Tootfinder

Circles or rectangles? What do you see? What does this tell you about your perception and consciousness?
Always fascinated by Anil Seth.
https://www.theguardian.com/commentisfree/2025/jul/05/optical-illusions-see-world-perception

Decoupling geographical constraints from human mobility
https://www.nature.com/articles/s41562-025-02282-7
Finally out, very cool work, congrats to the authors @…

🇺🇦 #NowPlaying on KEXP's #VarietyMix
The New Eves:
🎵 Circles
#TheNewEves
https://theneweves.bandcamp.com/track/circles
https://open.spotify.com/track/0X6CUaH5BPJ05Sn6MDiBX5

ego_social: Ego networks in social media (2012)
Ego networks associated with a set of accounts of three social media platforms (Facebook, Google , and Twitter). Datasets include node features (profile metadata), circles, and ego networks, and were crawled from public sources in 2012.
This network has 168 nodes and 1656 edges.
Tags: Social, Online, Unweighted, Metadata

“My body is here, but my soul never left the place that once held my laughter, my silence, my peace.
I miss the warmth of my home — the sunlight spilling through familiar windows, and the small joys I once took for granted: quiet mornings, fleeting smiles, the fragile moments that made life whole.”
– @…

Every morning, the wind circles my tent like a restless ghost, tearing me from...
My body is here, but my soul never left the place that once held my laughter, my silence, my peace. I miss the warmth of my home — the sunlight spilling through familiar windows, and the small joys I once took for granted: quiet mornings, fleeting smiles, the fragile moments that made life whole. Each gust of wind reminds me of what we lost, and each night the cold carves its way into my bones, as if searching for the warmth it once knew. Yet ...

RAD@home discovery of extragalactic radio rings and odd radio circles: clues to their origins
Ananda Hota, Pratik Dabhade, Prasun Machado, Joydeep Das, Aarti Muley, Arundhati Purohit
https://arxiv.org/abs/2510.01999

RAD@home discovery of extragalactic radio rings and odd radio circles: clues to their origins
We present three rare and striking extragalactic radio sources discovered through visual inspection of low-frequency continuum maps from LoTSS DR2 and TGSS by the RAD@home citizen-science collaboratory. The first, RAD J131346.9+500320, is the first clear Odd Radio Circle (ORC) identified in LoTSS. At photometric $z \sim$ 0.94, it hosts a pair of intersecting rings of ~300 kpc diameter, embedded in diffuse emission extending over ~800 kpc, making it both the most distant and most powerful ORC re…

Why for all of us to take to heart?
Because we all need to remember that there are people in our circles for whom existence is resistance, which makes every single day a fight.
And we need to remember that it •matters• when we forcefully speak up for the humanity of others — or simply treat somebody who is vulnerable with basic decency and steadfast respect, in spite of the whole damned world.
And some days some little instance of one of those things — speaking up, decency, respect — that just feels like almost nothing in the moment might be the most important thing we do all day, and we won’t even know it.

Going around in circles — Trump sets new deadline for peace in Ukraine, Graham again threatens with tough legislation: https://benborges.xyz/2025/08/21/going-around-in-circles-trump.html

still looking at these "zen geometry" like circles. #svg #svelte #javascript

🇺🇦 #NowPlaying on KEXP's #AfternoonShow
Billy Preston:
🎵 Will It Go Round in Circles
#BillyPreston
https://oldschoolscoundrels.bandcamp.com/track/billy-preston-will-it-go-round-in-circles-remix
https://open.spotify.com/track/0iifjjuozo6r5fh2GWI6Pq

"Going around in Circles: Interrogating Librarians’ Spheres of Concern, Influence, and Control"
https://www.inthelibrarywiththeleadpipe.org/2025/circles/
"The practice placing one’s anxieties into circles of concern, influence, and control can be found…

🧚 Sustainable energy: 'Fairy circles' can provide clues to depth of natural hydrogen sources
https://phys.org/news/2025-09-sustainable-energy-fairy-circles-clues.html

Sustainable energy: 'Fairy circles' can provide clues to depth of natural hydrogen sources
Natural hydrogen from deep underground could be an important building block for the sustainable energy system of the future, but it is currently still difficult to predict where and at what depth elevated concentrations are located. New study results from the Department of Geology at the University of Vienna could make such predictions easier in the future. So-called "fairy circles"—round patches with vegetation damage—could be helpful indicators. This is because these "fairy circles" subsi…

