<?xml version="1.0" encoding="utf-8"?><feed xmlns="http://www.w3.org/2005/Atom"><id>https://weeknotes.ohrg.org/feed.xml</id><title>Lachlan Kermode: Weeknotes</title><updated>2026-10-04T00:00:00Z</updated><author><name>Lachlan Kermode</name></author><link rel="alternate" href="https://weeknotes.ohrg.org"/><link rel="self" href="https://weeknotes.ohrg.org/feed.xml"/><entry><id>https://weeknotes.ohrg.org/26w40.html</id><title>Week 40</title><published>2026-10-04T00:00:00Z</published><updated>2026-10-04T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w40.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 40&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w40" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 40&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w40-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w40-dysphoria-mundi" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Dysphoria Mundi&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w40-dissertation" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Dissertation&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w40-rookery" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rookery&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w40.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w40&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-10-04&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w40" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 40&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w40-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w40-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w40-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;The first half of this week was spent attending &lt;em&gt;Dysphoria Mundi&lt;/em&gt;, a conference in Venice co-hosted by &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w38-intro.html"&gt;my group&lt;/a&gt;&lt;/span&gt; at the Bibliotheca Hertziana and &lt;a href="https://www.unive.it/web/en/19197/people/matteo.pasquinelli#ricerca"&gt;Matteo Pasquinelli&lt;/a&gt;’s group at Ca’ Foscari. As a result, most of the weeknotes that follow are a report on the talks and ongoings there. In the remainder of the week, I managed to get a little writing and a good amount of serious reading done.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box" data-rookery="box" data-rookery-gutter="on" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w40-dysphoria-mundi.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w40-dysphoria-mundi&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w40-dysphoria-mundi" class="idea" data-rookery="idea"&gt;&lt;span class="idea-title" data-rookery="title"&gt;&lt;a href="https://arthist.net/archive/54196/lang=en_US"&gt;Dysphoria Mundi&lt;/a&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I didn’t have many expectations for this conference, as I was something of a ring-in, joining as part of &lt;a href="https://www.cdh.cam.ac.uk/about/people/dr-leonardo-impett/"&gt;Leonardo Impett&lt;/a&gt;’s group as a panel chair. But it was really quite good! On the Sunday before the conference started, we wandered around the national pavilions at the Venice Biennale, managing to catch the end of the controversial and critically well-received &lt;a href="https://www.labiennale.org/en/art/2026/austria"&gt;Austrian pavilion&lt;/a&gt; in time to watch &lt;a href="https://www.instagram.com/reels/DYAA43mzXGz/"&gt;the bell&lt;/a&gt;. I also liked the artist statement of the U.S. pavilion:&lt;/p&gt;&lt;img 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" 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}"&gt;&lt;a href="https://en.wikipedia.org/wiki/Mazviita_Chirimuuta"&gt;Mazviita Chirimuuta&lt;/a&gt; kicked things off with “A Genealogy of Thinking as Modeling”, a tour through the same genealogy that interests some of us at the &lt;a href="https://digitaltheory.org/"&gt;Digital Theory Lab&lt;/a&gt; of late, namely the epistemology of science that Ernst Cassirer develops in the mid-century. Chirimuuta chiefly drew out Cassirer’s inheritance of the idea that thinking can be compressed through a principle of economy (as in ‘economical’, with smaller expense) developed in Ernst Mach’s theory of physics: “Physics is experience, arranged in economical order” &lt;sup class="idea-fn-ref" id="fnref-13-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-13-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-13-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; &lt;a href="#loc-3" role="doc-biblioref"&gt;Mach, &lt;em&gt;Die Ökonomische Natur Der Physikalischen Forschung&lt;/em&gt;, 197&lt;/a&gt;.&lt;/span&gt;. Mach frames physics as nothing but the compression of sensorial evidence; and thus science as nothing but a minimization problem. Cassirer would critique Mach’s data realist position, which has more than a passing resemblance to Helmholtz’s physical realism.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;&lt;a href="https://benpulver.github.io/"&gt;Ben Pulver&lt;/a&gt; then proposed a coinvolved study of the situationists and the cyberneticians, arguing that the former’s emphasis on making the inherent contradictions in topological structures visible offered us a more powerful metaphor than ‘opening the black box’ in the common-by-now question of how we might understand latent space in machine learning, a space that (otherwise) lacks representation and thus remains essentially unexplorable. Pulver argued that Alfred Jarry’s ‘pataphysics’ shows us how we can playfully and artistically traverse latent space. I agree with Pulver that scientificizing latent space as something quasi-sensorial and thus capable of having a corresponding physics is a drive that exhibits the same totalizing drive that Chirimuuta’s talk critiqued with Cassirer (much of Anthropic’s interpretability work &lt;a href="https://www.anthropic.com/research/global-workspace"&gt;exemplifies this Machian hankering&lt;/a&gt;) and that the black box metaphor is no longer instructive (if it ever was). I will need a little more convincing, however, that the Situationist Times’ takes on topology are our best reference for a deeper critical understanding of machine learning models.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;&lt;a href="https://www.uva.nl/en/profile/b/e/s.besser/s.besser.html"&gt;Stefan Besser&lt;/a&gt; offered an analysis of Andy Clark’s ‘predictive processing’ (PP) framework for understanding cognition as a “cumulative world-model.” I hadn’t heard of PP before, but as Besser presented, it struck me that it seems a distinctly &lt;em&gt;post-cybernetic&lt;/em&gt; philosophy in the sense that its notion of error as a correcting counter-measure to top-down predictions is almost exactly (it seems to me) compatible with the cybernetic notion of error. The source of this is Norbert Wiener, i.e. &lt;sup class="idea-fn-ref" id="fnref-13-2" data-rookery="fn-ref"&gt;&lt;a href="#fn-13-2"&gt;2&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-13-2" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;2&lt;/span&gt; &lt;a href="#loc-5" role="doc-biblioref"&gt;Wiener, &lt;em&gt;The Human Use of Human Beings&lt;/em&gt;&lt;/a&gt;.&lt;/span&gt;. For an excellent introduction to the philosophical stumbling points in cybernetics, I recommend &lt;sup class="idea-fn-ref" id="fnref-13-3" data-rookery="fn-ref"&gt;&lt;a href="#fn-13-3"&gt;3&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-13-3" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;3&lt;/span&gt; &lt;a href="#loc-1" role="doc-biblioref"&gt;Galison, “The Ontology of the Enemy”&lt;/a&gt;.&lt;/span&gt;. Besser spoke about PP as a cumulative ‘world model’—one of the conference’s core catch phrases and putative objects of study—in the sense that errors are supposed to iteratively restructure cognition in relation to some hypothesized goal or aim. If Besser’s reading of PP is accurate, we could say that it simply reinstantiates Wiener’s notion of the brain as a servomechanism. The problem, as is discussed in Galison’s piece, is that this presumes a kind of hard objectivism of aims—that our ends as human beings are fixed targets that we can therefore concretely lock in—a theory that has hardly any psychological evidence, I would have thought. (It occurs to me now that the Hegelian humanism that Jensen Suther develops in his new book &lt;sup class="idea-fn-ref" id="fnref-13-4" data-rookery="fn-ref"&gt;&lt;a href="#fn-13-4"&gt;4&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-13-4" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;4&lt;/span&gt; &lt;a href="#loc-4" role="doc-biblioref"&gt;Suther, &lt;em&gt;True Materialism: Hegelian Marxism and the Modernist Struggle for Freedom&lt;/em&gt;&lt;/a&gt;.&lt;/span&gt; might be productively counterpoised with the cybernetic/PP presumption.)&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I unfortunately missed much of &lt;a href="https://www.hoart.cam.ac.uk/people/dr-aline-guillermet"&gt;Aline Guillermet&lt;/a&gt;’s presentation after having to slip out, but returned to attention for &lt;a href="https://scholar.google.com/citations?user=3udOepoAAAAJ&amp;amp;hl=de"&gt;Moritz Kriegleder&lt;/a&gt;’s attempt to map the types of consciousness science in circulation today. He noted that consciousness science is premised on the assumption that subjective experience can be (exhaustively) described in algorithmic terms—the exact point Chirimuuta takes issue with above. One interesting axis along which Kriegleder wanted to differentiate consciousness science was the extent to which research had an investment in &lt;em&gt;computational functionalism&lt;/em&gt; as opposed to what he calls &lt;em&gt;bare functionalism&lt;/em&gt;. At the end of the talk, I asked Kriegleder a question about a lead-in phrase he offhandedly used to justify consciousness science before going on to stratify it: “physicists don’t necessarily have a clear definition of what energy is, but they can still work with it.” The suggestion being: consciousness scientists can still work with consciousness, even though they don’t have a clear, good, or coherent definition of their object of study. I think that this is a clever turn of phrase; but it also seems to me that consciousness is a fundamentally different object than energy in some important ways. For one, we don’t have agreed-upon ways to measure consciousness. (Kriegleder noted in response to my question that energy measurement was/is also a contested activity.) It would be interesting to get into the details of this analogy to see whether it holds real water, but I for one am quite suspicious of the rhetorical move of likening consciousness science—or any computing science, for that matter—to the ‘hard’ sciences such as physics and chemistry, as I think it can lend unwarranted legitimacy to digital technical activities when not seriously thought through.&lt;/p&gt;&lt;h4&gt;Monday, afternoon panel&lt;/h4&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;&lt;a href="https://www.ellencharlesworth.com/"&gt;Ellen Charlesworth&lt;/a&gt; and &lt;a href="https://www.hist.cam.ac.uk/people/amira-moeding"&gt;Amira Moeding&lt;/a&gt; opened representation for &lt;a href="https://machine-visual-culture.github.io/"&gt;MVC&lt;/a&gt; with a presentation on Winograd’s Ph.D. thesis, &lt;a href="https://en.wikipedia.org/wiki/SHRDLU"&gt;SHRDLU&lt;/a&gt;. I unfortunately neglected to note the core argument, but they compared SHRDLU to Nvidia’s &lt;a href="https://github.com/NVlabs/COMPASS"&gt;COMPASS&lt;/a&gt;, “a framework for cross-embodiment mobility”, and noted the latter’s association with the Platonic Representation Hypothesis &lt;sup class="idea-fn-ref" id="fnref-13-5" data-rookery="fn-ref"&gt;&lt;a href="#fn-13-5"&gt;5&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-13-5" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;5&lt;/span&gt; &lt;a href="#loc-2" role="doc-biblioref"&gt;Huh et al., “The Platonic Representation Hypothesis”&lt;/a&gt;.&lt;/span&gt;. I didn’t know about this hypothesis, but it seems to be the source of the latent idea that is driving a lot of ‘world model’ research, namely that reality isn’t fundamentally a co-production of irreconcilable perspectives that partake in it (what we could call the &lt;em&gt;dialectical&lt;/em&gt; position), but instead can have a canonical, Platonic representation (“a shared statistical model of reality, akin to Plato’s concept of an ideal reality”). The representation of the world is not general or generalizable, but fundamentally task-specific, a fact that seems to be reflected in how algorithmic models seem to be able to do better on benchmarks when they are not presumed to derive from some universal and universalizing world model.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;The rest of the panel consisted of talks by &lt;a href="https://larspinkwart.com/"&gt;Lars Pinkwart&lt;/a&gt;, &lt;a href="https://emilie.ai/"&gt;Emilie K. Sunde&lt;/a&gt; (new assistant professor at Durham with Louise Amoore’s initiative), and &lt;a href="https://ifm.rub.de/en/institut/personen/dr-hannah-peuker/"&gt;Hannah Peuker&lt;/a&gt;. Peuker took up the idea of the world model with respect to what she called ‘European subjectivism’, citing &lt;a href="https://mitpress.mit.edu/9798985423518/post-europe/"&gt;a new book by Yuk Hui&lt;/a&gt; that I didn’t know about, which apparently claims that technology is the central question of post-European philosophy. I need to read this book, as I’m curious as to why a philosophy of technology (which Yuk Hui is known for writing about) is necessarily &lt;em&gt;post&lt;/em&gt;-European given that Hui also wrote a book this year about &lt;a href="https://www.bloomsbury.com/uk/kant-machine-9781350563209/"&gt;how we should return to Kant&lt;/a&gt; to think about machines and their bearing on philosophy. The lineage of technologically sensitive European thinkers from Leibniz, through Dedekind, Hilbert, Heidegger, Canguilhem, Stiegler, etc. also makes me wonder if Yuk Hui positions post-Europe as an aspiration or a conceit.&lt;/p&gt;&lt;h4&gt;Monday, evening panel&lt;/h4&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I chaired this panel and so struggled to keep detailed notes while prioritizing time-keeping. But I was attuned enough to remember that &lt;a href="https://scholar.google.com/citations?user=MFP293MAAAAJ&amp;amp;hl=en"&gt;Charlotte Merchant&lt;/a&gt; gave a wonderfully detailed talk called ‘Resolution Without Realism: Doubt, Critical Limits, and the Kilometer Scale’—detailed, because she surfaced some of the more recent literature on climate modeling, a space about which I know very little.&lt;/p&gt;&lt;h4&gt;Tuesday, morning panel&lt;/h4&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;More MVC representation from &lt;a href="https://alexandragilliams.com/"&gt;Alexandra Gilliams&lt;/a&gt; and &lt;a href="https://www.cyberneticforests.com/about"&gt;Eryk Salvaggio&lt;/a&gt;, paired with incredible talks and a short film (video?) from &lt;a href="https://www.linkedin.com/in/silvia-cipelletti-b61597a1/"&gt;Silvia Cipelletti&lt;/a&gt; and Jacqueline Rowley. Gilliams digested Benjamin Bratton’s and &lt;a href="https://research.antikythera.org/"&gt;Antikythera&lt;/a&gt;’s political program of ‘planetary-scale computation’, which describes itself as “pragmatic to the point of being speculative.” As Alexandra had described to me a week or two ago, Bratton moves between academic and art/design venues in an attempt to restructure computation towards more emancipatory ends, theoretically and practically. I’m sympathetic to this idea, as I do not believe that academic publication is necessarily the most meaningful (read: political) contribution that one can make to the world. But I am also somewhat skeptical of the disbelief in academic work that many academics—maybe particularly those who dabble in art and other worlds—seem to exude these days. As I said to someone while walking to see the Biennale on Sunday evening before the conference, if one actually believed that academic work is ultimately inconsequential, then the logical political position that should follow is an abandonment (or even abolishing) of the University. Some do call for this, and I agree with aspects of the critique: the University as an institution is drowning under reckless and relentless waves of neoliberalization after neoliberalization, rendering tertiary education as valuable if and only if it directly places its students in high-paying jobs, and framing academic freedom as a fantasy rather than an ethical imperative and commitment. Yet I do believe that the production of thought (proxied, perhaps, by the production of books and essays that are called ‘theory’) can have consequential and maybe even essential political effects. This belief is why I want to write, because I see academic space as a rare environment in which one can create something that resists the logics that otherwise condemn our activity as alienated and unfree (capital, colonialism, racism, sexism, pick your poison). Bratton, for his part, seems to both believe in the political content of thought at times (he wrote a &lt;a href="https://mitpress.mit.edu/9780262029575/the-stack/"&gt;500-page book on sovereignty and software&lt;/a&gt;) but also to refuse it, preferring ‘art and design practice’ as a more efficacious political activity. To be clear, this is not meant as a polemic against art or design. It is rather a question about whether academic work, specifically, can effect political change.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Eryk Salvaggio gave what I found a very moving talk on the dysmorphic hand, reading images of his partner’s hand that he had reinterpreted using generative image modeling through Lacan’s mirror stage, and in turn offering a robust critique of the ‘world model’ production of pixelated subjectivity, the mainstream algorithmic imaginary, through a careful engagement with psychoanalytic theory. I can only tease a few phrases that I jotted down from the paper, such as “we are already alien”, “is Salvaggio stuck in 2022?”, “the engineering of misrecognition”, “the other half of our cybernetic subject”, and “it is inexplicable that anything should respond to desire”, as I really recommend this piece to the reader once it gets published. My breath got caught in my throat when he ended with a staunch defense of the subject’s opacity against computation’s facile attempts to reduce it to rubble as nothing but data: “[This AI-image hand is] held up, as if to say, ‘stop searching for the world you see within me’”.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;In the Q&amp;amp;A, Silvia Cipelletti also made a wonderful comment about how “the more we try to get something that is average, the more we have to give away.” She was speaking in relation to the experience of prompting an AI model to produce a scene for a film, I believe, but this phrase highlights the singularity of what it means to be a subject, rather than just a one-dimensional man, as AI would have us. Cipelletti argued that “the environment is an invitation”, not a directive or demand, a suggestion that I took up in a comment I posed to the (straggling) attendees in the open discussion that closed the conference, remarking that “we make our own abstractions, but we do not make them as we please”.&lt;/p&gt;&lt;h4&gt;Keynote: Giuseppe Longo&lt;/h4&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;The conference keynote was &lt;a href="https://www.di.ens.fr/users/longo/"&gt;Giuseppe Longo&lt;/a&gt;, a mathematician who &lt;a href="https://maths.ohrg.org/maths/26-02-10"&gt;we read at the start of the year&lt;/a&gt; in the &lt;a href="https://maths.ohrg.org/"&gt;Math(s), Philosophy, History reading group&lt;/a&gt; I run online. His talk took up what he sees as the main aporia of mathematical thought, namely the difficulty of dividing between the continuous and the discrete. His history of navigating this tension began with the invention of writing, which discretized language into signs that could be inscribed in tablets. The invention of writing is not to be confused with the invention of the &lt;em&gt;alphabet&lt;/em&gt;, which discretized “the continuous song of language” into not just signs, but recombinable words and letters. If I have him right, Longo’s claim is that the &lt;em&gt;automaticity of reading&lt;/em&gt;—I understood this to mean our ability to glide over words and sentences without cognizing them—only becomes possible in Latinate languages. It is then only with Turing’s machine—the computer—that the &lt;em&gt;automaticity of writing&lt;/em&gt; also becomes possible.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I have to think further on how/whether these points actually hang together, but I find them very evocative. Another claim Longo made is that there is an epistemological/cognitive difference between Gödel’s/Turing’s formulation of incompleteness, which he describes as &lt;em&gt;coding letters by numbers&lt;/em&gt;, and Alonzo Church’s lambda calculus, which by contrast is &lt;em&gt;coding numbers by letters&lt;/em&gt;. Again: evocative! Yet hard for me to parse at first glance. He also emphasized the importance of the &lt;a href="https://en.wikipedia.org/wiki/Church%E2%80%93Rosser_theorem"&gt;Church-Rosser theorem&lt;/a&gt; as the basis for why “everything [in digital computing] boils down to imperative logic on zeroes and ones”, which in turn leads to ‘The New Imperative Pythagoreanism’, summarized by the dictum: &lt;em&gt;I write, I program, I control&lt;/em&gt;. Longo also delectably offered a kind of redemption for AI trailblazers such as LeCun and Hinton, noting that they are excellent mathematicians who do very beautiful work, and that it’s a shame they have “a really miserable vision of mathematics and cognition”.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;There is much to digest here, and I will be reading Longo’s work more closely in the not-too-distant future to chew on it all some more, I decided a few minutes into the keynote.&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-13-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-13-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt; &lt;a href="#loc-3" role="doc-biblioref"&gt;Mach, &lt;em&gt;Die Ökonomische Natur Der Physikalischen Forschung&lt;/em&gt;, 197&lt;/a&gt;.&lt;/li&gt;&lt;li class="idea-footnote" id="fn-13-2" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-13-2" data-rookery="fn-backlink"&gt;^&lt;/a&gt; &lt;a href="#loc-5" role="doc-biblioref"&gt;Wiener, &lt;em&gt;The Human Use of Human Beings&lt;/em&gt;&lt;/a&gt;.&lt;/li&gt;&lt;li class="idea-footnote" id="fn-13-3" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-13-3" data-rookery="fn-backlink"&gt;^&lt;/a&gt; &lt;a href="#loc-1" role="doc-biblioref"&gt;Galison, “The Ontology of the Enemy”&lt;/a&gt;.&lt;/li&gt;&lt;li class="idea-footnote" id="fn-13-4" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-13-4" data-rookery="fn-backlink"&gt;^&lt;/a&gt; &lt;a href="#loc-4" role="doc-biblioref"&gt;Suther, &lt;em&gt;True Materialism: Hegelian Marxism and the Modernist Struggle for Freedom&lt;/em&gt;&lt;/a&gt;.&lt;/li&gt;&lt;li class="idea-footnote" id="fn-13-5" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-13-5" data-rookery="fn-backlink"&gt;^&lt;/a&gt; &lt;a href="#loc-2" role="doc-biblioref"&gt;Huh et al., “The Platonic Representation Hypothesis”&lt;/a&gt;.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;div class="idea-references" data-rookery="references"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;h2&gt;References&lt;/h2&gt;&lt;ul style="list-style-type: none"&gt;&lt;li id="loc-1"&gt;Galison, Peter. “The Ontology of the Enemy: Norbert Wiener and the Cybernetic Vision.” &lt;em&gt;Critical Inquiry&lt;/em&gt; 21, no. 1 (1994): 228–66.&lt;/li&gt;&lt;li id="loc-2"&gt;Huh, Minyoung, Brian Cheung, Tongzhou Wang, and Phillip Isola. “The Platonic Representation Hypothesis.” ArXiv, July 2024. &lt;a href="https://doi.org/10.48550/arXiv.2405.07987"&gt;https://doi.org/10.48550/arXiv.2405.07987&lt;/a&gt;.&lt;/li&gt;&lt;li id="loc-3"&gt;Mach, Ernst. &lt;em&gt;Die Ökonomische Natur Der Physikalischen Forschung&lt;/em&gt;. Gerold, 1882.&lt;/li&gt;&lt;li id="loc-4"&gt;Suther, Jensen. &lt;em&gt;True Materialism: Hegelian Marxism and the Modernist Struggle for Freedom&lt;/em&gt;. Cultural Memory in The Present. Stanford University Press, 2025. &lt;a href="https://www.sup.org/books/theory-and-philosophy/true-materialism"&gt;https://www.sup.org/books/theory-and-philosophy/true-materialism&lt;/a&gt;.&lt;/li&gt;&lt;li id="loc-5"&gt;Wiener, Norbert. &lt;em&gt;The Human Use of Human Beings: Cybernetics and Society&lt;/em&gt;. no. 320. Da capo press, 1988.&lt;/li&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-dissertation" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="dissertation" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w40-dissertation.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w40-dissertation&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-dissertation" data-rookery="tag" data-rookery-tags="dissertation"&gt;dissertation&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w40-dissertation" class="idea idea-tag-dissertation" data-rookery="idea" data-rookery-tags="dissertation"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Dissertation&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;On the train back from the conference, I wrote &lt;a href="https://maths.ohrg.org/maths/intro-handelman"&gt;an introduction for Matt Handelman&lt;/a&gt;, who graciously joined our &lt;a href="https://maths.ohrg.org/maths/26-09-30"&gt;online MPH group&lt;/a&gt; on Wednesday for a really lively session discussing the first chapter from his book, &lt;em&gt;The Mathematical Imagination&lt;/em&gt; &lt;sup class="idea-fn-ref" id="fnref-14-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-14-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-14-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; &lt;a href="#loc-6" role="doc-biblioref"&gt;Handelman, &lt;em&gt;The Mathematical Imagination&lt;/em&gt;&lt;/a&gt;.&lt;/span&gt;. This pulled me out of conference mode and set me up for a productive rest of the week reading and writing. Writing-wise, I completed a draft for the first section of a chapter in my dissertation on Rheo and rookery, and also extended a paper that I am preparing for a publication. (I submitted this latter paper first as a review, but was told that it was too long for a review and therefore encouraged to resubmit it as a standalone paper to the same publication.) Reading-wise, I read the draft of a dissertation chapter written by my colleague and dear friend Urvi Vora, and spent a few hours on Friday discussing it with her over web video.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;The writing is excellent (Urvi’s always is), and I found it helpful to use a &lt;a href="https://rookery.ohrg.org/ideas/rookery-pinboard"&gt;pinboard&lt;/a&gt; to chart out what I saw as the chapter’s structural components.&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-14-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-14-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt; &lt;a href="#loc-6" role="doc-biblioref"&gt;Handelman, &lt;em&gt;The Mathematical Imagination&lt;/em&gt;&lt;/a&gt;.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;div class="idea-references" data-rookery="references"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;h2&gt;References&lt;/h2&gt;&lt;ul style="list-style-type: none"&gt;&lt;li id="loc-6"&gt;Handelman, Matthew. &lt;em&gt;The Mathematical Imagination: On the Origins and Promise of Critical Theory&lt;/em&gt;. Fordham Univ Press, 2019.&lt;/li&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rookery" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rookery" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w40-rookery.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w40-rookery&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rookery" data-rookery="tag" data-rookery-tags="rookery"&gt;rookery&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w40-rookery" class="idea idea-tag-rookery" data-rookery="idea" data-rookery-tags="rookery"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rookery&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I was also pleased to find that all of the writing I did this week took place within waterline. I thus made constant use of rookery, and filed a few minor bug fixes (mostly to do with CSS) to the upstream &lt;code&gt;dev&lt;/code&gt; branch.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w39.html</id><title>Week 39</title><published>2026-09-27T00:00:00Z</published><updated>2026-09-27T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w39.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 39&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w39" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 39&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w39-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w39-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w39-waterline" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Waterline&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w39-dissertation" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Dissertation&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w39-rookery" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.5&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rookery&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w39.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w39&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-09-27&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w39" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 39&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w39-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w39-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w39-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;A decent week hacking on personal software and ramping up the writing process for another dissertation chapter.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w39-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w39-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w39-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I’m experimenting with a few changes to Rheo to do with the performance issues in large rookeries that &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w39-rookery.html"&gt;I talk about below&lt;/a&gt;&lt;/span&gt;.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box" data-rookery="box" data-rookery-gutter="on" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w39-waterline.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w39-waterline&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w39-waterline" class="idea" data-rookery="idea"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Waterline&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;The number of source files in waterline more than doubled this week, as I ported into it all of my applications from the 2025–26 season, as well as the majority of my annotated books and papers from the past few years. Since I moved resolutely to Linux and away from &lt;a href="https://www.ohrg.org/ideas/devonthink-part-ii"&gt;DEVONthink&lt;/a&gt;, these have been sitting in a folder in my Dropbox titled &lt;code&gt;for_dt&lt;/code&gt; without any real systematization. Using &lt;a href="https://rookery.ohrg.org/ideas/rookery-bibtex"&gt;&lt;code&gt;@rookery/bibtex&lt;/code&gt;&lt;/a&gt;, I now have a mapping of every meaningful citation in my Zotero vault to an idea in waterline, and in turn can reference local documents and notebooks (PDFs with handwritten notes &lt;a href="https://www.ohrg.org/ideas/using-two-remarkables"&gt;generated on a reMarkable&lt;/a&gt;) from that citational idea. This is a &lt;em&gt;much&lt;/em&gt; smoother way of referencing texts within my writing environment, as the bibtex key essentially does double duty as the way I can get a well-formatted citation to the text, e.g. &lt;code data-lang="typ"&gt;&lt;span style="color: #1d6c76"&gt;@knuthComputerProgrammingArt1992&lt;/span&gt;&lt;span style="color: #1d6c76"&gt;[&lt;/span&gt;&lt;span style="color: #1d6c76"&gt;p.2&lt;/span&gt;&lt;span style="color: #1d6c76"&gt;]&lt;/span&gt;&lt;/code&gt;, &lt;em&gt;and&lt;/em&gt; as a way to reference a page that links to the original text (if I have it) and the notes about it, e.g. &lt;code data-lang="typ"&gt;&lt;span style="color: #1d6c76"&gt;@idea:knuthComputerProgrammingArt1992&lt;/span&gt;&lt;/code&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
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  }
