3f0F1 79c2e00dd7a8fc719F 53e01a12ae8cb0e4de 4288d48265bad63d22 42e2b1dbc58b02f496 58df0309b1b68aede5 4d691513d6669244c1 5d62b9a575a25cf35a 72dad20d75ddf389a9 4d5dc780af24516520 77dd6a95641973a038 6bfc34b6a2efbbf27c 47700a7d88ea69a36d 4d653aa9d10d174822 628a724ed1642621fb 59fad7d668807Fb204 703b231ff1ba6494b5 78983984f6210bc823 778f871aa1600909af 580c7aa805b3a7a9e3 519959289e8876cab0 4d66e5b183d720Ff59 6a9b686e948ca326F2 7a8a2ffb52e48b553a 566f6661e1f83cb2e0 73227067a50cc4d7c9 4d62339d3f7dd873b3 7159de6b75bd1edba7 671f6784a98C1553f1 6c350fec1e75f28301 4c001896d3654447df 7bb72ff2bd68ba2940 4d66fFd52832F5b156 7b62648bf5ca15e319 5C15f5e9ab06d38da4 4b1c15d61e3b18bd44 566c8c6540725a180d 6a9b53e27816e197F2 5b54f8ee1da0b561c3 52e1329be532924e68 720F47d556976ef348 72b4d86463bf4ce0f9 7e68dee044074cc1b2 6bd87774b3b8ba7283 54949cb7ee55ed9cab 7e4d9f205ccc575dde 4d71604c01c2508315 7aad6ca6a9425605a7 56311843c1ac529Cdd 49a30d79f23369876f 6b65fb95ebF8aa0660 688ff450cef79F47c2 53bbb104904e711ffb 68801c76aa307d9882 5ba0935026f67334c9 40c408063750520572 69a72e73400961ad6a 41d3afc59269a88ee2 4d5a373d2c9e4c9d76 5f9e376ec01899860F 400963daecd3e03264 784f2ab9c4e7f711b9 57fc49a1bddd383256 47a91178e4989a3bb5 41d208c38c2ac7d622 41a27235b467d52d6f 4d66e22240cbd578e9 74e7bb1b65c94fbf7d 55211f1c50fbb06639 4d63abdb7bc34500bd 48d7c324c9ce243384 4abb75ce8d6b34a444 496c0a26a5c92f5765 61049803e31e621449 691d774dae9104F70F 6c2e0282C015359db1 77195a746192ec0b22 4d6513cfd50ed66373 469780601db89f1764 767d690091df3cd5d2 55c13819f170cf92da 6650dbf851bc672be9 5da683c59ad2871808 5309542d1b9f205a56 613ff7ee72f0e14c11 732f2d8296a949da34 59e5d8d6d5bd780490 571bfa4116a737abbe 5aa736cc29551daef0 74eab36f5dd2797fae 73380585d8b81db910 4d6709a2766c2c16fd 45447d2c81a91fbc37 728046262faadd439d 6c06Fd2342c4884ece 7414c42ba23d9f77ac 4d5a846cfd50f9F532 5cf3d9280aa19a4d59 66d06aa314e3a664c1 4d651c715c2403ff5a 445780302844581f81 5dda175afbd76e0c72 50a877e837e1a49ad9 4ed335c7d785f75bed 47912a9576b54a86e9 4193944aab4aea0f33 71064b03beba19F342 5d8ecae48f8b550016 5062dc2d538d10af86 477a136b85d058a9Fd 4f7f22aad8eb75e026 5d222c305d032a7bf2 481903d19095d6aa5b 4de78d10715b9b02f7 5ddca1df2b16028e69 789dbc05b30caaF8fb 6167dcc83eb1135b5a 4d67c69a1167996702 7f1808b5bcb6cc9911 4d670c950c366ba2e9 4da23d4a8501332769 4d5f97e4b2bb68c68e 70efb0ad9fa981e0b8 6add82be84db74ef4f 4ddd99da4893517f97 53bac7b47a20a34143 480915215440c041da 77e27f62959bc72cd9 4d65010ea8461978aa 6Fa68bd599b5651b05 4d63f279fec6e1fd1b 4d6b3c2a65172f50ee 47f2e394a3bc84dd9e 725839af66a707d06b 664398016fed92807b 7ddb48ce6c7202215e 4f9ea1f49383e19b65 4d65a3d1382934af96 645a0c8813553ad987 6502aacf5b3e719e88 79b3e14c51a9e92f63 4d638dc0d68791e518 43dfddb5c357fb27e8 729e51d09a186f205b 59e756a15c2ebbdd8a 70ec1262b1cd6f6F24 750711908911db9dda 4f60dd134c88886733 4d5ec628290fb91c9b 61ddff10333936f14f 4d68e5bbc2a19f5285 6edc140c992db94347 7b7d4054e9b9b701d4 7398577d478eba577d 575ac4bde4c17d4b64 49131130dded71ae32 59c4149ef0eb062bf5 433F489042560d4904 58df2482c7efe21702 48bfcb931b4e16250F 63a4346657d229be35 4d5a767619326e0187 445781187f675b97bd 771010c20a646d2a19 4d5d72171430889bb9 7cfc45eded10f49893 4c263fdc2ca8d3ef03 4d667d895928f8e9f2 681dC63593157904ca 4fa40071f622d3794e 6c31fcf930ad5d7dfa 720f46234bac25f185 65009f8360d1c10e70 477d81fd830dc4b672 758ba8c22673e9e3b4 5863e8fc289afe4567 6f0533900662e4a936 78a9750c3bb9617f49 473bf23279e1d3edb1 5b5152c217b33263c3 4272ae4c08af212c40 7010fad539306d2376 4d5e193f68ad696d2b 6ddaf7980F606622F1 59e309f3ec9003c06F 42e7b34c70743192d6 791fbdc8db3a5eaf1b 6c3c749e8a6825014b 57d08dc9a1a4a5dfd3 502827f1b7cfb2c35d 49e35e844c99d47b3F 58b8ebc77216efF438 79Cdcfe355542192b4 5a62b02F6F68545a23 4d5ec948b3ac970998 6817405f2181a2b1b4 6ffa06d39def2b8fc7 62aece6bb6556b874d 58d744c1258da90167 601e694386b630c3a6 69b06bee5432b9931d 77a269fd01a9989ec7 7acc6bf14a2c10beea 4d5eec329d9c021d05 4d62013b04a7a00418 59ea4be3f5e9F33404 48c165813ea456eefd 560fdd1c310d6ae735 7049413f28bad44d40 6150d4bd0810e51ac2 4d6a341925120d2537 4d60aef6be061ecbc9 560866396167f06781 422e676e17080df62c 594c6fe5dc83d41e4a 65a689a81a037b0ed7 6567407e5ea46d2970 42e7e1215b33356267 4de3624e5bdd3ab4c5 51d7c70a1ddc73b2dc 4d68dcfbf63c21f5e1 4217b74122eb0b033b 4121d6c1121ae737d1 5964b55155a4bfbb4a 41fe2a1a1a94b4a697 6daa7dc59d357e9c35 740b23a1c56a55a534 69f4d63b3d0078ed44 48c1698f0178f4f3ad 477dcba5fbd4ab596c 67ea93695bf8a15bd6 7305dee9e5ac70d4b2 652a1524e9809bd8d9 4d5df81246fad2c2a3 4d26a48959523423b9 72dcbb3b951a237e70 569Cf2366b2b564ac4 4d5d9768501bd7cbcb 4d6845d86bb74d67f2 43938a20965C73eb16 43a9c5d566a79f5695 6c2ee3a1c20d3aa06F 4d526737a421f4ad42 58b398f278e3066b43 48fb90e88534a5c443 794d46e7aaee9b4090 4ea043ce20f2a37200 40ac15837528ba3e30 4d1714d46b4bf379cc 474499dada54e0d335 554315d62dd8c7211f 4d6040d64442a86d4e 4b863abaf7c8d6e080 76e992f1cd15912aac 4d609e90daec25f90c 5607dbbab4df1925d0 445ffa95a47869a3e4 40831e4c005d768432 7dd187d45f4ed4c9e6 