In the third century BCE, Apollonius of Perga asked how many circles one could draw that would touch three given circles at exactly one point each.
It would take 1,800 years to prove the answer: eight.
Such questions, which ask for the number of solutions that satisfy a set of geometric conditions,
were a favorite of the ancient Greeks.
And they’ve continued to entrance mathematicians for millennia.
How many lines lie on a cubic surface?
How many quadrat…

New Math Revives Geometry’s Oldest Problems | Quanta Magazine
Using a relatively young theory, a team of mathematicians has started to answer questions whose roots lie at the very beginning of mathematics.

Can we cite Wikipedia? What if Wikipedia was more reliable than its detractors ?
Mohamed El Louadi
https://arxiv.org/abs/2509.02462 https://arxiv.org/pdf/2…

Can we cite Wikipedia? What if Wikipedia was more reliable than its detractors ?
Wikipedia, a widely successful encyclopedia recognized in academic circles and used by both students and professors alike, has led educators to question whether it can be cited as an information source, given its widespread use for this very purpose. The dilemma quickly emerged: if Wikipedia has become the go-to information source for so many, why can't it be cited? If consulting and using Wikipedia as a source of information is permitted, why does it become controversial the moment one attempt…

Competitively Constructed Planar Graphs
Wesley Pegden, Eric Wang
https://arxiv.org/abs/2510.01383 https://arxiv.org/pdf/2510.01383

Competitively Constructed Planar Graphs
We introduce and study two Maker-Breaker-like games for constructing planar graphs: the edge drawing game, where two players take turns drawing non-intersecting edges between points in the plane, and the circle packing game, where the players take turns placing disjoint circles in the plane. Both games produce planar graphs: the edge drawing game results in a plane graph drawing, and the circle packing game yields a planar graph via the contact graph of the packing. For both games, we give nece…

On the Piecewise Holomorphic Systems with Three Zones
Carlos Vinicius das Neves Silva, Paulo Ricardo da Silva
https://arxiv.org/abs/2509.01377 https://arxi…

On the Piecewise Holomorphic Systems with Three Zones
We study piecewise-smooth systems with three zones, $\dot{z} = f_i(z)$, $i = 1,2,3,$ whose discontinuity set $Σ$ consists either of a pair of parallel lines or a pair of circles tangent to each other internally or externally. Each $f_i:\overline{\mathbb{C}} \to \overline{\mathbb{C}}$ is assumed to be a holomorphic function. We establish conditions ensuring the existence of limit cycles in such systems and provide lower bounds for the maximum number of limit cycle. Our approach combines the Mel…

Extension of a problem of Euler in $\mathbb{H}^2$ and in $\mathbb{S}^2$
Muhittin Evren Aydin, Antonio Bueno, Rafael L\'opez
https://arxiv.org/abs/2510.00544 https://

Extension of a problem of Euler in $\mathbb{H}^2$ and in $\mathbb{S}^2$
In this paper, we extend the notion of stationary curves with respect to the moment of inertia from a point $N$ in the Euclidean plane $\mathbb{R}^2$ to the case that the ambient space is either the hyperbolic plane $\mathbb{H}^2$ or the sphere $\mathbb{S}^2$. We characterize the critical points of this energy in terms of the curvature of the curve and the distance to $N$. In $\mathbb{H}^2$, we prove that the only closed stationary curves are circles centered at $N$. In $\mathbb{S}^2$, we estim…

Trump Circles Drop F-Bomb After 'Failure' Putin Summit: Wolff (Josh Fiallo/The Daily Beast)
https://www.thedailybeast.com/trump-circles-drop-f-bomb-after-failure-putin-summit-wolff/
http://www.memeorandum.com/250817/p35#a250817p35

I notice that most people in my circles tend to gravitate toward OpenAI and Anthropic and tend to discount Google when it comes to Gen AI. This is pretty freakin' cool:
https://arstechnica.com/ai/2025/08/google-improves-gemini-ai-image-ed…

Google improves Gemini AI image editing with “nano banana” model
Gemini 2.5 Flash Image is currently atop LMArena’s image-editing leaderboard.

