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  <updated>2026-04-11T00:00:00Z</updated>
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  <entry>
    <title>Designing an Architecture for StreetSmart</title>
    <link href="https://example.com/blog/streetsmart-architecture/" />
    <updated>2026-04-11T00:00:00Z</updated>
    <id>https://example.com/blog/streetsmart-architecture/</id>
    <content type="html">&lt;p&gt;During a 2025 climate-tech fellowship through Climatebase, I led the technical side of &lt;a href=&quot;https://web.archive.org/web/20251015135953/http://livestreetsmart.com/&quot;&gt;StreetSmart&lt;/a&gt;, a digital platform that turns street images into usable insight for cities. Built in close collaboration with urban planner Reena Mahajan and a multidisciplinary team of designers and engineers, the platform makes everyday street experience legible, identifying what makes a street work, or not, for the people it&#39;s meant to serve.&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/streetsmart-architecture/final-app-view.jpg&quot;&gt; 
&lt;i&gt;A person uploads a picture of a street and our app shows parts of the street design that make it good or bad to walk around/live in. Email me if you want to join the private beta!&lt;/i&gt;
&lt;p&gt;In what mostly amounted to a three-month sprint from product conception to demo day, I led a small global team of software engineers to design and build our AI-powered MVP in collaboration with urban planners. It was successful by most measures: we formalized urban planners&#39; notions of a liveable street, made a working prototype, ran two pilots with partners in India, and are now attracting a fresh batch of volunteers for ongoing development.&lt;/p&gt;
&lt;p&gt;I&#39;m continuing on as an advisor, and wanted to write down three architectural decisions that shaped the codebase while they&#39;re still fresh:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Use tech that the team knows&lt;/li&gt;
&lt;li&gt;Maintain a $0/yr annual budget&lt;/li&gt;
&lt;li&gt;Don&#39;t blindly trust an LLM&lt;/li&gt;
&lt;/ol&gt;
&lt;h2 id=&quot;context-what-we-built&quot;&gt;Context: What we built&lt;/h2&gt;
&lt;p&gt;From the outset, our MVP was to build an app where people could take a picture of a street and the app would call out aspects of the street&#39;s design that make it good and bad for liveability/walkability. We chose to build this as more of a &lt;a href=&quot;https://travisbogard.medium.com/ditch-mvp-for-slc-feb51e1339d6&quot;&gt;small, loveable, correct&lt;/a&gt; app rather than as the shell of an enterprise application with a lot of dead ends.&lt;/p&gt;
&lt;p&gt;We worked with a team of urban planners and architects to articulate concretely what aspects of the street&#39;s design influence liveability/walkability. This team still has many quibbles with what our app recommends, but on the whole think it gets people to notice and think more carefully about their living environment.&lt;/p&gt;
&lt;!--
We chose this over a concept to take a picture of a street and render it into a &quot;better street&quot; because we realized that there was no single &quot;better street&quot;, and that stakeholders probably had a lot to gain by articulating their needs in a coherent way to co-create that better street. So we chose this quasi-teaching perspective hoping to create something like a Duolingo for streets: synthesize the relevant parts of urban planning and model how to apply them to a specific scene that interested the user. Ideally it would coach them on the pros and cons of different designs, allowing them to more effectively communicate with people who use the street differently. 

As we tried to narrow in on who might be interested in paying for this, we realized that cities and urban development non-profits are one of the few groups able to write cheques. One of the important things we could these customers would be some information about how their citizens feel in a space so they can identify problem areas, so we later added a survey feature. Even with that, I estimated that the project wasn&#39;t going to make anyone rich even if it did one day manage to cover its costs. 