4d5a300eed5c825510 42c4ccd4a1bab018bc 4d89cf4ca933056aa0 58660265397e2feb3e 59e2da53fe3500480b 45ea68246beb6a0258 72d2265f04da5de282 62048d756c52de85f9 4d6cb03b0a83938b26 525a3482f9e2e64948 4d5a868ed1364ab5c6 4d60a244c7706ead4b 6728ea95706C233f6a 4d673256a88532659a 5eb221581aa547fc6d 7fb7ba3e2e5c555215 6bf5795d61b700b122 60bed6b0c3F26fa700 4d68402c72bbdafef7 49e8c919ef8d0e8c72 4e3182f814711fb8db 636ae3bf9cfd5842fb 727bfe140ffF6789d3 4db74575310b9d06e4 7288c4e6b4c8571765 7780336b4306c95834 69137d842794793e4e 6ab34be4d5f1792ba3 7240e8ebd3545af303 7160c93f9a24e1F37d 4e12de48d5abdfe731 61b6b1e0dfce927b26 4bd152bc767cd81830 78faa915381aebd416 6879f2fd263ed0ee45 4dc585df4b52effbdb 58496639d05fcb83a9 4ec6f183562d727851 6d540da9e3944288ec 4d6584abf8333b15ed 6cd77aa03603d77a90 6edaadb9f2a89a469b 524f18e645c13c410e 4a4923341e6dFF5126 53f8f34774170e2701 4d681f6d469F176deb 7080d2528b32bacee2 56a64a81d5fd4225f0 7ff74f808b3c9b4bfa 554c1981901716e3cb 45e989008b1a04F885 585a97C4d2143ecd9b 785dda95c4b76F5342 4d5708208a37d78FF4 4438ca71c5190c7b10 6bb3b9a687e8295933 4d61f129f6642d6816 59e5e22c6b0c612567 5e7aa8b25754646F1d 59e30d373b49cdFcb4 6685ae5f73c654a253 4e318ca2684Ff30403 423d8c16002a7e5a55 59e4607e05831a2ae5 4d68561ea0fcec58be 67e666c758e0e2c045 4df241a1de06c887a3 505b6a9546530c839a 4d6a3ec3bd022ac42a 4d4aa6dc700d3a115e 6140f97dec69af5e91 4d66397a8c943667eb 443f45fcec2d286ef5 616532df7ce080381b 5974e86ff72f1e8a86 511eb901e9e0fed1a7 691460d01ebdc401b4 75235d82d5e4e403c1 6320d74594215a763b 6f910ec34823a00b12 7478f4319e307bce8a 6530f4f82c9305f3ea 729925ffbea36c88bc 4848aa954166a1ef5f 4d5aec5f750674abed 5d66e3cf17caacb6d6 59e2e652b2b1fc9989 457372cbb98cdc0a47 6fa81a954ee5f9a4da 4139628b806d9a48e4 696a8d01fb76e36d34 655e08fd943a7Cf53b 7f9408901bd54b4dde 51d904f66a3d9e0879 4329e7070706e3aed8 7a328489b020fbb482 4d5e28fc4e14d0f7d2 5edf634b15ebc35209 7a883d1dd2a173c29c 6a5bed68f37c0ac005 52d9a263216bd0a8b3 648dfb037b4e8ab91e 71da968f77cbad0494 4d6a770a75dfc1dbf1 527a3de84c37e1b16e 4d61a27692934e10ee 507de1d0146e552414 4d6ad7cb263dbc6076 5aa3e72760b1e4745a 65210f855a0031bc46 421cf15f2b00a4ab67 59e769b8ee64712d19 50d69c45ed04a34435 4d5de7354b17dbbc67 75e112e2f31712e56c 5dd9ae5db63b0c2e53 792a5f93aedb3a78c6 492949d69daabb8e2b 6273a4c741367f6cf2 59e30389fe5eda8393 57feb429d6956cabbe 5df3407d0ccefacfa0 41eaf296f53bc06cab 434053f812a4d55c4e 51f9596f55d04c54dd 523bb8b7380e4dc5d8 791fbfc7edd4c52392 54223f8fd5a7C5b940 75600a4b77befa183f 5a599ca65edd6017b6 64c7e4d61884983FeC 561d6c5ece8301f53a 672610ba786246edfa 5ceb40b3a75fad57c7 55f5bb8a62a849c193 5177f9f8a158adee16 40C40386cf6289dae4 59e778875f4708b62d 4d6a7543754e95b440 440910ffb3dbe9d7f0 4d5fdebaf29a16e843 4d5d57f079359dc663 57d71ce7be58fa40d4 41178aa071886be127 4d628415a38b08567a 422e9f521727bf3491 538ddbd1aa257aa936 59e47c02b979ab98ea 425232afb1799d07e7 7f94030769afa6a70a 4d6dbcd219b3a2c792 58db8430f38bb62e8b 4d6a6b664560036db5 696b17de1b4321dd39 46ed9144a1f5405714 5d5b0c639a5568d294 5956bbb23be426ed0c 7a8eb8bdd8f86197c9 7044ca4d3cfaba1669 797850d607b327e584 7318afb2a6c636020e 720b2a95e0819da88F 5e469e5a5479b942FF 448e63bc1706f5cd75 5c9032Cabb6fedcc75 5550beeb5285C56509 4ba14b4ad149a8f695 4d5d5ad52a99599fcd 4e318f14876d9c854b 74c8c64d4454ec4fc6 6826e96b966c809885 6e71241d1be4822d53 79213dacec50b79252 642a5aa6a05072b5fc 4d5d5971fb40ad7785 4d655677f2cf3af25d 4232de208efe1310d4 4d5e831e7ff7e0859a 4386a79ce2a95c7d44 48dc587c7e020abd14 4d6a7e918FF0370e5b 6692ff76a59206af63 631e3c6fdcca754f0e 48c28020aadcadb7a5 6141ee9def3ea18af4 57fbe6775608c161ef 459e9a7b75113a38c4 505e960a875202a443 4ddef37053a2187ec3 63d1d26b27c605a86f 51ab3ecfd66ae08750 74e8a60656b15d6d3e 69135a23860d7e7F13 5530e1902f07b549c8 6ed740e7939faf0f3e 4d5960cba26bc64b17 668d18434e07f80c76 760c273b25bc6a1672 4d68b6342bfbF23549 4cecc598c11a8fed11 5d832f44777fe9a439 78C2839dc78686bfec 6102f83b6b6bfe556f 437a7817e652e1e3a1 4b9f093a91045aabb6 4d5bd6913f196edbc1 59e45fac50ed73e583 4745aa5d27931d4b60 72bf0940a8d5ed3936 4d6abece3836759c9b 72c579d2fcdb2c4a2c 4d5fd8084c29d636e0 56133f1c8cef1839aa 40e56222b3f3ff923a 5442f3ff670a37cefa 5a032ed62deb80ac85 6cb396bad689151128 6c31f9c78c45afd7ca 52651456c98eab49d3 4c5b5313ee7751a00d 74ad0d4906268f4061 5427d3b560999c6869 472bce799b618930fa 54947C348d589410e9 50455481d083e94961 4b02a743b9c6b39be2 67e6677ebcce96C039 5696f7ef9f24a54a5e 67e1bed331d9fd7301 7317a19d0e0e406323 72C8f48e429F6d3315 602303d165fee36cfc 6352e3997893c22d15 71570efddf36f7b0ec 7fbf5a0F67b864be37 52b64a7afea939d18a 5696F8041aec60c137 64aa3995b3a9cd0d4e 4d5f028d9b33da4569 714dfb3a8303FF8900 60c9d2207f6c3571dd 4ae3cb17e657360624 59e5debbbda2598174 452424b12c7b1d72e6 7b84659f4b4bc2488f 4c3ecc49f70683bc43 4d689bd9458c38af4e 427509605d263262a5 50999207792329a1bC 4589db2d92a0770176 67e69084147a82aa54 74ef6d2e71e431c650 7b62546bc77cfcc4df 79a2986d2e111d6b2a 78768c43C0f5260064 4da235f10d8935d313 45ad2a3645a2b9da6a 740d27338ec4cd4eb7 