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www.reddit.com
reddit.com › r › funny..._up_our_let_it_snow ›
[OC] My sassy teen daughter put up our “Let it snow” window jellies. #trebek
...
health.yahoo.com
health.yahoo.com › your-...ies-3-110017930.html
Podiatrists Are Coming For Your Summer Jellies (And 3 Other Types Of Shoes)
Some popular summer shoes can actually lead to foot problems.
en.wikipedia.org Wikipedia
en.wikipedia.org › wiki › National_Magazine_Awards
National Magazine Awards - Wikipedia
is Remembered" "A House on the Plains" "Surrounded by Sleep" Alice Munro E.L. Doctorow Akhil Sharma David Remnick, Editor 2003 The New Yorker "Baader-Meinhof"
www.reddit.com Reddit
reddit.com › r › funny...er_was_blowjob_girl ›
In 2007 Ellie Kemper was "Blowjob Girl"
...
github.com GitHub
github.com › Klerith › legion-del-mal
Klerith/legion-del-mal
Un repositorio para conquistar el mundo (⭐ 131)
news.ycombinator.com HackerNews
news.ycombinator.com › item?id=37470458
Ask HN: Show me all the shell code you've over engineered
Points: 1 | Comments: 0 | Author: 0x3444ac53
arxiv.org arXiv
arxiv.org › abs › 2308.02268v2
Image of an accreting general Ellis-Bronnikov wormhole
Gravitational lensing properties of supermassive astrophysical objects, such as black holes and wormholes, provide the realistic way for their discovering and investigating. Various lensing effects in...
en.wikipedia.org Wikipedia
en.wikipedia.org › wiki › Ellies_Holdings
Ellies Holdings - Wikipedia
Ellies Holdings Ltd was a diversified electronics company in South Africa, Ellies Electronics was founded in 1979 by Elliot Salkow, who died in 2021.
www.reddit.com Reddit
reddit.com › r › video...is_the_blowjob_girl ›
Ellie Kemper from "The Office" is the blowjob girl.
...
github.com GitHub
github.com › freddier › hyperblog
freddier/hyperblog
Un blog increíble para el curso de Git y Github de Platzi (⭐ 8832)
news.ycombinator.com HackerNews
news.ycombinator.com › item?id=9634789
HN Post
Points: 0 | Comments: 0 | Author: jmount
arxiv.org arXiv
arxiv.org › abs › 2412.04281v3
Enveloping Ellis semigroups as compactifications of transformations groups
The notion of a proper Ellis semigroup compactification is introduced. Ellis's functional approach shows how to obtain them from totally bounded equiuniformities on a phase space $X$ when the acting g...
en.wikipedia.org Wikipedia
en.wikipedia.org › wiki › El
El - Wikipedia
Look up El, el, or el- in Wiktionary, the free dictionary. EL, El or el may refer to: El, a character from the manga series Shugo Chara! by Peach-Pit Eleven
www.reddit.com Reddit
reddit.com › r › thela..._have_ellies_tattoo ›
Just curious how many others have Ellie’s tattoo as well
Got this one done last month and was curious how many others have it...
github.com GitHub
github.com › Klerith › curso-VSCode
Klerith/curso-VSCode
El repositorio del curso donde trabajaremos para mejorar el uso de VSCode (⭐ 259)
arxiv.org arXiv
arxiv.org › abs › 1302.7170v2
Wave Effect in Gravitational Lensing by the Ellis Wormhole
We propose the use of modulated spectra of astronomical sources due to gravitational lensing to probe Ellis wormholes. The modulation factor due to gravitational lensing by the Ellis wormhole is calcu...
en.wikipedia.org Wikipedia
en.wikipedia.org › wiki › Louis_Ellies_du_Pin
Louis Ellies du Pin - Wikipedia
Louis Ellies du Pin or Dupin (17 June 1657 – 6 June 1719) was a French ecclesiastical historian, who was responsible for the Nouvelle bibliothèque des
github.com GitHub
github.com › elunez › eladmin-doc
elunez/eladmin-doc
EL-ADMIN 文档源码 (⭐ 178)
arxiv.org arXiv
arxiv.org › abs › 2306.16768v3
Stealth Ellis Wormholes In Horndeski theories
In this work we are revisiting the well studied Ellis wormhole solution in a generalized Horndeski theory motivated from the Kaluza-Klein compactification procedure of the more fundamental higher dime...
en.wikipedia.org Wikipedia
en.wikipedia.org › wiki › Elliot_Salkow
Elliot Salkow - Wikipedia
"Ellie" Salkow (1953–2021) was a South African entrepreneur and founder of Ellies Holdings. He was named among the top 10 wealthiest South Africans in 2013
www.reddit.com Reddit
reddit.com › r › nfl › c...lit_up_by_christian ›
[Highlight] Jaxson Dart gets lit up by Christian Ellis!