}"&gt;Beyond filling out my main rookery, I also vibe-coded a &lt;code&gt;remarks&lt;/code&gt; tool to bring content from my reMarkable into waterline in a well-structured way. I’ve started writing a blog post about this, so I won’t get into the details: but I’m pretty happy with how it’s all working! It’s a rite of passage in the note-taking world to develop your own idiosyncratic system for note-taking—just as it’s a rite of passage in the blogging world to develop your own idiosyncratic system for blogging (&lt;a href="https://rookery.ohrg.org"&gt;rookery&lt;/a&gt;)—and I’m well on my way with my collection of Linux machines.&lt;sup class="idea-fn-ref" id="fnref-11-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-11-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-11-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; I have a &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w24-framework-desktop.html"&gt;Framework Desktop&lt;/a&gt;&lt;/span&gt; and a Framework laptop, plus two reMarkables which run a Linux distribution called &lt;a href="https://developer.remarkable.com/documentation/software-stack"&gt;reMarkable OS&lt;/a&gt;, which you can SSH into and hack on.&lt;/span&gt;&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-11-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-11-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt; I have a &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w24-framework-desktop.html"&gt;Framework Desktop&lt;/a&gt;&lt;/span&gt; and a Framework laptop, plus two reMarkables which run a Linux distribution called &lt;a href="https://developer.remarkable.com/documentation/software-stack"&gt;reMarkable OS&lt;/a&gt;, which you can SSH into and hack on.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-dissertation" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="dissertation" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w39-dissertation.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w39-dissertation&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-dissertation" data-rookery="tag" data-rookery-tags="dissertation"&gt;dissertation&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w39-dissertation" class="idea idea-tag-dissertation" data-rookery="idea" data-rookery-tags="dissertation"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Dissertation&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I rewrote part of my dissertation’s introduction, and also started properly writing the chapter on Rheo, rookery, and the computerization of knowledge. For this, I’m returning to a &lt;a href="https://www-cs-faculty.stanford.edu/~knuth/lp.html"&gt;collection of essays&lt;/a&gt; by Donald Knuth and some &lt;a href="https://en.wikipedia.org/wiki/Computer%3A_A_History_of_the_Information_Machine"&gt;literature mapping the broader historical context&lt;/a&gt;.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rookery" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rookery" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w39-rookery.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w39-rookery&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rookery" data-rookery="tag" data-rookery-tags="rookery"&gt;rookery&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w39-rookery" class="idea idea-tag-rookery" data-rookery="idea" data-rookery-tags="rookery"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rookery&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;h4&gt;&lt;strong&gt;Performance profiling&lt;/strong&gt;&lt;/h4&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;I spent a significant number of cycles on performance diagnosis of waterline (my mainline rookery), which is now 611 Typst files and 1725 pages. Part of the compilation cost is due to how my current prototype makes use of the &lt;a href="https://typst.app/docs/reference/introspection/query/"&gt;query function&lt;/a&gt; in &lt;a href="https://rookery.ohrg.org/ideas/windows"&gt;windows&lt;/a&gt; to transclude content from other pages. When the layout in one context depends self-referentially on content that is part of the same context, Typst resolves the dynamic nature of this layout via an &lt;a href="https://github.com/typst/typst/blob/main/docs/dev/architecture.md#layout"&gt;introspection loop&lt;/a&gt;. This loop bails out completely after five iterations, resulting in an incomplete Typst build. A rookery that makes use of all &lt;a href="https://rookery.ohrg.org/packages"&gt;alpha packages&lt;/a&gt; currently needs all five to compile.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;Some of this is to do with Rheo, which needs two iterations to stabilize a compilation. The exact source of the other three iterations is something I’m still working out, but it seems to come largely from &lt;a href="https://rookery.ohrg.org/ideas/rookery-search"&gt;&lt;code&gt;@rookery/search&lt;/code&gt;&lt;/a&gt;. This makes sense, as &lt;code&gt;search&lt;/code&gt; needs to reference and compress all ideas to make a full-text search panel available.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;An obvious solution would be to move indexing and the search that it enables to a backend server, so that it isn’t necessary during the frontend’s compilation: but this would undermine a lot of rookery’s value-add as a &lt;a href="https://rookery.ohrg.org/ideas/genealogy"&gt;Zettelkasten-style&lt;/a&gt; framework in pure Typst, as it would then &lt;em&gt;also&lt;/em&gt; become a full-stack framework of sorts.&lt;sup class="idea-fn-ref" id="fnref-12-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-12-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-12-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; There is an interesting question this thought surfaces about whether Typst could work well as a language in which backend servers are written; but interesting though it is, this is not the design space in which rookery wants to play.&lt;/span&gt; Instead I have decided to accept the cost of this up-front compilation more or less as it is, and spend time optimizing the &lt;em&gt;incremental compilation&lt;/em&gt; of a rookery. That is, once you have built a large rookery once, compiling it again with a set of small changes in a development workflow should ideally be a sub-second operation. Rheo is well-positioned to help with this optimization frontier, as through it Typst files are already split out and loosely organized by folder structures. Because Rheo allows &lt;a href="https://rheo.ohrg.org/relative-linking"&gt;relative linking&lt;/a&gt; across source files, however, it isn’t as easy as simply tracking which files have changed and mapping that to a similarly small part of the build context to recompile.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I haven’t shipped any significant improvements yet—my 1725-page rookery takes around 20 seconds to cold start, and then around 10 seconds to recompile—but I am actively profiling both Rheo and rookery now, and have some ideas about how I might improve compile times as my rookeries grow and the recompilation time becomes more prohibitive.&lt;/p&gt;&lt;h4&gt;&lt;strong&gt;Horizontality in ideas&lt;/strong&gt;&lt;/h4&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;With the rest of my rookery cycles, I gave &lt;a href="https://www.ohrg.org"&gt;my blog&lt;/a&gt; and &lt;a href="https://weeknotes.ohrg.org"&gt;weeknotes&lt;/a&gt; new skins and functionality. I shipped &lt;a href="https://github.com/freecomputinglab/rheo-packages/releases/tag/contents-panel-0.1.1"&gt;contents-panel&lt;/a&gt;, a Rheo package that provides a dynamic contents panel with progress bars, like the one you now see on this site on desktop. This package was distinctly inspired by (the less euphemistically inclined might say ‘copied from’) &lt;a href="https://anil.recoil.org/notes/2026w38"&gt;Anil Madhavapeddy’s site&lt;/a&gt;, as I really like the UX.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;This led me to spend some time tinkering with the &lt;a href="https://rookery.ohrg.org/ideas/footnotes"&gt;footnotes&lt;/a&gt; and &lt;a href="https://rookery.ohrg.org/ideas/citations"&gt;citations&lt;/a&gt; in ideas to see whether I could produce the same style of horizontal footnotes as on Anil’s site, an experiment that ended up consuming the better part of a day. While it’s easy to get this style of footnotes working for any particular post, it took a bit of experimentation to settle on a sufficiently elegant way to encode it as a ‘horizontal display mode’ for footnotes and citations in rookery more generally, as an idea has multiple forms of appearance (a &lt;a href="https://rookery.ohrg.org/ideas/hatching-ideas"&gt;hatching context&lt;/a&gt;, a standalone page, a preview in a window or search panel) that all need to be accounted for. It’s now as simple as follows in the template:&lt;/p&gt;&lt;pre&gt;&lt;code data-lang="typ"&gt;&lt;span style="color: #d73948"&gt;#&lt;/span&gt;&lt;span style="color: #d73948"&gt;show&lt;/span&gt;: rookery.&lt;span style="color: #4b69c6"&gt;with&lt;/span&gt;(
  footnotes: &lt;span style="color: #198810"&gt;"horizontal"&lt;/span&gt;,
  display-right-gutter: &lt;span style="color: #d73948"&gt;true&lt;/span&gt;,
)&lt;/code&gt;&lt;/pre&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;While I originally had both footnotes and citations separately modifiable as &lt;code&gt;"horizontal"&lt;/code&gt; or not, in the end I decided to only toggle on footnotes. This is because Typst allows &lt;a href="https://typst.app/docs/reference/model/bibliography/"&gt;bibliography styles&lt;/a&gt; such as &lt;code&gt;"chicago-notes"&lt;/code&gt;, which already displays inline citations as footnotes. Therefore you can effectively make footnotes &lt;em&gt;and&lt;/em&gt; citations horizontal (as on Anil’s site) by choosing a citation style that puts references into footnotes. The &lt;code&gt;display-right-gutter&lt;/code&gt; parameter is separate, for now, as it essentially tells rookery to spread content only two-thirds of the way on full-screen widths, leaving the remaining third for footnotes and/or the &lt;code&gt;contents-panel&lt;/code&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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  }
}"&gt;Alongside this horizontal mode, I added some touch-ups to rookery to make it more mobile-friendly, such as truncating long idea hats with &lt;code&gt;...&lt;/code&gt; when the screen width doesn’t permit their full display. All of this work is making me think that rookery is as much a &lt;strong&gt;design system&lt;/strong&gt; as it is a particular framework for Typst/Rheo. The bordering and hat defaults for &lt;a href="https://rookery.ohrg.org/ideas/idea"&gt;ideas&lt;/a&gt; are what allow them to collapse to a cutoff display in &lt;a href="https://rookery.ohrg.org/ideas/windows"&gt;windows&lt;/a&gt;, for example, which in turn enables them to be composited elegantly in a &lt;a href="https://rookery.ohrg.org/ideas/rookery-pinboard"&gt;pinboard&lt;/a&gt; or &lt;a href="https://rookery.ohrg.org/ideas/rookery-slipshow"&gt;slipshow&lt;/a&gt;. Moreover, &lt;a href="https://rookery.ohrg.org/ideas/tags"&gt;tags&lt;/a&gt; are the metadata concept that makes windows, search, and other forms of filter and selection possible.&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-12-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-12-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt; There is an interesting question this thought surfaces about whether Typst could work well as a language in which backend servers are written; but interesting though it is, this is not the design space in which rookery wants to play.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w38.html</id><title>Week 38</title><published>2026-09-20T00:00:00Z</published><updated>2026-09-20T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w38.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 38&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w38" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 38&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w38-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w38-liminal" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;LIMINAL&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w38-digital-theory-lab" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Digital Theory Lab&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w38-rookery" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rookery&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w38-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.5&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w38-waterline" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.6&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Waterline&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w38-birds" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.7&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Birds&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w38.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w38&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-09-20&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w38" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 38&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w38-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w38-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w38-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;It was my first week officially at the Bibliotheca Hertziana in Rome, which meant that I was shown the ropes. I submitted to a security tour on Wednesday and a library tour on Thursday. The institute is headquartered in the 16&lt;sup&gt;th&lt;/sup&gt; century &lt;a href="https://en.wikipedia.org/wiki/Palazzo_Zuccari,_Rome"&gt;Palazzo Zuccari&lt;/a&gt; at the head of the &lt;a href="https://en.wikipedia.org/wiki/Spanish_Steps"&gt;Spanish Steps&lt;/a&gt;, and smokes into Palazzo Stroganoff (one building back) and Villino Stroganoff (the main garden and conference venue across the road). More recently, in 2013, a &lt;a href="https://www.archilovers.com/stories/2141/juan-navarro-baldeweg-s-bibliotheca-hertziana-in-rome.html"&gt;new building known as the Neubau&lt;/a&gt; was constructed over what used to be the garden between Zuccari and Stroganoff. The Neubau is, somewhat incredibly, fully suspended, as the remains of a 60 BC villa beneath the palaces ruled out a more regular foundation, or at least one with legal and archaeological legitimacy.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also began to learn more about the work of my &lt;a href="https://machine-visual-culture.github.io/"&gt;colleagues in the MVC group&lt;/a&gt;, and I look forward to deepening my appreciation here in the coming four months. My fellowship runs through to the end of 2026.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-liminal" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="liminal" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w38-liminal.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w38-liminal&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-liminal" data-rookery="tag" data-rookery-tags="liminal"&gt;liminal&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w38-liminal" class="idea idea-tag-liminal" data-rookery="idea" data-rookery-tags="liminal"&gt;&lt;span class="idea-title" data-rookery="title"&gt;LIMINAL&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;This platform went into beta testing this week, so I’m looking forward to getting feedback and (very soon!) releasing it. New data surfaced that we’re aiming to incorporate before that release, but I’m hopeful that it won’t cause &lt;em&gt;too&lt;/em&gt; much of a delay, maybe only a week or two.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-digital-theory-lab" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="digital-theory-lab" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w38-digital-theory-lab.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w38-digital-theory-lab&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-digital-theory-lab" data-rookery="tag" data-rookery-tags="digital-theory-lab"&gt;digital-theory-lab&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w38-digital-theory-lab" class="idea idea-tag-digital-theory-lab" data-rookery="idea" data-rookery-tags="digital-theory-lab"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Digital Theory Lab&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;As the semester comes into its own, a few cycles were spent thinking in this space again. There are two separate seminars at the Lab, on &lt;a href="https://openlibrary.org/books/OL28068733M/Philosophy_of_Symbolic_Forms_Volume_3"&gt;Cassirer&lt;/a&gt; and &lt;a href="https://en.wikipedia.org/wiki/The_Postmodern_Condition"&gt;Lyotard&lt;/a&gt;, and it may be that we can incorporate some of this conceptual work into the more empirical character of the paper-in-progress.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rookery" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rookery" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w38-rookery.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w38-rookery&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rookery" data-rookery="tag" data-rookery-tags="rookery"&gt;rookery&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w38-rookery" class="idea idea-tag-rookery" data-rookery="idea" data-rookery-tags="rookery"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rookery&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;A good heap of refinements to rookery were piled up this week! These include improvements to the &lt;a href="https://rookery.ohrg.org/ideas/rookery-pinboard"&gt;pinboard package&lt;/a&gt;, such as click-and-drag to multi-select ideas and nicer UI for the selected state. I also firmed up the &lt;a href="https://rookery.ohrg.org/ideas/ideating"&gt;ideate workflow&lt;/a&gt;, which will be one of the main ways that I file ideas going forward. I am now writing these weeknotes, for example, as a normal text file with a &lt;code data-lang="typ"&gt;&lt;span style="color: #d73948"&gt;#&lt;/span&gt;&lt;span style="color: #d73948"&gt;show&lt;/span&gt;: weeknote.&lt;span style="color: #4b69c6"&gt;with&lt;/span&gt;(year: &lt;span style="color: #b60157"&gt;2026&lt;/span&gt;, week: &lt;span style="color: #b60157"&gt;38&lt;/span&gt;)&lt;/code&gt; header, where &lt;code&gt;weeknote&lt;/code&gt; is a &lt;a href="https://typst.app/docs/tutorial/making-a-template/"&gt;Typst template&lt;/a&gt; that wraps &lt;a href="https://rookery.ohrg.org/ideas/ideate-reference.html"&gt;&lt;code&gt;#ideate&lt;/code&gt;&lt;/a&gt; to parcel out each section as its own idea.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I spent a &lt;em&gt;long&lt;/em&gt; weekend hacking on Saturday and Sunday, reshaping the &lt;a href="https://github.com/freecomputinglab/rookery/tree/main/core/0.1.0"&gt;&lt;code&gt;@rookery/core&lt;/code&gt;&lt;/a&gt; API and improving &lt;a href="https://rookery.ohrg.org/"&gt;the documentation&lt;/a&gt; so that it documents the &lt;a href="https://rookery.ohrg.org/reference"&gt;full range of public functions&lt;/a&gt;. I’m proud enough of the current API’s elegance and the state of the documentation that I &lt;a href="https://github.com/freecomputinglab/rookery/releases/tag/core-0.1.0"&gt;released a 0.1.0&lt;/a&gt; of the core package and &lt;a href="https://bsky.app/profile/ohrg.org/post/3mvzla6krdc2a"&gt;announced the project&lt;/a&gt; on socials. (Pulling this together is part of the reason that I’m posting this weeknote on Tuesday again, as I released the project midday Monday.)&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Only a few components of the Rheo/rookery ecosystem are still missing, I think, before it provides an experience comparable to other modern dev tools, such as a language server extension for Rheo (for errors and autocomplete in editors), and some performance improvements for incremental recompilation of large rookeries (&amp;gt;100 ideas). If you’re so inclined, please do try it out and &lt;a href="https://github.com/freecomputinglab/rookery/issues/new"&gt;open an issue&lt;/a&gt; if the experience isn’t what you expect.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w38-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w38-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w38-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;A good experience of building out rookeries relies heavily on Rheo, the engine that pulls in the rookery package, compiles it to HTML, and incrementally rebuilds the site on changes to source files. I packaged this week’s changes into a &lt;a href="https://github.com/freecomputinglab/rheo/releases/tag/v0.6.4"&gt;0.6.4 release&lt;/a&gt;, as they mostly pertain to better incremental compilation and code quality.&lt;/p&gt;&lt;h4&gt;Ideomorph in Rheo’s watch server&lt;/h4&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;Taking a cue from Kento Okura’s development of &lt;a href="https://www.forester-notes.org/index/index.xml"&gt;Forester 6.0&lt;/a&gt; (via Jon Sterling’s &lt;a href="https://www.jonmsterling.com/0LWR/"&gt;weeknote section on it&lt;/a&gt;), I &lt;a href="https://github.com/freecomputinglab/rheo/pull/177"&gt;added support&lt;/a&gt; for &lt;a href="https://htmx.org/extensions/idiomorph/"&gt;Idiomorph&lt;/a&gt; to the Rheo &lt;code&gt;watch&lt;/code&gt; server. Typst has &lt;a href="https://github.com/typst/comemo"&gt;built-in incremental compilation&lt;/a&gt; so that the compiler doesn’t have to recompute everything every time you add content to a source file, and instead only does the necessary work to recreate the PDF or HTML file. But without Idiomorph, that incrementality wasn’t felt in the downstream browser, as the watch server would refresh the entire page once the new HTML file was ready. Now, the browser gets only the little package of content that has changed and inserts it into the DOM at the appropriate place. This may seem subtle, but it matters a great deal when editing files in a rookery, as it means that your state (scroll position, input text, and so on) is maintained while you’re working on the underlying files.&lt;/p&gt;&lt;h4&gt;&lt;code&gt;@rheo/rehydrate&lt;/code&gt;&lt;/h4&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
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}"&gt;Following on from this change, I &lt;a href="https://github.com/freecomputinglab/rheo-packages/pull/15"&gt;added a &lt;code&gt;@rheo/rehydrate&lt;/code&gt; package&lt;/a&gt; to &lt;a href="https://github.com/freecomputinglab/rheo-packages"&gt;rheo-packages&lt;/a&gt;. This is an opt-in optimization that Rheo package authors can use to &lt;a href="https://github.com/freecomputinglab/rheo-packages/tree/main/rehydrate/0.1.0"&gt;ensure optimal rehydration in Rheo &lt;code&gt;watch&lt;/code&gt; dev servers&lt;/a&gt;. The bottom line here is that Rheo doesn’t analyze JavaScript code in packages to understand whether or not they need to be re-run when HTML elements in the page are inserted or changed (as happens when a Typst source file incrementally recompiles). Packages need to alert Rheo how to run package JavaScript when a change occurs. Currently, this alert takes the form of a coarse-grained &lt;code&gt;js_rehydrate&lt;/code&gt; boolean, which tells Rheo to re-run package JavaScript on every change when &lt;code&gt;true&lt;/code&gt;. &lt;code&gt;@rheo/rehydrate&lt;/code&gt; may become more nuanced in the future as Rheo’s incremental compilation and package system evolve.&lt;/p&gt;&lt;h4&gt;&lt;code&gt;@rheo/sitemap&lt;/code&gt; and other improvements&lt;/h4&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;I consolidated &lt;code&gt;blogfeed&lt;/code&gt; and &lt;code&gt;sidebar&lt;/code&gt; into a single &lt;a href="https://github.com/freecomputinglab/rheo-packages/tree/main/sitemap/0.1.0"&gt;&lt;code&gt;sitemap&lt;/code&gt; package&lt;/a&gt;, as they both offer UX elements that are projections of &lt;a href="https://rheo.ohrg.org/spines"&gt;Rheo’s spine&lt;/a&gt;. There are a few smaller improvements in the release, such as &lt;a href="https://github.com/freecomputinglab/rheo/pull/178"&gt;fixing a package conflict&lt;/a&gt; in a local cache when you use both the &lt;code&gt;releases&lt;/code&gt; and &lt;code&gt;repo&lt;/code&gt; attributes in different Rheo projects on the same machine, so that you can maintain different versions of custom packages across different repos. Thanks also to &lt;a href="https://github.com/LuigiPiucco"&gt;Luigi Sartor Piucco&lt;/a&gt; for &lt;a href="https://github.com/freecomputinglab/rheo/pull/173"&gt;the fix&lt;/a&gt; to Rheo’s Nix flake.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box" data-rookery="box" data-rookery-gutter="on" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w38-waterline.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w38-waterline&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w38-waterline" class="idea" data-rookery="idea"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Waterline&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;I also began migrating papers that were previously standalone Rheo projects into &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w37-waterline.html"&gt;waterline&lt;/a&gt;&lt;/span&gt;. I want to do this so that I can do &lt;em&gt;all&lt;/em&gt; of my writing within the context of my main rookery, even if that writing is intended for a downstream context such as a sub-rookery (like my &lt;a href="http://ohrg.org/"&gt;blog site&lt;/a&gt; or these weeknotes) or a paper submission.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;It also means the &lt;a href="./.birds/.gitignore"&gt;&lt;code&gt;#cfp&lt;/code&gt; declarations&lt;/a&gt; that I use to track submissions to conferences, jobs, and journals can reference the writing I submitted at each stage directly, since all of that writing is structured as &lt;a href="https://rookery.ohrg.org/ideas/idea.html"&gt;an idea&lt;/a&gt; or a set of ideas. In this way, ideas as abstract units are a step towards an &lt;a href="https://www.ohrg.org/ideas/writing-in-typst"&gt;ideal writing system&lt;/a&gt;, as they improve the portability of bits of writing between different contexts (blog posts, published papers, meeting notes, and so on).&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;Any idea or folder of ideas can be excised as its own sub-rookery using an additional &lt;a href="https://rheo.ohrg.org/rheotoml"&gt;rheo.toml&lt;/a&gt; file. As such, both &lt;a href="http://weeknotes.ohrg.org/"&gt;this weeknotes site&lt;/a&gt; and my &lt;a href="https://www.ohrg.org/"&gt;main blog site&lt;/a&gt; are now sub-rookeries that are versioned in waterline, which is my writing mono-repo. I’ve set up a separate CD process for each subdomain I want, each with its own Rheo command. To build my weeknotes rather than all of waterline, for example, I run:&lt;/p&gt;&lt;pre&gt;&lt;code data-lang="sh"&gt;&lt;span style="color: #4b69c6"&gt;rheo&lt;/span&gt; compile waterline \
  --config &lt;span style="color: #198810"&gt;"&lt;/span&gt;&lt;span style="color: #198810"&gt;weeknotes/site.toml&lt;/span&gt;&lt;span style="color: #198810"&gt;"&lt;/span&gt; \
  --build-dir &lt;span style="color: #198810"&gt;"&lt;/span&gt;&lt;span style="color: #198810"&gt;weeknotes/build&lt;/span&gt;&lt;span style="color: #198810"&gt;"&lt;/span&gt; \
  --html&lt;/code&gt;&lt;/pre&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;I’m pretty happy with this setup, and I’ve started migrating the rest of my active writing projects—a few papers in flight, and the small matter of my dissertation—into waterline in the same manner.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-birds" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="birds" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w38-birds.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w38-birds&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-birds" data-rookery="tag" data-rookery-tags="birds"&gt;birds&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w38-birds" class="idea idea-tag-birds" data-rookery="idea" data-rookery-tags="birds"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Birds&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;A substantial amount of work on &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w37-birds.html"&gt;birds&lt;/a&gt;&lt;/span&gt; this week, which I’ve decided will be the topic of the fifth chapter of my dissertation. If Rheo and rookery are my contribution to writing and publishing software, birds is my contribution to agential programming. I drafted the documentation for birds (as a rookery, of course), and filed various fixes and improvements as I worked on changes to Rheo and rookery. Birds has fully replaced &lt;a href="https://github.com/gastownhall/beads"&gt;beads&lt;/a&gt; and &lt;a href="https://github.com/chrisedwards/abacus"&gt;abacus&lt;/a&gt; for me now, but it’s still in early-stage development. The agential programming space is moving so fast these days that I want to wait a couple more months before claiming birds is a durable contribution, which at AI speed amounts to years, as they say.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w37.html</id><title>Week 37</title><published>2026-09-13T00:00:00Z</published><updated>2026-09-13T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w37.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 37&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w37" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 37&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w37-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w37-waterline" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Waterline&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w37-rookery" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rookery&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w37-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w37-birds" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.5&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Birds&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w37-feed-nvim" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.6&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;&lt;code&gt;feed.nvim&lt;/code&gt;&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w37-literate-programming" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.7&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Literate programming&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w37.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w37&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-09-13&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w37" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 37&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w37-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w37-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w37-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;Another slightly delayed weeknote, this time partly due to a block in the release cycle of the empowering software. (I had to cut an &lt;code&gt;0.6.3&lt;/code&gt; to get the appropriate features in the CI.)&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I moved to Rome this week, as I am starting a four-month fellowship at the &lt;a href="https://machine-visual-culture.github.io/"&gt;Machine Visual Culture&lt;/a&gt; research group at the &lt;a href="https://www.biblhertz.it/en/modern-computer-vision"&gt;Bibliotheca Hertziana&lt;/a&gt;, Max Planck Institute for Art History. I’ve already had a bit to do with the group through &lt;a href="https://www.cdh.cam.ac.uk/about/people/dr-leonardo-impett/"&gt;Leonardo Impett&lt;/a&gt;, its PI, by way of networking at the &lt;a href="https://digitaltheory.org/"&gt;Digital Theory Lab&lt;/a&gt; and a couple of conferences down in Rome that I’ve attended this year. I’m hoping to revive my engagement with computer vision and 3-D softwares like Blender: though these used to be workhorses and active research areas for me while I was at &lt;a href="https://forensic-architecture.org/"&gt;Forensic Architecture&lt;/a&gt;, they have fallen out of regular use since I started grad school in 2021. But it will also be an opportunity to socialize some of my thinking on the mathematical prehistory of computer science and source some direct feedback from other ‘digital humanists’ on softwares like &lt;a href="https://rheo.ohrg.org/"&gt;Rheo&lt;/a&gt; and &lt;a href="https://rookery.ohrg.org/"&gt;rookery&lt;/a&gt;. If you find yourself in Rome in the coming months, don’t hesitate to &lt;a href="mailto:lachie@ohrg.org"&gt;reach out&lt;/a&gt;!&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box" data-rookery="box" data-rookery-gutter="on" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w37-waterline.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w37-waterline&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w37-waterline" class="idea" data-rookery="idea"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Waterline&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;A lot of my work this week flows from the root workstation that I edit and have open almost constantly, a repository of notes, todos, and writing that I have recently taken to calling &lt;strong&gt;waterline&lt;/strong&gt;. Waterline is my scratchpad, my note archive, my todo system, my CFP tracker, and the first port of call for any sort of durable text: in short, waterline is my &lt;a href="https://www.forester-notes.org/QHXS/index.xml"&gt;intellectual junkyard&lt;/a&gt;. It is also my most sophisticated and active use of rookery, and therefore the driving force behind my development of new rookery packages and features. And rookery development is in turn what is currently driving new features in Rheo.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;The landing page of my waterline currently surfaces a combination of imminent and highest priority todos, like so:&lt;/p&gt;&lt;img src="data:image/png;base64,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" width="2112" height="1013" style="display: block"&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;I’ve written before about how I have &lt;a href="https://www.ohrg.org/ideas/writing-setup"&gt;used Org-mode to structure my writing and thought&lt;/a&gt; for the past five years or so, and waterline is principally an attempt to upgrade that place where I live and think while on my computer with a rookery. Developing waterline into a replacement for Org has driven the &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w37-rookery.html"&gt;current package-set in rookery&lt;/a&gt;&lt;/span&gt;.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rookery" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rookery" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w37-rookery.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w37-rookery&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rookery" data-rookery="tag" data-rookery-tags="rookery"&gt;rookery&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w37-rookery" class="idea idea-tag-rookery" data-rookery="idea" data-rookery-tags="rookery"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rookery&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Though I haven’t yet minted them as a &lt;code&gt;0.1.0&lt;/code&gt;, the package set for rookery is growing! Waterline currently uses all of the following packages in one way or another. The architecture of this package ecosystem is loosely inspired by Rust crates. The core idea is that every package makes sense in standalone relation to the &lt;code&gt;core&lt;/code&gt; package, which provides the &lt;code&gt;idea&lt;/code&gt; abstraction. Structure around kinds of ideas (such as &lt;code&gt;#todo&lt;/code&gt;, &lt;code&gt;#meeting&lt;/code&gt;, and &lt;code&gt;#cfp&lt;/code&gt;) is then constructed using an idea’s tags, the metadata primitive in an idea that is intentionally very generic. Here are the packages as they stand today:&lt;/p&gt;&lt;table&gt;&lt;thead&gt;&lt;tr&gt;&lt;th&gt;Name&lt;/th&gt;&lt;th&gt;Description&lt;/th&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;core&lt;/td&gt;&lt;td&gt;Provides &lt;code&gt;#idea&lt;/code&gt;, the atomic content unit of a rookery, and &lt;code&gt;#ideate&lt;/code&gt;, a template to implicitly chunk blocks of writing into ideas.&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;search&lt;/td&gt;&lt;td&gt;Provides &lt;code&gt;#search-modal&lt;/code&gt; and &lt;code&gt;#filter-panel&lt;/code&gt;, two UX elements that make all ideas in a rookery accessible. Also provides a clause roles query language to allow tags filtering combined with full-text search.&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;timeline&lt;/td&gt;&lt;td&gt;Structures an idea with a dated lifecycle log. This is an example of how to leverage the fact that rookery’s tags are hash maps and can double as complex metadata.&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;todos&lt;/td&gt;&lt;td&gt;Using &lt;code&gt;@rookery/timeline&lt;/code&gt;, provides a structured form of idea called a &lt;code&gt;#todo&lt;/code&gt; that has closed, open, and in-progress states, as well as scheduled and deadline dates. Also provides &lt;code&gt;#todo-table&lt;/code&gt;, an enhanced form of &lt;code&gt;#filter-panel&lt;/code&gt; that raises high priority and imminent todos to the top.&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;meetings&lt;/td&gt;&lt;td&gt;Provides &lt;code&gt;#meeting&lt;/code&gt;, another structured idea for meeting notes that has fields for personnel and the date on which a meeting occurred.&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;cfps&lt;/td&gt;&lt;td&gt;Provides &lt;code&gt;#cfp&lt;/code&gt;, a structured idea for tracking submissions to CFPs (calls for proposals) such as journal submissions, jobs, and/or conference papers.&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;bibtex&lt;/td&gt;&lt;td&gt;A package to map BibTeX entries to ideas, with the option to augment each citation with arbitrary content. I use this now both as a way to organize notes on texts, and to network texts into other ideas.&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;slipshow&lt;/td&gt;&lt;td&gt;Provides &lt;code&gt;#slipshow&lt;/code&gt;, which produces a &lt;a href="https://github.com/panglesd/slipshow"&gt;slipshow&lt;/a&gt; from an ordered set of ideas.&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;pinboard&lt;/td&gt;&lt;td&gt;Provides &lt;code&gt;#pinboard&lt;/code&gt;, which produces a virtual canvas with windows on a set of ideas that you can drag around. I use this currently as a brainstorming method for headings in a writing piece.&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;It’s beginning to feel as though this will be the package set that I provide for the &lt;code&gt;0.1.0&lt;/code&gt; release, so I’m hopeful that this will soon be ready for experimentation by others.