441223fba996bd8c28 5d44394989337331cd 42d19a958e3861ce49 6780e87c9613f8bdf5 42ba7354a83957d151 49e5dff94fcba7b361 4bd66a2644f3e359c7 4d5aa2862224ea2d6d 4454c8e71389736b6e 7e5f02348c7510a96e 4d62b08c34f5f6db5d 4d66cca7317b951739 4d23e65312083e67a8 4fbd0f675226d898ad 657a88ef5357612b65 51f093c68b13374687 4d68c201456cee63ab 4d6095fa3d9c5c8d15 4985ec6b262233e89d 75e151272eace4c69a 73384b1623c6863144 54a966b50e2f5429e2 59eb1f97b5edc6322F 51d7c1bebc586dbeab 6f9109b2601022dd4c 59e5ee75dbbf311cd7 40352949effa73f96F 50d521443c57490c4a 469d21e47387f612Fd 58a243d9e0373eac58 51d7894d46362c246e 6307b65fcc4ca8040b 792d15613d9da08cc3 4640f21ef54d6b83e0 6243fae590d4547ea3 4f9c661b59b37785d2 4d75431656ac91F973 74d2cee8e8F1147de0 77289dd9dbb5ead5a0 47ba789e8eac247474 59e315d87741a2fc72 4ea99f8dee48b888bc 77064acdf009c53955 4741f642a2f3d372e1 4f737755aa6be6e1e6 4d6723dd3c8e6a97eb 64fbb3cdea0f874a82 6fa1a73c09e935853a 4d5e252003a5a326c3 689610bf214ea3628e 724ae2a0bcefab3703 7d91b024a559a6C397 70ce2b537a06724740 4d9f27917684706841 79639dcdddeb51ca50 4d5e6a66fa6bddcd70 4d67037890c3e2Fcae 4d5b3c7da3a5dbfea0 4c6d967c49fa90e549 6bfee7f9df136970e5 5c365516947a2c31d2 4e538336213e0ea4c5 46977af38ec7556b3e 624F604d3592d85acF 4d440a65171fb514a9 74eaa26c060fca5cce 7b171f832c79694046 7e88e9c9ade476c7a9 5494c618fe7e251193 422eda1b50e5F84008 62cfa5819e3f57cb3d 793dacbbb944b1e710 5a33415e458eb086a0 58df359495a683c424 5040602be4d345a153 41d50243fbcec68531 6b5480ce31e3b59a1e 792717945db15e83f2 4922419464ba2ef60e 4d9f0d3554da6beb63 4d616ea30F459d96e8 6ea2278515dd7dab3e 5048133534352f4a90 4ce245cc3306e7dcd4 73b82ff9aa7acc870b 4d658ec89fb7eaacbb 60f85d89780df6c1a6 71ce76dba2f1426513 711a4288afa44e3a53 4d670ff2f1e44c7062 438f0b75052bd62ba6 4d25d75931311ebc7a 656e8c45dc932ff395 768044428090380bd6 649a56f3C881510591 6765b359bef95352bf 41ce81a38bee585a56 4d5d63fc9536d870e9 4d5a5d9bacf9c58310 5f83779dc138c5f528 50562088a183018795 4da44e011d68c0e9b4 6c328647dfde53a5a5 523bbdbb602128a90f 590a9c0352a5478909 4754a4dd84414a60b2 730a2773fefcc31fb0 41e8fd140f7482391f 6f95f589ce7dde3a41 4d66dfe515b10b3956 72b28a9594addb34e8 54d2448661f99db88a 728912876fac6304ce 59e40de737a9b58fd9 42ef221725c8013793 7dfe26364f4e0676b5 4bb698e32aa24ff22c 6ea4c5209943f214bd 45a0dacf9ada359734 4d5d488ae6ca7e3abe 62abaff5919f6393a8 75d4164017d530e3ab 4e7bf7c99d504976ae 4d50e6b85418ed3ab1 4a3f0d4d9d1de4a812 41d8bf918c37b17b10 71a827de9a1f215bbe 6edb6dc9bcead4858d 4d5e551fa28421ab75 4d60c4d667cf63e667 49101b78b50c52f86c 4d6715c65157cd6b59 4d5ea754be852009F1 7836e37e2cb8741bd2 538554ec21f47e7a2f 4d9f16a48b5c3509f6 788cfa73a3607eb90e 79b93afca05b506b6e 4d6235ab8205560c0d 4d9f404a754b6ee9c7 728b0828b449ee172d 6158647ff235b31668 549170e71c5b6f2c8C 5957dd028258b6d48b 6b43573ad0550b85ef 56272e743e6198e430 54947979fae9f4b473 45884161903b0383ba 4d5e995efec401546d 67e2703a8F995534d7 47e2a7708fd0d66d49 4d6518a775548f0746 4d95bdf4eb7e875742 4d5e27d98941847c46 479d3a956775c73af9 450d13bbcac747f97e 49c073366ca7661be4 489a6a95479e30da7d 4d5ee960f87812aaac 4d5dba50c2825750ca 4d5e72a708ff9b8693 48fb9c45333C48C985 65ebef52649996d74d 59f08d82552c37354b 788db279b9fae77b35 6a9b5718adb3de6698 658f34570e030f3b83 54b70747459106ead6 62815da48c1f7880c1 7d557a9b09e443bd08 533eC47602c019b653 4d66e9c53a2a7b293a 7d56e1cc8e10aa3598 76e878e97c490db01f 78e14c8a21b4817346 59e75a6d22491a73a8 5ab58594fdaf62f31d 7478522ec84d87b824 70a1f884226e581207 7278ae4ab7fef145ce 4da208df44e6d85846 4d5a80b6d7c649c84b 6b3ef5587d70b66fb5 4035872f23b3729d7a 4d5a1561f191d648fc 64b4aa95024307e4d5 4da27e9338fc56ce00 7de5e7091e175b6615 769176f49da8567233 542231cc99715e45fc 7317462e41595ca688 76d2f6a67ebdF38d03 580fa2cab46dea5636 6d950e397ac845c2df 67e501804e80b84959 60b4adc234a92c360b 4d6594d479b9bfe714 4d5e1a7c334e992971 4c2ce913677bbc3448 4d5ee8666b9376dc56 6b25f624be79992ade 61514f740281fa3178 586445f04c962a6d4e 7d3f5b739c256c8cac 4da72488979f5a2923 5e740a3a61652ca324 616021ad827013b260 75eb913353dcdb3a74 408050088eae6a1920 4d3862957eed2460ec 5bfd3b5f70e89cdc69 4d63974F26090ea763 6b6b433127d919ef66 4de229995fe76c383d 4477686debc130b18c 4d6a849f74bed67e8b 7160ca5b2770a8142c 75e188629f5cab1943 72dd342001e84d4acb 61432e54875462262a 79d0c7f9e75c0eb947 45a0d4cc93148622e1 4d6cf9732230822b42 411789341caf465a3a 6710a09a062121fb57 794710638da9dc5bdd 4d67393fb190655220 4d5a683ddb0fc5b906 674aaf8d2518cc91c9 59e2a4475f6d298c47 7ea68390eed168b937 70463d5aadd5e9beb4 4269e21288389a1b23 47e46adb547a935fa7 6c38ee1314793111f0 70e4a6dc9974aa48c4 611b53C158156f42ff 714a0890b5a817F743 6214d4a5203b5aff58 4d6a93f15dde627309 4e6c9cadfda351d694 473e97443a85b7bffa 4cc56084dbce268300 4d9f26f2b640dd13f8 4d87317167154c0870 4083ae2a6661dcee08 788be8a2ea2539F394 58e236028586d70999 4d9f2e336500bcd7c6 6abf0a4a17e32c4a50 497a92185a7e1ba837 4d639312989986ce1d 57b1208ba874a97973 7eb09342C0beC33215 4d9f0187f8e870ac35 43e8C1084910cea560 6edcb49c7F21626cc9 461eb3d7fc7fd42ea5 