--&gt; 
&lt;p&gt;The app is designed to work on desktop and mobile. Mobile because we assumed that&#39;s where most users would use it, desktop because we needed to test and build it on our computers.&lt;/p&gt;
&lt;!-- ALSO: differentiated from Walkscore and that nonsense european walking app because __ . --&gt; 
&lt;h2 id=&quot;decision-1-use-tech-that-the-team-knows&quot;&gt;Decision 1: Use tech that the team knows&lt;/h2&gt;
&lt;p&gt;As a volunteer group, we were limited to whatever people could be inspired to contribute. Which, between working other jobs/school/job hunting, was limited.&lt;/p&gt;
&lt;p&gt;We settled on a &lt;a href=&quot;https://communitywiki.org/wiki/DoOcracy&quot;&gt;doacracy&lt;/a&gt; mindset, where people who do work have a strong influence on how the work is done. In practice, I&#39;d scope out a component — what it could do and how it might deploy — and a contributor would be responsible for vetting those assumptions and delivering something the project would find useful. I&#39;d then integrate their work into the main app.&lt;/p&gt;
&lt;p&gt;We decided that we&#39;d make a web app. The team had a lot of AI-focused data people on it and most of their experience (and most AI tooling) were in Python, so we opted to use that as our backend rather than a more trendy Node.js/Typescript.&lt;/p&gt;
&lt;p&gt;Overall, this structure worked reasonably well and left us with these architectural choices:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;a backend &lt;strong&gt;FastAPI microservices architecture&lt;/strong&gt; (which was new to me) because one prolific contributor wrote a working draft of it and coached the rest of the team through deploying and supporting it to production&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;vanilla JS on the front-end&lt;/strong&gt; (not React) because I had extensive experience in vanilla JS, saw little benefit to the complexity of the big frameworks, and others who attempted to build on other stacks were unable to integrate with our existing tech assets&lt;/li&gt;
&lt;li&gt;lots of &lt;strong&gt;business logic in vanilla JS&lt;/strong&gt; because the author had the most experience in it. We appreciated the low-cost in-browser testing where I could set up some flags for the page, edit the file, and then see my results in milliseconds after reloading the page. Another urban planner also learned how to edit these JS business rules and could use the already-installed Chrome Developer Tools to see the results of their changes.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;In retrospect this led to some unfortunate outcomes:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;by using vanilla JS rather than React, we may have limited our pool of contributors&lt;/strong&gt;. The gap between our stack and what many developers used created friction: some contributors with deep React experience found it hard to transfer their patterns to vanilla JS, and others hoping to build React experience weren&#39;t motivated by the work. This led to a contingent investing hours in planning a React rewrite that never materialized into code (if only we&#39;d been able to channel that energy into more incremental experiments). Similarly, a graphic designer spent hours vibe-coding a beautiful version of the frontend in Loveable, but we were only able to include it after painstakingly reverse-engineering small parts because the Loveable stack didn&#39;t work with what we&#39;d already built.&lt;/li&gt;
&lt;li&gt;by not being good at deploying Python &lt;strong&gt;we failed to integrate a privacy-focused contribution&lt;/strong&gt; that required a different sub-version of Python. If only I had realized virtual environments could come to our rescue.&lt;/li&gt;
&lt;li&gt;having key parts of our business logic written in JS made it &lt;strong&gt;hard for contributors with only Python experience&lt;/strong&gt; to understand what was happening and effectively contribute&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 id=&quot;decision-2-maintain-a-0-yr-annual-budget&quot;&gt;Decision 2: Maintain a $0/yr annual budget&lt;/h2&gt;
&lt;p&gt;The AI startup ecosystem is full of free trial offers. But free trials have two relevant periods: the free period, and then the paid period.&lt;/p&gt;
&lt;p&gt;I had an intuition that the transition to the paid period of too many products would introduce uncomfortable questions for the project. I had no doubts that the founder was bought in to the success of the project, but I knew she had real financial constraints. Could she indefinitely invest $1/mo in the project? Probably. $100/mo? Probably not without a clear path to revenue.&lt;/p&gt;
&lt;p&gt;Should we have signed up for these trials, we would have also had a lot more management overhead: Whose credit card would be on the trial? Does it matter whether the payer is in Europe, India, or the US? Who would keep track of how much we&#39;re spending or on track to spend? How did we avoid unbounded spending like people sometimes experience with AWS? Who would be in charge of winding down the service at the end of the free trial, and who would decide that when? Lots of questions, so few great answers.&lt;/p&gt;