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w37-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w37-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w37-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Waterline development has also been driving a few changes in Rheo, principally ergonomic improvements. This week, for example, I added the ability to specify a &lt;strong&gt;prelude&lt;/strong&gt; file in &lt;code&gt;rheo.toml&lt;/code&gt; which is prepended to every vertebra in the &lt;a href="https://rheo.ohrg.org/spines"&gt;spine&lt;/a&gt;. In waterline’s case, this means that I can import &lt;code&gt;#idea&lt;/code&gt;, &lt;code&gt;#todo&lt;/code&gt;, and all the other functions from rookery such that I can start hatching ideas immediately in any new file without having to worry about imports. My waterline prelude also includes the &lt;code&gt;#show&lt;/code&gt; rule for the site template, so that every new page has the same header and footer.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also sophisticated how &lt;a href="https://rheo.ohrg.org/marrow"&gt;marrow&lt;/a&gt; works, such that it can be included at either (or both) the front or the end of the bundle, as either a &lt;strong&gt;prologue&lt;/strong&gt; or an &lt;strong&gt;epilogue&lt;/strong&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Lastly, I added an &lt;code&gt;auto_index = true&lt;/code&gt; option to &lt;code&gt;rheo.toml&lt;/code&gt; so that, if your Rheo project is organized via directories, Rheo can synthesize index pages that show the file tree for directories that don’t explicitly include an index. My waterline is currently organized such that when I create a new directory, all ideas that fall within it are given a tag corresponding to the directory name, as I use these directories to organize work across my different projects. Auto indexes thus give me a nice view of all the files related to a given project.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;&lt;a href="https://github.com/freecomputinglab/rheo/pull/175"&gt;This work&lt;/a&gt; hasn’t landed on &lt;code&gt;main&lt;/code&gt; yet, as I want to review it in isolation from waterline/rookery to make sure that it is in keeping with Rheo’s philosophy and separation of concerns.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-birds" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="birds" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w37-birds.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w37-birds&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-birds" data-rookery="tag" data-rookery-tags="birds"&gt;birds&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w37-birds" class="idea idea-tag-birds" data-rookery="idea" data-rookery-tags="birds"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Birds&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Now that my use of rookery is beginning to stabilize, I have started working in earnest on the tool that inspired it in the first place: a local-first issue tracker for agent memory. I wrote a couple of months ago about &lt;a href="https://www.ohrg.org/ideas/taming-jagged-intelligence-with-beads-and-jj"&gt;the LLM issue-tracking workflow&lt;/a&gt; that I had adopted using &lt;a href="https://github.com/jj-vcs/jj"&gt;jj&lt;/a&gt; and &lt;a href="https://github.com/gastownhall/beads"&gt;beads&lt;/a&gt; and then a month ago about &lt;a href="https://www.ohrg.org/ideas/birdkeeping"&gt;critiquing beads’ industrial metaphorics&lt;/a&gt;. This week I have started dogfooding &lt;code&gt;birds&lt;/code&gt;, my replacement for beads, and a CLI that is designed to allow context-engineering with LLMs via rookeries. I spent a number of cycles this week getting birds functional, and I’m pretty excited about it. That’s all I’ll say for now; but watch this space!&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-homelab" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="homelab" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w37-feed-nvim.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w37-feed-nvim&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-homelab" data-rookery="tag" data-rookery-tags="homelab"&gt;homelab&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w37-feed-nvim" class="idea idea-tag-homelab" data-rookery="idea" data-rookery-tags="homelab"&gt;&lt;span class="idea-title" data-rookery="title"&gt;&lt;code&gt;feed.nvim&lt;/code&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I switched from &lt;a href="https://github.com/christo-auer/eilmeldung"&gt;eilmeldung&lt;/a&gt; to &lt;a href="https://github.com/neo451/feed.nvim"&gt;feed.nvim&lt;/a&gt; as my main RSS reader this week, as the former hasn’t been doing it for me. I like the customizability of Neovim plugins, and the setup I have with feed.nvim already feels a lot better, surfacing the posts I care about much more effectively.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-dissertation" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="dissertation" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w37-literate-programming.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w37-literate-programming&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-dissertation" data-rookery="tag" data-rookery-tags="dissertation"&gt;dissertation&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w37-literate-programming" class="idea idea-tag-dissertation" data-rookery="idea" data-rookery-tags="dissertation"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Literate programming&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Given all the headspace I have given recently to Rheo, rookery, and the changing nature of programming, I made the concrete decision to switch gears on my dissertation this week, and write a chapter about literate programming and how these tools make a contribution to the space before writing the one on Marx and mathematics. This decision is in part precipitated by a paper’s acceptance to the upcoming edition of &lt;a href="https://hapoc.org/"&gt;HaPoC in Basel&lt;/a&gt;, where I’ll present the first pass of my thinking on this front. Putting the tools to work, I pinboarded the various components that I’m thinking of including in this chapter:&lt;/p&gt;&lt;img src="data:image/png;base64,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width="1875" height="390" style="display: block"&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w36.html</id><title>Week 36</title><published>2026-09-06T00:00:00Z</published><updated>2026-09-06T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w36.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 36&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w36" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 36&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w36-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w36-rookery" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rookery&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w36-liminal" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;LIMINAL&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w36-dissertation" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Dissertation&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w36.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w36&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-09-06&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w36" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 36&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w36-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w36-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w36-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;My first &lt;em&gt;really&lt;/em&gt; late weeknote, as my parents were visiting from Friday, and the weekend was accordingly lost. The addition of a couple of new packages in rookery have now made it largely impossible to return to &lt;a href="https://www.ohrg.org/ideas/writing-setup.html"&gt;my old system&lt;/a&gt;. I experienced this same tipping point when adopting Vim, and then Linux: there comes a point when the experience of the new system doesn’t transpose back to the old (Sublime Text and MacOS respectively). From this point on, it is much more valuable to invest time in learning, developing, and migrating the new system rather than languishing in the inadequacies of the old.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rookery" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rookery" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w36-rookery.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w36-rookery&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rookery" data-rookery="tag" data-rookery-tags="rookery"&gt;rookery&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w36-rookery" class="idea idea-tag-rookery" data-rookery="idea" data-rookery-tags="rookery"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rookery&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I cobbled together two new packages as part of the rookery ecosystem, &lt;code&gt;@rookery/bibtex&lt;/code&gt; and &lt;code&gt;@rookery/slipshow&lt;/code&gt;. Both of these are “publicly” available on the &lt;a href="https://github.com/freecomputinglab/rookery/pull/1"&gt;0.1.0 branch&lt;/a&gt; of the rookery repo, but I am refraining from merging anything into main and formally announcing the packages until I have a better sense of whether their APIs will remain stable. This type of prudence is becoming more and more important given the vibe-coding era. I released &lt;a href="https://github.com/freecomputinglab/rheo"&gt;Rheo&lt;/a&gt; at least six months too early, I think, as I hadn’t used it extensively enough to present it coherently as a project. While I do feel that Rookery is usable and adds something to the knowledge base space in its current form, I have aspirations to incorporate it into my vibe engineering workflow in a way that might stretch it beyond its current form. Thus I’m holding off on giving it easy installation and the like until I’m confident that it represents its use case and API more stably.&lt;/p&gt;&lt;h4&gt;rookery/bibtex&lt;/h4&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;&lt;code&gt;@rookery/bibtex&lt;/code&gt; is a package you can use to map &lt;a href="https://www.bibtex.org/"&gt;BibTeX citations&lt;/a&gt; to ideas in a rookery. In many ways, this package operationalizes a citational practice I’ve kept for some time now. I use &lt;a href="https://www.zotero.org/"&gt;Zotero&lt;/a&gt; as a repository of all my citations, and use the &lt;a href="https://github.com/retorquere/zotero-better-bibtex"&gt;Better BibTeX plugin&lt;/a&gt; to give every citation a unique key, and sync-export my library to a &lt;code&gt;references.bib&lt;/code&gt; file that I can use in downstream document generation.&lt;sup class="idea-fn-ref" id="fnref-10-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-10-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-10-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; I use Zotero strictly as a citation manager, i.e. to generate citations in the correct format in writing, rather than more generally as a document and annotation archive, for which I have a different, file-and-folder solution.&lt;/span&gt; The key that Better BibTeX generates for a citation, which strings together the author’s last name, the title, and publication year into something like &lt;code&gt;althusserMarxFreud1991&lt;/code&gt;, becomes the &lt;em&gt;global reference&lt;/em&gt; which coheres parts of my archive that pertain to the text this citation represents. For example, I’ll store the text in my archive as &lt;code&gt;althusserMarxFreud1991.pdf&lt;/code&gt;, notes for it as &lt;code&gt;althusserMarxFreud1991.notes.org&lt;/code&gt;, and so on.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;&lt;code&gt;@rookery/bibtex&lt;/code&gt; generates &lt;a href="https://rookery.ohrg.org/ideas/idea"&gt;one idea&lt;/a&gt; in your rookery for every citation, and gives you the option to represent the citation fields schematically in the idea’s standalone page. &lt;a href="https://maths.ohrg.org/maths/berkeleyAnalystDiscourseAddressed1754"&gt;Here’s an example&lt;/a&gt; of the generated idea with the citation fields footer, and &lt;a href="https://maths.ohrg.org/texts"&gt;there are a range of other such citation-ideas&lt;/a&gt; on the same website. The ideas that &lt;code&gt;@rookery/bibtex&lt;/code&gt; generates can be augmented with arbitrary content, such as notes relating to the text or links to associated ideas, so that a citation-idea can be networked in with the rest of your rookery.&lt;/p&gt;&lt;h4&gt;rookery/slipshow&lt;/h4&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;&lt;code&gt;@rookery/slipshow&lt;/code&gt; is inspired by &lt;a href="https://github.com/panglesd/slipshow"&gt;panglesd/slipshow&lt;/a&gt;. A slipshow is a generalization of a slideshow, wherein a ‘slip’ constitutes one sliver of content. This is more powerful than the slideshow concept, as a ‘show’ of slips isn’t necessarily bound to A4-like pages, and thus can appear in an infinite scroll down or across the screen, or even as part of an &lt;a href="https://docs.slipshow.org/en/stable/BOBKonf/pres.html"&gt;infinite canvas&lt;/a&gt; with a camera that adjusts as you move through the show. The &lt;code&gt;@rookery/slipshow&lt;/code&gt; package lets you specify an ordered list of ideas in a rookery to power a slipshow. Currently the transitions between slips are fairly limited (moving down or across the screen), as my first use case for this package is a slipshow of todos that are ordered on account of their dependencies.&lt;/p&gt;&lt;h4&gt;Other additions&lt;/h4&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also optimized incremental recompilation in both &lt;a href="https://github.com/freecomputinglab/rheo/commit/e87d6c38b5220391d8a1c303c8696096c841feae"&gt;Rheo&lt;/a&gt; and rookery, as my personal rookery is now  500 ideas, and at one point was taking around 20 seconds to compile. Through some Claude doctoring, I cut this down to 2-3 seconds for first compile, and then subsecond recompilations. I don’t plan to invest too much time in optimizing until I have several thousands of ideas (which might be next week, at this rate), but around ten seconds is my upper limit, as this keeps approximately in step with how fast I understand &lt;a href="https://sr.ht/~jonsterling/forester/"&gt;forester&lt;/a&gt; to be. Typst does a lot of the work here, and it will be interesting to see how it scales with thousands of cross-references, as I don’t think that this was a use case its developers had front-of-mind while building it.&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-10-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-10-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt; I use Zotero strictly as a citation manager, i.e. to generate citations in the correct format in writing, rather than more generally as a document and annotation archive, for which I have a different, file-and-folder solution.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-liminal" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="liminal" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w36-liminal.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w36-liminal&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-liminal" data-rookery="tag" data-rookery-tags="liminal"&gt;liminal&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w36-liminal" class="idea idea-tag-liminal" data-rookery="idea" data-rookery-tags="liminal"&gt;&lt;span class="idea-title" data-rookery="title"&gt;LIMINAL&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;A good few cycles this week on polishing the &lt;a href="https://liminal-lab.org/"&gt;LIMINAL&lt;/a&gt; platform, which will be sent out for private beta testing very shortly.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-dissertation" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="dissertation" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w36-dissertation.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w36-dissertation&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-dissertation" data-rookery="tag" data-rookery-tags="dissertation"&gt;dissertation&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w36-dissertation" class="idea idea-tag-dissertation" data-rookery="idea" data-rookery-tags="dissertation"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Dissertation&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;We had a &lt;a href="https://maths.ohrg.org/maths/26-08-31"&gt;great session with Felicia Jing&lt;/a&gt; discussing her forthcoming essay about Donald Knuth and the prehistory of the algorithm and Computer Science. I’m excited to work a bit more on Knuth in the coming weeks as I prepare for a paper about literate programming that I will present at &lt;a href="https://hapoc.org/hapop-7/"&gt;HAPOC in Basel&lt;/a&gt; this coming November, as I received notice this week that my paper (tentatively titled “The Source and its Bugs: The Cosmos of Illiterate Programming”) was accepted.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also spent a few hours reading &lt;a href="https://en.wikipedia.org/wiki/Ernst_Cassirer"&gt;Ernst Cassirer&lt;/a&gt;’s &lt;em&gt;Philosophy of Symbolic Forms&lt;/em&gt;, as an internal reading group at the &lt;a href="https://digitaltheory.org/"&gt;Digital Theory Lab&lt;/a&gt; is studying it this semester.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w35.html</id><title>Week 35</title><published>2026-08-30T00:00:00Z</published><updated>2026-08-30T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w35.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 35&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w35" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 35&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w35-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w35-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w35-rookery" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rookery&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w35-et-alia" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;&lt;em&gt;et alia.&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w35.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w35&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-08-30&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w35" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 35&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w35-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w35-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w35-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;It was the penultimate week before the semester starts up again, and I got a decent amount of hacking done. Early in the week I minted an &lt;a href="https://github.com/freecomputinglab/rheo/releases/tag/v0.6.0"&gt;0.6.0 release&lt;/a&gt; of Rheo. I did several rounds of iteration on &lt;a href="http://rookery.ohrg.org/"&gt;rookery&lt;/a&gt; through building out a rookery to support my own personal note-taking and task management, which ultimately led to &lt;a href="https://github.com/freecomputinglab/rheo-packages/pull/13"&gt;excising rookery releases&lt;/a&gt; from the canonical &lt;a href="https://github.com/freecomputinglab/rheo-packages"&gt;rheo-packages repo&lt;/a&gt; and resuscitating them in a &lt;a href="https://github.com/freecomputinglab/rookery"&gt;standalone one&lt;/a&gt;. To support this I also minted &lt;a href="https://github.com/freecomputinglab/rheo/releases/tag/v0.6.1"&gt;0.6.1&lt;/a&gt; and &lt;a href="https://github.com/freecomputinglab/rheo/releases/tag/v0.6.2"&gt;0.6.2&lt;/a&gt; releases of Rheo towards the end of the week. One good and hard bike ride to kick the lungs back into shape and some other peripheral hacking and reading, too.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w35-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w35-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w35-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I explained some of the motivation for 0.6.0 &lt;a href="26w34.html#loc-1"&gt;last week&lt;/a&gt;, so I won’t go into the details here, but my Monday was consumed by releasing this and quality controlling its impact on all the existing Rheo sites I maintain. I also rewrote significant sections of &lt;a href="https://rheo.ohrg.org/"&gt;Rheo’s documentation&lt;/a&gt;, in part because 0.6.0 adds some &lt;a href="https://rheo.ohrg.org/beacons"&gt;new&lt;/a&gt; &lt;a href="https://rheo.ohrg.org/head-control"&gt;concepts&lt;/a&gt;, and in part because some of it was messily synthesized by LLMs. I’m aiming not to have any of the documentation written by an LLM, but they’re inarguably useful for highlighting misalignments between code versions and the documentation in new releases. As a result of somewhat lazily saying “fine, template me the section” on a couple of occasions, some of the prose was giving that dumbly omniscient smell that results from giving LLMs too much control over a writing project.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
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  }
}"&gt;Now that Rheo’s API is starting to stabilize, at least in my personal use of it, it’s perhaps useful to recall why I built it in the first place. The basic motivation for Rheo as a whole was to provide a wrapping around Typst that would be both durable and extensible for the ways in which I am personally interested in using the language. These ways include producing beautiful and usable EPUBs (a research project), and being the basis for a better local-first writing, note-taking, and task management workspace. I currently achieve a hacky version of the latter &lt;a href="https://www.ohrg.org/ideas/writing-setup"&gt;using Org-mode and Dropbox&lt;/a&gt;, but Typst promises to make the draft-to-publication workflow much smoother, whether ‘publication’ means export as a PDF, as HTML to include in a website, as an EPUB, or all three simultaneously.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
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      &amp;quot;length&amp;quot;: 0.0
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}"&gt;When I started developing Rheo in late 2025, I fielded some questions from &lt;a href="https://cs.brown.edu/people/sk/"&gt;Shriram Krishnamurthi&lt;/a&gt; about why Rheo was necessary or useful in addition to Typst. There are a number of simple answers that I included in &lt;a href="https://rheo.ohrg.org/faq"&gt;Rheo’s FAQ&lt;/a&gt;, such as that Rheo gives you EPUB export and arguably simpler project organization. I’d now also add that Rheo &lt;a href="https://rheo.ohrg.org/packages"&gt;enhances the capabilities of the package ecosystem&lt;/a&gt;, and provides &lt;a href="https://rheo.ohrg.org/marrow"&gt;mechanisms to mix and match bundle export&lt;/a&gt; with Typst’s foundational export to PDF and experimental export to HTML. But Rheo shouldn’t really be considered a replacement for Typst so much as an experimental harness that wraps it and extends its capabilities without forking or rewriting it.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
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      &amp;quot;length&amp;quot;: 0.0
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}"&gt;The &lt;a href="https://rheo.ohrg.org/pkg-slides"&gt;slides package&lt;/a&gt; was the first real demonstration of this, as it allows you to export a PDF script and an HTML RevealJS slideshow from the same Typst source without any finicky wrapping around Typst compilation calls and appropriately linking in JS/CSS. But &lt;a href="#loc-1"&gt;rookery&lt;/a&gt; is a project that showcases Rheo’s ambitions as an extensible Typst platform much more vividly, which is one of the reasons I’ve been so charged this week developing it out.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;span id="loc-1"&gt;&lt;/span&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rookery" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rookery" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w35-rookery.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w35-rookery&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rookery" data-rookery="tag" data-rookery-tags="rookery"&gt;rookery&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w35-rookery" class="idea idea-tag-rookery" data-rookery="idea" data-rookery-tags="rookery"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rookery&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;Most of my work on rookery this week was driven by an increasingly obsessive attempt to use it as the dashboard for organizing my academic life. As I’ve &lt;a href="./rookery/_venues.typ"&gt;written in the rookery FAQ&lt;/a&gt;, one of the inspirations for rookery’s elementary notion of the ‘idea’ is &lt;a href="https://orgmode.org/worg/org-tutorials/orgtutorial_dto.html"&gt;Org-mode’s TODO system&lt;/a&gt;. My personal task management system has been more or less exclusively Org-mode todos for at least a couple of years. I typically view TODOs as a global list across &lt;em&gt;all&lt;/em&gt; of my Org-mode files, meaning that I can drop a &lt;code&gt;* TODO&lt;/code&gt; heading in any note at any time, and get it ‘filed’ in my list of all things:&lt;/p&gt;&lt;figure&gt;&lt;img src="data:image/png;base64,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" width="1901" height="287" style="display: block"&gt;&lt;/figure&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;I really like treating TODOs as federated in this way, as it means that, in addition to showing up on my global list, TODOs are associated with a project and/or other relevant surrounding context, such as the notes for the meeting out of which they were seeded. (Clicking enter on any of the TODO lines in the view above takes me to the TODO’s original context if I want to reference it or iterate there, if the TODO involves writing or further note-taking.)&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;&lt;a href="https://rookery.ohrg.org/ideas/idea.html"&gt;An idea in rookery&lt;/a&gt; was conceived as a (slightly generalized) TODO in the Org-mode sense. Rookery provides mechanisms to aggregate ideas that were hatched in various contexts, allowing them to be federated into global views or views over multiple hatching contexts, and always keeps the backlink to these hatching contexts. One of the packages I wrote this week was a skin over &lt;code&gt;@rookery/core&lt;/code&gt; called &lt;code&gt;@rookery/todos&lt;/code&gt; which recreates the Org-mode experience:&lt;/p&gt;&lt;img 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" width="1493" height="669" style="display: block"&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;This is working nicely for the small part of my notes that I have ported over from my Org-mode system currently, 283 ideas in total. These ideas are a mix of conference deadlines, job postings, personal todos, meeting notes, and more Zettelkasten-style notes on entities such as academic institutions and individual academics. Ideas in rookery follow the core principle of &lt;a href="https://www.ohrg.org/devonthink-part-i"&gt;associative archiving&lt;/a&gt; in that every idea exists in a flat search space. More pricipled ‘types’ (todos, meeting notes, entity entries) can then be specified through &lt;a href="https://rookery.ohrg.org/ideas/tags.html"&gt;rookery’s tagging system&lt;/a&gt;, which is inspired by &lt;a href="https://www.ohrg.org/ideas/devonthink-part-ii.html"&gt;DEVONthink’s tag system&lt;/a&gt;. As everything in a rookery is just an idea with optional tags, someone searching it can combine these two core data types to efficiently filter the search space (search by tag) and match on content in ideas (fuzzy search that combs both title and content):&lt;/p&gt;&lt;img src="data:image/png;base64,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" width="1654" height="826" style="display: block"&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;You might be thinking that this is all well and good for simple filters over ideas, but that a flat pool of strings is not a great data structure on which to build more complex metadata associated with ideas such as date lifecycles (created, updated, etc.). It’s of course possible to encode/serialize complex hierarchies and types as strings (&lt;code&gt;created:2026-08-31&lt;/code&gt;, etc.); but this gets messy given that rookery wants to show the tags associated with an idea in its interface, as you can see in the pills beneath the search items in the image above.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;Rookery tags are therefore actually not represented as an array of strings, but as a hash map. If an entry’s value in the hash map is &lt;a href="https://typst.app/docs/reference/foundations/none"&gt;&lt;code&gt;none&lt;/code&gt;&lt;/a&gt;, then rookery treats that tag as viewer-facing and presents it in the interface as you would expect (see tags such as &lt;code&gt;meeting&lt;/code&gt;, &lt;code&gt;liminal&lt;/code&gt;, and &lt;code&gt;tidbit&lt;/code&gt; in the screenshot above). If the value is &lt;em&gt;not&lt;/em&gt; &lt;code&gt;none&lt;/code&gt;, however, the tag is treated both as a regular tag &lt;em&gt;and&lt;/em&gt; as a metadata entry on the idea. A tag in rookery can thus consist of metadata structures that make full use of Typst’s type system.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;I’ve been working on a &lt;code&gt;@rookery/timeline&lt;/code&gt; package, for example, associates a &lt;code&gt;timeline-log&lt;/code&gt; with certain ideas, like so:&lt;/p&gt;&lt;pre&gt;&lt;code data-lang="typ"&gt;&lt;span style="color: #d73948"&gt;#&lt;/span&gt;&lt;span style="color: #d73948"&gt;let&lt;/span&gt; tags &lt;span style="color: #d73948"&gt;=&lt;/span&gt; (timeline-log: (
  (
    stage: &lt;span style="color: #198810"&gt;"submitted"&lt;/span&gt;,
    timestamp: &lt;span style="color: #4b69c6"&gt;datetime&lt;/span&gt;(day: &lt;span style="color: #b60157"&gt;29&lt;/span&gt;, month: &lt;span style="color: #b60157"&gt;4&lt;/span&gt;, year: &lt;span style="color: #b60157"&gt;2026&lt;/span&gt;),
    note: [What went in ..],
  ),
  (
    stage: &lt;span style="color: #198810"&gt;"under-review"&lt;/span&gt;,
    timestamp: &lt;span style="color: #4b69c6"&gt;datetime&lt;/span&gt;(day: &lt;span style="color: #b60157"&gt;31&lt;/span&gt;, month: &lt;span style="color: #b60157"&gt;8&lt;/span&gt;, year: &lt;span style="color: #b60157"&gt;2026&lt;/span&gt;),
    note: [Reception confirmed..],
    estimated: &lt;span style="color: #d73948"&gt;true&lt;/span&gt;,
  ),
  (stage: &lt;span style="color: #198810"&gt;"accepted"&lt;/span&gt;, timestamp: &lt;span style="color: #d73948"&gt;none&lt;/span&gt;),
  (stage: &lt;span style="color: #198810"&gt;"held"&lt;/span&gt;, timestamp: &lt;span style="color: #d73948"&gt;none&lt;/span&gt;),
))&lt;/code&gt;&lt;/pre&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;This means that, in filters and search, we can then also filter according to the &lt;code&gt;timeline-log&lt;/code&gt; of certain ideas, prioritizing ones with a deadline approaching. The metadata can then also be used to power custom UX elements exported from &lt;code&gt;@rookery/timeline&lt;/code&gt;such as this stage-tracking footer shown in the standalone page of the idea:&lt;/p&gt;&lt;img 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width="1445" height="903" style="display: block"&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
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  }
}"&gt;In addition to &lt;code&gt;@rookery/core&lt;/code&gt;, I now have prototypes for &lt;code&gt;@rookery/search&lt;/code&gt;, &lt;code&gt;@rookery/timeline&lt;/code&gt;, and &lt;code&gt;@rookery/todos&lt;/code&gt;, which I am drafting in the &lt;a href="https://github.com/freecomputinglab/rookery/pull/1"&gt;0.1.0 branch&lt;/a&gt;. I added a mechanism in Rheo 0.6.2 to read Rheo packages directly from git repos and branches configured in &lt;code&gt;rheo.toml&lt;/code&gt;, which should allow me to iterate on the packages without having to constantly mint new releases. (I got up to rookery 0.6.0 this week before deciding that I had to do something about it so that the rheo-packages release stream wouldn’t be so noisy.)&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
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}"&gt;None of this is live or released yet, as I want to at least notionally stabilize the &lt;code&gt;@rookery/core&lt;/code&gt; API before minting an &lt;code&gt;0.1.0&lt;/code&gt;.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-et-alia" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="et-alia" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w35-et-alia.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w35-et-alia&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-et-alia" data-rookery="tag" data-rookery-tags="et-alia"&gt;et-alia&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w35-et-alia" class="idea idea-tag-et-alia" data-rookery="idea" data-rookery-tags="et-alia"&gt;&lt;span class="idea-title" data-rookery="title"&gt;&lt;em&gt;et alia.&lt;/em&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
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    &amp;quot;max&amp;quot;: {
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  }