5e20f963db67100016 4d5f08c80b20e98ce5 4a112659bbaec51c3a 57faa33a77c6450d4e 41de2a954520d98450 507d4fd01f331c52a9 687a74cb47a46c6e62 7955f2d32c9d2584b4 4d6c858be1cdd5b3cc 70cf61e4d9f342efeb 6c68ac2199ef6b062c 6d7988a4752fa0f93d 44a6806c1135f1d203 60c9a9adb4d7668557 70b3d5677b1b448626 5242d5da776dd3e877 730a26be200275f014 4d5fe95b2bfccdeb99 74541a95a8f211083e 5ba7b2128b65c6e0a9 757c8a7e6eea722721 6ae778bc0187284401 63bbbea96dc4713e55 79C309b2b944b7c500 5feea20397574a1615 4086a5af655abd4252 58e21edf59ff94633a 68570ad8131c86f065 59e2d864a7174c84da 704299dc5f55f937b5 79ba6Fc067F37ad036 7cd0b65a1baaf3fbb3 448b0386bf1f4fc7F9 4d6a688127d34092a6 4d59962872e8da0bd2 7a306b4f1a47b4dac7 772a4ff86a258dc624 403676781d079cca71 59e305f0e17d2ff057 5a526ea9783c07caa3 5b0d9a951cc5625edc 5f6cf3257b46421a7d 54c5ef14ab7076165e 4c3c3a2bf6205c277b 4d698959a7051e64fb 57fc92bd531227de76 4d96b3bddaeff10906 411bf986391F63aed9 6a0da08b4317ca45ac 727ad09c27fd1a06e7 631b129951e68cc95a 58f3b2b895ac8c5677 5837dfadb9153f2288 79cd5d15d5c12bd6e6 4117886c02e4a1b544 58e5108d3b4edbfa69 56855132cb479555dc 6b65fd6218071e9e55 77549eb1c8bba06cbd 6bb53a8292f72caeae 4d60795187321d5d40 4d9ede7812a1e26202 6608a00786416d9b63 6ce4986c2bcc7ea193 4d678711d88df14b42 67e830a7b8efc696ea 4d5b4d3fbc543b85f2 6526889b0e6d716aa2 4d601cdff22c845f15 7d8b26a49294a161ba 6210fe985d379a7090 4d5e6deddb9bc62426 4d671ddf9fcfd4add0 767d712e315a7ce6cc 65d28d5a5449e656bF 4924f0a4dfc54bdb5F 5632c2aef32cc70c13 4d5f1e73de7bd0c461 7fa0b47f22afc42e01 4d5e8a51d90c1ae9ad 59e30cb56a22645769 4a3f96044be18393cf 46cc35b2d5c66ad126 73b448de3986fb23c0 6e7476a8e7F5830b9F 765c788387a19c2397 471b79cae4b4693e14 6f067e6a61942fe472 6545fb1169d631cc78 5cdc8c9c872cc82472 756122f421a2b22918 5ed78a4766a69a0bcc 4d5a8ac7ab83d3d07c 4b34c7baa566448c5b 6caec2a3ed50c53b4e 58bc98fbef3c87F3de 562b022465914a69a5 44902413862be51fe7 4d5a4a558b09ec5942 61b4517f817e116a39 6c5cde15b491b3f02c 4d6a987f3cb7008888 79b70Fcb59c50185fb 4d6b2b00849b94bf05 524f35de6bc4d2a16F 772db5501b4ad6414a 5381ce4d1d50cfa9e7 5ee18649e911845b99 569a3b008c49326b16 4d5e6100f0a556c06b 635b1669aaeae81556 625927605557e75015 54d99d5f2be8304c14 6e085f2c6236a8f6e9 59d18bdc73af6c2a72 4d5a38f9889941d379 41ce7bdc1c78d00659 525f74cfd839136cfF 4c319c9f0b691de372 664975199276118777 40f8c57F5601e53991 69bebcbdb17316acff 4d5bdad5f9271a414a 68af9369bad71cc90e 58d25da05842e7d6f9 659d15360d84a49a8b 57b12cf8101186420e 68f825913591dd6793 5c156ad6f42bccf6d5 7bb49f1f5f77671640 59e479dd4ca11ccb75 7faa0538a9732d3542 433c45e4e8266fd27e 73ed363fed379875cb 6539f5e75e8161f8ed 5095fd64cf52d1dc52 645e2f576efce1b784 561b6aca7694314905 630a769dac7c4ee782 65516b124da7baa815 7773825fb9be9074b8 4adfbc9187dd2c3d0b 78dbc9a304e1581eF7 75e500afbbae245317 7b6a7F335b7F6c0266 668d1906dffeaa2eac 6de9e99bad707c2f3c 6242b24c5c4b814a2e 7542800cf5ee9540cb 5b6ce142775ed02bec 647362f34e11af2bc6 4d01f22895b8da9bfc 6d47Ff228eb6a29048 701b949850adc48b21 646af09899a19693a6 4d6ab0ad5dd3043167 5620008ef792a286ca 76bfe10F71a6f97b55 45242c5b765e9e15e7 53e6679644059f97f8 5b14ca9548a15772da 5bb2b07e5760c79d75 4ed498f1a13Fb26cb0 4207fc5ed5b68d745e 691479309073c7ece2 4d5b20e081f7a20391 7b93dd6827effcd360 649a3d29eebdb2a6b9 4ae0707e0ceaeeab52 4271ffcd7e2275adfc 6f8dde409c7711a265 5e515aa5a867ea9d0a 66b18a399a762a6748 77d25Ca29C76743f8b 774e85172ec6cfd306 72f2a162e5d8c2be32 772a49d035ed020806 55c5ba956d87ccd769 4d5bd884428eef43e0 4c561092de72ecb582 7bbbd064489a0129c1 4d5a5105af4ee9129a 7714b343650a795331 49cb1f3beccea1e509 547dfe668faece4080 6495771cb31a3ebb3b 4d68d387874a0d88e4 4e9c52588ea5b49395 677fa67c0e5b3098cf 4d9f43284567a1dd7f 4cb1757d53d82083d4 4893d9eaabeebd30b6 4a35eb77834887dcc4 49fe9cb339437c7c8a 68009c2d2614f42736 4d390e3abf30ef443d 63308ac27572e0eac1 69137ea2a137e02e06 4d5da4431d7a02880e 774f0f7869520f862a 564e907e943db2cda5 4d5cfafe0817bf5f32 79cf428f0c2e4ef31c 75eed56fce4740ce24 4d6338b9815b2ab1c6 476b093f26102e1f57 76341009f21abdae50 673fdfa576a34a8c4e 649a91ad3050f5ef76 4d600c4b95521F9bce 72936a197fd459344c 77284b315e38a82ba2 72dd20258d717c3872 6fad49aca5519bd214 5c7f47b2cd6cc71f7b 7e58d076064ccbb6c5 4d5ad1325c1ff8a9dc 69315a63d943798339 6b9c1d77352498e514 4e5ef217b93eec0628 56baab2892ff4cd475 4d6a5d6d25d2bd2e12 7b68cf13499244d79e 74c43eb1108cf724ff 793329de99FF976C6b 4efc122a83f306a51b 6ff167b1177da65318 5b27b0e6572b8d5353 4292c3fa1f7e557309 6d6928fa94e2e76dbc 69e91442803b3792a0 5ba6fa91a8a900b005 7f3b2d8ec3db3e24e4 7c3dab19e5d0b61c15 524e50278103af9322 58e511b26fdf6ccc10 4645d9000ca3b76633 4d5ead65c6c6c7c389 770fe9b6d95e39d63b 6e75e740013c3b8332 456C8159562a6a9F19 758b8bedd87981a017 517637fab733e6faa2 727ad277635328a4b5 57d9670c67ffaca720 4dfa757a73171bc1c5 770126fe5434ea46d6 7c75ca97bff2fc1ce5 6458f6356eb4bed2a0 6a9b54F38db38af48e 4f2c0b653fcab72059 72ad86da818890e215 4b58175986c33a9b14 742b802843b0047714 7b925423212e435c50 6713cb68408b4a1616 4965619b068cef524b 57e9ae7c17fcd6b238 