&lt;p&gt;I also quietly expected that the end of major trial periods would prompt a reckoning for the project: if it wasn&#39;t making tangible progress, our product would be unceremoniously shut down and future teams would be forced to start with scratch (or, rather, a bunch of low-quality code and some sketchy instructions about how to run it... which is pretty close to scratch). Conversely, if we were on free-forever plans, the project could lie dormant for a while without it prompting these sorts of shut-down decisions. It was also advantageous for the team, because I suspected some of us might want to use it as a portfolio piece, and it&#39;s more engaging to have a working product than a bunch of screenshots.&lt;/p&gt;
&lt;p&gt;If we could keep it to $0/yr, lots of problems went away.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;How we did it&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Indeed, we managed to keep our infrastructure costs very low! Our only ongoing cost is $12/year for the internet domain, which I think is a pretty unavoidable expense. It&#39;s also one that makes sense as long as the project lives as a twinkle in the founder&#39;s eye, and can survive through several technical architecture changes.&lt;/p&gt;
&lt;p&gt;We found acceptable free tiers of products:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;Cloudflare Pages&lt;/strong&gt; hosts the front-end code. It does it on a CDN close to the user, allowing fast page loads even if our API is a bit slow.&lt;/li&gt;
&lt;li&gt;a &lt;a href=&quot;https://example.com/blog/configuring-cloud-subdomain/&quot;&gt;&lt;strong&gt;free ARM VPS&lt;/strong&gt; on Oracle Cloud&lt;/a&gt; hosts the Python backend, a local mask2former-based image segmenter, a PostgreSQL instance and stores our user-submitted photos&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Google Gemini&lt;/strong&gt; offered a few hundred calls per day for free, powering much of our more complex logic. Informal suggesting found that Gemini offered similar results to Claude or ChatGPT&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;GitHub&lt;/strong&gt;&#39;s free tier handles a lot of our CI and collaboration&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Sticking to the free tier gave us a few constraints:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Probably &lt;strong&gt;staying away from AWS&lt;/strong&gt; was a good choice, although we may have been able to attract someone who had more experience administering AWS than I did with running a bare Linux server.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;One downside of the free Gemini was our &lt;strong&gt;requests would fail when the Gemini infrastructure was overloaded&lt;/strong&gt;. And unfortunately it often seemed overloaded while the technical Americans were awake and the urban planning Europeans were awake. Due to mediocre error reporting, this lead non-technical team members to thinking that something was wrong with our app when we could do little about it other than paying more. It eventually got bad enough that a tech person decided to fix it temporarily by paying for Gemini (with some strict cost controls) to keep the app working for our pilot events. Going forward we may re-investigate Gemini&#39;s free tier or look around at other models.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;it mostly &lt;strong&gt;closed the door to training a custom model&lt;/strong&gt; to recognize different parts of street design. Probably this kept us focused on articulating what we want, but it&#39;s possible that some model tuning could have gotten us better results.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 id=&quot;decision-3-dont-blindly-trust-the-llm&quot;&gt;Decision 3: Don&#39;t blindly trust the LLM&lt;/h2&gt;
&lt;p&gt;There was a stage of development where some of the tech team thought we could make the app work with just an LLM prompt with the response piped back to the user. We never tried this because of three concerns:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;the urban planners (in particular) worried that blind trust in an LLM would reproduce/amplify existing biases in how streets are understood&lt;/li&gt;
&lt;li&gt;I assumed that it would get us to a middling quality level, but then we would have things we wanted to change and we wouldn&#39;t have a ton of control over the system and as a result wouldn&#39;t have a great way to influence the outcomes.&lt;/li&gt;
&lt;li&gt;mid-2025 LLMs weren&#39;t consistently great at making internally consistent outputs, so some application code helps ensure that our final analysis was consistent and avoids embarrassing outcomes from a poisoned input or a model provider having a bad day.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;As a result, our final analysis has three layers. In the order that we built them (and that they often execute):&lt;/p&gt;
&lt;h3 id=&quot;first-model-panoptic-mask2former&quot;&gt;First model: panoptic mask2former&lt;/h3&gt;