}"&gt;One serious bike ride this week on my gravel bike, which is noticeably more stable and safe than my road bike, especially on the downhills:&lt;/p&gt;&lt;img src="data:image/png;base64,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}"&gt;It wasn’t super long, but 150bpm over two hours is a good effort for me. (I have a dangerously low resting heart rate, around 45bpm, and have never clocked a heart rate over 190bpm in the last two years in which I’ve been actively monitoring it.) I was going to do a much longer ride (200+ km) on Wednesday to commute from Turin to Reggio Emilia, but got a puncture all of ten minutes in, and so walked my bike back to the Decathlon in dejection, bought a new tube and changed the tire, and got the train instead.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;In preparation for that longer ride, I synthesized an audiobook of Matt Handelman’s &lt;a href="https://fordhampress.com/the-mathematical-imagination-hb-9780823283835.html"&gt;&lt;em&gt;The Mathematical Imagination: On the Origins and Promise of Critical Theory&lt;/em&gt;&lt;/a&gt;, which I’m about halfway through and really enjoying! Next week I will try to get back into writing book reviews on &lt;a href="http://ohrg.org/"&gt;my main blog&lt;/a&gt; for this and &lt;a href="26w25.html#loc-1"&gt;Karatani’s &lt;em&gt;Transcritique&lt;/em&gt;&lt;/a&gt;.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w34.html</id><title>Week 34</title><published>2026-08-23T00:00:00Z</published><updated>2026-08-23T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w34.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 34&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w34" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 34&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w34-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w34-rookery" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rookery&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w34-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w34-a-new-window-manager-niri" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;A new window manager: niri&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w34-et-alia" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.5&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w34.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w34&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-08-23&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w34" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 34&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w34-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w34-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w34-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;As I work more with &lt;a href="https://rookery.ohrg.org"&gt;rookery&lt;/a&gt;, I am realising that the way of thinking it allows will be perhaps even more integral in my research going forward than I suspected while building it. As a result, I spent most of my cycles this week tuning it. I also switched to &lt;a href="https://github.com/niri-wm/niri"&gt;niri&lt;/a&gt; on both my laptop and desktop as a window manager, and we had a couple of (non-academic) visitors at home in Turin to usher in the cooler weather. This is one of the last weeks of real hacking, as we move more into regular programming in step with the Fall semester now that September is on the horizon.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rookery" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rookery" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w34-rookery.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w34-rookery&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rookery" data-rookery="tag" data-rookery-tags="rookery"&gt;rookery&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w34-rookery" class="idea idea-tag-rookery" data-rookery="idea" data-rookery-tags="rookery"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rookery&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I released rookery 0.1.0 at &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w33-rookery.html"&gt;the start of last week&lt;/a&gt;&lt;/span&gt;, and over the course of it I’ve iterated through a couple of versions to reach &lt;a href="https://github.com/freecomputinglab/rheo-packages/releases/tag/rookery-0.4.0"&gt;0.4.0&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;This fast release cycle is mostly a function of wanting to deploy updates quickly on this site and my &lt;a href="https://ohrg.org"&gt;main blog&lt;/a&gt;, both of which employ a deployment pipeline that pulls Rheo and its packages from published releases. In the future it will probably make sense to set up some sort of prerelease pipeline so that I can dogfood new functionality on my own sites first, but as rookery hasn’t actually been announced anywhere yet (besides these weeknotes), I figure that it doesn’t have any real users who would be impacted.&lt;sup class="idea-fn-ref" id="fnref-8-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-8-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-8-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; Rheo, on the other hand, does seem to have at least a few users, and so I’m &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w34-rheo.html"&gt;being more careful with its release cycle&lt;/a&gt;&lt;/span&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;The features and default styling has changed fairly significantly since 0.1.0, so I again encourage the interested reader to check out &lt;a href="https://rookery.ohrg.org"&gt;rookery’s documentation&lt;/a&gt; for a more complete account. Highlights include a &lt;a href="https://rookery.ohrg.org/ideas/inspiration"&gt;more thorough comparison between rookery and other similar tools&lt;/a&gt; and a &lt;a href="https://rookery.ohrg.org/ideas/tags"&gt;tag system&lt;/a&gt; that complements the idea ecosystem. The tagging is conceptually and visually inspired by &lt;a href="https://www.devontechnologies.com/apps/devonthink"&gt;DEVONthink&lt;/a&gt;, and includes rudimentary integration with &lt;a href="https://github.com/freecomputinglab/rheo-packages/releases/tag/rookery-search-0.4.0"&gt;rookery-search&lt;/a&gt;, which you can see in action on the documentation site. An easter egg is that if you type the prefix &lt;code&gt;tags:&lt;/code&gt; in the search modal followed directly without a space by some characters (i.e. &lt;code&gt;tags:con&lt;/code&gt;), you can fuzzy search by tag names.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also made my &lt;a href="https://maths.ohrg.org/"&gt;&lt;em&gt;Math(s), Philosophy, History&lt;/em&gt; reading group site&lt;/a&gt; a rookery, sketching out the &lt;a href="https://maths.ohrg.org/authors"&gt;authors&lt;/a&gt; of texts we’ve read as their own ideas as a placeholder for how I intend to deepen the presentation of our group’s thinking there. The next phase of adopting rookery is to migrate my personal knowledge base to rookery, which is currently a flat folder of Orgmode files. These four projects—my weeknotes, my blog site, a reading group site, and my personal knowledge base—are a pretty good representation of projects that I feel the current version of rookery should be able to support.&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-8-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-8-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt; Rheo, on the other hand, does seem to have at least a few users, and so I’m &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w34-rheo.html"&gt;being more careful with its release cycle&lt;/a&gt;&lt;/span&gt;.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;span id="loc-1"&gt;&lt;/span&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w34-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w34-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w34-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Alongside &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w34-rookery.html"&gt;rookery development&lt;/a&gt;&lt;/span&gt;, I worked on an &lt;a href="https://github.com/freecomputinglab/rheo/pull/168"&gt;0.6.0 release&lt;/a&gt; of Rheo. (I’ve also worked all day today on this. The release has been blocking the release of this weeknote, which I wrote at a cafe this morning.) Because it does seem that there are at least a few idle users of Rheo, I’m being a little bit more thoughtful about release cadence, even as it is also still &lt;a href="https://news.ycombinator.com/item?id=28154775"&gt;0.x software&lt;/a&gt; and thus not marketed as reliably stable.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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      &amp;quot;length&amp;quot;: 0.0
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  }
}"&gt;The 0.6.0 release actually only &lt;em&gt;removes&lt;/em&gt; features, rather than adding any. As &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w33.html"&gt;I’ve recognised before&lt;/a&gt;&lt;/span&gt;, there are several aspects of Rheo, such as Atom feed generation in the HTML export, that can already be achieved with native Typst.&lt;sup class="idea-fn-ref" id="fnref-9-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-9-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-9-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; I released the first version of Rheo before &lt;a href="https://typst.app/docs/reference/bundle/"&gt;bundle export&lt;/a&gt; landed in 0.15.0, an experimental target that makes possible several of the motivating features for Rheo.&lt;/span&gt; Rheo is &lt;a href="https://chi-star-workshop.github.io/src/assets/pdf/papers/DocumentInfrastructureForAugmentedReading%20-%20Will%20Crichton.pdf"&gt;designed as a harness around Typst&lt;/a&gt;, and thus in principle should only ever offer functionality that is not possible or otherwise difficult to achieve in native Typst. By this token, 0.6.0 strips Atom feed generation from the Rheo compiler and moves it to a &lt;a href="https://github.com/freecomputinglab/rheo-packages/tree/main/feeds/0.1.0"&gt;custom Typst package&lt;/a&gt;. This refactor makes feed generation much more customizable, as configuration all takes place in Typst, rather than mixing and matching between Typst and &lt;a href="https://rheo.ohrg.org/rheotoml"&gt;rheo.toml&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;There is one important aspect of feeds that cannot be achieved in native Typst, at least not without some downstream hackery. With bundle export, Typst can generate custom files such as &lt;code&gt;feed.xml&lt;/code&gt; in the build folder easily enough, and introspect Typst state such as document titles in order to programmatically determine that file’s metadata. What it can’t achieve, however, is filling in the feed with the actual HTML content that Typst compilation generates, as this would require a ‘second-pass’ or double compilation.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;Thus Rheo 0.6.0 introduces a notion of &lt;strong&gt;beacons&lt;/strong&gt;, which are placeholders that Rheo can replace with compiled content such as the HTML output of a blog post in a cheap second pass &lt;em&gt;after&lt;/em&gt; Typst compilation. Because Rheo treats each separate Typst file as &lt;a href="https://rheo.ohrg.org/spines"&gt;a vertebra in a spine&lt;/a&gt;, a beacon can indicate that Rheo should replace it with the compiled content of a vertebra, therefore allowing the &lt;code&gt;feeds&lt;/code&gt; package to generate a content-rich Atom or RSS feed.&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-9-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-9-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt; I released the first version of Rheo before &lt;a href="https://typst.app/docs/reference/bundle/"&gt;bundle export&lt;/a&gt; landed in 0.15.0, an experimental target that makes possible several of the motivating features for Rheo.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-homelab" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="homelab" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w34-a-new-window-manager-niri.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w34-a-new-window-manager-niri&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-homelab" data-rookery="tag" data-rookery-tags="homelab"&gt;homelab&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w34-a-new-window-manager-niri" class="idea idea-tag-homelab" data-rookery="idea" data-rookery-tags="homelab"&gt;&lt;span class="idea-title" data-rookery="title"&gt;A new window manager: niri&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
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}"&gt;After using &lt;a href="https://hypr.land/"&gt;Hyprland&lt;/a&gt; for a little more than a year (before Hyprland I used &lt;a href="https://dwm.suckless.org/"&gt;dwm&lt;/a&gt;, another tiling window manager), I switched this week to &lt;a href="https://github.com/niri-wm/niri"&gt;niri&lt;/a&gt;. I don’t exactly remember where I got the idea, but the switch has been sitting in my notes for a month or two, motivated by niri’s horizontal scroll as a default. Hyprland and dwm have both worked well enough, but I have found that I almost never use a window layout more complex than two side-by-side windows—usually a terminal running tmux and firefox—so while features like &lt;a href="https://dwm.suckless.org/patches/fibonacci/"&gt;fibonacci layouts&lt;/a&gt; are interesting in theory, they’re lost on me in practice. Moreover, niri is &lt;a href="https://github.com/niri-wm/niri"&gt;written in Rust&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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      &amp;quot;length&amp;quot;: 0.0
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}"&gt;I don’t think that my config is particularly complex, as I mostly followed what’s demonstrated in &lt;a href="https://www.youtube.com/watch?v=7XmD5UyyhZQ"&gt;this video&lt;/a&gt;. But I am already finding it significantly nicer, both on a single laptop screen and on multiple screens at home on my desktop. Rather than treating workspaces as fixed and numbered, and tying certain applications to them, I’m now typically just using one or two workspaces (niri by default keeps one free ‘below’ your last workspace), and letting applications stack out horizontally as I use them. I took the opportunity to also tune some tmux hotkeys around switching panes and windows, and I have to say, my setup now feels markedly snappy.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-et-alia" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="et-alia" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w34-et-alia.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w34-et-alia&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-et-alia" data-rookery="tag" data-rookery-tags="et-alia"&gt;et-alia&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w34-et-alia" class="idea idea-tag-et-alia" data-rookery="idea" data-rookery-tags="et-alia"&gt;&lt;span class="idea-title" data-rookery="title"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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  }
}"&gt;One of the visitors this week was on her way back to the UK after a cycling trip around Switzerland and France, so we punched out a casual 100km with a healthy 1400m climbing one morning:&lt;/p&gt;&lt;img src="data:image/png;base64,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}"&gt;This was a gorgeous loop that I’ll definitely do again. Like many of the routes out West of Turin, it’s a bit of drudgery to dodge cars and traffic lights getting out: but once you’re there it’s supreme.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;We also spent two nights at Lago d’Orta, meandering 15km one day around the lake (I’ll spare you the Strava screenshot) before taking the ferry back. We visited the &lt;a href="https://www.lagodorta.piemonte.it/en/partner/monastery-of-san-giulio/"&gt;Monastery of San Giulio&lt;/a&gt;, ate some overpriced pastries, and caught the second half of a mighty &lt;a href="https://www.youtube.com/watch?v=63ckT4DxMB0"&gt;All Blacks victory&lt;/a&gt; over the Springboks in South Africa. All in a late August day’s work.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w33.html</id><title>Week 33</title><published>2026-08-16T00:00:00Z</published><updated>2026-08-16T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w33.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 33&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w33" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 33&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w33-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w33-rookery" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rookery&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w33-birds" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Birds&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w33-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w33-listmonk" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.5&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Listmonk&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w33.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w33&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-08-16&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w33" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 33&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w33-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w33-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w33-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;It was a productive week back at the office (my apartment living room). I’m writing on a Monday again, which is becoming the more reasonable day on which to publish my weeknote, so I’ll stop &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w32.html"&gt;apologizing for it&lt;/a&gt;&lt;/span&gt;. The sections are in reverse order this week, as some hacking I did over the weekend has resulted in the new skin you see here for these weeknotes, and it’s very much top of mind. The tooling that enables this structure is something I’ve been wanting to build since I &lt;a href="https://www.ohrg.org/writing-weeknotes"&gt;started writing weeknotes&lt;/a&gt;, and a lot of the work I’m planning to do in the coming months will build on it as a basis.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rookery" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rookery" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w33-rookery.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w33-rookery&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rookery" data-rookery="tag" data-rookery-tags="rookery"&gt;rookery&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w33-rookery" class="idea idea-tag-rookery" data-rookery="idea" data-rookery-tags="rookery"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rookery&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;This website now runs on a new Rheo/Typst package called &lt;a href="https://rookery.ohrg.org/"&gt;rookery&lt;/a&gt;. I spent the weekend developing this package and doing my best to explain its concepts and how it works in that documentation site, and so I direct the reader there for a proper explanation. Here I’ll just talk a little about its motivation and the research that I hope it will jumpstart.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;When I was an undergraduate freshman, my parents bought me a &lt;a href="https://support.apple.com/en-us/118466"&gt;Macbook Pro&lt;/a&gt; to use for my studies. I remember opening it in California when I arrived in the US on August 10th, 2013. My high school hadn’t offered any classes in computing except a summer course on touch typing, taught by the headmaster’s wife, but I had taught myself Python using &lt;a href="https://www.coursera.org/"&gt;Coursera&lt;/a&gt; and &lt;a href="https://www.edx.org/"&gt;EdX&lt;/a&gt;, the &lt;a href="https://en.wikipedia.org/wiki/Massive_open_online_course"&gt;MOOC&lt;/a&gt; platforms of the moment.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;For reasons I don’t remember, I used the indy software &lt;a href="https://growlybird.com/notes/"&gt;Growly Notes&lt;/a&gt; for all my work. In a particularly memorable course as a freshman (taught by &lt;a href="https://en.wikipedia.org/wiki/Daniel_Heller-Roazen"&gt;Daniel Heller-Roazen&lt;/a&gt;), I remember deciding to take notes in a different way each lecture, ranging from structured bullets on Growly to writing a single stream-of-thought line that spiralled from the outer edges of an A4 piece of paper to its center.&lt;sup class="idea-fn-ref" id="fnref-7-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-7-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-7-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; Appropriately, I believe that these were my notes for the lecture on Dante’s &lt;em&gt;Inferno&lt;/em&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;Growly stuck with me for four years. In my junior or senior year, a PhD student in German whom I had become friends with, &lt;a href="https://histlit.fas.harvard.edu/people/william-stewart"&gt;William Stewart&lt;/a&gt;, clued me in to another indy Mac software, &lt;a href="https://www.devontechnologies.com/apps/devonthink"&gt;DEVONThink&lt;/a&gt;. Over several years as a recent graduate working at &lt;a href="https://forensic-architecture.org/"&gt;Forensic Architecture&lt;/a&gt; in London, I came to a way of &lt;a href="https://www.ohrg.org/devonthink-part-ii"&gt;using&lt;/a&gt; &lt;a href="https://www.ohrg.org/devonthink-part-iii"&gt;DEVONthink&lt;/a&gt; as what I called an &lt;a href="https://www.ohrg.org/devonthink-part-i"&gt;associative archive&lt;/a&gt;. This wasn’t a note-taking philosophy so much as it was a kind of nascent theory of how to bring the best of Unix to digital archiving in general, and personal research databases in particular.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
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}"&gt;As I moved through the early years of my dissertation, I eventually managed to cleanse myself of any strong dependency on Apple software. Though I haven’t yet managed to recreate a richly featured associative archiving system on Linux, much of my recent software work with &lt;a href="https://freecomputinglab.ohrg.org/"&gt;the FCL&lt;/a&gt; is essentially in search of this vision.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;In 2023 or so, I &lt;a href="https://www.ohrg.org/writing-setup"&gt;adopted Org-mode&lt;/a&gt; more seriously at &lt;a href="https://portfolio.izac.us/"&gt;Zac Ioannidis&lt;/a&gt;’ suggestion. Org-mode completely transformed my way of thinking about note-taking, partly because I hacked together a way (with LaTeX and Pandoc) to export documents to both HTML and PDF, and partly because of its &lt;a href="https://orgmode.org/manual/TODO-Basics.html"&gt;inbuilt TODO system&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
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      &amp;quot;length&amp;quot;: 0.0
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}"&gt;At the end of 2025, I started looking into &lt;a href="https://typst.app/"&gt;Typst&lt;/a&gt; after conversations with &lt;a href="https://willcrichton.net/"&gt;Will Crichton&lt;/a&gt;. This led me to develop &lt;a href="https://rheo.ohrg.org/"&gt;Rheo&lt;/a&gt; and to publish a paper with Will about &lt;a href="https://chi-star-workshop.github.io/src/assets/pdf/papers/DocumentInfrastructureForAugmentedReading%20-%20Will%20Crichton.pdf"&gt;its possible use in augmented reading research&lt;/a&gt; alongside &lt;a href="https://github.com/nota-lang/bene"&gt;bene&lt;/a&gt;, an EPUB reading system. As I started doing all my writing in Typst, I came to realise that I wanted to use it as the basis of not only an associative archive, but also both a proper academic authoring toolchain and my (increasingly constant) communication with LLMs.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;Rookery lets you create &lt;a href="https://www.forester-notes.org/QHXS/index.xml"&gt;intellectual junkyards&lt;/a&gt; in Typst, and it is the next step in this line of my research thinking about better foundations for documents and knowledge systems. It draws most of its concepts from Jon Sterling’s &lt;a href="https://www.forester-notes.org/index/index.xml"&gt;forester&lt;/a&gt;, which I wrote about as &lt;a href="https://www.ohrg.org/writing-weeknotes"&gt;inspiration for why I started writing weeknotes&lt;/a&gt;, and again &lt;a href="https://rookery.ohrg.org/ideas/inspiration"&gt;in the rookery FAQ&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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      &amp;quot;length&amp;quot;: 0.0
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}"&gt;I recognise, however, that often tools in this ‘deep note taking’ space can come across as unapproachable and opaque—at least, this is my experience of how tools like &lt;a href="https://kagi.com/search?q=roam+research"&gt;Roam Research&lt;/a&gt; and even &lt;a href="https://obsidian.md/"&gt;Obsidian&lt;/a&gt; tend to signify. &lt;a href="https://www.notion.com/"&gt;Notion&lt;/a&gt; is the most mainstream tool that draws aspects of its architecture from this research space, but it very much follows Apple’s example in cultivating walled gardens and prioritizing enterprise use cases.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;&lt;a href="https://rookery.ohrg.org"&gt;Rookery&lt;/a&gt; is my first real contribution to this space (other than Rheo, which arguably doesn’t play in quite the same sandpit), and I can’t wait to rebuild and extend several of the sites I maintain with it this coming week. &lt;a href="https://weeknotes.ohrg.org"&gt;This site&lt;/a&gt; is the first that I’ve ported—it took all of five minutes with the help of Claude Code—so watch this space for many more rookery examples.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;The development of rookery and its documentation took only one weekend (15-16 August), though with full 10+ hour days hacking, and it stands on the shoulders of much prior work in Rheo. It is almost entirely &lt;a href="https://simonwillison.net/2025/Oct/7/vibe-engineering/"&gt;vibe-engineered&lt;/a&gt;, and only currently tested anecdotally in my own examples. Rookery is personal software for the time being, and like Rheo it is likely to undergo relatively dramatic changes in the next few months as I work out how I best work with it. That said, if this kind of tooling excites you, you’re brave enough to want to use rookery for something, or you just have some feedback, please do &lt;a href="mailto:hi@ohrg.org"&gt;reach out&lt;/a&gt;.&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-7-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-7-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt; Appropriately, I believe that these were my notes for the lecture on Dante’s &lt;em&gt;Inferno&lt;/em&gt;.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-birds" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="birds" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w33-birds.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w33-birds&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-birds" data-rookery="tag" data-rookery-tags="birds"&gt;birds&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w33-birds" class="idea idea-tag-birds" data-rookery="idea" data-rookery-tags="birds"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Birds&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;Earlier in the week, I posted a new blog post, &lt;a href="https://www.ohrg.org/birdkeeping"&gt;&lt;em&gt;Birdkeeping&lt;/em&gt;&lt;/a&gt;. I wrote this post two weeks ago, actually, as I started hacking on a tool in the &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w33.html"&gt;same family as rookery&lt;/a&gt;&lt;/span&gt;, and it represents my latest thinking about how to use LLMs effectively in software maintenance and research. I decided that I want to develop this tool in &lt;a href="https://lean-lang.org/"&gt;Lean&lt;/a&gt;, an exciting new programming language that is getting a lot of play in software news at the moment in relation to &lt;a href="https://www.quantamagazine.org/the-ai-revolution-in-math-has-arrived-20260413/"&gt;the waves AI is making in mathematical research&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;&lt;a href="https://www.youtube.com/watch?v=q06rLw6imT0#:~:text=This%20is%20best,a%20personal%20tutor."&gt;Grant Sanderson has some good thoughts&lt;/a&gt; about how to use LLMs to learn, and I’m doing something similar in order to learn Lean. I have a prototype for this tool in Rust—which is the programming language I’m most comfortable thinking with right now—and so I asked Opus 5 to devise a tutorial covering core concepts and features in Lean that reconstruct the same tool. This has so far been a productive exercise, as I know exactly what I’m building and why I’d want to build it: I just get a contextualized tour of Lean along the way. After an hour or two building the prototype back up in Lean, I realised that I still needed to refine some of the concepts in the tool themselves, so I went back to Rust for a bit where I can iterate faster. But this is the general workflow that I intend to continue. More on this tool when it’s more mature in my own thinking!&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w33-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w33-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w33-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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  }
}"&gt;In order to enable parts of &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w33-rookery.html"&gt;rookery&lt;/a&gt;&lt;/span&gt;, I cut a &lt;a href="https://github.com/freecomputinglab/rheo/releases/tag/v0.5.2"&gt;0.5.2 release of Rheo&lt;/a&gt; this week. It only adds one feature, which is to enable both end users and Rheo packages to specify &lt;a href="https://github.com/freecomputinglab/rheo/pull/164"&gt;marrow&lt;/a&gt;. I haven’t fully thought through the consequences of this feature in Rheo yet, so I’m leaving it undocumented for now.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;A bigger rewrite also got underway factoring out parts of Rheo’s engine to custom Typst packages. Rheo is intended as a kind of wrapping compiler around Typst, and so it only wants features that are impossible to achieve or otherwise not performant in pure Typst. The way that Rheo creates &lt;code&gt;rheo-context&lt;/code&gt;, for example, is &lt;a href="http://localhost:3000/ideas/26w30-rheo.html"&gt;currently hacky&lt;/a&gt; given that it could be implemented as a Typst package. In Rheo 0.6.0, I hope to strip away some of the unnecessary features in Rheo’s core and compartmentalize them instead as packages.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also shipped a &lt;a href="https://github.com/freecomputinglab/rheo-packages/releases/tag/blogfeed-0.1.1"&gt;blogfeed 0.1.1&lt;/a&gt;, which enables the nice colours you can now see in the filters on &lt;a href="https://www.ohrg.org/"&gt;my main blog&lt;/a&gt;.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box" data-rookery="box" data-rookery-gutter="on" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w33-listmonk.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w33-listmonk&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w33-listmonk" class="idea" data-rookery="idea"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Listmonk&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;I spent a day at the very beginning of the week—which feels like a long time ago now—setting up a local instance of &lt;a href="https://listmonk.app/"&gt;listmonk&lt;/a&gt; so that I can send out emails easily every time I have a new post here or on &lt;a href="https://www.ohrg.org/"&gt;my main blog&lt;/a&gt;. This was a bit more finicky than I had hoped, as listmonk doesn’t provide a built-in way to treat Atom feeds like &lt;a href="http://localhost:3001/feed.xml"&gt;the one for this site&lt;/a&gt; as a source of truth for email campaigns, which is what I want. It was so frustrating, in fact, that I went searching for a different framework halfway through. &lt;a href="https://buttondown.com/"&gt;Buttondown&lt;/a&gt; looks usable, but I wanted to self-host it, and it’s not open source. So I resisted the urge to develop my own emailing software from scratch, and stuck through configuring listmonk.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;I ended up developing a custom Python CLI / NixOS module that both provisions a fresh instance of listmonk in the way that I want, and also runs a daemon that polls Atom feeds and creates new campaigns when there is new content. After a forgettable afternoon fighting with listmonk’s misshapen API, I got it working reasonably enough. When my &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w24.html"&gt;Framework Desktop&lt;/a&gt;&lt;/span&gt; is turned on, it polls my sites’ Atom feeds, and prompts me if there are new campaigns (emails for new posts) to send out. I can adapt the template for the email, i.e. how much of the content it previews in the email itself, and send emails etc. in the listmonk frontend interface, which is… fine.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;The other major hitch is that, in order to provide an endpoint through which users can automatically subscribe and unsubscribe, the service running on my machine would need an external IP address. The deeper problem is that I intentionally don’t leave my desktop on at all times, and so the service isn’t always available. I have plans to solve this deeper part with (yet another) system I’m building; but given it doesn’t exist yet, there’s no point right now in taking the trouble to expose my listmonk server to the broader Internet. My workaround at the moment is just to manually maintain the list, which means that ‘subscribing’ and ‘unsubscribing’ just amount to sending me an email. Thankfully, the readership for both this site and my blog is minuscule, and given its technical consistency many if not most of my readers know how Atom feeds work. For those who don’t, you can get on the email list by sending an email with &lt;code&gt;subscribe weeknotes.ohrg.org&lt;/code&gt; in the header to &lt;code&gt;hi [the symbol in emails] ohrg [dot] org&lt;/code&gt;.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w32.html</id><title>Week 32</title><published>2026-08-09T00:00:00Z</published><updated>2026-08-09T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w32.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 32&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w32" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 32&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w32-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w32-dissertation" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Dissertation&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w32-course-development" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Course development&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w32-digital-theory-lab" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Digital Theory Lab&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w32-et-alia" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.5&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w32.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w32&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-08-09&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w32" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 32&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w32-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w32-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w32-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;It is the day after &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w31.html"&gt;again&lt;/a&gt;&lt;/span&gt;, the day after the official end of a frazzled week of suffering to think in the European heat. Much of the work I snuck in during it was on a new project related to &lt;a href="https://www.ohrg.org/taming-jagged-intelligence-with-beads-and-jj"&gt;the blog post&lt;/a&gt; I wrote two weeks ago regarding my beads/jj/agent setup. One part of this that I am willing to share at this stage is the coding-agent extension set &lt;a href="https://github.com/freecomputinglab/soroban"&gt;soroban&lt;/a&gt;, which I released on Thursday last week. Soroban operationalizes the workflow I outlined in the blog post through a set of &lt;a href="https://claude.com/skills"&gt;agent skills&lt;/a&gt;, or a real extension if you use &lt;a href="https://pi.dev/"&gt;pi&lt;/a&gt;. Due to token constraints, I am still mostly using soroban from inside Claude Code via the skill interface, which works just fine.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Besides releasing soroban, this week I rethought the broader frame of my dissertation (&lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w32-dissertation.html"&gt;Dissertation&lt;/a&gt;&lt;/span&gt;), did more course development (&lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w32-course-development.html"&gt;Course development&lt;/a&gt;&lt;/span&gt;), and hacked through a full stack application deployment on Digital Ocean (&lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w32-digital-theory-lab.html"&gt;Digital Theory Lab&lt;/a&gt;&lt;/span&gt;). In extra-academic and likely more exciting news, we bike-packed some of the way to Switzerland to catch the opening weekend of the &lt;a href="https://www.locarnofestival.ch/it/home.html"&gt;Locarno Film Festival&lt;/a&gt; (&lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w32-et-alia.html"&gt;et alia&lt;/a&gt;&lt;/span&gt;).