671348539b5fa678d7 7046519066cb534f9c 74756788820c045019 657df5977d920ef95a 6b65fa15d417b76a11 411453a0f4ca4dcc1c 53896b0a4c34be6ca3 7c40e1a80a3a71979e 6443faabb3439e1783 6b9a2724F4830d0ab9 73b754cea95463aba8 712f825f46ddbf9f58 403d926ca218ff3389 7b1590aa2e12be6d38 5d2188534fb6d02671 75394f2669b24c2e5c 5fb21bbf76fc58b456 4d5d6d56b0c37fadb3 7f1eba950a6a447f9a 4f914a2d1ad211144e 4ebc2261061133b70b 4513a95a8da7eb3ee4 411473bba26c56c776 7e9ec4856498755cb8 53c25d05948a85407a 74e7819adb1824e429 45ca6e1525d055af6c 5b3f3ad1334bc9686a 7b9272df36b6b79830 7C929d01561795e22e 70080802eaf0377b9e 73384887f98cef0122 52b9aa604F3367F7b8 4ce7136821F5802F44 72ba74782e023990aa 544397f76db794ce04 5056278f12b3237000 4fa168d5b89e5F7942 7278a94a264658fc36 629b895de0d2f014b4 6b68b9216025a1c955 4d6af60e3d36a9060c 4d6a73194337cce48a 7f0a3a30fe2c23d0d8 4a57befe3258fb2a29 63ee6f4ffc76b29F13 4060e18999cd267F02 4d47cde2e7a81ee82F 60374eaf2a1426b66f 6cf8277d670fb41863 4163d3018aca51d09e 687031065154bc33bd 56e311c3ba0e1e8d80 4697fc6461c3d09ec4 7754168f161616f042 59e5ff85c587defd01 755795c168b962fb2f 62ea1361a79303c8ac 4812cF13605a6305c7 4da241f5ba8ceb334e 559f9130c64edcd998 59e76e643b64a5d950 62fc911cf6d5b4c282 5ba80921aaaec62e9d 64beccca552828c9ca 56836d79d5a3d2722F 74eaa5c516b6F14b62 5d7fab46220135cbab 4d5e690d495f964253 53c30dc9dbca90d5fd 6c0040edeeafad687f 59e4b83cd10630fa54 691375ddad3fcf2900 4d677fc066862bee44 4d651ad12482702590 58e450d6a2c097f393 6458bb6f07baf081e4 5d1d5fcb005399e6d5 42332122c98fb1f3F1 4eed62867082f7ed5a 63eeeffc43d3345d8b 64d28826dcdc3000d0 53241b45c4562730b4 79497920891c79a16f 4e55a47b24ac4b5daa 65c9609b1d90d9d70d 7563be73f1cd297b09 64945d6100c3f41b90 60c9C030F37F489891 7a4dd5d4fb89b743c9 56a644d163827331c1 4bb53b437ccc8948de 6d056df27b802af41f 49c2d95b66a6596332 736ac74f8c02574b80 4d4084e2b78f054bcb 66089feb452639ceac 5c35a5d25c8702a641 5670db5a9ecab31293 4c265b7b35069e6dc4 4db095a6856a8bc569 4d60b1725b1787c8a3 4ec75bf6fe995934de 767d734cce22873126 5b59c5bb808958d18e 644ab9b78d044b10a9 68270f83d1c142055a 785a64be1c4b7c3006 75925f7f91e4b8e58f 598b1430f81aeef947 4d62adc1e06f684fe3 6841cafbc9027bc6b9 79ebd9f29b37d79580 7be74d128c7edf2b9d 71541147e6180bc953 56708e94eb19103d69 4d5eda4538e5ed1c67 61841109e0f05da6a2 71d251df252facbed6 4d5a530bb38a5e93e5 776734bb0774603481 72926a95dde2348322 4e7dad6fbaae1db464 450d36bb661606ae36 7758f7b96b87e58db4 770fe555a99fd4b218 4d5e03d2110e716154 4d69677c4cacd3b533 4d4288d16f4e688aa3 46e65942648f67233d 4d603a856b4dbd6fcf 4d747369914988e1b3 54850e16399362c265 4d60a70ec576903a82 52375d3b2125a2a920 7465a5f5c780aa7bdd 5497573052F11389b5 6f8d919914a33b2a73 5ba7b167d9844e37a7 681de9245cd331efb6 54677c3ea49c6aac22 79b395919b23472832 47ca3e454218aedbe3 7930e09d566e0f2209 4d670497c2b64adfe6 4d5d7b02c826c4bc7b 5509fc24dda33a215b 7bac6db6b6fcac228e 4926fd61b1bbf2247c 70cfed91b89F09d06F 764ea97533d77277b0 4d5e4bb918836f5ba4 59e4653369bc2b40c7 4daa250465be1e6b4b 5a83f1e190b8b35108 5e8aac3b5f8277b6bd 5ce2f0742f9ef40b81 6c35405bb4F9843d01 4d33b9e3b6f2158c6d 448d53add5757b5ad6 622c7f3844fd2d4873 4dc40542bbb17120d7 4d5e4f1703a8f0c83d 5237b12baee7fef9b4 4d6da443d80474629c 5d4d6846d0eccaa7de 4d5c2c211643bf720d 51321eca25cc89a7da 46b3d4f01129b97866 564d81649fb2501b74 62e6ac78d5c862dada 454158668440ab782F 743742a14073b72d0f 4d64fe93abaa4631e7 7ab8287848a5cd4a14 7f93f1a68dc47f15d8 7936aC158219b38440 4324767976c48a26f2 64d222873c8503c521 79b6fdfa7a0b510dea 4d5e761cfa6600654a 4d5ecc199001300391 6963113f2d064cd033 5e9a3654c34b1277b2 5bf277cf53bbb2fa33 79ce45ef68704de46F 50804933e48d226210 56d0bda32a8d76a3c3 5491be0917fe9826c2 728873c185a68c98f0 4d603b6f8be9eb3c61 59e2e39d1328e0b793 7e7dd3bcd7ecadb789 775fd3f92F90F86950 4d9317451b52767f1d 7338f622291bbefaf4 4733e76027500e4056 79d4a5cf577bf02160 4d3748819f87b8c4b2 4d58f706586b9e61c3 45e12d3774b7efa5a7 4d5ef64b80db6cda58 783e6959a8b4d8709e 42e4a9eed0f524be18 4d5da9a7f64753402e 4d5ef19d87bb8469a6 4917d36223f05d5950 7924c1025e05709de7 439ef32850d93a09dd 5af7783a41a4c92d4d 5a669630dc5f97699e 45fb7de94b3dda9698 69137385f2958d47e4 4d5d354d8dabd6e114 75384260bccb656217 41ce7c1c8c10bda2b9 6949d2877741d2a197 4d5e365c903d8945d4 6184313d44676fe5a0 6b65fF704d10cc2089 648d0F3c2defaad7b9 4d705154d5ec02689d 72dd31c5e718c12c7a 635b0475bd252f5918 4d9efa60b088591c18 4da256ec5dc31659c2 4d63b7e63f9f449076 4d5dff3adb48c799fe 4d6717fa787f3d08d1 5974e3ef7118b2cd5b 6b4027bd7b01a3383e 6bfc31604ea653ea42 4d5a8774800aca70Ce 7e69a9701F191008bd 774b6552ed2868c4df 7da47d887de91add3e 61697c74e95d683620 4e7bc6b6486ecbc3eb 71dbc5458533055ac6 472184ab50823dd2ec 4d5ee2decf3f077577 5e939be2904478c6fe 554f8fa9497a336eec 69142e96d82f22f811 570dcd81cdbcb97154 4d4b8dbefa9a42d2b6 68b1ac359ca0735382 677C1459f7d678b192 65dc5038b9396a4d32 49ca4663bac57b2e1e 5b27b16806477e1198 6257c8bff660506a0f 64bb82673d692e0355 671055bf6549373d00 45a0e0308b8cC87373 59072a9596f8424756 4e179959031825e2b9 4f491bb5c1dcc94984 