...
github.com GitHub
github.com › Klerith › vscode-course
Klerith/vscode-course
Este es el repositorio para el curso de VSCode (⭐ 111)
arxiv.org arXiv
arxiv.org › abs › 2403.07480v1
On non-tameness of the Ellis semigroup
The Ellis semigroup of a dynamical system $(X,T)$ is tame if every element is the limit of a sequence (as opposed to a net) of homeomorphisms coming from the $T$ action. This topological property is r...
en.wikipedia.org Wikipedia
en.wikipedia.org › wiki › Malcolm_X
Malcolm X - Wikipedia
Malcolm X (born Malcolm Little, later el-Hajj Malik el-Shabazz; May 19, 1925 – February 21, 1965) was an African American revolutionary and Black nationalist
www.reddit.com Reddit
reddit.com › r › nba › c...eland_cavaliers_are ›
[Charania] BREAKING: The Cleveland Cavaliers are trading De'Andre Hunter to the Sacramento Kings for Dennis Schroder and Keon Ellis, sources tell ESPN. The three-team deal includes the Chicago Bulls acquiring Kings forward Dario Saric and two future second-round picks.
Shams Charania: BREAKING: The Cleveland Cavaliers are trading De'Andre Hunter to the Sacramento Kings for Dennis Schroder and Keon Ellis, sources tell ESPN. The three-team deal includes the Chicago ...
github.com GitHub
github.com › yujinpan › el-select-tree
yujinpan/el-select-tree
ElementUI's el-select combined with el-tree. (⭐ 187)
arxiv.org arXiv
arxiv.org › abs › 2410.11147v3
Field Sources for Generalized Ellis-Bronnikov Wormhole
The so-called generalized Ellis-Bronnikov wormhole is a modification of the standard Ellis-Bronnikov solution, in which a parameter $m>2$ is introduced-recovering the original Ellis-Bronnikov geometry...
en.wikipedia.org Wikipedia
en.wikipedia.org › wiki › El_Salvador
El Salvador - Wikipedia
El Salvador, officially the Republic of El Salvador, is a country in Central America. It is bordered on the northeast by Honduras, on the northwest by
www.reddit.com Reddit
reddit.com › r › TheWa...he_us_through_ellis ›
Immigrants arriving in the US through Ellis Island from 1906 to 1914 captured by photographer Augustus Frederick Sherman
...
github.com GitHub
github.com › AlmaLinux › almalinux-deploy
AlmaLinux/almalinux-deploy
EL to AlmaLinux migration tool. (⭐ 580)
arxiv.org arXiv
arxiv.org › abs › 2209.14838v2
Weak heirs, coheirs and the Ellis semigroups
Assume $G\prec H$ are groups and ${\cal A}\subseteq{\cal P}(G),\ {\cal B}\subseteq{\cal P}(H)$ are algebras of sets closed under left group translation. Under some additional assumptions we find algeb...
en.wikipedia.org Wikipedia
en.wikipedia.org › wiki › Jalisco_New_Generation_Cartel
Jalisco New Generation Cartel - Wikipedia
Jalisco founded and headed by Nemesio Oseguera Cervantes, commonly known as El Mencho, until he was killed by the Mexican Army in 2026. The cartel has been
www.reddit.com Reddit
reddit.com › r › nfl › c...wski_gets_rocked_by ›
[Highlight] Gunner Olszewski gets rocked by Christian Ellis on the kick return and turns it over
...
github.com GitHub
github.com › Aniverse › TrCtrlProToc0l
Aniverse/TrCtrlProToc0l
El Psy Congroo! (⭐ 174)
arxiv.org arXiv
arxiv.org › abs › 1908.05690v3
The Ellis semigroup of bijective substitutions
For topological dynamical systems $(X,T,σ)$ with abelian group $T$ which admit an equicontinuous factor $π:(X,T,σ)\to (Y,T,δ)$ the Ellis semigroup $E(X)$ is an extension of $Y$ by its subsemigroup...
en.wikipedia.org Wikipedia
en.wikipedia.org › wiki › 5280
5280 - Wikipedia
2005, 5280 has been a finalist for six National Magazine Awards (known as "Ellies"), "the magazine industry's highest honor." In 2005, 5280 was a finalist
www.reddit.com Reddit
reddit.com › r › Utter...llis_island_against ›
Jewish people protesting in Ellis Island against their deportation back in Germany, 1936.
...
github.com GitHub
github.com › minad › vertico
minad/vertico
:dizzy: vertico.el - VERTical Interactive COmpletion (⭐ 1791)
arxiv.org arXiv
arxiv.org › abs › 1305.6530v2
Minimal idempotent ultrafilters and the Auslander-Ellis theorem
We characterize the existence of minimal idempotent ultrafilters (on N) in the style of reverse mathematics and higher-order reverse mathematics using the Auslander-Ellis theorem and variant thereof. ...
en.wikipedia.org Wikipedia
en.wikipedia.org › wiki › Ismael_%22El_Mayo%22_Zambada
Ismael "El Mayo" Zambada - Wikipedia
Ismael Mario Zambada García (born 1 January 1948), also known as El Mayo, is a Mexican former drug lord and former member of Sinaloa Cartel, an international
github.com GitHub
github.com › Dewott2501 › Mario-Madness
Dewott2501/Mario-Madness
el pibe mario (⭐ 66)
arxiv.org arXiv
arxiv.org › abs › 2301.05243v2
Are slowly rotating Ellis-Bronnikov wormholes stable?
We investigate the radial perturbations of Ellis-Bronnikov wormholes ($\mathrm{l}=0$) in a slowly rotating background expanded up to second order in rotation. We find indications that simple wormhole ...