&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-dissertation" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="dissertation" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w32-dissertation.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w32-dissertation&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-dissertation" data-rookery="tag" data-rookery-tags="dissertation"&gt;dissertation&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w32-dissertation" class="idea idea-tag-dissertation" data-rookery="idea" data-rookery-tags="dissertation"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Dissertation&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Up until this point, my dissertation has been conceived as a &lt;a href="https://www.ohrg.org/streams-of-thought-in-my-dissertation"&gt;theoretical undertaking&lt;/a&gt; which will result in a monograph, as is the fashion in the North American humanities.&lt;sup class="idea-fn-ref" id="fnref-6-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-6-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-6-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; For those unfamiliar, the humanities PhD dissertation in the U.S. system is something like a first-pass draft at your first book, which you are expected to publish after substantial revisions in the first few years &lt;em&gt;after&lt;/em&gt; your PhD, i.e as a postdoc or junior professor.&lt;/span&gt; This may yet be the case; but I have decided that I would be remiss not to incorporate the software work and maintenance that is increasingly a core aspect of my labour and headspace. Thus I did some work remapping the structure of my dissertation this week. The first three chapters will still proffer a conceptual and critical history of the relation between computer science and capital, the topic on which I settled several years ago. I now intend to also add three more chapters to the dissertation as a whole which frame and reflect on three software systems I have built throughout my PhD.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;These three projects will likely be: &lt;a href="https://rheo.ohrg.org/"&gt;Rheo&lt;/a&gt;, &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w29-karaji.html"&gt;Karaji&lt;/a&gt;&lt;/span&gt;, and the new project that I refer to in the intro above. Each of these systems will be something that I intend to use daily, as I currently use Rheo for all my writing, website maintenance, and &lt;a href="https://rheo.ohrg.org/pkg-slides"&gt;slide decks&lt;/a&gt;. Each of these systems will also, I hope, be a serious open source software used by a non-trivial number of people, although maximizing the raw headcount of users is not their driving force. What I hope these systems will collectively demonstrate is a style of software that tugs against capital’s capricious nature, and therefore materializes in a different way the thrust of the theoretical argument I will make against a culture of computing that does not attend to how the value it produces in the world is disfigured by capital’s unconsciously installed drives, desires, and motive forces.&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-6-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-6-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt;&lt;span style="white-space: pre-wrap"&gt;  &lt;/span&gt;For those unfamiliar, the humanities PhD dissertation in the U.S. system is something like a first-pass draft at your first book, which you are expected to publish after substantial revisions in the first few years &lt;em&gt;after&lt;/em&gt; your PhD, i.e as a postdoc or junior professor.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box" data-rookery="box" data-rookery-gutter="on" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w32-course-development.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w32-course-development&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w32-course-development" class="idea" data-rookery="idea"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Course development&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;I both continued development on an &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w30-konrad.html"&gt;advanced agentic studio&lt;/a&gt;&lt;/span&gt; and also started thinking about resuscitating a course that has unfortunately fallen off Brown CS’s regular roster, &lt;a href="https://cs.brown.edu/courses/csci0030/"&gt;CS3&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;When I was an undergrad at Princeton, Brian Kernighan taught a roughly analogous course called &lt;a href="https://www.cs.princeton.edu/courses/archive/fall14/cos109/01intro.pdf"&gt;&lt;em&gt;Computers in our World&lt;/em&gt;&lt;/a&gt;. Because computer science departments are the academic authority on how computers work and what it means to code, there are a lot of students searching for a general introduction to computing. The problem is that CS largely conceives of itself as an engineering discipline and therefore (often) places a premium on rigour. ‘Introduction to computer science’ courses are sometimes styled as grueling undertakings for new students, implicitly or explicitly becoming a forcing function to winnow down from the mass of potential CS majors to a select few.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;At least, this was the case at Princeton, and seems also to be the case at Brown. The ‘real’ introduction to computer science course is difficult by design, making it inhospitable for students who just want to get a feel for understanding computers and code rather than majoring in CS. I’m actually not against this philosophy of difficult introductions per se. There is some truth to the idea that CS in practice largely consists of reading the tea leaves of arcane error messages to parlay with intransigent machines. I also have some sympathy for the very real logistical difficulties when too many students want to major in the same subject, even if it seems absurd to complain about from the point of view of humanities departments that are increasingly marginalized in the academic edifice.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;But it does raise an important question. How can we best offer introductions to computing &lt;em&gt;for all students&lt;/em&gt;, not just those who are committed to majoring in CS, and therefore are willing to commit the time and hard work that a rigorous introduction sequence requires?&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;One aspect of this is a change in what is sometimes referred to as the ‘culture’ of CS departments. The propensity for rigour can give misogyny an easy footing, as the systematic exclusion of certain kinds of people can be written off as an unfortunate but necessary outcome of technical meritocracy, when it is really the consequence of a contingent and therefore changeable cultural atmosphere that makes many feel very unwelcome. Brian Kernighan’s &lt;em&gt;Computers in our World&lt;/em&gt; course was colloquially known amongst undergrads as “Emails for Females”, presumably in contrast to the implicitly masculine &lt;a href="https://www.cs.princeton.edu/ugrad/cos-126-information"&gt;COS 126&lt;/a&gt;, the ‘real’ introductory course for CS majors. Though there have been many initiatives around women in STEM and CS in these spaces in the past decade, most CS departments are still in my view accurately described as having &lt;a href="https://mitpress.mit.edu/9780262535182/programmed-inequality/"&gt;programmed inequality&lt;/a&gt;. It is impossible to redress the trenchant misogyny in CS without seriously tracing how it stitches together the couture of technical rigour in the discipline as a whole.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;But this thought needs proper fleshing out elsewhere. My hope in reviving CS3 is that it can function as an alternative introduction to computing and computer science at Brown for students who want to understand how computers are a part of the fabric of our everyday world, but who don’t necessarily plan to be able to do advanced algorithmic theory in the immediate future. More particularly, I am renovating the syllabus with LLMs and agential harnesses in the rearview mirror, as these dramatically change the scope of what it’s plausible to do with computers with little or no programming knowledge.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-digital-theory-lab" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="digital-theory-lab" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w32-digital-theory-lab.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w32-digital-theory-lab&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-digital-theory-lab" data-rookery="tag" data-rookery-tags="digital-theory-lab"&gt;digital-theory-lab&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w32-digital-theory-lab" class="idea idea-tag-digital-theory-lab" data-rookery="idea" data-rookery-tags="digital-theory-lab"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Digital Theory Lab&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;After a bit of hacking to make it more pretty and properly functional, I spent some time struggling to deploy our O(x)Caml viewer (which consists of both a backend server and a frontend) to Digital Ocean. I tried a deployment workflow using &lt;a href="https://github.com/Gabriella439/nixos-in-production"&gt;NixOS in production&lt;/a&gt;, as I run NixOS on all of the hardware that I use on a day-to-day basis and would love to also make use of it on remote servers. Digital Ocean doesn’t offer a NixOS image by default, and so I tried a deployment workflow using &lt;a href="https://github.com/nix-community/nixos-anywhere"&gt;nixos-anywhere&lt;/a&gt; to transform a Debian droplet into a NixOS installation. For reasons that I didn’t dig too deeply into, the computer was saying no no no when I tried to deploy the system, so I eventually decided to switch the CD to Docker containers orchestrated with Compose, as I’ve used these technologies extensively in the past. The Docker-adapted OpenTofu deployment process is running as I write, so I hope not to have to weed around in this domain too much more this week. The next step is to get a few researchers using the site internally to work up some insights and feedback.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-et-alia" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="et-alia" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w32-et-alia.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w32-et-alia&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-et-alia" data-rookery="tag" data-rookery-tags="et-alia"&gt;et-alia&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w32-et-alia" class="idea idea-tag-et-alia" data-rookery="idea" data-rookery-tags="et-alia"&gt;&lt;span class="idea-title" data-rookery="title"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Last but not least, we went to Locarno last Friday to catch some of the film festival (and to approximately celebrate our wedding anniversary). The festival was, in characteristic Swiss fashion, immaculately organized. (We learned while there that the non-profit which organizes the festival has an 18mil CHF annual budget and more than 30 full-time employees.)&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;We were only there Friday evening and Saturday, and the midnight screenings were too much for us, needing to travel 1.5hr back to our accommodation. We thus saw three feature-length films: &lt;a href="https://www.locarnofestival.ch/festival/programme/film.html?fid=c8d87181-2802-4e36-9d4c-064e2f880227&amp;amp;eid=0"&gt;&lt;em&gt;Ich ist ein Anderer&lt;/em&gt;&lt;/a&gt;, &lt;a href="https://www.locarnofestival.ch/festival/programme/film.html?fid=f316391f-aa50-4e55-8292-137d97c6a1c3&amp;amp;l=en&amp;amp;eid=0"&gt;&lt;em&gt;Violence du corps l’autre&lt;/em&gt;&lt;/a&gt;, and &lt;a href="https://www.locarnofestival.ch/en/programme/archive/film/the-invite?fid=8f3948aa-112c-4dee-8e97-a8c29e47580e&amp;amp;l=en&amp;amp;eid=0"&gt;&lt;em&gt;The Invite&lt;/em&gt;&lt;/a&gt;, in response to which I thought (respectively): you’d have a better time reading &lt;a href="https://en.wikipedia.org/wiki/Felix_Kersten"&gt;the wikipedia page&lt;/a&gt; than watching it; it was an auteur’s masterpiece; and it was at last a rom-com worth watching.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;We cycled 60km or so up Lago Maggiore &lt;a href="https://www.google.com/maps/dir/Verbania,+Province+of+Verbano-Cusio-Ossola/Bellinzona,+Switzerland/@46.0489824,8.5248379,11z/data=!4m14!4m13!1m5!1m1!1s0x4785dee23c2c0653:0xc23ae2de07cfc4be!2m2!1d8.5553058!2d45.9282422!1m5!1m1!1s0x47844bcafe66f73b:0xfe0f897d85044c14!2m2!1d9.0244124!2d46.1946216!3e0?entry=ttu&amp;amp;g_ep=EgoyMDI2MDgwNS4xIKXMDSoASAFQAw%3D%3D"&gt;from Verbania to Bellinzona&lt;/a&gt; on the way in, and over a beautiful mountain pass another 60km or so &lt;a href="https://www.google.com/maps/dir/Bellinzona,+Switzerland/Chiasso,+Switzerland/@46.0665412,8.5048744,9.83z/data=!4m14!4m13!1m5!1m1!1s0x47844bcafe66f73b:0xfe0f897d85044c14!2m2!1d9.0244124!2d46.1946216!1m5!1m1!1s0x478682cad3d73e45:0x798f6d252cd82e6!2m2!1d9.0246111!2d45.8366999!3e0?entry=ttu&amp;amp;g_ep=EgoyMDI2MDgwNS4xIKXMDSoASAFQAw%3D%3D"&gt;from Bellinzona to Chiasso&lt;/a&gt; on the way out. I recommend the bike-packing: I’m not sure that we’ll be going back to the film festival on a regular basis, as although the lakeside setting is gorgeous, I can’t quite diff the prices with the food quality in Switzerland when comparing with Italy.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w31.html</id><title>Week 31</title><published>2026-08-02T00:00:00Z</published><updated>2026-08-02T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w31.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 31&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w31" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 31&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w31-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w31-digital-theory-lab" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Digital Theory Lab&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w31-konrad" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Konrad&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w31-et-alia" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w31.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w31&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-08-02&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w31" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 31&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w31-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w31-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w31-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;First, I apologise to the abstractions or gods that hold me accountable to weeknotes, as I am writing this on Monday morning (“the morning after”) on account of a Sunday riveted to another digital undertaking, about which more soon. I took a breather from Rheo development this week to participate in the second week of an &lt;a href="https://digitaltheorylab.github.io/2026_interpretability-reader/"&gt;online interpretability intensive&lt;/a&gt; at the &lt;a href="https://digitaltheory.org/"&gt;Digital Theory Lab&lt;/a&gt; run by &lt;a href="https://tylershoemaker.info/"&gt;Tyler Shoemaker&lt;/a&gt;. I have been collaborating with Tyler for a year or so now on &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w29-digital-theory-lab.html"&gt;research that is nearing publication readiness&lt;/a&gt;&lt;/span&gt;, and it was great to see him in his element: namely, a Jupyter notebook.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also got set up with OBS so that I can livestream some research work later this month. I &lt;a href="https://www.youtube.com/@LachieKermode"&gt;played around with some livestreams&lt;/a&gt; this time last year, and despite their resplendent inconspicuousness in the world of views and likes, I nevertheless found the exercise very helpful. (The phrasing ‘even though… I nevertheless’ seems to be something of a pattern in evaluations of my publicly posted research.) So I will take to the binary skies again in the coming weeks, likely with passengers like Rheo and &lt;a href="https://www.ohrg.org/taming-jagged-intelligence-with-beads-and-jj"&gt;an agential harness&lt;/a&gt; in tow.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-digital-theory-lab" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="digital-theory-lab" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w31-digital-theory-lab.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w31-digital-theory-lab&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-digital-theory-lab" data-rookery="tag" data-rookery-tags="digital-theory-lab"&gt;digital-theory-lab&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w31-digital-theory-lab" class="idea idea-tag-digital-theory-lab" data-rookery="idea" data-rookery-tags="digital-theory-lab"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Digital Theory Lab&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Tyler’s summer school was designed to bootstrap the technical knowledge necessary for interpretability work for language models. Practically speaking, this means a &lt;a href="https://digitaltheorylab.github.io/2026_interpretability-reader/overview/"&gt;whirlwind tour of Python&lt;/a&gt; and an exhibition of how one can use it in a Jupyter environment to do the archaeology of language models that is now generally called &lt;a href="https://www.anthropic.com/research/team/interpretability"&gt;interpretability research&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Tyler’s course is a &lt;em&gt;practical&lt;/em&gt; introduction to thinking differently about large language models. The Digital Theory Lab was founded by Leif Weatherby, who wrote about the conceptual stakes of the ‘science’ of language models in his 2025 book, &lt;a href="https://www.upress.umn.edu/9781517919320/language-machines/"&gt;&lt;em&gt;Language Machines: Cultural AI and the End of Remainder Humanism&lt;/em&gt;&lt;/a&gt;. (For a gentler and less thoughtfully argued introduction to the Lab’s position, I gave a &lt;a href="https://www.ohrg.org/static/kermodeStrangeNature2026.pdf"&gt;short presentation&lt;/a&gt; (with &lt;a href="https://www.ohrg.org/static/kermodeStrangeNature2026.slides.pdf"&gt;slides&lt;/a&gt;) earlier this year problematizing the rhetorics of objectivity in interpretability research. Though there are aspects of my argument that could be more precise, it paints an accurate picture of the thrust of my early thinking about the misunderstandings that traffic in the interpretability mainstream.)&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;As Director of the Lab, Tyler now leads the small but serious research effort we have going towards the different kind of language model interpretation that Leif calls for in his book. I thought I would listen in to remind myself of what I’m supposed to already know, but—as often happens in ‘introductions’—I learned I need to firm up my sense of a whole lot of things in the space. I went back and started working through the sessions in &lt;a href="https://t-shoemaker.github.io/2024_dtl_lm-interpretability/chapters/index.html"&gt;Tyler’s 2024 course&lt;/a&gt;, as even though this 2026 one was supposed to be standalone, I personally find that it works much better as a follow-on from that earlier edition. The 2024 course gives shape to language models as an abstraction by first &lt;a href="https://t-shoemaker.github.io/2024_dtl_lm-interpretability/chapters/04_ngram-models.html"&gt;introducing an n-gram model&lt;/a&gt; that doesn’t involve any machine learning, just statistical sampling; whereas the 2026 edition throws you right in &lt;a href="https://digitaltheorylab.github.io/2026_interpretability-reader/inputs/"&gt;the deep end of transformers and tokenization&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I felt like I first got a real grasp on machine learning after working through the fast.ai course &lt;a href="https://course.fast.ai/"&gt;&lt;em&gt;Practical Deep Learning&lt;/em&gt;&lt;/a&gt; back in 2019 or so. Two of the tidbits that have stuck with me from this course are:&lt;/p&gt;&lt;ol&gt;&lt;li&gt;The best way to grok what’s going on in machine learning is by inspecting and fiddling with the tensors in a notebook at every phase of transformation.&lt;/li&gt;&lt;li&gt;Reading ML literature gets a lot easier if you learn how to pronounce the Greek letters in formulae, so that you can talk through them when you encounter them.&lt;/li&gt;&lt;/ol&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;As I listened to Tyler fluently talking through various statistical terms and operations, I realized quite quickly that I would need to port these and other aspects of the fast.ai pedagogy to &lt;em&gt;really&lt;/em&gt; understand the notebooks in the course. To that end, after struggling to follow through the first few seminars, I set up a local dev environment with all the data in &lt;a href="https://marimo.io/"&gt;marimo notebooks&lt;/a&gt;, as I feel that they have both better UX and functionality than Jupyter notebooks. I have now started rewriting some of these tutorials in that environment, using more descriptive variables (as I have never been comfortable with the Pythonic proclivity for C-like variable abbreviations; I always forget what they’re supposed to mean) and adding markdown cells to explain the operational motive better where I struggled to follow.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I’m now considering streaming some of the content from this ‘&lt;a href="https://www-cs-faculty.stanford.edu/~knuth/lp.html"&gt;literate programming&lt;/a&gt;’ translation of the combined 2024 and 2026 courses. But at the very least I intend to make the notebooks available as a supplement for those who similarly have difficulty following mathematical formulae and stylishly terse Python.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;A big DTL section this week; as I also did some more work on the OxCaml/Bonsai viewer for the set of experiments in the aforementioned paper. Because it deals with gigabytes of data on disk, I’ve set up a backend server for it as well, and will deploy it this week to a Digital Ocean droplet. This gives me a nice opportunity to try out some of the patterns for &lt;a href="https://github.com/Gabriella439/nixos-in-production"&gt;NixOS in Production&lt;/a&gt;, which has been on my want-to-dos for a while.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-konrad" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="konrad" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w31-konrad.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w31-konrad&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-konrad" data-rookery="tag" data-rookery-tags="konrad"&gt;konrad&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w31-konrad" class="idea idea-tag-konrad" data-rookery="idea" data-rookery-tags="konrad"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Konrad&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I built out the basic structure of the syllabus for this course (&lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w30-konrad.html"&gt;described in last week’s weeknotes&lt;/a&gt;&lt;/span&gt;). It is split between several weeks on the LLM &lt;strong&gt;engine&lt;/strong&gt; component of an agential harness, which comprises the hardware-intensive substrate of running next-token generation with an LLM somewhere, and the &lt;strong&gt;harness&lt;/strong&gt; architecture, which covers the agentic loop, tool use, session context, and the other aspects that make next-token generation practicable as a software development assistant in tools like Claude Code. I found &lt;a href="https://magazine.sebastianraschka.com/p/components-of-a-coding-agent"&gt;this post&lt;/a&gt; a helpful jumping-off point, and also discovered the &lt;a href="https://pi.dev/"&gt;pi coding agent&lt;/a&gt; through my research.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Pi is a fantastically minimal yet extensible coding harness, which reads with respect to Claude Code or Codex as (Neo)vim does to Visual Studio Code. As of yesterday, I’ve now switched over to pi for all my agential programming. Critically, pi’s minimalism makes it practicable for me to swap out Anthropic’s engine for local models running on &lt;a href="https://ollama.com/"&gt;ollama&lt;/a&gt;. (I recognize that there are likely ways to optimize a local LLM engine, but ollama with ROCm has been sufficient for me to get started seriously using open weights models locally.) I’ve been playing around with &lt;code&gt;qwen3.6:35b&lt;/code&gt;, a model that generates tokens remarkably promptly on &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w24-framework-desktop.html"&gt;my Framework Desktop&lt;/a&gt;&lt;/span&gt;. I haven’t leaned in on it yet, but I expect that Qwen 3.6′s performance and capability will be sufficient to work on features and bugs filed by more capable models, a plan-implement workflow that I currently &lt;a href="https://www.ohrg.org/taming-jagged-intelligence-with-beads-and-jj"&gt;manage with beads and jj&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Open models are an increasingly exciting space, both for interpretability and agential harness research. I highly recommend the latest &lt;a href="https://oxide-and-friends.transistor.fm/episodes/the-open-weight-revolution-with-simon-willison"&gt;Oxide and Friends podcast with Simon Willison&lt;/a&gt; on open weights models and the &lt;a href="https://huggingface.co/blog/security-incident-july-2026"&gt;recent Anthropic/Hugging Face incident&lt;/a&gt;. If you’re not already jazzed about open weights, I expect you will be after listening.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-et-alia" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="et-alia" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w31-et-alia.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w31-et-alia&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-et-alia" data-rookery="tag" data-rookery-tags="et-alia"&gt;et-alia&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w31-et-alia" class="idea idea-tag-et-alia" data-rookery="idea" data-rookery-tags="et-alia"&gt;&lt;span class="idea-title" data-rookery="title"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;I went on a bike ride and a few runs this week, but the August heat is really starting to dig in its heels. In an attempt to quarrel with it, I’ve been experimenting with artificially creating various airflows around my apartment by positioning fans near windows and our air conditioner, which unfortunately combats the 30-degree-plus norm only in its direct proximity, rather than across all of our home. (Our roof is old and doesn’t insulate as well as it should.)&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also renamed &lt;a href="https://www.ohrg.org/"&gt;my main blog&lt;/a&gt; to ‘one long token soup’ after reading this scrumptious phrase in &lt;a href="https://role-confusion.github.io/"&gt;an interesting new paper&lt;/a&gt; from ICML. I apologise if this refreshes or otherwise upsets your RSS reader!&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w30.html</id><title>Week 30</title><published>2026-07-26T00:00:00Z</published><updated>2026-07-26T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w30.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 30&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w30" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 30&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w30-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w30-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w30-konrad" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Konrad&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w30-et-alia" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w30.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w30&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-07-26&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w30" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 30&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w30-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w30-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w30-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I spent the better part of the week in Bucharest, Romania, visiting friends and attending &lt;a href="https://visitbucharest.today/kraftwerk-concert-bucharest/"&gt;Kraftwerk in concert&lt;/a&gt;—and so there’s not quite as much to report on. I did still manage to ship some features in Rheo, and also did some further thinking about an undergraduate course I hope to teach next Spring.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w30-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w30-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w30-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;As I &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w29-rheo.html"&gt;wrote last week&lt;/a&gt;&lt;/span&gt;, I decided to ship this next set of features as &lt;code&gt;0.5.1&lt;/code&gt; rather than &lt;code&gt;0.6.0&lt;/code&gt;, given that &lt;code&gt;0.5.0&lt;/code&gt; was released last week, and &lt;code&gt;0.4.0&lt;/code&gt; was released just &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w27-rheo.html"&gt;three weeks ago&lt;/a&gt;&lt;/span&gt;. There are technically two breaking changes in &lt;code&gt;0.5.1&lt;/code&gt;: 1) namely removing the &lt;code&gt;rheo-context&lt;/code&gt; variable in favour of a &lt;a href="https://github.com/freecomputinglab/rheo/pull/155"&gt;&lt;code&gt;rheo-context()&lt;/code&gt; function&lt;/a&gt;, and 2) &lt;a href="https://github.com/freecomputinglab/rheo/pull/156"&gt;resetting footnote numbers by default&lt;/a&gt; across vertebrae. The other &lt;a href="https://github.com/freecomputinglab/rheo/releases/tag/v0.5.1"&gt;changes in the release&lt;/a&gt; gravitate around fluffing the &lt;code&gt;rheo-context().spine&lt;/code&gt; data structure up with the information configured using &lt;code&gt;#set document&lt;/code&gt; statements in each Typst vertebra. This makes a lot more context regarding Rheo’s spine available, which also means that it can be abstracted away in packages like &lt;a href="https://github.com/freecomputinglab/rheo-packages/tree/main/blogfeed/0.1.0"&gt;blogfeed&lt;/a&gt; (newly created this week), which now powers &lt;a href="./index.html"&gt;this site’s homepage&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Currently, the content in &lt;code&gt;rheo-context()&lt;/code&gt; is powered by a ‘second’ shallow parse of the Typst files in Rheo, rather than in Typst’s compilation itself. This is probably unnecessary, as I’m pretty sure that different documents in a &lt;a href="https://typst.app/docs/reference/bundle/"&gt;Typst bundle&lt;/a&gt; can introspect each other’s metadata. So the better solution would be a Typst-native construction, which would also avoid the three-way type transliteration (Typst types represented in Rust for Rheo, which then casts them back to Typst types again) that we’re doing currently. But the preliminary shape of what &lt;code&gt;rheo-context()&lt;/code&gt; provides is now in place, which means that I can experiment with building out a Zettelkasten-like package that makes use of it, something that I’ve been &lt;a href="https://www.ohrg.org/writing-weeknotes"&gt;meaning to do&lt;/a&gt; since I started writing weeknotes almost two months ago, now.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Among the other changes that landed was an adjustment to the way Rheo’s default stylesheet gets injected. It now shows up in the build through the &lt;a href="https://rheo.ohrg.org/assets"&gt;Rheo asset system&lt;/a&gt;, which means as an external CSS file linked in the HTML header, rather than being inlined in the HTML as it was previously (for relatively arbitrary, historical reasons). This resulted in a &lt;a href="https://github.com/freecomputinglab/rheo-tests/pull/13"&gt;glorious PR to rheo-tests&lt;/a&gt; removing some 14k lines of repeated code, as we store full HTML references in the test harness.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-konrad" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="konrad" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w30-konrad.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w30-konrad&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-konrad" data-rookery="tag" data-rookery-tags="konrad"&gt;konrad&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w30-konrad" class="idea idea-tag-konrad" data-rookery="idea" data-rookery-tags="konrad"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Konrad&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;If you follow these weeknotes regularly, you’ll know that I started building an agential harness from scratch &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w27-konrad.html"&gt;a few weeks ago&lt;/a&gt;&lt;/span&gt;. I decided this week to build a seminar/studio course in tandem with the development, as I believe that building a tool analogous to Claude Code from scratch could both disillusion young engineers of the trending idea that there may soon be nothing left in software to work on, and give a good hands-on introduction to how to work effectively with LLMs, whether local or accessed via API.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;This is a space that is changing rapidly, both as frontier labs release new models and as we discover how to most effectively &lt;a href="https://www.ohrg.org/taming-jagged-intelligence-with-beads-and-jj"&gt;work with the jagged intelligence&lt;/a&gt; they avail to us (mere mortal humans). I expect the sketch that I have now of the topics we will cover in each week of the course to change by the time I actually offer it, as the earliest I might teach it is in Spring 2027.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Because the course will involve graded assignments, I’ve taken the konrad codebase down from the public domain, moving it from &lt;a href="https://tangled.org/breezykermo.tngl.sh"&gt;tangled&lt;/a&gt; to &lt;a href="https://github.com/breezykermo"&gt;GitHub&lt;/a&gt;, as I haven’t yet had the time to set up a &lt;a href="https://anil.recoil.org/notes/disentangling-git-with-bluesky"&gt;self-hosted source forge&lt;/a&gt; and—as far as I can tell—tangled doesn’t offer private repos.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-et-alia" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="et-alia" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w30-et-alia.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w30-et-alia&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-et-alia" data-rookery="tag" data-rookery-tags="et-alia"&gt;et-alia&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w30-et-alia" class="idea idea-tag-et-alia" data-rookery="idea" data-rookery-tags="et-alia"&gt;&lt;span class="idea-title" data-rookery="title"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;The Kraftwerk concert in Bucharest was the highlight of my week away. To my shame, I haven’t listened too extensively to them up until now. I particularly enjoyed their rendition of &lt;a href="https://www.youtube.com/watch?v=invtIKKl2Hw&amp;amp;list=RDinvtIKKl2Hw&amp;amp;start_radio=1"&gt;Tour de France&lt;/a&gt; given its present resonance. &lt;a href="https://www.youtube.com/watch?v=mJiu5HGUIAo&amp;amp;list=RDmJiu5HGUIAo&amp;amp;start_radio=1"&gt;Autobahn&lt;/a&gt; also always hits the spot. (This number I have heard many times before, as it was a major staple in a playlist I was listening to when I was taking a course titled ‘Histories of Infrastructure’ with &lt;a href="https://arunabhghosh.scholars.harvard.edu/"&gt;Arunabh Ghosh&lt;/a&gt; in the first semester of my PhD.)