4e146dd6ed3ad36f81 4d6d0c020448960d12 517639d77a2110c453 4d66c356ec8f9d62c9 671becd921854835a7 730a250127a020c1f9 5203971bbb263712e1 5818cce05015293b56 4d5e16695ee7a4a177 55672fba88c6968467 56e33558f732618268 52d95bc3dfc305e68f 59e6ff672d5d6eeb4f 79b715221c9F150e33 660451b10707bb02bb 4d5e38bdce72261487 4d621eb9b67ac0a50b 4d9efbc1ba62176f6c 5cc35c708669eb387a 4d655d50a94c3b5312 55a8ed3b25fb485613 62475391df4edf5c25 4d684c65bc133b0d78 771a6a4dc336f7b751 59e604399ebc60a0d5 4d5f21dc27ab6da385 638193724c486723ae 48d0e0e3472fcafb1d 6cdb27471bcaa5a549 45241a88e2817160a8 7c10019f2e0f06ab4f 4d5bc2a354e8376266 4d65230b2c1b10792a 6ad57a95b92d782c45 4d628187a646fc465a 4e332652eca13a7049 4d5f34436fcf9af081 4d6aC3626701658a86 5969273cee5c1bcab6 70c4cf8434dfa52Fa7 4625e5ddccbaa39b26 4dd0623692a8d9542b 5ceb8a49071930F232 537fed434e497dcabe 55d6e711ca4f97803a 59e766345b796ee1eb 4d60a63384f43ed54d 7b5f02Fabcb96eb647 4ce0c734dcbe91ac7e 5fc44baddbf423316b 4834fbba1f3c08d390 65a476f4365940ae94 40c40dc61f6ecb3dcc 580b1b5bb44a239ec8 4f222Fd324041556eb 670d9974b1bd7d591a 4d6b6caa7f33e1c733 52d94ee0c99cb3c918 4d5c140bd06535F8a2 50497978ce01e499a4 401247b4716e7b62c1 63b698f1f7614eb853 4a07f7db345ee1141a 590a9b4067d410c99F 70d2727a532c82e9ca 5265343a9a1d3e56e5 4927cebdea5626ccc2 6314c6d32c85929Ce7 78b3b9c83e2eac3e66 54975808bd9fa6c687 4d68305df423a5eb58 58ef5178186348d0c6 4ffcb148d00fd5d1a7 502a6ee8f07d2f5a6e 4d5c6fbf6b29701010 4d5e13d0705f1743ff 45bd856fcb6dc775a9 7083df144de5106976 59e5d732e04543d35a 5eb26ed4a4b8e68259 42a8aa95e5d1436d01 4d67d9de2788844081 78fdcddbe76418399f 7fb328f6e1f4e2ef2e 76c701b4c79a15370a 779250e3a0214e58f4 542214e4fc547b3b99 7e804d70285181481b 4d9ed7e0fdba66398b 5e742a436f566F31b4 4ce5983722a7d45d17 4f9eab94d019090dc8 6d8a88edd5483d96d4 732d4f0b830ec0223f 670ca3a5f3f482b5e2 728a1cd2a05cf66c74 708d21387d8d63b25d 4da248ce69455d064d 4d67081027ed8e2c82 4d6614a2a77185Ff64 5a386590d69817aaef 58d140df06ee6124d0 4d66c0F35feddd3756 6040a71f49792b7079 613e7db9cce5469a07 4cff093848769abbca 4d5ccb465bbd27af2c 68F822b31405835c42 5ddd040913f2e3482b 4fa50a13b15985ba33 70c93e7eda164e0729 50e187fb11491bc98b 60cccc536bc00d3011 4d6a547aa1d83a2103 4d6eb0ce071c72179b 6f0a62c1d918f6473a 4d5fa4eb6c0276ebc1 5a32c88C19128cac95 768043b91ce344262b 77627a95aeb0fcdc68 451c41d5aafa9c0311 4d60d66a19a7199fe4 7963cbc9dc3d7593b0 658dd5ad948bda7077 5e400af7a5a31644cd 4dc7bb6dc8faaef658 5ca42b530004ac5aa1 50d21600afea18264a 60037dd4ac189a4754 4d5C1424780a620712 57e52d6970c492d404 525540faf81dd319c0 5bb258aca361c1b3b2 4e14155d9c30b456eb 5a9e847dcb1c26d157 4d5daa8a8a3fcd5d1b 70cf1bd6b13c643525 6c323d7c42f735d0da 6d60cb02677e43ab6c 674b624e0b8605a2a0 5678ec4830097d074F 4da23373552bcb87ff 7193d6347317094F27 54948e79a6c13991ba 482ccbfd1a780c64ef 4d5ed2d59bb90ec744 461ffcc419c52f87b4 58d1a3a788c71c7023 4d60108ac397660f2a 7711100d3955c275eb 6a0b97f5af0191fa57 6f0c2095f95e596748 4d5d84ef4c2ef77c85 6ed71e096de6ec98c2 4d7c64c32edbb04349 4d5e70c1a45dd28a53 56e4d8b4281869246f 5d1cdbce04c2755d57 75C72c2cbf0b37fcb7 4d9f159298dFf25da2 5268b3ab532653606d 4e32524220a3e18050 6f9a918d4d8d1b3543 70cfe46a2ae7d8e5fb 4d5d75d6236dd0f984 4d9ef93bd8c48445ce 774eebe106fF77d50b 4d83b440d719449bca 57b1285810f1656252 60aa2b0a85eae7a6c0 5adde1371d053a6d03 4c6405f931710697d9 73925fa2c96ce2a787 5dbb6612F87176bfbe 58b9e7d92c2c0c3b9b 77e4e9eb19b4c1c51d 4d62583ff7423d45d9 4d654f8cbf3e4b12e9 5c8a89e535043b5dd0 4d8d0dd81575a56671 422ad58bc1cb42e5a6 4bb6bdd23e6e69FF72 5741d67ceaecba5f5e 76807F70Fc7af3160d 4d2a206dbce47ce77c 4c5a23443fe3295749 5dce93ab6d5aee3c42 79b69de3ac0f2112e7 674802cc1faf8b6eaa 50a4bbda3c6F7c94a7 72462a95de90fac29b 6c8835e15604d1c2cf 4d620eb1a839f536b9 4d8ef7d968aba530f0 76a6c1e16b46106a0e 6fb4e74161a6b78619 59e430cf61df272b3d 6b7e36be76b383c7d1 58e03f8d28081282c0 79b7fc23a7d16a1132 623fbef8541801a931 50dfe06e87b00b0500 78f647c4bea11bfbe4 4cea75ea376bdf79b4 42fca0bfb85e820396 59e2c0b941d925cfa1 67438c167a237e974a 51994dda208a215220 7a3af59b761dd7192F 78e91d25b1a17428c7 774f32e6efd2c06c74 57b97cd7f9ebc738aa 5b243a3dd67347eb2a 704e72459f115d3233 5e86bc2d004497d8fa 5d1f514f1e594107e0 6d798c60787b0ed349 7ebfd03213a387bb9e 60f063f74251ef200d 6074aa8f49F3ba3313 4d67372c4cf0446b41 758b8ca7a01560226d 70d4fad79097af4442 4d627099d236151718 77fd50bb10c54d5cec 4d51522331a9bb1b44 73362e6aF683c5cd52 4d9169f21c8fb7F403 4d5d95c25c47283617 761a187cbf725ab41f 66b15aa203ca569c96 4d5d8d38474b16b9ae 5dc7542822d2f78b69 7041a0cc701bd97713 44ba9213F12436e90d 4d63e7c93a966914fe 4035d6e3e946385aa9 7258b3568fdd17F357 6067b725081d8c22b9 5696f67dc26d11c90F 59e37facdf7fcd5545 41d308da376a66b459 49c36ce35cd515bed2 573daf78961d85f57d 7787238aba10b00ee0 78fb7c23fbce11b793 6140212f33db3b6f9a 4a105898416fdf7bd9 42e7055dc409bb7399 5133ddbec331b20537 76048F6a4F9cd13b92 4d6230763f91a00158 433e12d4f0f5ccda6c 4ea059cdaae1ff785a 5ca80b711c74F1F066 7d454c31d80069a946 4d9f36905275985283 76c74245aea12bbe87 