@…
Image ID for linked post: a map of the east coast of the Mediterranean (what is now Israel & Palestine plus parts of several neighboring countries) with place names in Arabic, showing several green and yellow colored circles with numbers in them repenting counts of sites near those circles (presumably sites storing pre-1930 Arabic periodicals).
https://digitalcourage.social/@tillgrallert/115055906313868022

Double signs of Hamiltonian circles in doubly signed complete graphs
Xiyong Yan
https://arxiv.org/abs/2509.16646 https://arxiv.org/pdf/2509.16646

Double signs of Hamiltonian circles in doubly signed complete graphs
We study Hamiltonian circles in the doubly signed complete graph $Σ_n = (K_n, σ, \mathbb{F}_2^2)$. A circle's double sign is defined as the sum of its edge labels. I establish conditions under which Hamiltonian circles realize all four possible double signs and prove that this occurs when the set of triangle double signs contains at least three distinct values. The proof is based on an analysis of triangle bases of the binary cycle space, structural properties of $K_4$ subgraphs, and explicit…

Fedora 43 is out!
#fedora #linux

Fedora Linux 43 is here! - Fedora Magazine
I’m excited to announce my very first Fedora Linux release as the new Fedora Project Leader. Fedora Linux 43 is here! 43 releases! Wow that’s a lot. I was thinking about proposing special tetracontakaitrigon stickers to celebrate this release, but I’m not sure anyone would notice they weren’t circles. Thank you and congrats to everyone […]

ColoCrossing, now HostPapa, (#AS36352) is starting to provide #IPv6 assignments and connectivity to dedicated servers in their Buffalo location. Other locations and VMs purportedly coming soon.
This is kind of a big deal in some circles, because they are one of the oldest, biggest, and last ho…

Discord banning people who aren’t even pedos while the real pedos host karaoke in public servers is peak digital clown show. The mods spin in circles, the code eats itself, and everyone claps like this isn’t the dumbest apocalypse ever written.
The pedos stay untouched while the falsely banned fade into the void, posting screenshots from exile. The machine coughs, the users laugh, and the universe hums in white noise, pretending it’s all part of moderation.

is everyone doing #FediCircles now? fair enough, I suppose.
https://data.natty.sh/fedi-circles/
(for the record, this isn't super accurate IMO :P)

is everyone doing #FediCircles now? fair enough, I suppose.
https://data.natty.sh/fedi-circles/
(for the record, this isn't super accurate IMO :P)

ego_social: Ego networks in social media (2012)
Ego networks associated with a set of accounts of three social media platforms (Facebook, Google , and Twitter). Datasets include node features (profile metadata), circles, and ego networks, and were crawled from public sources in 2012.
This network has 3347 nodes and 172663 edges.
Tags: Social, Online, Unweighted, Metadata

🇺🇦 #NowPlaying on KEXP's #MorningShow
Sunny Day Real Estate:
🎵 In Circles
#SunnyDayRealEstate
https://cielosciegos.bandcamp.com/track/sunny-day-real-estate-in-circles
https://open.spotify.com/track/7MtlureL5VXmDnyoUeBxsd

On November 5th, Trump will keep trying to blur truth and fiction through his staged shadow hearings.
Our answer will be simple:
Circles of light around our local government buildings.
Testimony shared openly and honestly.
A united message: The people are watching.
Some will stand silently in person.
Some will speak through livestreams and digital testimony.

Together, we will form a national chorus of truth.

Shadow Hearings - The Parallel Government You Weren’t Meant to See
Remember - Remember - the 5th of November

Simuorb: a new method for generating and describing the intersection points of clique-arrangements
P. Ryckelynck, L. Smoch
https://arxiv.org/abs/2509.25234 https://

Simuorb: a new method for generating and describing the intersection points of clique-arrangements
This work, which may be seen as a companion paper to \cite{RS2}, handles the way the intersection points made by the diagonals of a regular polygon are distributed. It was stated recently by the authors that these points lie exclusively on circles centered on the origin and also the way their respective radii depend on the four indices of the vertices of the initial regular $n$-gon which characterize the two straight lines underlying the intersection points. Because these four vertices are loca…

🐪 Mathematical models reveal a 'hidden order' in dryland vegetation worldwide
https://phys.org/news/2025-10-mathematical-reveal-hidden-dryland-vegetation.html

Mathematical models reveal a 'hidden order' in dryland vegetation worldwide
If you've ever traveled through drylands, you may have noticed striking vegetation patterns—stripes, spots, or rings—scattered across otherwise barren landscapes. From "tiger bush" in West Africa to the enigmatic "fairy circles" of Namibia, these patterns have long inspired wonder and scientific curiosity.