&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w29.html</id><title>Week 29</title><published>2026-07-19T00:00:00Z</published><updated>2026-07-19T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w29.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 29&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w29" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 29&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w29-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w29-dissertation" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Dissertation&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w29-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w29-digital-theory-lab" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Digital Theory Lab&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w29-karaji" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.5&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Karaji&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w29.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w29&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-07-19&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w29" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 29&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w29-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w29-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w29-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;It was a relatively good week work-wise, despite the IQ-diminishing heat sweeping Europe. On Friday I wrote and published &lt;a href="https://www.ohrg.org/taming-jagged-intelligence-with-beads-and-jj"&gt;a blog post&lt;/a&gt; detailing my current agentic coding workflow. It was &lt;a href="https://bsky.app/profile/did:plc:nzw4m56l5hsuxxwid7fhjyl5/post/3mqu7dahe4c2q"&gt;spectacularly unpopular on Bluesky&lt;/a&gt;, squeaked out a &lt;a href="https://www.linkedin.com/feed/update/urn:li:share:7483931874193698816/"&gt;few likes on LinkedIn&lt;/a&gt;, and garnered no attention on HackerNews. (I think I forgot to enable comments or upvotes when I posted? I can’t find any sort of link to it, now.) It was nonetheless time well spent, as putting to paper these thoughts about how LLMs are changing my personal experience of software engineering helped to clarify my thinking about the subject. If you’re curious about how I use my computer to write code these days (which includes the way I write the prose, although I use LLMs only for editing grammar and spelling in personal writing like this), &lt;a href="https://www.ohrg.org/taming-jagged-intelligence-with-beads-and-jj"&gt;check it out&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also updated both this site and that &lt;a href="https://www.ohrg.org/"&gt;main blog site&lt;/a&gt; to use the &lt;a href="https://github.com/freecomputinglab/rheo-packages/tree/main/justify/0.1.0"&gt;Rheo justify package&lt;/a&gt;, which should produce much better word spacing in all of my personal writing. When I viewed a post on mobile (I have a very small screen on &lt;a href="https://www.ulefone.com/products/armor-mini-20"&gt;my device&lt;/a&gt;), it looked a bit messy; so I reverted mobile to regular left-alignment.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-dissertation" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="dissertation" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w29-dissertation.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w29-dissertation&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-dissertation" data-rookery="tag" data-rookery-tags="dissertation"&gt;dissertation&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w29-dissertation" class="idea idea-tag-dissertation" data-rookery="idea" data-rookery-tags="dissertation"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Dissertation&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I stacked up a small but significant (virtual) pile of papers about Marx and mathematics, and made further progress on the 2021 edited collection &lt;a href="https://www.routledge.com/Karl-Marx-and-Mathematics/Baksi/p/book/9780367640620"&gt;&lt;em&gt;Karl Marx and Mathematics&lt;/em&gt;&lt;/a&gt;. Slowly I am building up a clearer sense of how this literature might all come together in a chapter.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w29-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w29-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w29-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;For reasons I explained in &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w28-rheo.html"&gt;last week’s notes&lt;/a&gt;&lt;/span&gt;, I cut &lt;a href="https://github.com/freecomputinglab/rheo/releases/tag/v0.5.0"&gt;another major release, 0.5.0&lt;/a&gt;, of Rheo this week. Probably most significant in this release is &lt;a href="https://github.com/freecomputinglab/rheo/pull/151"&gt;a change in how spines are specified&lt;/a&gt; in &lt;code&gt;rheo.toml&lt;/code&gt;. A &lt;a href="https://rheo.ohrg.org/spines"&gt;spine&lt;/a&gt; is the main conceptual extension that Rheo gives over Typst proper. It functions as a project management primitive, allowing you to split Typst across multiple files and then have the Rheo CLI automatically collect them together. If you’ve been following the latest features in Typst, you’ll know that this is fairly trivial to set up natively using a combination of the &lt;a href="https://typst.app/docs/reference/bundle/"&gt;experimental bundle target&lt;/a&gt; and &lt;a href="https://typst.app/docs/reference/foundations/module/"&gt;module system&lt;/a&gt;, which is more or less how Rheo compiles spines under the hood. Spines offer an abstract way to think about which files (‘vertebrae’) should be packaged into each format.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;In 0.5.0, spines are inferred from the file system hierarchy of the &lt;a href="https://rheo.ohrg.org/content-dir"&gt;content directory&lt;/a&gt; by default. I realized that this is usually what I want in my Rheo projects, and that this ‘spine inference’ gives Rheo more concrete utility over Typst; as maintaining spines explicitly translates the burden of tracking vertebrae into a different idiom (as was basically necessary in Rheo &lt;code&gt;&amp;lt;0.5.0&lt;/code&gt;), rather than actually alleviating it. If you want to use the native Typst CLI to compile multiple Typst source files into a website with a corresponding number of pages, you need to set up a basic bundle/module template to import them appropriately. Using Rheo &lt;code&gt;&amp;gt;=0.5.0&lt;/code&gt;, you can just run &lt;code&gt;rheo watch .&lt;/code&gt; and get going.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also added the &lt;a href="https://rheo.ohrg.org/rheo-context"&gt;&lt;code&gt;rheo-context&lt;/code&gt;&lt;/a&gt; variable, which is the first step to comparably removing the need to explicitly set up a harness for tables of contents / sitemaps in sidebars and index pages. After a discussion with &lt;a href="https://willcrichton.net/"&gt;Will Crichton&lt;/a&gt; about this, I decided that I need to change the API in another breaking way this week, moving the data structure behind a &lt;code&gt;rheo-context()&lt;/code&gt; function boundary. This is breaking for a variable that was only introduced in &lt;code&gt;0.5.0&lt;/code&gt;, though, and so I am considering subverting strict &lt;a href="https://semver.org/"&gt;semver&lt;/a&gt; and batching the changes into an &lt;code&gt;0.5.1&lt;/code&gt; release. Otherwise I might give the impression that a major version every week is Rheo’s standard development velocity, which is certainly not the case.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-digital-theory-lab" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="digital-theory-lab" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w29-digital-theory-lab.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w29-digital-theory-lab&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-digital-theory-lab" data-rookery="tag" data-rookery-tags="digital-theory-lab"&gt;digital-theory-lab&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w29-digital-theory-lab" class="idea idea-tag-digital-theory-lab" data-rookery="idea" data-rookery-tags="digital-theory-lab"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Digital Theory Lab&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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  }
}"&gt;I sunk my teeth back into this project on Tuesday and Wednesday, and I’m hopeful that we’ll soon have some public updates. The code changes did include &lt;a href="https://github.com/digitaltheorylab/treetok/pull/9"&gt;one public PR&lt;/a&gt; to treetok, a Python library that gives an indication of the research’s general domain, i.e. LLM interpretability at the level of token variation. Here’s a sneak peek of some data visualization from the project:&lt;/p&gt;&lt;img src="data:image/webp;base64,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" width="2185" height="1165" style="display: block"&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;This is a screenshot of a viewer that I wrote this week with &lt;a href="https://github.com/janestreet/bonsai/"&gt;Bonsai&lt;/a&gt;, a frontend framework developed at &lt;a href="https://en.wikipedia.org/wiki/Jane_Street_Capital"&gt;Jane Street&lt;/a&gt; that incorporates concepts from &lt;a href="https://elm-lang.org/"&gt;Elm&lt;/a&gt;, React, and other functional UX libraries and packages them through OCaml. Though I wrote recently about my &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w25-liminal.html"&gt;drift away from web development&lt;/a&gt;&lt;/span&gt;, it was the topic of my &lt;a href="https://www.ohrg.org/the-towpath-to-react-and-redux"&gt;most serious&lt;/a&gt; &lt;a href="https://www.ohrg.org/a-comparison-of-elm-and-react"&gt;technical thinking&lt;/a&gt; as an undergraduate, and visualization is inseparable from programming, despite the fetish of some backend/systems engineering cultures that isolate the two from each other. I do like the idea of having a more powerful type system for frontend work (in Bonsai you write code in OCaml with effectively inlined HTML and CSS, and it compiles to HTML/CSS/Javascript).&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-karaji" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="karaji" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w29-karaji.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w29-karaji&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-karaji" data-rookery="tag" data-rookery-tags="karaji"&gt;karaji&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w29-karaji" class="idea idea-tag-karaji" data-rookery="idea" data-rookery-tags="karaji"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Karaji&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Last but not least, I started a new project this week in the distributed systems space. I’ve decided to wait and see what comes of working on it for a few weeks before I say too much more, but I’m quite excited about it. My last serious job before grad school was at &lt;a href="https://www.halterhq.com/en-au"&gt;Halter&lt;/a&gt; working out the best way to build a feature store as an application running on &lt;a href="https://flink.apache.org/"&gt;Apache Flink&lt;/a&gt;, and throughout my PhD I’ve cast around in the streaming execution engine and &lt;a href="https://github.com/breezykermo/oak"&gt;vector database&lt;/a&gt; space for something that would stick. Part of the problem I had in this search, I realize now in retrospect, is that Flink and similar distributed systems are typically built out for the purpose of large-scale, industrial data processing, where data is processed as soon as possible after ingested (in ‘real time’).&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Karaji—the name I’m giving to this new system—is something I’ve started building to address a personal use case, not a hypothetical business one. I started writing &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w27-rheo.html"&gt;Rheo&lt;/a&gt;&lt;/span&gt; for the same reason—to do something with my computers that I hadn’t worked out how to do with existing software in a way that worked for me. It seems obvious to say (and this advice is widely circulated in engineering communities): but &lt;em&gt;personal&lt;/em&gt; software is the most inspiring software to write, as there’s no better motivation for making something work well than wanting to use it yourself.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w28.html</id><title>Week 28</title><published>2026-07-12T00:00:00Z</published><updated>2026-07-12T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w28.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 28&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w28" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 28&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w28-dissertation" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Dissertation&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w28-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w28-et-alia" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w28.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w28&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-07-12&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w28" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 28&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-dissertation" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="dissertation" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w28-dissertation.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w28-dissertation&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-dissertation" data-rookery="tag" data-rookery-tags="dissertation"&gt;dissertation&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w28-dissertation" class="idea idea-tag-dissertation" data-rookery="idea" data-rookery-tags="dissertation"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Dissertation&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;First and foremost, my dissertation, for which a full draft of the second chapter is (informally) due as Fall falls. I have a skeletal but solid idea of what this chapter will contain/argue. But, as ever, there are books-and-books to read to flesh it all out in the open space of scholarly discussion. I found some (possibly) important texts that make arguments adjacent to the one I would like to pen regarding Marx’s mathematical manuscripts, and so I lined many of these up on &lt;a href="https://www.ohrg.org/using-two-remarkables"&gt;my reMarkables&lt;/a&gt; to chew through in the coming weeks.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Some of this is reading in recent Marxist criticism (&lt;a href="https://www.historicalmaterialism.org/book-series/how-language-informs-mathematics-bridging-hegelian-dialectics-and-marxian-models/"&gt;such as this&lt;/a&gt;); but much of it is more general education in the history and philosophy of mathematics, as this is not a domain that I have ever systematically studied. It is unfortunate for me that the “history and philosophy of mathematics” is such a sweeping body of literature that is often dense and particular. I have been reckoning with this wily character of the domain since at least 2024, when we started the &lt;a href="https://maths.ohrg.org/"&gt;Math(s), Philosophy, History reading group&lt;/a&gt;, which is roughly also when I started to think seriously about the history and philosophy of mathematics as an important lens for computationally inflected critical theory. The modern academic-historical sensibility—which still struggles under the weight of that ghastly postmodern apothegm; that everything has (nothing if it does not have) a specific time and place—often bristles at the conceptual scope of mathematical undertaking. The context for a proof sometimes swings from a seventeenth century insight (Leibniz, say), through progress made in the twentieth century, only to arrive promptly back in the present wherein some uncharted graduate student has unearthed a &lt;a href="https://www.quantamagazine.org/after-80-years-mathematicians-give-famed-erdos-method-an-upgrade-20260626/"&gt;new way of looking at dots and lines&lt;/a&gt;. It is the broad-shouldered historicity of mathematical culture that makes it such a curious body of work to study in postmodern times: mathematical ideas seem to shrug off contextual particularity like water off a duck’s back.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Zeroing in on the mathematical developments that matter for my argument is the tall order on which I am currently at work. The overall aim is to link Marx’s critique of capital to the origins of computer science in the mid-twentieth century: hence my dissertation’s current working title, &lt;em&gt;Mathematical Materialism: Capital, Calculus, and the Cradle of Computer Science&lt;/em&gt;.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w28-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w28-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w28-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;In Rheo dev news, I have started preparing a 0.5.0 release, despite just &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w27-rheo.html"&gt;last week releasing 0.4.0&lt;/a&gt;&lt;/span&gt;. This is another major version bump because it changes (in a breaking way) how spines work and how they are exposed to source Typst files.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;This set of changes stemmed from my first serious attempt to build a zettelkasten-style linking system with Rheo, a project I’ve &lt;a href="https://www.ohrg.org/writing-weeknotes"&gt;had planned since I started writing weeknotes&lt;/a&gt;. I thus set out to extend Rheo’s spine abstraction so that it included some notion of ‘blocks’, i.e. sections of text within a file. A spine in Rheo currently is essentially just a list of vertebrae, which have a one-to-one mapping with the files in a Rheo &lt;a href="https://rheo.ohrg.org/content-dir"&gt;content directory&lt;/a&gt;. Typst documents, of course, are often broken up by headings, such as &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w28-rheo.html"&gt;the one under which this text sits&lt;/a&gt;&lt;/span&gt;. The text that follows from each heading can therefore serve as a block, where a block essentially captures a select portion of continuous content in a Typst source file.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Following the pattern I have been using in these weeknotes, my &lt;a href="https://github.com/freecomputinglab/rheo/pull/148"&gt;first attempt&lt;/a&gt; was to get Rheo to track all labelled headings and to synthesize unique block IDs by concatenating the heading label with the spine vertebra handle. If the label &lt;code&gt;&amp;lt;a&amp;gt;&lt;/code&gt; was attached to a heading in an ‘intro.typ’ file, Rheo would thus create the block ID &lt;code&gt;&amp;lt;intro:a&amp;gt;&lt;/code&gt;, essentially extending the &lt;a href="https://rheo.ohrg.org/relative-linking"&gt;relative linking&lt;/a&gt; pattern to include blocks within files in the spine.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;There isn’t a hard mechanical reason this couldn’t work, I don’t believe. But as I built out the implementation, the abstraction began to feel clunky and leaky. In order to synthesize such labels in Typst files in particular, Rheo would essentially have to edit the Typst source provided by the user, either replacing existing labels or inserting extra ones. Though there might be future features where it makes sense to do this, I realized that tracking blocks in this way is a feature that is somewhat specific to this zettelkasten use case, rather than a functionality that is likely to be used by other formats at this stage.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I therefore changed tack and worked out what would be necessary in order to do block synthesis downstream in a &lt;a href="https://github.com/freecomputinglab/rheo-packages"&gt;Rheo package&lt;/a&gt;, rather than in the core Rheo compiler. The required feature is one I’ve been meaning to add for some time, which is exposing spine information in Typst at compile-time. The way I decided to do this is to &lt;a href="https://github.com/freecomputinglab/rheo/pull/149"&gt;inject a &lt;code&gt;rheo-context&lt;/code&gt; variable into every spine vertebra&lt;/a&gt;, where &lt;code&gt;rheo-context&lt;/code&gt; is a dictionary that contains both a &lt;code&gt;handle&lt;/code&gt; indicating the current file’s location in the spine, as well as a map of the whole spine. This latter map will enable an improved &lt;a href="https://github.com/freecomputinglab/rheo-packages/tree/main/sidebar/0.1.0"&gt;&lt;code&gt;sidebar&lt;/code&gt; package&lt;/a&gt;, which will now be able to infer what to include rather than needing an explicit data structure, as well as for other code and packages that need a sitemap.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also decided to &lt;a href="https://github.com/freecomputinglab/rheo/pull/150"&gt;incorporate the Rheo &lt;code&gt;target&lt;/code&gt; info as part of &lt;code&gt;rheo-context&lt;/code&gt;&lt;/a&gt; to limit the namespace that Rheo effectively reserves to just one variable. This means deprecating &lt;code&gt;rheo-context&lt;/code&gt;, which is a breaking change, which is technically what is triggering the major version bump to 0.5.0. I don’t think Rheo has very many serious users other than me currently, so I’m not getting hung up about consistently staging releases or keeping backwards compatibility at this stage of development. I also started working on &lt;a href="https://github.com/freecomputinglab/rheo/issues/58"&gt;a more structured way to specify spines&lt;/a&gt;, which will amount to another breaking change, so jumping straight to 0.5.0 on the next release (sometime next week) will certainly be warranted.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Lastly, I added a &lt;a href="https://github.com/freecomputinglab/rheo-packages/pull/1"&gt;&lt;code&gt;justify&lt;/code&gt; package&lt;/a&gt; which operationalizes &lt;a href="https://pretext-knuth-plass-dom.vercel.app/justification-comparison/"&gt;a demo&lt;/a&gt; &lt;a href="https://andymatuschak.org/"&gt;Andy Matuschak&lt;/a&gt; sent us showing how you can get better Knuth-Plass spacing variance in the browser using &lt;a href="https://github.com/chenglou/pretext"&gt;pretext&lt;/a&gt;.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-et-alia" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="et-alia" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w28-et-alia.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w28-et-alia&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-et-alia" data-rookery="tag" data-rookery-tags="et-alia"&gt;et-alia&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w28-et-alia" class="idea idea-tag-et-alia" data-rookery="idea" data-rookery-tags="et-alia"&gt;&lt;span class="idea-title" data-rookery="title"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;My wife and I went to our first condominium meeting this week, which was somewhat titillating. Though the stakes are small, all things considered, the seriousness and energy our neighbours brought to the table was invigorating. We hope to propose a more organized rubbish system (which includes horticultural accoutrements) for the common space at the upcoming meeting in September:&lt;/p&gt;&lt;figure&gt;&lt;img 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" width="1600" height="1207" style="display: block"&gt;&lt;figcaption&gt;Figure 1: This image is AI-enhanced. Currently the rubbish bins sit exposed in their naked plasticity where you see the beautiful garden plants in the image above.&lt;/figcaption&gt;&lt;/figure&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;We also found a free, air-conditioned, and ambiently quiet workspace a stone’s throw from our apartment in (of course) the foyer of a bank. It’s nice to have this somewhere to go when home becomes that little bit too overwhelmingly regular.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;I visited the &lt;a href="https://archiviotipografico.it/"&gt;Archivio Tipografico&lt;/a&gt;, and went to see &lt;a href="https://www.fondazionemerz.org/gaza-il-futuro-ha-un-cuore-antico/"&gt;an exhibition on the archaeology of Palestine&lt;/a&gt; at the Fondazione Merz. I also got caught in a small summer storm at the tail end of a gravel ride, causing a slide-out on a downhill from which I sustained minor injuries (scrapes on my right thigh and elbow):&lt;/p&gt;&lt;img src="data:image/png;base64,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" width="1643" height="1792" style="display: block"&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w27.html</id><title>Week 27</title><published>2026-07-05T00:00:00Z</published><updated>2026-07-05T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w27.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 27&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w27" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 27&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w27-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w27-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w27-typst-limited-forms-application" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Typst Limited Forms Application&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w27-liminal" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;LIMINAL&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w27-konrad" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.5&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Konrad&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w27-dissertation" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.6&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Dissertation&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w27-et-alia" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.7&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w27.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w27&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-07-05&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w27" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 27&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w27-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w27-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w27-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Back at home this week, I spent a lot of time with &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w24-framework-desktop.html"&gt;my new Framework Desktop&lt;/a&gt;&lt;/span&gt;. Over the course of my PhD, I’ve been slowly but surely transitioning from coffee-shop worker to a seated homebody.&lt;sup class="idea-fn-ref" id="fnref-5-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-5-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-5-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; This transition has been helped along by the fact that I now drink coffee almost exclusively at home &lt;a href="https://coffeelog.ohrg.org/"&gt;in search of quality&lt;/a&gt;. Perhaps I’ll update the desiring world on the particulars of my coffee-making setup in a post on &lt;a href="https://ohrg.org"&gt;my main blog&lt;/a&gt; sometime soon.&lt;/span&gt;&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-5-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-5-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt;&lt;span style="white-space: pre-wrap"&gt;  &lt;/span&gt;This transition has been helped along by the fact that I now drink coffee almost exclusively at home &lt;a href="https://coffeelog.ohrg.org/"&gt;in search of quality&lt;/a&gt;. Perhaps I’ll update the desiring world on the particulars of my coffee-making setup in a post on &lt;a href="https://ohrg.org"&gt;my main blog&lt;/a&gt; sometime soon.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w27-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w27-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w27-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I cut a new release of Rheo this week, &lt;a href="https://github.com/freecomputinglab/rheo/releases/tag/v0.4.0"&gt;0.4.0&lt;/a&gt;. This version both &lt;a href="https://github.com/freecomputinglab/rheo/pull/138"&gt;upgrades Rheo to Typst 0.15.0 as its Typst compilation engine&lt;/a&gt;, and also uses the &lt;a href="https://typst.app/docs/reference/bundle/"&gt;new bundle compilation target&lt;/a&gt; as &lt;a href="https://github.com/freecomputinglab/rheo/pull/139"&gt;the primary mechanism for compiling Rheo spines&lt;/a&gt;. The former engine upgrade means that Rheo 0.4.0 compiles &lt;a href="https://typst.app/docs/reference/math/"&gt;Typst math syntax&lt;/a&gt; to &lt;a href="https://www.w3.org/TR/mathml4/"&gt;MathML&lt;/a&gt; in HTML, and the latter spine implementation detail means that Rheo now supports &lt;a href="https://rheo.ohrg.org/relative-linking"&gt;Typst-native labels for relative linking in projects&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also massaged out an early design decision that had been turning into something of a leaky abstraction, namely a global &lt;code&gt;merge&lt;/code&gt; attribute on all implementations of &lt;a href="https://github.com/freecomputinglab/rheo/blob/main/crates/core/src/plugins/mod.rs#L220-L335"&gt;FormatPlugin&lt;/a&gt;. My original thinking was that, by toggling &lt;code&gt;merge&lt;/code&gt; as true/false, a user could determine whether they wanted &lt;a href="https://rheo.ohrg.org/spines"&gt;a spine&lt;/a&gt; to ‘reticulate’ (compile) into one document (as a single PDF, say), or into N documents (where N is the number of vertebrae in the spine). Now that I’ve been using Rheo for &lt;a href="https://www.ohrg.org/writing-with-rheo"&gt;all my writing&lt;/a&gt; for a few months, I’ve decided that this optionality stuffs more complexity into Rheo’s API than it’s worth. The formats we currently care about—PDF, HTML, and EPUB—have a baked-in notion of whether they should produce &lt;code&gt;1&lt;/code&gt; or &lt;code&gt;N&lt;/code&gt; files (&lt;code&gt;"pdf" = 1&lt;/code&gt;, &lt;code&gt;"html" = N&lt;/code&gt;, &lt;code&gt;"epub" = 1&lt;/code&gt;. EPUB is actually something of a hybrid, as we produce &lt;code&gt;N&lt;/code&gt; XHTML files, but then package them as 1 file.)&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Besides not really being useful to me in practice, the global &lt;code&gt;merge&lt;/code&gt; attributed added complexity to the lifecycle of &lt;code&gt;FormatPlugin&lt;/code&gt; implementations. When &lt;code&gt;merge&lt;/code&gt; was true, &lt;code&gt;compile&lt;/code&gt; would only be called once, as all of the spine vertebrae would be assembled into a single virtual file that would then be passed off to the Typst compiler. When &lt;code&gt;merge&lt;/code&gt; was false, however, &lt;code&gt;compile&lt;/code&gt; was called &lt;em&gt;once per vertebra&lt;/em&gt;, which led to poor performance, as Rheo would essentially have to run a &lt;code&gt;typst compile&lt;/code&gt; command for every vertebra independently. Because Typst 0.15.0 makes it possible to produce multiple (&lt;code&gt;N&lt;/code&gt;) output files from a single &lt;code&gt;typst compile&lt;/code&gt; invocation, in 0.4.0, Rheo’s &lt;code&gt;compile&lt;/code&gt; function is only ever called once, regardless of whether it produces &lt;code&gt;1&lt;/code&gt; or &lt;code&gt;N&lt;/code&gt; files. The &lt;code&gt;merge&lt;/code&gt; attribute doesn’t exist any longer, although it could be added back as a format-specific option in the &lt;a href="https://github.com/freecomputinglab/rheo/tree/main/crates/pdf"&gt;pdf crate&lt;/a&gt; if there is a need.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;Because I now have  10 sites that I maintain with Rheo, I also added a &lt;a href="https://rheo.ohrg.org/migrate"&gt;&lt;code&gt;rheo migrate&lt;/code&gt; command&lt;/a&gt;. This makes a best-effort attempt at modifying a Rheo project so that its syntax and configuration matches the most recent version of Rheo. In the simplest case, this just requires setting the version in rheo.toml to the latest, i.e. &lt;code&gt;0.4.0&lt;/code&gt; at time of writing. But because the relative linking syntax has also changed, this command will also attempt to rewrite links from the old syntax (&lt;code&gt;#link("./index.typ")[Home]&lt;/code&gt;) to the new one (&lt;code&gt;#link(&amp;lt;index&amp;gt;)[Home]&lt;/code&gt;).&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also added &lt;a href="https://rheo.ohrg.org/pkg-slides"&gt;documentation for the &lt;code&gt;slides&lt;/code&gt; plugin&lt;/a&gt; (one of the important use cases of Rheo for me that has been difficult to manage in Typst natively) and consolidated the configuration around &lt;a href="https://rheo.ohrg.org/atom-feeds"&gt;Atom feed support&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I’m quite happy with Rheo’s shape now. I use it daily (for all my writing, documentation, and slides), and it seems that there are at least a couple of other people using it. It’s getting close to &lt;a href="https://github.com/freecomputinglab/rheo"&gt;200 stars on GitHub&lt;/a&gt;, but I only know of 2-3 others who have actively reported using it. This could, of course, simply be because many others have used it and found nothing to complain about—but I somehow doubt this. Crates.io does show &lt;a href="https://crates.io/crates/rheo-core"&gt;around 300 downloads&lt;/a&gt;, and I don’t think that includes &lt;code&gt;cargo binstall&lt;/code&gt; (?), which is the recommended way of installing Rheo on the docs and README, so that’s promising.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box" data-rookery="box" data-rookery-gutter="on" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w27-typst-limited-forms-application.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w27-typst-limited-forms-application&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w27-typst-limited-forms-application" class="idea" data-rookery="idea"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Typst Limited Forms Application&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I heard back this morning (Monday 6th July) that I wasn’t selected to implement the limited project this summer adding support for forms at Typst. I thought the interview (on Wednesday 1st July) had gone relatively well, as I had identified a number of issues with &lt;a href="/assets/typstLimitedProjectTakeHome2026.pdf"&gt;my take-home assignment&lt;/a&gt; in advance, and thought that I had demonstrated a reasonable ability to refine and improve the design in the 1-hour interview. In any case, it was nice to receive some written feedback about why I wasn’t selected:&lt;/p&gt;&lt;blockquote&gt;The section of your take home about type mappings in the API was well thought-out and matches Typst design spirit. Groups and fieldsets were one of the focal areas you chose for the take home and we zeroed in on them during our interview. We felt like at the end of the interview, we still did not achieve clarity about the rationale, use, or implementation of groups and did not manage to sufficiently differentiate them from field sets. During our interview, we also noticed that having the editor open at times did more harm than good as it took focus away from the conversation. Nevertheless, both your presentation of Rheo and the take home were approachable and showed that you did your research.&lt;/blockquote&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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  }