6bbb8f7639944880b2 469781f63bb0F79b87 4d52e92658ae64c2a6 4d672ae1056f9fcf9d 7620a068cf29878902 4d6496c10821716e0b 51054d3a1080ef48b0 4d5e7f8312f8e90577 79215e3867ca258000 697e5355dc0ba87693 486c60d9a7b6ccf842 7566f41e7817f10b91 4d6727e17ed61c5a1d 55e51f55dff8693621 483d79be3979608434 5d21c0954c8a1263c1 4d5de25a38ecba04ae 78e02e007e7046e3F4 4daecd62e4938d06be 4d5a799b1c8364e962 59e3b22232f6d8b346 541f42aec4b7fb0d95 5905889d41f450614b 4dacdf822d2d489297 5fc35215e7460ac6ab 45a40c491537bf334c 55877880096b9632a2 49bf794e9446a6abe6 792d48e5a3240a81ab 433fa58f72674159ed 64d285f3ac22a4fab9 526abfd225703a06c8 5175a477e4d2769a6d 4002107626b43ec660 4d76f8b2fc6dc1a86e 7c94cec0625e1bb8db 4d67b8fca89f78cd11 49bf594d625c1ead7b 4bd1595a99b385d0fa 75d268649142436F25 4d66e4196bf9F78c00 5612c124b55e198f5e 4d6002af566f53abb0 4035d964c7d2ffdda7 4d67d82fa536134641 4d5d39d51003a58641 5256cd123feda46182 47402802aca595c08f 763e956f9e7382FF47 4d5eb17638F01996c8 59e2ed8f6aad2dea2d 6fa8d229ed4b55285b 6d68e2e0149c487b3e 51490dd7583bb4f05c 771483dbdb2d7d6ef9 564c8c3b49ce9d5e75 4d9f031aca8bfcdf31 433f6740d7cd67d414 473ff00e8326830374 6bf9ebd3236ad205bb 4b2b9fef456060f26F 5cf69a82113a6c8f93 4da2403ccf5f23d59a 56518678a621578071 6bfc33695ba8b35210 7dcdd7a0dcd330c1db 4d5e2e72ce1b50a5bb 6a9cc8e3f14a0a4278 6710608571f961e9de 4894b9d46fab1d55b9 728db60f67132cf9a1 650b5c7c5066adcf69 44F94c44bd2b4Fd9ad 623741502588aa09aa 5c4918240e56533ec7 4d670617f3880d4491 6186386750b67c8caa 4233ab06a9cc5d6984 635ce03e919344cb6d 4d6a39fb616270b13a 59e49c12224bfb3f43 4d5510278176080a00 4dc3c228b247718912 4b7f36c9cd2124d64a 4d652be485d527befa 58d47c69d0273f15f0 4d45d897e0044b42c6 4230922dd5daef64cc 59e2ddcef193fabaf9 7c26bbc57cd03d39ac 4b05e195ec33e22ea2 59e2a5b55a4e752591 5e887f4cb071592abd 461ed9e4fca3a721b8 4521d6717e5ee27cdd 693874dc98deca1e2e 4d623e36280a6a7b13 448d3840891dab14e3 536ac1eac33b228081 41706c40f14114e86a 62fe3b6b802bfb1cde 6451811e2a935c3a71 4d5e4445e5fdb6d3a7 40480c79223da8fdaa 6765d874112afc2a72 4c5a64e399ba1d50c2 56999f2774d32e00ab 76804a4255bddec18b 4d5a579aa3349700fa 6c425464d83e99f53e 5f080d75295c409d32 416bdfda24b4232219 4af05e835caaf5978a 76a9709baddb9bdbca 7553ed81c871f9f299 47688a98e852da4f26 49985e26715c2d3d54 4d66ea8bb3bb4b05e5 7120aa12815eb20b17 7284a57fc6f92cb23e 4d6aa47adf4a1007b2 4d5e016c25f65b3e6f 59399327f5a6209ce6 5720955bd340c7F860 4d66f017540c656da4 6c97800dff8b340400 51a4442f73a09a5d8e 7bbeb8215c7b86bbab 5ceb43e048d5266131 73f15cb738ec72cba0 61be38e06be9f16d07 4d9e80ae7a0302d081 58f70c607089707398 7992f13bbb0aef29Ca 4d8c53fc1fd7ece46a 4aacb0563607ce790b 5cf4107512448be0e6 4cfb8a2a350705b5a7 5531cb2b11080fe140 5b2eaa46a31d5e66c4 74dbe8f349b32a8a7f 4d5eb68fcefdf5acc0 479d754a3eea1ae4fc 4d706caea2F4658417 5f29cac6f1754b95a8 6bfc308e735b14d8ce 5fcb73cbde7570522e 4d63c2a74708ff82d5 77a56Cd504c3aab327 59e4642ed0cf1e3269 513cc5fd0cbf6fe7ba 7c09dedbc33d050064 68d154db23607b37F3 528b7eae4d34cf627a 53c169af4ba5b8a251 647F979b9229f8a52F 502a2b876420b3baac 4d658fb460ed57a50a 4F9ca4e4c12992cfe3 671343cb8c9c4af11d 6a5a5a477023d0445e 5fc96e7f891ad48fd2 4bbcac5e4688a524c8 59e44308Fd3d4bF20a 65a6147b798395e627 792d21ee6643125266 45144882790a909a8a 4d5db0da3570392b50 7b86b00803c70d3415 68006640518c5466af 7063a387f041b4f7e9 72dabd863c2582815a 5f40e48e4565e8b740 7a06f40479557d2089 41d63527522859401c 413ba0593f868a468b 4d67281a1dc3ee4713 77a1d746d24fb37333 74ab9a4893d4620cf8 5e292a7893168dacab 774ede7c6fa76ed345 76304dcee879af33cc 4d6a7886cf779cbb3d 4f1a670100ea07c9fa 4d66cd712bbad8314a 635aa42b56aa38250d 56ebe284677bfb45fb 561292a668042501F8 4d5e0a8a283ac453ad 60774a0dd7720bfe7F 4d5cc53e3f4e3bc5ec 4d61c57224df61a9b2 42dbbd9a76c772763d 7c04d3e39eb56eb5F0 77215551d18a94f610 50e88faf0797b94F89 62495f21ac0336be87 4d5a232bf7dd0230b7 59e7538e6bc3967700 4d68a19a56c4a56833 570e3b4f66c31707a9 4d98288ea1c4c8417b 51e7c351de4630465c 74e8daa9a1219760ef 4d5d98a6606cf4d0c0 691370f48bf28192e3 44393df97517dc3b8d 4e920214784345875c 4d655a694a480C1011 425ae0065c503dc1ca 461ee681451815fd8a 4efb6ad43d8f33c8F3 668d314c8823c38fce 69742d0fc65fdb1abb 7752bb1e85b62c4ca8 68c06d8e32b0fbcd56 4d5de1cdee384b445b 4d68a3d8cb83a374d2 73b7233cceabe454be 79c0a579d16764839c 7523caac4393929459
(additional batches available per request)
|
|
|
|
|
|
nomachine
|
 |
May 06, 2026, 07:02:59 PM |
|
It is whispered that because q-bits are super positioned, ( exist and identically react while occupying two distinct places at the same and in the same dimention without lag) there are specific points in elliptic curves, that, when used as a computational base allow for a "variable X" essemtially spying on the other side of the infinity point by whats described as a "vector inversioned superpositional inference method" concluding in an instant path to k from K divided by GX. Thats the quantum attack to be weary of. I firnly believe current cryptographic methods need to be abandoned and completely rebuilt.
