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alexjmorgan.bsky.social
Day 5: Connections.

"John Deere Green" by Joe Diffie

#DavidsMonthOfMusic
#MusicChallenge
#JoeDiffie

www.youtube.com/watch?v=ObMt...
John Deere Green
YouTube video by Joe Diffie - Topic
www.youtube.com
November 5, 2026 at 2:44 PM
nordstrom.bsky.social
i ended up with diffie helmen's keys at the swingers party
November 7, 2026 at 8:30 PM
unenthusiast.com
The Capuchinbird is 94% party in the back #birdfacts
An "I Love Countryfest" promo poster inviting you to choose: WHAT'S YOUR MULLET STYLE? TRAVIS TRITT CAPUCHINBIRD JOE DIFFIE TOBY KEITH BLAKE SHELTON BILLY RAY CYRUS with pictures of each above the name. The CAPUCHINBIRD is captured mid-turn to accentuate his mullet
November 7, 2026 at 3:44 AM
joshuazelinsky.bsky.social
We just covered Diffie-Hellman in my number theory class, and we discussed essentially this issue.
November 7, 2026 at 9:45 PM
hilarieashton.bsky.social
Right next to my guy Joe Diffie
November 7, 2026 at 3:51 AM
lizeclark.bsky.social
www.youtube.com/watch?v=vMiE...
Joe Diffie - Prop Me Up Beside the Jukebox (If I Die) (Official Music Video)
YouTube video by JoeDiffieVEVO
www.youtube.com
November 8, 2026 at 2:01 PM
wzig.bsky.social
Pickup Man | Joe Diffie | Third Rock From The Sun
November 8, 2026 at 9:48 PM
kbcountryradio.bsky.social
Now playing on KB Country Radio: Bigger Than the Beatles by Joe Diffie! Tune in now: https://www.kbradio.online #kbradio #KB917 #indiemusic #casthost
November 7, 2026 at 4:28 PM
kbcountryradio.bsky.social
Now playing on KB Country Radio: Bigger Than the Beatles by Joe Diffie! Tune in now: https://www.kbradio.online #kbradio #KB917 #indiemusic #casthost
November 9, 2026 at 7:10 AM
kbcountryradio.bsky.social
Now playing on KB Country Radio: Third Rock from the Sun by Joe Diffie! Tune in now: https://www.kbradio.online #kbradio #KB917 #indiemusic #casthost
November 8, 2026 at 11:46 PM
kbcountryradio.bsky.social
Now playing on KB Country Radio: Third Rock from the Sun by Joe Diffie! Tune in now: https://www.kbradio.online #kbradio #KB917 #indiemusic #casthost
November 7, 2026 at 9:04 AM
kbcountryradio.bsky.social
Now playing on KB Country Radio: Third Rock from the Sun by Joe Diffie! Tune in now: https://www.kbradio.online #kbradio #KB917 #indiemusic #casthost
November 6, 2026 at 3:38 AM
kbcountryradio.bsky.social
Now playing on KB Country Radio: Bigger Than the Beatles by Joe Diffie! Tune in now: https://www.kbradio.online #kbradio #KB917 #indiemusic #casthost
November 6, 2026 at 2:51 PM
countrythang.bsky.social
Classic Country Sunday (Nov. 1, 2026)
#countrymusic #classiccountry
#countrysky #joediffie

Joe Diffie- Home

www.youtube.com/watch?v=SSLc...
Joe Diffie : Home (1991)
YouTube video by j par
www.youtube.com
November 1, 2026 at 12:20 PM
kbcountryradio.bsky.social
Now playing on KB Country Radio: Bigger Than the Beatles by Joe Diffie! Tune in now: https://www.kbradio.online #kbradio #KB917 #indiemusic #casthost
November 5, 2026 at 8:00 AM
kbcountryradio.bsky.social
Now playing on KB Country Radio: Third Rock from the Sun by Joe Diffie! Tune in now: https://www.kbradio.online #kbradio #KB917 #indiemusic #casthost
November 5, 2026 at 12:08 AM
bbqs.bsky.social
Is It Cold In Here ~ Joe Diffie
November 3, 2026 at 1:34 AM
geohead.bsky.social
youtube.com/watch?v=6AwQ...
John Deere Green - Joe Diffie
YouTube video by joshX184
youtube.com
November 3, 2026 at 5:35 AM
victor.hogemann.com
Two unrelated internet security bugs, both somehow boiling down to the number four. Check out this fascinating breakdown of how a certificate private key and a Diffie-Hellman coding mistake shook the trust chain of the web.
This Isn't Possible...
www.youtube.com
November 6, 2026 at 12:34 PM
handle.invalid
GitHub SSH: hoy se apaga ssh-rsa por primera vez