}"&gt;All in all, this seems a fair assessment, and suggests to me that the main reason I wasn’t selected is because another candidate was a better fit / performed more impressively in the take-home and interview. There &lt;em&gt;were&lt;/em&gt; some unresolved issues with groups/fieldsets from the interview, and though I personally felt that I made good progress on smoothing them out over the course of the interview, it’s possible that there are deeper contours of the PDF/HTML spec that I hadn’t considered that render my design fundamentally weak or otherwise inappropriate. The feedback about having my editor open is interesting, too. I personally felt that we were able to specify and resolve several issues precisely because we were looking at concrete examples. But it’s useful to know that this was most likely a solipsistic experience, rather than a feeling shared by my interviewers, and I will certainly keep this comment in mind during future interviews / pair-programming sessions.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I’ll of course be curious to track the implementation of forms as it does happen over the course of this summer; and to learn more about Typst from the design that bested my proposal! Though I’m naturally a little disappointed that I didn’t get this gig, it does free me up a little to focus on my dissertation and other projects that are beginning to get into flight this summer (see &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w27-konrad.html"&gt;Konrad&lt;/a&gt;&lt;/span&gt; below, for example). So the disappointment at least hit this morning with a slight touch of relief.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-liminal" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="liminal" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w27-liminal.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w27-liminal&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-liminal" data-rookery="tag" data-rookery-tags="liminal"&gt;liminal&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w27-liminal" class="idea idea-tag-liminal" data-rookery="idea" data-rookery-tags="liminal"&gt;&lt;span class="idea-title" data-rookery="title"&gt;LIMINAL&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I spent a good portion of Thursday and some 10 hours on Friday putting the finishing touches to this frontend platform, about which I wrote &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w25-liminal.html"&gt;a couple of weeks ago&lt;/a&gt;&lt;/span&gt;. The platform will hopefully be released publicly soon, and despite my deepening alienation from frontend development, I’m quite proud of the platform from both a design and investigative perspective. I wasn’t responsible for any of the investigative work, really; but I do think it documents important aspects of the changing nature of migrant pushbacks on the Mediterranean. Besides a few tweaks and touches in design review, I don’t expect to be sinking much more time into development of this platform, which is also something of a relief. At this stage, it’s been more than a year since I decided to get involved with the project. As is often the case with investigative platforms of this nature, we spent a lot more time refining the design and waiting on collaborators than anticipated, and so the project has been drawn out beyond its original context.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-konrad" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="konrad" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w27-konrad.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w27-konrad&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-konrad" data-rookery="tag" data-rookery-tags="konrad"&gt;konrad&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w27-konrad" class="idea idea-tag-konrad" data-rookery="idea" data-rookery-tags="konrad"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Konrad&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I was inspired to start a new project this week building an agential harness from scratch. This is partly a pedagogical exercise so that I can better understand the mechanics of tools like &lt;a href="https://claude.com/product/claude-code"&gt;Claude Code&lt;/a&gt;, which is now an essential component of my coding workflow, prompted by reading about &lt;a href="https://anil.recoil.org/notes/language-integrated-llms"&gt;Anil Madhavapeddy’s own experiments&lt;/a&gt; with bootstrapping an agential harness in OCaml. But I also think building agential harnesses that use &lt;em&gt;local&lt;/em&gt; models effectively (as opposed to models hosted by frontier labs or compatible APIs) might be a space in which genuine research/hacking needs to be done.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;After a bit of jockeying with &lt;a href="https://assistant.kagi.com/"&gt;Kagi Assistant&lt;/a&gt; (my LLM research platform of choice), I settled on the name &lt;code&gt;konrad&lt;/code&gt;; following the naming inspiration of Anthropic’s ‘claude’, but with reference to the first name of a different computing luminary known for his autodidactical elan. I’m developing the codebase on tangled:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="https://tangled.org/breezykermo.tngl.sh/konrad"&gt;&lt;/a&gt;&lt;a href="https://tangled.org/breezykermo.tngl.sh/konrad"&gt;https://tangled.org/breezykermo.tngl.sh/konrad&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;The idea is first to build an implementation in Rust, as this is the language with which I’m most familiar, and which seems most appropriate to the task at hand given that it will need to interface with relatively low-level code to run local models as close to the metal as possible. If that goes well, then I have in mind to see how successively I might develop alternative implementations in either/both &lt;a href="https://oxcaml.org/"&gt;OxCaml&lt;/a&gt; and &lt;a href="https://lean-lang.org/"&gt;Lean&lt;/a&gt;, two languages about which I’d like to learn more, from a language-independent spec that I’ll try to build alongside the initial Rust impl. This experiment is spirited by the idea that, given how well LLMs can now produce code, there might be newfound gravity in a software’s specification and test suite independent of any canonical implementation.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-dissertation" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="dissertation" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w27-dissertation.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w27-dissertation&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-dissertation" data-rookery="tag" data-rookery-tags="dissertation"&gt;dissertation&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w27-dissertation" class="idea idea-tag-dissertation" data-rookery="idea" data-rookery-tags="dissertation"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Dissertation&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Dissertation work slipped a little under the radar this week. But I did wake up in the middle of one night and finish an essay or two that I’ve been meaning to digest. And I took Jensen Suther’s &lt;em&gt;True Materialism&lt;/em&gt; up again. I should focus more here this coming week.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-et-alia" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="et-alia" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w27-et-alia.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w27-et-alia&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-et-alia" data-rookery="tag" data-rookery-tags="et-alia"&gt;et-alia&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w27-et-alia" class="idea idea-tag-et-alia" data-rookery="idea" data-rookery-tags="et-alia"&gt;&lt;span class="idea-title" data-rookery="title"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I discovered a glorious new climb on my road bike one evening:&lt;/p&gt;&lt;img 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" width="1247" height="1286" style="display: block"&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;The route out wasn’t particularly inspiring in the 5-6PM traffic, but the &lt;em&gt;salita&lt;/em&gt; over the lake was well worth the &lt;em&gt;moto scoppio&lt;/em&gt;. Next time I’ll consider taking the train out the first 10km, as it would make the ride both more pleasant and easier to fit into the day.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
    &amp;quot;min&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 0.83,
      &amp;quot;length&amp;quot;: 0.0
    },
    &amp;quot;max&amp;quot;: {
      &amp;quot;ratio&amp;quot;: 1.5,
      &amp;quot;length&amp;quot;: 0.0
    }
  }
}"&gt;Those who follow professional cycling will know that the Tour de France started this weekend. The best way to watch cycling is to be cycling yourself on an indoor trainer: and so I’ve set up my Zwift in the cellar (where I keep my real bikes) and augmented it with an extra screen so that I can run both the Tour and Zwift concurrently:&lt;/p&gt;&lt;img 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}"&gt;When it was set up in my previous residence’s turreted office, this Zwift station was aptly dubbed the ‘Power Tower’. I like this real rhyme much better than the ‘pain cave’ (common and colloquial nickname for an indoor cycling setup these days), even if the latter is inarguably the more appropriate to my new setup’s elevation and aesthetic. So the Power Tower it remains! I will be pushing watts (paltry compared to the pros) on this thing for many hours over the next three weeks while I watch Tadej Pogacar make winning races look like child’s play, despite all the world’s other best riders being in the bunch.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w26.html</id><title>Week 26</title><published>2026-06-28T00:00:00Z</published><updated>2026-06-28T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w26.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 26&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w26" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 26&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w26-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w26-dissertation" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Dissertation&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w26-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w26-text-to-speech" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Text-to-speech&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w26.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w26&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-06-28&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w26" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 26&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w26-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w26-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w26-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;This was essentially a holiday week, spent based in &lt;a href="https://kagi.com/maps/search?q=morciano%20di%20leuca&amp;amp;ll=39.847969,18.310381&amp;amp;bang=true#7.05/40.273/19.271"&gt;Morciano di Leuca&lt;/a&gt;, a small town at the heel of the Italian boot. This turned out to be a reasonably effective way to temper the heatwave sweeping Europe (with the ocean breeze and salt water), though it wasn’t directly planned this way. I mostly managed to wrap up some reading projects, bulk up my running volume a bit, and experiment with how LLMs have improved the text-to-speech landscape. I did also manage to make a little progress on Rheo on the 9-hour train back up on Friday (from Lecce to Reggio Emilia).&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-dissertation" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="dissertation" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w26-dissertation.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w26-dissertation&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-dissertation" data-rookery="tag" data-rookery-tags="dissertation"&gt;dissertation&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w26-dissertation" class="idea idea-tag-dissertation" data-rookery="idea" data-rookery-tags="dissertation"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Dissertation&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I wrapped up note-taking for Karatani’s &lt;em&gt;Transcritique&lt;/em&gt; (about which I &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w25.html"&gt;wrote a little last week&lt;/a&gt;&lt;/span&gt;). Suffice it to say that this book has firmed up many convictions that were already starting to form about Marx and his critique in &lt;em&gt;Capital&lt;/em&gt;, but for which I didn’t yet have external anchors. I now need to cast a net out to find what has been written in Karatani’s wake (in English), as the book is almost thirty-five years old at this stage (originally published as essays in 1993, translated into English in 2003).&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also read the first half or so of Erich Fromm’s &lt;a href="https://en.wikipedia.org/wiki/The_Art_of_Loving"&gt;&lt;em&gt;The Art of Loving&lt;/em&gt;&lt;/a&gt;—although the copy I have is in Italian, and therefore is titled &lt;em&gt;L’arte d’amare&lt;/em&gt;. I packed this book after finding it in my wife’s parents’ bookshelf as a precaution, as I don’t like taking &lt;a href="https://www.ohrg.org/using-two-remarkables"&gt;my reMarkables&lt;/a&gt; to the beach, and ended up flipping through the first 50 or 60 pages. I don’t imagine that this book will be essential to my next chapter, but it broadly sits in the literature I’m treating (Marxism, psychoanalysis; and therefore the Frankfurt School), and I may yet finish it and/or return to it.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w26-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w26-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w26-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I only spent one decent session coding, but did manage to &lt;a href="https://github.com/freecomputinglab/rheo/pull/138"&gt;update the Typst version that Rheo vendors&lt;/a&gt; to the latest &lt;a href="https://typst.app/docs/changelog/0.15.0/"&gt;0.15.0 release&lt;/a&gt;. Crucially—for my dissertation, among other projects—this Typst release compiles math expressions to &lt;a href="https://developer.mozilla.org/en-US/docs/Web/MathML"&gt;MathML&lt;/a&gt;, a markup language for math that browsers support. The workaround up until this point has been to wrap every math expression in a &lt;a href="https://typst.app/docs/reference/html/frame/"&gt;&lt;code&gt;frame&lt;/code&gt;&lt;/a&gt; element, which converts the expression to an inline SVG; which often leads to styling anomalies, as CSS can’t target SVG in the same way it can DOM elements. I’m yet to really confirm how the new version feels as part of Rheo.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also started working on &lt;a href="https://github.com/freecomputinglab/rheo/pull/139"&gt;a PR&lt;/a&gt; to make use of Typst 0.15.0′s experimental &lt;a href="https://typst.app/docs/reference/bundle/"&gt;bundle target&lt;/a&gt; as the mechanism through which Rheo compiles &lt;a href="https://rheo.ohrg.org/spines"&gt;spines&lt;/a&gt;. This will change a few things about Rheo’s compilation, but most importantly it &lt;em&gt;should&lt;/em&gt; allow us to finally shed the way of doing relative linking that’s existed since 0.1.0 (using &lt;code&gt;#link("./file.typ)[]&lt;/code&gt;) in favor of a variation on the &lt;a href="https://github.com/freecomputinglab/rheo/issues/59"&gt;native &lt;code&gt;@ref&lt;/code&gt; syntax&lt;/a&gt;. The current &lt;code&gt;#link&lt;/code&gt; syntax is &lt;a href="https://github.com/freecomputinglab/rheo/issues/128"&gt;brittle&lt;/a&gt; in a number of ways: I just hadn’t yet got around to scoping/implementing a more native reference syntax. I’m hopeful that the bundle target will allow us to provide this syntax essentially for free, i.e. without having to implement much in the way of an additional parsing phase.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I re-read the Typst tutorial, and also spent an afternoon (once back from Puglia) studying improvements to my &lt;a href="https://weeknotes.ohrg.org/assets/typstLimitedProjectTakeHome2026.pdf"&gt;take-home assignment&lt;/a&gt; from a few weeks ago with Claude. This was a super effective review/study technique, and I think furnished me with the beginnings of a more intuitive perspective on Typst’s API design, as well as the specs for PDF and HTML forms.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-homelab" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="homelab" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w26-text-to-speech.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w26-text-to-speech&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-homelab" data-rookery="tag" data-rookery-tags="homelab"&gt;homelab&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w26-text-to-speech" class="idea idea-tag-homelab" data-rookery="idea" data-rookery-tags="homelab"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Text-to-speech&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I took the holiday opportunity to experiment with these. I originally tried &lt;a href="https://elevenreader.io/"&gt;ElevenReader&lt;/a&gt; (at an LLM’s suggestion). After an hour of two listening, however, I got frustrated with how it would get stuck in footnotes or citational paraphernalia, as the parser for the PDFs I uploaded didn’t do a particularly good job of navigating the page structure.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;At another LLM’s suggestion, I switched to &lt;a href="https://www.paper2audio.com/"&gt;Paper2Audio&lt;/a&gt;, which I am finding &lt;em&gt;much&lt;/em&gt; more congenial. I had originally wanted to listen to Tommaso Astarita’s &lt;a href="https://archive.org/details/betweensaltwater00tomm"&gt;&lt;em&gt;Between Salt Water and Holy Water: A History of Southern Italy&lt;/em&gt;&lt;/a&gt;: but the free version of Paper2Audio puts a limit on the number of pages in the PDF you can transcribe to audio, so I settled on Joseph Weizenbaum’s &lt;a href="https://en.wikipedia.org/wiki/Computer_Power_and_Human_Reason"&gt;&lt;em&gt;Computer Power and Human Reason&lt;/em&gt;&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I’ve been meaning to read Weizenbaum in full for a while, but I’ve never quite found the time. Because I have a heap of dense and theoretical reading to do for my PhD, I usually prioritize this when I’m with my reMarkables. The attention required for audiobooks is of a different nature, however, and it turned out that Weizenbaum’s style of writing is just about right for what I can cognize via audio at the moment. I listened through about 50% of the book, mostly while running.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w25.html</id><title>Week 25</title><published>2026-06-21T00:00:00Z</published><updated>2026-06-21T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w25.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 25&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w25" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 25&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w25-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w25-dissertation" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Dissertation&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w25-digital-theory-lab" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Digital Theory Lab&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w25-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w25-liminal" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.5&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;LIMINAL&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w25-et-alia" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.6&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w25.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w25&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-06-21&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w25" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 25&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w25-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w25-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w25-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I am in Santa Maria di Leuca, Puglia, at the very southern tip of Italy currently, and as such only reading is on my agenda for the coming week. I’ll finish Karatani (more on progress in &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w25-dissertation.html"&gt;Dissertation&lt;/a&gt;&lt;/span&gt;), and restart Jensen Suther’s &lt;a href="https://www.sup.org/books/theory-and-philosophy/true-materialism"&gt;&lt;em&gt;True Materialism&lt;/em&gt;&lt;/a&gt;, a book I’ve been meaning to discuss with &lt;a href="https://www.carson-welch.com/"&gt;Carson Welch&lt;/a&gt; for a few months now—and as the summer heat really sets in, we’ve slapped a date on it.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;span id="loc-1"&gt;&lt;/span&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-dissertation" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="dissertation" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w25-dissertation.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w25-dissertation&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-dissertation" data-rookery="tag" data-rookery-tags="dissertation"&gt;dissertation&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w25-dissertation" class="idea idea-tag-dissertation" data-rookery="idea" data-rookery-tags="dissertation"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Dissertation&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I worked more through Karatani’s &lt;em&gt;Transcritique&lt;/em&gt; this week and am a few hours away from having detailed notes across all of its chapters. I’ll preview my organised thoughts about it here, as next week I’ll flesh them out some more, perhaps in a blog post on &lt;a href="https://www.ohrg.org/"&gt;my main blog&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;As far as I can tell, Karatani is a critic on pretty low volume in the English-speaking world, given that he is a figure apparently as great in stature in Japan as Fredric Jameson is in America. &lt;em&gt;Architecture as Metaphor&lt;/em&gt; and &lt;em&gt;Transcritique&lt;/em&gt; were translated by Sabu Koshu and published with MIT Press in &lt;a href="https://mitpress.mit.edu/9780262611138/architecture-as-metaphor/"&gt;1995&lt;/a&gt; and &lt;a href="https://mitpress.mit.edu/9780262612074/transcritique/"&gt;2005&lt;/a&gt; respectively. Columbia University Press published &lt;em&gt;History and Repetition&lt;/em&gt; in &lt;a href="https://cup.columbia.edu/book/history-and-repetition/9780231157292/"&gt;2011&lt;/a&gt; ; but it was not until the publication of &lt;em&gt;The Structure of World History&lt;/em&gt; with Duke University Press in &lt;a href="https://www.dukeupress.edu/the-structure-of-world-history"&gt;2014&lt;/a&gt; that the Anglophone Marx studies world seems to start really discussing his work.&lt;sup class="idea-fn-ref" id="fnref-3-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-3-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-3-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; I haven’t yet done the legwork to properly reconstruct this discussion and its stakes, but &lt;a href="https://uzh.academia.edu/ElenaLange"&gt;Elena Lange&lt;/a&gt;—a scholar currently at Zurich who seems active in value theory debates about figures like Alfred Sohn-Rethel—seems to be one of the key nodes; as does the Verso translator &lt;a href="https://complit.cornell.edu/gavin-walker"&gt;Gavin Walker&lt;/a&gt;.&lt;/span&gt; Duke then published &lt;em&gt;Isonomia and the Origins of Philosophy&lt;/em&gt; in &lt;a href="https://www.dukeupress.edu/isonomia-and-the-origins-of-philosophy"&gt;2017&lt;/a&gt;, Oxford University Press &lt;em&gt;Nation and Aesthetics&lt;/em&gt; also in &lt;a href="https://global.oup.com/academic/product/nation-and-aesthetics-9780190622978?cc=it&amp;amp;lang=en&amp;amp;"&gt;2017&lt;/a&gt;, and &lt;a href="https://www.versobooks.com/blogs/authors/karatani-kojin"&gt;two more translations&lt;/a&gt; of Karatani’s work have been published by Verso in 2020 and 2026.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;There may be other translations into English that I’ve missed, as Karatani has written and published more than 20 books in Japanese over the course of a career that runs from 1980 to present. But despite this good number of translations, I am now surprised that I have heard so little of his work having read &lt;em&gt;Transcritique&lt;/em&gt;. The book argues that transcritique is the common methodological thread that ties Marx to Kant, and in turn re-reads Marx’s &lt;em&gt;Capital&lt;/em&gt; as a transcritical reading of political economy. For the uninitiated, this is heterodox essentially because it has been much more common to tie Marx tightly to Hegel, rather than Kant, both because Marx explicitly positioned &lt;em&gt;Capital&lt;/em&gt; as a counterpoint to Hegel’s dialectical method, and because &lt;a href="https://nyupress.org/9781583677353/karl-marx-and-the-birth-of-modern-society/"&gt;his intellectual biography&lt;/a&gt; has much more obvious ties to him. Whether it matters or not for our reading of &lt;em&gt;Capital&lt;/em&gt; and Marx is the table stakes of the debate. (Whether reading &lt;em&gt;Capital&lt;/em&gt; and Marx in the 21&lt;sup&gt;st&lt;/sup&gt; century matters is the topic of my dissertation. Spoiler: I argue that it does, and that we have few better philosophical resources for thinking about the social architecture and politics of computer science.)&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I’m hung up on Karatani at the moment because he argues in &lt;em&gt;Transcritique&lt;/em&gt; that &lt;em&gt;Capital&lt;/em&gt; is “a Kantian critique of the ill-contained drive of capital to self-realize beyond its limit” &lt;sup class="idea-fn-ref" id="fnref-3-2" data-rookery="fn-ref"&gt;&lt;a href="#fn-3-2"&gt;2&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-3-2" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;2&lt;/span&gt; &lt;a href="#loc-2" role="doc-biblioref"&gt;Karatani, &lt;em&gt;Transcritique&lt;/em&gt;, p.9&lt;/a&gt;.&lt;/span&gt;. Karatani divulges to the reader a wealth of good thinking about these terms—critique, drive, self-realization, limit—in a number of respects; but the fundamental aspect of Marx’s work that his argument’s vocabulary opens up for me is its &lt;em&gt;mathematical&lt;/em&gt; nature. If Marx is a student of Kant, then he is a student of formalization and the ways in which we can (and can’t, or shouldn’t) claim its intricacies bear a relation to reality. As noted, I intend to digest Karatani’s &lt;em&gt;Transcritique&lt;/em&gt; more directly somewhere soon, so that’s all I’ll say for now. What reading &lt;em&gt;Transcritique&lt;/em&gt; has confirmed for me is that I need to read Karatani’s other work, especially his writing on Marx (&lt;a href="https://www.versobooks.com/products/358-marx-towards-the-centre-of-possibility"&gt;&lt;em&gt;Marx: Towards the Centre of Possibility&lt;/em&gt;&lt;/a&gt; and &lt;a href="https://www.dukeupress.edu/the-structure-of-world-history"&gt;&lt;em&gt;The Structure of World History&lt;/em&gt;&lt;/a&gt;), and learn more about 20&lt;sup&gt;th&lt;/sup&gt; century &lt;a href="https://read.dukeupress.edu/books/book/55/The-Sublime-Perversion-of-CapitalMarxist-Theory"&gt;Japanese Marxist thinkers&lt;/a&gt; such as &lt;a href="https://www.researchgate.net/publication/275455113_Failed_Abstraction_-_The_Problem_of_Uno_Kozo's_Reading_of_Marx's_Theory_of_the_Value_Form"&gt;Uno Kōzō&lt;/a&gt;.&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-3-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-3-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt; I haven’t yet done the legwork to properly reconstruct this discussion and its stakes, but &lt;a href="https://uzh.academia.edu/ElenaLange"&gt;Elena Lange&lt;/a&gt;—a scholar currently at Zurich who seems active in value theory debates about figures like Alfred Sohn-Rethel—seems to be one of the key nodes; as does the Verso translator &lt;a href="https://complit.cornell.edu/gavin-walker"&gt;Gavin Walker&lt;/a&gt;.&lt;/li&gt;&lt;li class="idea-footnote" id="fn-3-2" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-3-2" data-rookery="fn-backlink"&gt;^&lt;/a&gt; &lt;a href="#loc-2" role="doc-biblioref"&gt;Karatani, &lt;em&gt;Transcritique&lt;/em&gt;, p.9&lt;/a&gt;.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;div class="idea-references" data-rookery="references"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;h2&gt;References&lt;/h2&gt;&lt;ul style="list-style-type: none"&gt;&lt;li id="loc-2"&gt;Karatani, Kojin. &lt;em&gt;Transcritique: On Kant and Marx&lt;/em&gt;. Mit Press, 2005.&lt;/li&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-digital-theory-lab" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="digital-theory-lab" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w25-digital-theory-lab.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w25-digital-theory-lab&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-digital-theory-lab" data-rookery="tag" data-rookery-tags="digital-theory-lab"&gt;digital-theory-lab&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w25-digital-theory-lab" class="idea idea-tag-digital-theory-lab" data-rookery="idea" data-rookery-tags="digital-theory-lab"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Digital Theory Lab&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;At the beginning of the week, I wrote a full first draft of a section for a paper formalizing the kinds of experiments that we’re running. It needs a bit of work—I run the risk of overformalizing aspects of our experimentation, and we also need to do some more literature review to understand whether or not aspects of our approach go by other names in other fields of machine learning—but it was a useful start.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also got the codebase running on &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w24-framework-desktop.html"&gt;my new Framework Desktop&lt;/a&gt;&lt;/span&gt; with a PR adapting CUDA (Nvidia) hardware acceleration to ROCM, the analogous software that allows GPUs to process machine learning tasks on AMD. This was pleasantly straightforward, as hardware acceleration in Python has come a long way since I was last messing with it &lt;a href="https://aiforsocialgood.github.io/neurips2019/accepted/track1/pdfs/68_aisg_neurips2019.pdf"&gt;in 2018/19&lt;/a&gt;. I’m really excited about this project, as I hope it will be a real contribution to machine learning interpretation from a more humanistically-centered place.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w25-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w25-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w25-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;No direct progress on Rheo this week, besides tracking a few issues following from the &lt;a href="https://typst.app/docs/changelog/0.15.0/"&gt;Typst 0.15.0 release&lt;/a&gt;. As per the intro above, likely nothing substantive this coming week either. I am, however, reviewing the Typst documentation and reference for an upcoming interview for a limited project.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-liminal" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="liminal" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w25-liminal.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w25-liminal&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-liminal" data-rookery="tag" data-rookery-tags="liminal"&gt;liminal&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w25-liminal" class="idea idea-tag-liminal" data-rookery="idea" data-rookery-tags="liminal"&gt;&lt;span class="idea-title" data-rookery="title"&gt;LIMINAL&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;Most of my week was sunk into developing a new feature for a platform for a forthcoming investigation about &lt;a href="https://liminal-lab.org/work/from-sea-to-sky"&gt;migrant pushbacks on the Mediterranean&lt;/a&gt;. I made a false start at rewriting the whole thing in &lt;a href="https://github.com/janestreet/bonsai/"&gt;bonsai&lt;/a&gt; a couple of weeks ago, but deadlines have demanded that I fall back into React.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;The technical details of the platform are, alas, no longer very interesting to me. There was a time when I was excited to learn about the browser, WebAssembly, and other infrastructures of frontend development, but several years at grad school have shifted my perspective pretty substantially. One of the most difficult things about frontend engineering, I think, is that it almost always means you are interfacing with designers and/or clients who don’t have substantial software knowledge directly. This is essential and necessary work in so many domains; but it’s densely difficult, and requires good communication across many channels, which means meetings, changes, backtracking.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;Frontend engineering is sometimes colloquially treated as less technically requiring than backend engineering or systems programming. To me this stems from a misunderstanding about what is hard about building software, about what it means to be ‘technical’. It’s easy, relatively speaking, to identify a problem in a domain with people who all speak your language, who all generally speaking approach the problem in the same way. It’s &lt;em&gt;much&lt;/em&gt; harder to work effectively in the squishy channels of human-to-human communication, parsing and formalizing desires as features, and doing so with a bedside manner that allows everyone to feel like they’re getting what they want. Frontend engineering is almost definitionally on the frontlines of this kind of work, the most difficult aspect of engineering, because the browser is one of the most common places where software systems get exposed to users with vastly different understandings of computation.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;Grad school has been a haven for me in which I have been allowed to work without guardrails towards aims largely of my own choosing.&lt;sup class="idea-fn-ref" id="fnref-4-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-4-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-4-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; Not all PhDs have this latitude: but &lt;a href="https://www.ohrg.org/what-is-modern-culture-and-media"&gt;my program&lt;/a&gt; does, and I’m very grateful for it.&lt;/span&gt; I have chosen to work almost exclusively in Rust, a programming language at the other end of the spectrum: by design/definition, Rustaceans (those who work in Rust) get to work with colleagues who have a shared understanding of computation and how to handle it. An absolutely banal yet absolutely accurate observation: there is a cooperative joy to sharing a community with others who share your basic understanding of what work is! If given the choice, I can’t help but think that I would rather not do the hard, labyrinthine, and mercurial labor of translating between computational dialects, as good frontend engineers must do. Let me work in a terminal and modal text editor on a NixOS machine, so that the only people I have to explain my work to are those who already understand the vocabulary in the first half of this sentence.