Darling, hand on chest, swirling my oat milk matcha latte, you can't just drop 'vector inversioned superpositional inference' on us like that at brunch. We're not even caffeinated yet! So, q-bits are out here playing multidimensional hide-and-seek across infinity points on the elliptic curve, spying on the private key like some quantum paparazzo with a broken telephoto lens? And poor little secp256k1 is just sitting there with secret hidden patterns, waiting to get absolutely railed by Shor's algorithm's edgy goth cousin? The only thing getting inverted at this table is my eyes. Current quantum computers are basically overpriced toasters that can barely factor 15 without throwing a tantrum and needing cryogenic babysitting. The day one of them actually threatens Bitcoin is the day I start taking crypto advice from my Reiki healer. Until then, maybe let's pump the brakes on burning it all down and rebuilding cryptography from the sacred geometry of Atlantis. Pass the avocado toast. I'm just a simple fisherman out here catching real fish while these magical cubits are busy exposing their own fantasy. The sky is, shockingly, not falling… so I’m going back to my boat. 
|
BTC: bc1qdwnxr7s08xwelpjy3cc52rrxg63xsmagv50fa8
|
|
|
Akito S. M. Hosana
Jr. Member

Activity: 448
Merit: 8
|
 |
May 06, 2026, 07:26:30 PM |
|
The day one of them actually threatens Bitcoin is the day I start taking crypto advice from my Reiki healer. Until then, maybe let's pump the brakes on burning it all down and rebuilding cryptography from the sacred geometry of Atlantis. Pass the avocado toast. I'm just a simple fisherman out here catching real fish while these magical cubits are busy exposing their own fantasy. The sky is, shockingly, not falling… so I’m going back to my boat.  Your boat? Solid choice. Just make sure it's not a wooden one when the quantum tide comes in and turns everything into probability soup leans in, whispers while the matcha swirls into a smiling face The fish are quantum too, my simple fisherman friend. They know the private keys. They're laughing at us. 
|
|
|
|
|
NUCLEAR7.1
Jr. Member
Online
Activity: 44
Merit: 1
|
 |
May 07, 2026, 03:19:56 AM |
|
What do you think of my method?  The pattern I have makes the key approximately ±3% further away from the actual key; that's why I consider it a vulnerability.
# | Original keys | Lower Bound ▼ | Upper Bound ▲ ----|-----------------------------|-----------------------------|----------------------------- 1 | 1 | 1 | 1 2 | 3 | 3 | 3 3 | 7 | 7 | 7 4 | 8 | 8 | 8 5 | 21 | 21 | 21 6 | 49 | ▼48 | 50▲ 7 | 76 | ▼74 | 78▲ 8 | 224 | ▼219 | 229▲ 9 | 467 | ▼456 | 478▲ 10 | 514 | ▼502 | 526▲ 11 | 1155 | ▼1129 | 1182▲ 12 | 2683 | ▼2622 | 2745▲ 13 | 5216 | ▼5097 | 5337▲ 14 | 10544 | ▼10304 | 10790▲ 15 | 26867 | ▼26255 | 27493▲ 16 | 51510 | ▼50337 | 52710▲ 17 | 95823 | ▼93642 | 98055▲ 18 | 198669 | ▼194147 | 203297▲ 19 | 357535 | ▼349397 | 365863▲ 20 | 863317 | ▼843666 | 883426▲ 21 | 1811764 | ▼1770523 | 1853965▲ 22 | 3007503 | ▼2939044 | 3077557▲ 23 | 5598802 | ▼5471358 | 5729215▲ 24 | 14428676 | ▼14100239 | 14764763▲ 25 | 33185509 | ▼32430115 | 33958499▲ 26 | 54538862 | ▼53297406 | 55809235▲ 27 | 111949941 | ▼109401649 | 114557590▲ 28 | 227634408 | ▼222452816 | 232936695▲ 29 | 400708894 | ▼391587646 | 410042603▲ 30 | 1033162084 | ▼1009644444 | 1057227520▲ 31 | 2102388551 | ▼2054532345 | 2151359471▲ 32 | 3093472814 | ▼3023056776 | 3165529052▲ 33 | 7137437912 | ▼6974969990 | 7303690198▲ 34 | 14133072157 | ▼13811364158 | 14462273698▲ 35 | 20112871792 | ▼19655046935 | 20581360759▲ 36 | 42387769980 | ▼41422906538 | 43375107979▲ 37 | 100251560595 | ▼97969556472 | 102586719422▲ 38 | 146971536592 | ▼143626055979 | 150394943459▲ 39 | 323724968937 | ▼316356088998 | 331265492140▲ 40 | 1003651412950 | ▼980805517600 | 1027029457564▲ 41 | 1458252205147 | ▼1425058332411 | 1492219262505▲ 42 | 2895374552463 | ▼2829467781275 | 2962816489563▲ 43 | 7409811047825 | ▼7241143156184 | 7582407719364▲ 44 | 15404761757071 | ▼15054106568966 | 15763584753765▲ 45 | 19996463086597 | ▼19541288015692 | 20462240546915▲ 46 | 51408670348612 | ▼50238466144511 | 52606132110206▲ 47 | 119666659114170 | ▼116942713393798 | 122454053681180▲ 48 | 191206974700443 | ▼186854572583629 | 195660757286167▲ 49 | 409118905032525 | ▼399806221794469 | 418648508529358▲ 50 | 611140496167764 | ▼597229240088541 | 625375787027456▲ 51 | 2058769515153876 | ▼2011906199577516 | 2106724417578207▲ 52 | 4216495639600700 | ▼4120516481015682 | 4314710439985753▲ 53 | 6763683971478124 | ▼6609723727710642 | 6921230410015224▲ 54 | 9974455244496707 | ▼9747408923680074 | 10206790153511498▲ 55 | 30045390491869460 | ▼29361473906806648 | 30745237540668816▲ 56 | 44218742292676575 | ▼43212200832256432 | 45248729115564544▲ 57 | 138245758910846492 | ▼135098901246962624 | 141465916306003840▲ 58 | 199976667976342049 | ▼195424643269203360 | 204634722959845920▲ 59 | 525070384258266191 | ▼513118323118747648 | 537300844665646528▲ 60 | 1135041350219496382 | ▼1109204654758431616 | 1161479859628495872▲ 61 | 1425787542618654982 | ▼1393332655822068736 | 1458998400842866688▲ 62 | 3908372542507822062 | ▼3819407121900340224 | 3999410233970767872▲ 63 | 8993229949524469768 | ▼8788519043289858048 | 9202709185317789696▲ 64 | 17799667357578236628 | ▼17394497462457612288 | 18214274871938295808▲ 65 | 30568377312064202855 | ▼29872556093570277376 | 31280406288829296640▲ 66 | 46346217550346335726 | ▼45291248840713871360 | 47425759637988704256▲ 67 | 132656943602386256302 | ▼129637302906487652352 | 135746920765705076736▲ 68 | 219898266213316039825 | ▼214892770567301988352 | 225020354830774009856▲ 69 | 297274491920375905804 | ▼290507698345318711296 | 304198904365942308864▲ 70 | 970436974005023696481 | ▼948347131589435588608 | 993041354949481070592▲
|
|
|
|
|
|