People of his ilk whine: “Politics! Cancel culture! Name-calling! Everyone used to just praise me! Why can’t we just build good tech???”
Well, there’s the thing: his presence is a •liability• to the tech I depend on. His words and behavior threaten to fragment and destroy the human systems that keep the tech solid. I do care that he’s a racist asshole and want him gone from my circles for that reason alone, but even if I didn’t care, I’d •also• want him gone for the good of the technology.

🇺🇦 #NowPlaying on KEXP's #Early
Black Whales:
🎵 Circles
#BlackWhales
https://blackwhales.bandcamp.com/track/circles
https://open.spotify.com/track/5fOKb0GN85d5VmpbAkX7ks

Harmonic maps from the product of the hyperbolic planes to the hyperbolic space
Kazuo Akutagawa, Yoshihiko Matsumoto
https://arxiv.org/abs/2508.21384 https://

Harmonic maps from the product of the hyperbolic planes to the hyperbolic space
An existence result is shown for the asymptotic Dirichlet problem for harmonic maps from the product of the hyperbolic planes to the hyperbolic space, where the Dirichlet data is given on the distinguished boundary (the product of the circles at infinity).

ego_social: Ego networks in social media (2012)
Ego networks associated with a set of accounts of three social media platforms (Facebook, Google , and Twitter). Datasets include node features (profile metadata), circles, and ego networks, and were crawled from public sources in 2012.
This network has 3870 nodes and 469544 edges.
Tags: Social, Online, Unweighted, Metadata

Enbee at Den Gamle By in Aarhus.

Deformed #SkyPenis over #Memphis

Cry because your food touched your other food on the plate.

Apropos the leaving of Federal documents in a hotel printer ....
People tend to forget that many printers retain in their memory (which might be persistent across power cycles) that contains the contents of the most recent documents printed, scanned, or faxed.
It may not be obvious how to extract that data, but let's say that the powers that coerced all ink jet printers to print a unique printer-identifying pattern of small yellow dots and circles (hard to see with the human …

🇺🇦 #NowPlaying on KEXP's #VarietyMix
The New Eves:
🎵 Circles
#TheNewEves
https://theneweves.bandcamp.com/track/circles
https://open.spotify.com/track/0X6CUaH5BPJ05Sn6MDiBX5

john venn’s memorial window in gonville & caius college dining hall

amazon's proteus robots arouse a primal urge within me to race little toy cars atop their carry circles

Dynamics and Rigidity through the Lens of Circles
Hee Oh
https://arxiv.org/abs/2510.10771 https://arxiv.org/pdf/2510.10771…

Dynamics and Rigidity through the Lens of Circles
We report on recent developments in the dynamics and rigidity of infinite-volume homogeneous spaces, viewed through the lens of circles. By addressing four natural questions about circle packings, we highlight the interplay between dynamics, geometry, and rigidity that defines the emerging frontier of homogeneous dynamics.

Another flowering tree I took on the same day -- some kind of 𝑃𝑟𝑢𝑛𝑢𝑠 aka sakura -- I found out they use the character 桜 for this in Japan but the different character 樱 in China although both have the same 木 on the left which means "tree"
#photo #photography

"I share your enthusiasm for conversation over food. I ran a fishing lodge for 8 years, people from all over the world came. I would eat dinner with a different group each night. I am unable to count the times that the sun set and midnight arrived with the food gone and only wine and conversation left. Conversation seems to be leaving society now in many circles."
conversation and dining has been superseded bu uber eats and social media,.
UGH!