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;Despite the above disavowal of frontend engineering, I have enjoyed learning the level of abstraction at which one needs to prompt models like Anthropic’s Opus 4.7 to get meaningful results in frontend development. It’s often not enough to say something like “make the red square clickable”, as an LLM is much more effective if you gesture using the language of HTML and CSS (“make div.nav-bar-button clickable”). Thinking clearly about data structures and how they will support the functionality in your application is also work worth doing, as Claude will not (in my experience) do it for you.&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-4-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-4-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt; Not all PhDs have this latitude: but &lt;a href="https://www.ohrg.org/what-is-modern-culture-and-media"&gt;my program&lt;/a&gt; does, and I’m very grateful for it.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-et-alia" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="et-alia" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w25-et-alia.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w25-et-alia&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-et-alia" data-rookery="tag" data-rookery-tags="et-alia"&gt;et-alia&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w25-et-alia" class="idea idea-tag-et-alia" data-rookery="idea" data-rookery-tags="et-alia"&gt;&lt;span class="idea-title" data-rookery="title"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;On the long train to Puglia (from Reggio Emilia, 8ish hours) I downloaded &lt;a href="https://elevenreader.io/"&gt;ElevenReader&lt;/a&gt; and started listening to some PDFs and EPUBs I’ve been meaning to read as a rest from my reMarkable. This was surprisingly successful, and I will experiment more with this synesthesia while on the beach. (Though it has no problem with the sun given its e-ink, I’ve never quite managed to read successfully on my &lt;a href="https://remarkable.com/"&gt;reMarkable&lt;/a&gt; at the beach given the sand, sweat, and heat.)&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w24.html</id><title>Week 24</title><published>2026-06-14T00:00:00Z</published><updated>2026-06-14T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w24.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 24&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w24" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 24&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w24-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w24-dissertation" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Dissertation&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w24-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w24-digital-theory-lab" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Digital Theory Lab&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w24-liminal" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.5&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;LIMINAL&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w24-framework-desktop" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.6&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Framework Desktop&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w24.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w24&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-06-14&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w24" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 24&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w24-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w24-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w24-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;This week was one of the first that I have spent almost entirely uninterrupted in Torino. Though we formally moved here in January of this year, it seems as though there has been something to flit to almost every week, either in another part of Italy/Europe, or overseas. (For almost all of April I was in the US, as I organized &lt;a href="http://scale.ohrg.org/"&gt;two&lt;/a&gt; &lt;a href="https://events.brown.edu/event/330446-from-the-cloud-to-the-resistance-a-symposium-in"&gt;conferences&lt;/a&gt; which ran on back-to-back weeks in Providence.) This summer should be a welcome period of respite from becoming a journeyman academic (although we have a holiday planned in Puglia the week after next.)&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-dissertation" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="dissertation" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w24-dissertation.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w24-dissertation&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-dissertation" data-rookery="tag" data-rookery-tags="dissertation"&gt;dissertation&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w24-dissertation" class="idea idea-tag-dissertation" data-rookery="idea" data-rookery-tags="dissertation"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Dissertation&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I only managed a few hours continuing to work through Karatani’s &lt;em&gt;Transcritique&lt;/em&gt; this week, but they were an important few hours. I’m 200 pages in (out of some 320), but something is really starting to churn. I am purposefully moving slowly in order to more surely cover the important details in my notes (which I hand-write on a &lt;a href="https://www.ohrg.org/using-two-remarkables"&gt;second reMarkable&lt;/a&gt;), as I suspect that Karatani’s argument about the isomorphic relation between Kant and Marx will be what shores up some of the conceptual turns in the last section of my dissertation’s first chapter, which is an exposition of Marx’s theory of the commodity in relation to Kant and the philosophy of cause.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I don’t yet know a lot about Karatani’s reception in Anglophone Marx studies&lt;sup class="idea-fn-ref" id="fnref-2-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-2-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-2-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; ‘Anglophone Marx studies’ is the moniker I use to avoid referring to ‘&lt;a href="https://en.wikipedia.org/wiki/Western_Marxism"&gt;Western Marxism&lt;/a&gt;’ given the critique that some such as &lt;a href="https://en.wikipedia.org/wiki/Domenico_Losurdo#Western_Marxism"&gt;Domenico Losurdo&lt;/a&gt; have made of that formulation. I refer to ‘Anglophone Marx studies’ as a sort of next-generation Western Marxism (in the academy) that is astute to the criticisms leveled at its paternal concept; but which also takes issue with some such criticisms when stated too crudely, such as the claim that many 20&lt;sup&gt;th&lt;/sup&gt; century European Marxist philosophers abandoned class struggle in favor of bourgeois comfortability.&lt;/span&gt;, but at first glance it seems to me that &lt;em&gt;Transcritique&lt;/em&gt; illuminates a wealth of possible developments in discussions being had currently around capitalism and its discontents. My aim for the next week is to work through the last 100 pages.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also gave an internal presentation (on Zoom) about my dissertation in the &lt;a href="https://www.biblhertz.it/en/modern-computer-vision"&gt;Machine Visual Culture&lt;/a&gt; group based at the Bibliotheca Hertziana Max Planck Institute for Art History in Rome. I’ll be starting a predoctoral fellowship with this group in September 2026, and so this was a nice opportunity to communicate to others who are active in the group what I’m working on while there. I am now happily using the &lt;a href="https://github.com/freecomputinglab/rheo-packages/tree/main/slides/0.1.0"&gt;Rheo slides package&lt;/a&gt; to annotate my dissertation repo directly with slides as ‘inserts’ in the prose. This means that I can annotate excerpts from the introduction with visuals in talks such as this one, and then more easily fold edits and augmentations back into the body of my dissertation. The preparation for this talk meant that I built out slides that run parallel to the entire first section of my introduction.&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-2-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-2-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt; ‘Anglophone Marx studies’ is the moniker I use to avoid referring to ‘&lt;a href="https://en.wikipedia.org/wiki/Western_Marxism"&gt;Western Marxism&lt;/a&gt;’ given the critique that some such as &lt;a href="https://en.wikipedia.org/wiki/Domenico_Losurdo#Western_Marxism"&gt;Domenico Losurdo&lt;/a&gt; have made of that formulation. I refer to ‘Anglophone Marx studies’ as a sort of next-generation Western Marxism (in the academy) that is astute to the criticisms leveled at its paternal concept; but which also takes issue with some such criticisms when stated too crudely, such as the claim that many 20&lt;sup&gt;th&lt;/sup&gt; century European Marxist philosophers abandoned class struggle in favor of bourgeois comfortability.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w24-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w24-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w24-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Much of my week was dedicated to Rheo or Rheo-adjacent work. I added &lt;a href="https://github.com/freecomputinglab/rheo/pull/130"&gt;Atom feed generation&lt;/a&gt; to the &lt;code&gt;html&lt;/code&gt; crate, and in the process did &lt;a href="https://github.com/freecomputinglab/rheo/pull/136"&gt;some&lt;/a&gt; &lt;a href="https://github.com/freecomputinglab/rheo/pull/134"&gt;refactoring&lt;/a&gt; to improve the quality of the codebase. I also minted a &lt;a href="https://github.com/freecomputinglab/rheo/releases/tag/v0.3.1"&gt;v0.3.1 release&lt;/a&gt; so that I could integrate this feature into the build process for my &lt;a href="https://www.ohrg.org/"&gt;main blog&lt;/a&gt; and &lt;a href="https://weeknotes.ohrg.org/"&gt;weeknotes&lt;/a&gt;, both of which now have Atom feeds!&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Though Atom/RSS feeds are a run-of-the-mill feature for any static site generator (which is part of &lt;a href="https://rheo.ohrg.org/"&gt;what Rheo is&lt;/a&gt;) and are not really complicated or interesting in themselves, the Atom feed implementation in Rheo highlights how it is architected as &lt;a href="https://chi-star-workshop.github.io/src/assets/pdf/papers/DocumentInfrastructureForAugmentedReading%20-%20Will%20Crichton.pdf"&gt;an extensible compilation toolchain for Typst&lt;/a&gt;.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;In Rheo-adjacent news, I spent much of Wednesday writing a job application for a limited project adding PDF Forms to the Typst compiler, a freelance project that the Typst core team &lt;a href="https://typst.app/jobs/"&gt;recently put up&lt;/a&gt; as a 3-month gig over the summer. I applied as, though I’ve made &lt;a href="https://github.com/typst/typst/pulls?q=is%3Apr+is%3Aclosed+author%3Abreezykermo"&gt;a few minor contributions&lt;/a&gt; to the open source project, it would be helpful to get some structured experience contributing. This summer is an especially good time for me to take up something like this, as I’ve just effectively extended my PhD by a year by receiving back-to-back predoctoral fellowships for the upcoming Fall and Spring.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;The take-home project was an interesting exercise. It involved reading the PDF and HTML specs for interactive forms, and then designing a Typst API that integrates the two in a unified interface. As this is essentially the task of the limited project (three months of work), it quickly became clear that I wasn’t going to be able to smooth all of the sharp edges in the divergence between the two formats, so I just did my best in (the vicinity of) the 4-hour time limit. &lt;a href="/assets/typstLimitedProjectTakeHome2026.pdf"&gt;Here is the take-home assignment&lt;/a&gt; I submitted for the role, which is naturally typeset with Typst/Rheo. I expect to hear back about whether I’ll move to the interview stage this coming week.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-digital-theory-lab" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="digital-theory-lab" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w24-digital-theory-lab.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w24-digital-theory-lab&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-digital-theory-lab" data-rookery="tag" data-rookery-tags="digital-theory-lab"&gt;digital-theory-lab&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w24-digital-theory-lab" class="idea idea-tag-digital-theory-lab" data-rookery="idea" data-rookery-tags="digital-theory-lab"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Digital Theory Lab&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;As I now have a machine that has enough RAM to run some serious local models (see &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w24-framework-desktop.html"&gt;Framework Desktop&lt;/a&gt;&lt;/span&gt;), I ran some preliminary experiments using a codebase that &lt;a href="https://tylershoemaker.info/"&gt;Tyler Shoemaker&lt;/a&gt; and I have been working on to test the limits of open source LLMs such as the &lt;a href="https://huggingface.co/Qwen"&gt;qwen family of models&lt;/a&gt;. (I have been trying to find hardware to run these on for a while, and thought I had SSH access to a machine with enough RAM at one stage a few weeks ago: but then it turned out something was off with my login credentials, or possibly the VPN I use to access the network.) More next week on this front, I hope.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-liminal" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="liminal" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w24-liminal.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w24-liminal&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-liminal" data-rookery="tag" data-rookery-tags="liminal"&gt;liminal&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w24-liminal" class="idea idea-tag-liminal" data-rookery="idea" data-rookery-tags="liminal"&gt;&lt;span class="idea-title" data-rookery="title"&gt;LIMINAL&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I took some small steps to further configure the Bonsai rewrite I started &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w23.html"&gt;last week&lt;/a&gt;&lt;/span&gt;; but was largely blocked on significant progress in this project due to the excitement I talk about next in &lt;span class="idea-ref" data-rookery="ref" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;a href="./ideas/26w24-framework-desktop.html"&gt;Framework Desktop&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;span id="loc-1"&gt;&lt;/span&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box" data-rookery="box" data-rookery-gutter="on" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w24-framework-desktop.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w24-framework-desktop&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w24-framework-desktop" class="idea" data-rookery="idea"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Framework Desktop&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;The absolute biggest news this week in relation to my research is that my new &lt;a href="https://frame.work/it/en/desktop"&gt;Framework Desktop&lt;/a&gt; arrived. I’ve known that I wanted this thing ever since it was announced in February 2025, as I have been the happy user of a Framework Laptop for a couple of years now. The old Dell laptop that I’ve been using as a substitute desktop neglected to turn on one morning, and so I greedily pulled the trigger and ordered one. This purchase took a serious chunk out of my savings: but life is short!&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I’ve always wanted to be more savvy about the hardware aspect of computers since I got a bit of professional exposure to hardware and firmware as a backend engineer at &lt;a href="https://www.halterhq.com/en-nz"&gt;Halter&lt;/a&gt; in 2021, but I remain embarrassingly dilettantish with respect to the knowledge domain. I know the basics that any software engineer worth their salt does—which is to say, I have a very abstract but functional understanding of how CPUs, RAM, GPUs, and hardware devices like disk and NVMe storage work, when it comes to writing performant software that runs on them—but there’s an enormity more to learn. Assembling a Framework is like the Ikea of assembling a computer: you do almost nothing because they’ve put all the ingredients in the right place for you and made it hard to screw up. But Apple and other hardware titans like Dell have made even the thought of fiddling with a RAM chip or replacing a fan all but unthinkable.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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  }
}"&gt;It took me less than an hour to set up my Framework Desktop, and now it’s sitting on my desk and running like the little monster that it is:&lt;/p&gt;&lt;img src="data:image/jpeg;base64,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}"&gt;I &lt;a href="https://github.com/breezykermo/nixos"&gt;run NixOS on all of my machines&lt;/a&gt;, and it’s effortless to run this operating system on a Framework machine, as all of the steps in the &lt;a href="https://nixos.wiki/wiki/NixOS_Installation_Guide"&gt;official NixOS install guide&lt;/a&gt; just work out of the box. Because this Framework Desktop is more powerful than my laptop, I also spent a few hours messing with &lt;a href="https://ollama.com/"&gt;ollama&lt;/a&gt; and configuring some local LLMs, which I intend to play with more seriously in the coming weeks. I follow &lt;a href="https://simonwillison.net/search/?type=note&amp;amp;tag=coding-agents&amp;amp;tag=llms"&gt;Simon Willison’s work on llms&lt;/a&gt;, and I want to follow in his footsteps and play a bit more seriously with local models now that I have the beefy hardware to do so.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry><entry><id>https://weeknotes.ohrg.org/26w23.html</id><title>Week 23</title><published>2026-06-07T00:00:00Z</published><updated>2026-06-07T00:00:00Z</updated><category term="weeknote"/><link rel="alternate" href="https://weeknotes.ohrg.org/26w23.html"/><content type="html">&lt;div class="idea-gutter" data-rookery="gutter" data-rookery-sticky="sticky"&gt;&lt;aside class="rheo-panel-aside rheo-panel-rookery rheo-contents-aside" data-rheo-panel-wrapped="wrapped"&gt;&lt;nav class="rheo-panel-box rheo-contents-box" aria-label="Contents" data-offset-selector=".site-header" data-align-selector="[data-rookery='tab']"&gt;&lt;div class="rheo-panel-header"&gt;&lt;span class="rheo-panel-title"&gt;Week 23&lt;/span&gt;&lt;a class="rheo-panel-top" href="#" title="Top" aria-label="Back to top"&gt;↑&lt;/a&gt;&lt;/div&gt;&lt;div class="rheo-contents-list"&gt;&lt;a class="rheo-contents-link" href="#idea:26w23" data-level="0"&gt;&lt;span class="rheo-contents-num"&gt;1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Week 23&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w23-intro" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.1&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Intro&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w23-dissertation" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.2&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Dissertation&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w23-digital-theory-lab" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.3&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Digital Theory Lab&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w23-rheo" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.4&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;Rheo&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w23-lolm" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.5&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;LOLM&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w23-liminal" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.6&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;LIMINAL&lt;/span&gt;&lt;/a&gt;&lt;a class="rheo-contents-link rheo-contents-sub" href="#idea:26w23-et-alia" data-level="1"&gt;&lt;span class="rheo-contents-num"&gt;1.7&lt;/span&gt;&lt;span class="rheo-contents-label"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/nav&gt;&lt;/aside&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-weeknote" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="weeknote" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w23.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w23&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-date" data-rookery="date"&gt;2026-06-07&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w23" class="idea idea-tag-weeknote" data-rookery="idea" data-rookery-tags="weeknote"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Week 23&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-intro" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="intro" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w23-intro.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w23-intro&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-intro" data-rookery="tag" data-rookery-tags="intro"&gt;intro&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w23-intro" class="idea idea-tag-intro" data-rookery="idea" data-rookery-tags="intro"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Intro&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;As this is my first entry of weeknotes, before writing out these actual notes, I wrote a &lt;a href="https://www.ohrg.org/writing-weeknotes"&gt;general introductory post&lt;/a&gt; and posted it to my blog site.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-dissertation" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="dissertation" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w23-dissertation.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w23-dissertation&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-dissertation" data-rookery="tag" data-rookery-tags="dissertation"&gt;dissertation&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w23-dissertation" class="idea idea-tag-dissertation" data-rookery="idea" data-rookery-tags="dissertation"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Dissertation&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Early this week I received a desk rejection for a paper that I had submitted a few months ago to a top journal. I wrote the paper several years ago now, and I no longer feel that it represents my best work. But I still broadly think that it contributes something to the discourse (about AI and capitalism), and had hoped to place it in this journal on account of the fact that last year I had had a paper rejected from the same venue, but with encouraging comments. The peer review timelines in the humanities are punishing, unfortunately, and so I now have on my hands a paper that I’m beginning to feel less excited about (it has been rejected from two journals now), but which I feel that I should still peddle, especially given my early career stage as an academic.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Part of my feeling divided about the academic mercantilism of pushing to publish papers in prestigious venues is that, in the very early years of my PhD, I &lt;a href="https://www.ohrg.org/deconstructing-urbit"&gt;‘open sourced’ a paper&lt;/a&gt; after another paper came out that (I felt) stole the (almost inaudible) thunder of the point I wanted to make. Though I don’t feel at all that this paper was my best work, I do hear every now and then from folks who have found it on my website and find the writing useful or interesting one way or another. Had I published it in the non open-access venue for which it was written, I very much doubt it would have been read as much. Of course, releasing papers as ‘preprints’ on my website abandons the benefits of peer review, which are non-trivial when the process is done right. But I increasingly am beginning to feel as though the time-cycle of peer review in the humanities (6-12 months, sometimes more) &lt;em&gt;also&lt;/em&gt; prevents a lot of good work from coming out in a timely fashion. Whether or not the essay that I have just had rejected is a part of that ‘good work’ is, of course, a question that I am not best positioned to answer, as the paper’s sole author and therefore someone with an emotional attachment to the piece that makes me want to see it as such.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;On the reading front, I am still working my way through Kojin Karatani’s Kantian Marxian treatise &lt;em&gt;&lt;a href="https://mitpress.mit.edu/9780262612074/transcritique/"&gt;Transcritique&lt;/a&gt;&lt;/em&gt;, a book whose argument will help structure the transition from Chapter 1 to Chapter 2 of my dissertation. (I currently have a full draft of Chapter 1, and need to complete a full draft of Chapter 2 before the summer is out.) I also churned through a number of the articles in the most recent edition of the &lt;a href="https://www.lrb.co.uk/the-paper/v48/n10"&gt;LRB&lt;/a&gt; (having just purchased a subscription), and finally opened George Eliot’s &lt;em&gt;Middlemarch&lt;/em&gt;, having purchased a hard copy of the novel last Christmas.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-digital-theory-lab" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="digital-theory-lab" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w23-digital-theory-lab.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w23-digital-theory-lab&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-digital-theory-lab" data-rookery="tag" data-rookery-tags="digital-theory-lab"&gt;digital-theory-lab&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w23-digital-theory-lab" class="idea idea-tag-digital-theory-lab" data-rookery="idea" data-rookery-tags="digital-theory-lab"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Digital Theory Lab&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I spent 3-4 hours drafting an introduction and reviewing PRs for a paper I’m working on with colleagues at the &lt;a href="https://digitaltheory.org/"&gt;Digital Theory Lab&lt;/a&gt; that we hope to place in a machine learning interpretability venue later this year. (The outlines of the idea are in &lt;a href="https://youtu.be/iYu9q5uHXYY?si=2eBOLDU-la_nODAl&amp;amp;t=1587"&gt;this presentation&lt;/a&gt; by Leif Weatherby and Tyler Shoemaker from a few months ago.) I need to present a full draft of this paper to my DTL colleagues early next week.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-rheo" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="rheo" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w23-rheo.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w23-rheo&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-rheo" data-rookery="tag" data-rookery-tags="rheo"&gt;rheo&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w23-rheo" class="idea idea-tag-rheo" data-rookery="idea" data-rookery-tags="rheo"&gt;&lt;span class="idea-title" data-rookery="title"&gt;Rheo&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I refactored the Typst template from two Rheo sites (&lt;a href="https://rheo.ohrg.org"&gt;https://rheo.ohrg.org&lt;/a&gt; and &lt;a href="https://book.cftw.ohrg.org/"&gt;https://book.cftw.ohrg.org/&lt;/a&gt;) into a &lt;code&gt;sidebar&lt;/code&gt; component in the &lt;a href="https://github.com/freecomputinglab/rheo-packages"&gt;rheo-packages&lt;/a&gt; registry. (Previously, this was very similar code duplicated across both repos, as the &lt;a href="https://rheo.ohrg.org/packages"&gt;packages feature&lt;/a&gt; in Rheo only landed three weeks ago, which enabled this factoring out.)&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I also created a &lt;a href="https://github.com/freecomputinglab/rheo-author"&gt;rheo-author&lt;/a&gt; Claude skill so that Claude Code can do a better job at working within Rheo projects without me having to provide a lot of context in every prompt.&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-lolm" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="lolm" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w23-lolm.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w23-lolm&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-lolm" data-rookery="tag" data-rookery-tags="lolm"&gt;lolm&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w23-lolm" class="idea idea-tag-lolm" data-rookery="idea" data-rookery-tags="lolm"&gt;&lt;span class="idea-title" data-rookery="title"&gt;LOLM&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;I spent one morning in the library &lt;a href="https://github.com/freecomputinglab/lolm.ohrg.org/pull/15"&gt;firming up a Turing test entry&lt;/a&gt;, which was then discussed by members of the project in our weekly working group. (More information on the LOLM project, which I run with &lt;a href="https://ryan-healey.com/"&gt;Ryan Healey&lt;/a&gt;, is &lt;a href="https://lolm.ohrg.org/"&gt;available here&lt;/a&gt;.)&lt;/p&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-liminal" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="liminal" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w23-liminal.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w23-liminal&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-liminal" data-rookery="tag" data-rookery-tags="liminal"&gt;liminal&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w23-liminal" class="idea idea-tag-liminal" data-rookery="idea" data-rookery-tags="liminal"&gt;&lt;span class="idea-title" data-rookery="title"&gt;LIMINAL&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;In the coming weeks I need to finish up a frontend project for &lt;a href="https://liminal-lab.org/"&gt;LIMINAL Lab&lt;/a&gt;. Several months ago, I (vibe-)coded a prototype of the application using React and &lt;a href="https://zustand.docs.pmnd.rs/learn/ge"&gt;zustand&lt;/a&gt;. There is an interactive table component in this application that has been fragile since I spun up the prototype; and I am almost unconquerably unmotivated to delve into the particulars of &lt;a href="https://github.com/bvaughn/react-window"&gt;react-window&lt;/a&gt; to work out why the styling keeps going out of whack.&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
  &amp;quot;spacing&amp;quot;: {
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}"&gt;In an attempt to motivate myself to get steaming on the project again, I spent an evening (vibe-)porting the basics of the application to Jane Street’s &lt;a href="https://github.com/janestreet/bonsai/"&gt;Bonsai&lt;/a&gt; framework. Almost a decade ago now, I explored the tradeoffs between Elm and React as &lt;a href="https://www.ohrg.org/a-comparison-of-elm-and-react"&gt;an undergraduate project&lt;/a&gt;, and in all of the serious frontend work done since I have longed for a framework that &lt;em&gt;feels&lt;/em&gt; better than React, for a way to write web applications with more express use of types.&lt;sup class="idea-fn-ref" id="fnref-1-1" data-rookery="fn-ref"&gt;&lt;a href="#fn-1-1"&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;span class="idea-sidenote" id="sn-1-1" data-rookery="sidenote"&gt;&lt;span class="idea-sidenote-number" data-rookery="sidenote-number"&gt;1&lt;/span&gt; React with TypeScript has been the gold standard for a few years now, in my opinion. But TypeScript has always been the layering of more structured types over the chaotically typed underbelly of JavaScript, a more robust and better supported version of Facebook’s &lt;a href="https://flow.org/"&gt;flow project&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;The OCaml tooling setup (opam, dune, etc.) took an hour or two to get used to, as it’s not quite as smooth-surfaced as the modern bundling tooling for JS (&lt;a href="https://pnpm.io/"&gt;pnpm&lt;/a&gt;, &lt;a href="https://vite.dev/"&gt;vite&lt;/a&gt;, etc.). But I now have a basic copy of the single-page-application prototype I had in React, and am much more excited to rewrite the interactive table component while refining my OCaml and Bonsai. This will be the thrust of what I work on in this coming week.&lt;/p&gt;&lt;div class="idea-footnotes" data-rookery="footnotes"&gt;&lt;h4 class="idea-footnotes-title" data-rookery="footnotes-title"&gt;Footnotes&lt;/h4&gt;&lt;ol class="idea-footnote-list" data-rookery="footnote-list"&gt;&lt;li class="idea-footnote" id="fn-1-1" data-rookery="footnote"&gt;&lt;a class="idea-fn-backlink" href="#fnref-1-1" data-rookery="fn-backlink"&gt;^&lt;/a&gt; React with TypeScript has been the gold standard for a few years now, in my opinion. But TypeScript has always been the layering of more structured types over the chaotically typed underbelly of JavaScript, a more robust and better supported version of Facebook’s &lt;a href="https://flow.org/"&gt;flow project&lt;/a&gt;.&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/div&gt;&lt;/figure&gt;&lt;figure&gt;&lt;div class="idea-page-refs" data-rookery="page-refs"&gt;&lt;section role="doc-bibliography" class="hanging-indent"&gt;&lt;ul style="list-style-type: none"&gt;&lt;/ul&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class="idea-box idea-tag-et-alia" data-rookery="box" data-rookery-gutter="on" data-rookery-tags="et-alia" style="--idea-link-color: rgba(30, 130, 90, 0.16); --idea-fold-color: rgba(40, 160, 110, 0.07); --idea-date-color: #1e7a55; --idea-border-color: #1e7a55; --idea-pad: 0.375em; --idea-label-font: Berkeley Mono, monospace; --idea-label-size: 0.85rem"&gt;&lt;div class="idea-head" data-rookery="head"&gt;&lt;span class="idea-tab" data-rookery="tab"&gt;&lt;span class="idea-label" title="Open this note's page" data-rookery="label"&gt;&lt;a href="ideas/26w23-et-alia.html"&gt;&lt;span class="idea-label-id" data-rookery="label-id"&gt;[idea:26w23-et-alia&lt;/span&gt;&lt;span class="idea-label-close" data-rookery="label-close"&gt;]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class="idea-tag idea-tag-et-alia" data-rookery="tag" data-rookery-tags="et-alia"&gt;et-alia&lt;/span&gt;&lt;/span&gt;&lt;h2 id="idea:26w23-et-alia" class="idea idea-tag-et-alia" data-rookery="idea" data-rookery-tags="et-alia"&gt;&lt;span class="idea-title" data-rookery="title"&gt;&lt;em&gt;et alia&lt;/em&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;p class="rheo-kp" data-justify="true" data-font="inter" data-size="16pt" data-lang="en" data-hyphenate="auto" data-justify-limits="{
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}"&gt;Kohei Saito, the Japanese eco-Marxist who came to fame through his book on Marx and the Anthropocene (and the youngest ever winner of the Deutscher Prize, apparently), was &lt;a href="https://www.festivalcinemambiente.it/it/senza-limiti-come-ripensare-il-pianeta-incontro-con-kohei-saito/"&gt;in Torino for a film festival&lt;/a&gt;! I moved to Torino at the beginning of this year with my partner, and we are still ‘integrating’ and learning about the sociality and activities that take place here; so it was nice to feel as though a part of my academic world (anglophone ‘Marx people’) was here, if only briefly. We fangirled after the interview and got a picture with him:&lt;/p&gt;&lt;img src="data:image/jpeg;base64,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" width="1200" height="1600" style="display: block"&gt;&lt;/div&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/figure&gt;</content></entry></feed>