GitHub SSH apaga hoy ssh-rsa y un Diffie-Hellman viejo. El retiro definitivo llega el 13 de enero de 2027....
GitHub SSH: hoy se apaga ssh-rsa por primera vez
GitHub SSH apaga hoy ssh-rsa y un Diffie-Hellman viejo. El retiro definitivo llega el 13 de enero de 2027.
tecnologiageek.com
November 4, 2026 at 2:46 PM
kbcountryradio.bsky.social
Now playing on KB Country Radio: Third Rock from the Sun by Joe Diffie! Tune in now: https://www.kbradio.online #kbradio #KB917 #indiemusic #casthost
November 3, 2026 at 8:19 PM
kbcountryradio.bsky.social
Now playing on KB Country Radio: Bigger Than the Beatles by Joe Diffie! Tune in now: https://www.kbradio.online #kbradio #KB917 #indiemusic #casthost
November 3, 2026 at 6:45 AM
eprint.ing.bot
Information Loss Is All You Need: TC⁰ Pseudorandomness from Worst-Case Lattices (Chen Qian) ia.cr/2026/2752
Abstract. Pseudorandomness plays a central role in algorithms, complexity theory, and cryptography. We ask whether deterministic information loss alone can yield post-quantum pseudorandomness with TC⁰ evaluation. Learning with errors (LWE) hides linear measurements with random noise. Learning with rounding (LWR) replaces noise with deterministic rounding, but a standard polynomial-modulus hardness reduction requires parameters tailored to a predetermined sample bound. Decisional Diffie–Hellman offers a noiseless algebraic route to pseudorandomness, but its standard instantiations are vulnerable to quantum algorithms. We show that deterministic rounding achieves this under quantum worst-case lattice hardness, with fixed polynomial parameters and no predetermined sample bound. We introduce the learning with algebraic rounding (LAR) assumption, which applies an explicit integer rounding map to blocks of secret-dependent linear measurements and encodes the result in a lattice quotient. For one fixed family with polynomially bounded modulus and dimensions, its deterministic labels on exactly uniform, secret-independent public matrices are computationally indistinguishable from independent uniform labels for every polynomial number of classical random examples. Our classical reduction from Gaussian LWE, combined with the quantum worst-case reduction to LWE, bases LAR on GapSVP and SIVP over general lattices at approximation factor Õ(q), where q is the modulus. To prove this, we develop a source-independent affine transport framework that may be of independent interest. Using public affine maps sampled independently of the hidden errors, it transports the Gaussian error law close to uniform on the rounding map’s zero-label fiber while preserving exactly uniform public matrices. For every fixed inverse-polynomial accuracy, we give a polynomial-time sampler for the same public parameter family. This yields the first post-quantum weak pseudorandom function with joint key-and-input evaluation in TC⁰, secure against uniform quantum polynomial-time distinguishers given any polynomial number of classical uniform random examples. We also establish the hardness of learning polynomial-size two-hidden-layer ReLU networks from noiseless uniform random examples, even for quantum polynomial-time improper learners. Image showing part 2 of abstract. Image showing part 3 of abstract.
November 9, 2026 at 2:16 AM
eprint.ing.bot
A Kleptographic Attack on CSIDH (Trey Li) ia.cr/2026/2283
Abstract. This note reports an attack scenario for CSIDH that does not appear to have been considered in the literature. A subverted device of Alice can leak a shared curve between Alice and Bob through Alice’s public curves in later CSIDH sessions. The attack adapts the Young–Yung kleptographic attack from classical Diffie–Hellman to CSIDH using the Goldreich–Levin theorem and rejection sampling. We prove that a CSIDH public curve [𝔞] ⋆ E₀ remains computationally indistinguishable from an honest public curve even when its secret class [𝔞] is rejection-sampled according to a hard-core bit of a hidden parallelization curve [𝔞][𝔠] ⋆ E₀ formed by the same class [𝔞] together with an independent curve [𝔠] ⋆ E₀. The proofs rely only on the computational assumptions underlying CSIDH itself. We hope that this note provides a useful starting point for the study of algorithm-substitution attacks in isogeny-based cryptography, complementing existing work on side-channel and fault attacks.
November 9, 2026 at 1:24 AM
eprint.ing.bot
Efficient Unbiasable Verifiable Random Functions via (Non-)Black-Box Reductions (Nicholas Brandt) ia.cr/2026/2421
Abstract. We present conceptually simple and practically efficient constructions of a verifiable random function (VRF) that fulfills strong notions of unbiasability recently introduced by Giunta and Stewart (Eurocrypt 2024). Unbiasability is a crucial property for many applications of VRFs such as leader election in proof-of-stake blockchains. The only previous constructions provide heuristic security in the random oracle model or rely on the decisional Diffie–Hellman assumption with preprocessing which incurs significant overhead. In contrast, our compiler turns any VRF into an unbiasable VRF in the standard model (without any setup) using only symmetric-key primitives; and thus only with negligible computational overhead. Underlying our approach, we provide a generic black-box reduction for unbiasability of VRFs that incurs subexponential loss. Additionally, under a mild (verifiable) requirement on the underlying VRF we also show a novel non-black-box reduction that incurs only polynomial loss. This non-black-box technique allows us to replace the folklore “VUF-then-Hash” heuristic with a provably secure “Hash-then-VRF” construction at virtually no cost. In particular, if the underlying VRF hashes its input, our transformation requires only a single evaluation of a hardcore function, e.g. parity of the input (plus a PRF evaluation for full security). Image showing part 2 of abstract.
November 9, 2026 at 1:39 AM