City Features II 🌆
城市特征 II 🌆
📷 Pentax MX
🎞️Ilford FP4 Plus, expired 1994
buy me ☕️ ?/请我喝杯☕️？
#filmphotography

Simplicial Approach to Frobenius Algebras in the Category of Relations
Dominik Lachman
https://arxiv.org/abs/2509.06193 https://arxiv.org/pdf/2509.06193

Simplicial Approach to Frobenius Algebras in the Category of Relations
Frobenius algebras in the category of sets and relations ($\mathbf{Rel}$) serve as a unifying framework for various algebraic and combinatorial structures, including groupoids, effect algebras, and abstract circles. Recently, a nerve construction of simplicial sets for Frobenius algebras in $\mathbf{Rel}$ has been introduced. In this work, we investigate the lifting properties of these simplicial sets, linking them to the algebraic properties of Frobenius algebras. We introduce $ε$-simplicial …

A hybrid quantum walk model unifying discrete and continuous quantum walks
Tianen Chen, Yun Shang
https://arxiv.org/abs/2509.09221 https://arxiv.org/pdf/25…

A hybrid quantum walk model unifying discrete and continuous quantum walks
Quantum walks, both discrete and continuous, serve as fundamental tools in quantum information processing with diverse applications. This work introduces a hybrid quantum walk model that integrates the coin mechanism of discrete walks with the Hamiltonian-driven time evolution of continuous walks. Through systematic analysis of probability distributions, standard deviations, and entanglement entropy on fundamental graph structures (2-vertex circles, stars, and lines), we reveal distinctive dyna…

Top 'Drumbeat' players: Bo Nix, Omarion Hampton among those generating buzz https://www.espn.com/fantasy/football/story/_/id/45895626/2025-fantasy-football-rankings-draft-tiers-nfl-upside-drumbeat-players

ego_social: Ego networks in social media (2012)
Ego networks associated with a set of accounts of three social media platforms (Facebook, Google , and Twitter). Datasets include node features (profile metadata), circles, and ego networks, and were crawled from public sources in 2012.
This network has 2614 nodes and 468978 edges.
Tags: Social, Online, Unweighted, Metadata

🇺🇦 #NowPlaying on KEXP's #VarietyMix
The New Eves:
🎵 Circles
#TheNewEves
https://theneweves.bandcamp.com/track/circles
https://open.spotify.com/track/0X6CUaH5BPJ05Sn6MDiBX5

Phase-Coordinated Multi-Agent Circular Formation Control with Non-Concentric Boundary Constraints
Shubham Singh, Anoop Jain
https://arxiv.org/abs/2509.08534 https://

Phase-Coordinated Multi-Agent Circular Formation Control with Non-Concentric Boundary Constraints
This paper addresses the problem of collective circular motion control for unicycle agents, with the objective of achieving phase coordination of their velocity vectors while ensuring that their trajectories remain confined within a prescribed non-concentric circular boundary. To accommodate such nonuniform motion constraints, we build upon our earlier work and extend the use of Mobius transformation to a multi-agent framework. The Mobius transformation maps two nonconcentric circles to concent…

There’s a specific kind of cognitive dissonance that comes from watching a woman of color who seemed to have been intellectually reared in progressive circles endear herself to this iteration of the Republican Party
https://slate.com/news-and-politics/20

The One Thing You Need to Know to Understand Usha Vance
Usha Vance isn’t a mystery.

On the planar free elastic flow with small oscillation of curvature
Ben Andrews, Glen Wheeler
https://arxiv.org/abs/2509.11129 https://arxiv.org/pdf/2509.1…

On the planar free elastic flow with small oscillation of curvature
The free elastic flow that begins at any curve exists for all time. If the initial curve is an $ω$-fold covered circle (``$ω$-circle'') the solution expands self-similarly. Very recently, Miura and the second author showed that (topological) $ω$-circles that are close to multiply-covered round circles are asymptotically stable under the planar free elastic flow, which means that upon rescaling the rescaled flow converges smoothly to the stationary (in the rescaled setting) $ω$-circle. Close…

Outer length billiards on a large scale
Peter Albers, Lael Edwards-Costa, Serge Tabachnikov
https://arxiv.org/abs/2510.08370 https://arxiv.org/pdf/2510.083…

Outer length billiards on a large scale
We present some foundational results about the outer length billiard system, including its generating function and the invariant area form. We describe the limiting behavior of the orbits far away from the billiard table: the orbits of the map lie on the origin-centered circles, and the second iteration of the map is approximated by the flow of a Hamiltonian function whose level curves are these circles. Furthermore, the orbits "at infinity" of the centers of the auxiliary circles involved in t…

Trisected Rainbows and Braids
Rom\'an Aranda, Scott Carter, Julia Courtney, Puttipong Pongtanapaisan
https://arxiv.org/abs/2510.04248 https://arxiv.org…

Trisected Rainbows and Braids
New explicit procedures for passing among triplane diagrams, braid movies, and braid charts for knotted surfaces in $\mathbb{R}^4$ are presented. To this end, rainbow diagrams, which lie between braid charts and triplanes, are introduced. Inequalities relating the braid index and the bridge index of 2-knots are obtained via these procedures. Another consequence is a 4-dimensional version of the classical result that ``the minimal number of Seifert circles equals the braid index of a link'' due …

Counting Zeros of Complex-Valued Harmonic Functions via Rouch\'e's Theorem
Japheth Carlson
https://arxiv.org/abs/2508.06721 https://arxiv.org/pdf/2…

Counting Zeros of Complex-Valued Harmonic Functions via Rouché's Theorem
Rouché's Theorem is among the most useful results in complex analysis for counting zeros of analytic functions. Rouché's Theorem also admits a harmonic analogue for counting zeros of complex harmonic functions. This analogue has previously been applied to closed curves of simple forms, such as circles, to count zeros (e.g., \cite{Brilleslyper}). We apply the harmonic analogue of Rouché's Theorem directly on non-circular critical curves to determine the total number of zeros of a family of co…

ego_social: Ego networks in social media (2012)
Ego networks associated with a set of accounts of three social media platforms (Facebook, Google , and Twitter). Datasets include node features (profile metadata), circles, and ego networks, and were crawled from public sources in 2012.
This network has 168 nodes and 892 edges.
Tags: Social, Online, Unweighted, Metadata

White Echinacea Flowers in the Prairie Garden in Front of the Vet Research Tower of which the facade is visible
#ithaca #cornell #photography

ego_social: Ego networks in social media (2012)
Ego networks associated with a set of accounts of three social media platforms (Facebook, Google , and Twitter). Datasets include node features (profile metadata), circles, and ego networks, and were crawled from public sources in 2012.
This network has 851 nodes and 29357 edges.
Tags: Social, Online, Unweighted, Metadata

Deep polarimetry study reveals double ring ORC-like structures
Sam Taziaux, Dominik J. Bomans, Christopher J. Riseley, Alec J. M. Thomson, Ray P. Norris, Aritra Basu, George H. Heald, Timothy J. Galvin, Bj\"orn Adebahr, Miroslav D. Filipovi\'c, Nikhel Gupta, Stas Shabala, Tayyaba Zafar
https://arxiv.org/abs/2509.04981

Deep polarimetry study reveals double ring ORC-like structures
New observations with the current generation of advanced radio interferometers, such as ASKAP and MeerKAT, have led to the discovery of new classes of extended radio sources of unknown origin, including the so-called Odd Radio Circles (ORCs). These phenomena are detected exclusively in the radio continuum, with no clear counterparts at other wavelengths, making their physical nature and origin a subject of ongoing investigation. To better understand these objects, we study their radio continuum…

Purple and white Cosmos Flower with a very narrow depth of field that turns the background into a psychedelic field of green and brown smudges and white sparkles
#photo #photography #flowers

🇺🇦 #NowPlaying on KEXP's #AstralPlane
Sand Circles:
🎵 Motor City
#SandCircles
https://sandcircles.bandcamp.com/album/motor-city
https://open.spotify.com/track/0Zk2m0vrTVpAdYqLNlvFfc

Ergodicity of asymmetric lemon Billiards
Wentao Fan, Boris Hasselblatt
https://arxiv.org/abs/2510.04948 https://arxiv.org/pdf/2510.04948

Ergodicity of asymmetric lemon Billiards
We show ergodicity of (asymmetric) lemon billiards, billiard tables that are the intersection of two circles of which one contains the centers of both. These do not satisfy the Wojtkowski criteria for hyperbolicity, but we establish \emph{uniform} expansion of vectors in an invariant cone family and alignment of singularity curves. Both of these are difficult, and the approach to the latter seems new. Together, these properties imply ergodicity.

Fleabane flowers I also saw out in Shindagin Hollow State Forest
#photo #photography #flowers #bloomscrolling

🇺🇦 #NowPlaying on KEXP's #MiddayShow
Circles Around the Sun & Mikaela Davis:
🎵 After Sunrise
#CirclesAroundtheSun #MikaelaDavis
https://circlesaroundthesun.bandcamp.com/album/after-sunrise
https://open.spotify.com/track/5T2ucvMZcksWaUHH8tN3WY

High traction urban surface for #AbstractAug
#photo #photography #abstract