&lt;p&gt;This is the same sort of computer vision model that is designed to power a self-driving car: it labels different parts of the street while also separating different objects from each other (so, for example, you get 2 different pole objects for different poles).&lt;/p&gt;
&lt;p&gt;We started visualizing this output in a view like this: the yellow dot is the computed center of each object, and then we have a bunch of metadata about what the object is. For the sake of moving quickly, we chose to simplify each object into one point rather than try to cope with the full polygon data that the model computes.&lt;/p&gt;
&lt;p&gt;The mask2former piece was the first piece we wrote. We let the team upload their own images and visualize the output in this UI, which was both very motivating for the team and the basis for great conversations.&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/streetsmart-architecture/m2f-output.jpg&quot;&gt;
&lt;h3 id=&quot;next-gemini-llm&quot;&gt;Next: Gemini LLM&lt;/h3&gt;
&lt;p&gt;Working with urban planners, we wrote 100+ individual specific questions for an LLM to answer about the picture.&lt;/p&gt;
&lt;p&gt;You can see some of the raw output of the LLM at the bottom. That first question (&lt;code&gt;is_outdoor_streetscape&lt;/code&gt;) is the result of the prompt &amp;quot;determine if the main subject of the photo is an outdoor streetscape in an urban or suburban setting&amp;quot;. In the table you will also see some summaries of different objects. For example, the section we see about the road (&amp;quot;This is a car-oriented...&amp;quot;) is the result of us instructing the LLM &amp;quot;In less than 30 words, describe the street type and how it influences pedestrian movement. If car-oriented and applicable, mention a missing crosswalk&amp;quot;.&lt;/p&gt;
&lt;p&gt;We added some of these rules to our initial output-visualizer, which continued to create great conversations:&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/streetsmart-architecture/m2f-and-gem-output.jpg&quot;&gt;
&lt;h3 id=&quot;three-apply-rules-to-stick-it-together&quot;&gt;Three: Apply rules to stick it together&lt;/h3&gt;
&lt;p&gt;We apply a set of rules and heuristics to stitch the model outputs into an interactive visualization:&lt;/p&gt;
&lt;p&gt;(&lt;a href=&quot;https://try.livestreetsmart.com/?retrieve_run_id=8eb9c2b7-9b7e-4d7f-9a5a-cb1a9cd21add&quot;&gt;You can see the interactive version of this example here&lt;/a&gt;)
&lt;img src=&quot;https://example.com/blog/streetsmart-architecture/final-app-view.jpg&quot;&gt;&lt;/p&gt;
&lt;p&gt;While the Urban team had clear ideas for a more complex version, what we shipped amounted to &lt;i&gt;show the Gemini summary for objects that mask2former recognizes, sorted with the most prominent objects first. Then when the user clicks &amp;quot;dig deeper&amp;quot; use a complex set of rules to figure out which piece of human-written urban educational copy to show&lt;/i&gt;.&lt;/p&gt;
&lt;p&gt;For this street, StreetSmart calls out a lot of design features that make this street unpleasant to walk around. This is consistent with my memory of this intersection: it was not a pleasant place to walk or be, although it was a fine place to bike or bus through. I guess that&#39;s consistent with how the City of Cleveland describes these five miles of this renovated street: &lt;a href=&quot;https://planning.clevelandohio.gov/bike/euclid.html&quot;&gt;a complete street focused on bicycles, bus rapid transit, and car users&lt;/a&gt;.&lt;/p&gt;
&lt;h3 id=&quot;evaluating-this-structure&quot;&gt;Evaluating this structure&lt;/h3&gt;
&lt;p&gt;So even though our Gemini prompt contains phrases about the prominent bus stop in the middle of the road like &amp;quot;Despite bus stop shelters, the street lacks visible seating, water fountains, or public toilets for pause&amp;quot; for &lt;code&gt;absence_of_any_street_furniture_utilities&lt;/code&gt;, we don&#39;t show that because we hadn&#39;t reliably found a way to tie that insight to a mask2former element in the picture.&lt;/p&gt;
&lt;p&gt;Our current structure forces us to anticipate what will be in the picture and comment on it. When something&#39;s not in the picture (like the &lt;em&gt;absence&lt;/em&gt; of street furniture), we don&#39;t comment on it.&lt;/p&gt;
&lt;p&gt;But it also prevents us from making incorrect observations: For example, consider the bike lane on this street. &lt;a href=&quot;https://www.google.com/maps/@41.5037394,-81.6335772,3a,75y,276.83h,93.42t/data=!3m7!1e1!3m5!1sa2jDPqfvV97ACgFYerlXYw!2e0!6shttps:%2F%2Fstreetviewpixels-pa.googleapis.com%2Fv1%2Fthumbnail%3Fcb_client%3Dmaps_sv.tactile%26w%3D900%26h%3D600%26pitch%3D-3.415709210728963%26panoid%3Da2jDPqfvV97ACgFYerlXYw%26yaw%3D276.8302684997675!7i16384!8i8192?entry=ttu&amp;g_ep=EgoyMDI2MDQwOC4wIKXMDSoASAFQAw%3D%3D&quot;&gt;In reality&lt;/a&gt;, Euclid Avenue has a bike lane painted on the road, but those lines are pretty faint. Our models tell us different things:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;mask2former identifies a small bike lane (&lt;code&gt;prominence 27&lt;/code&gt;), but it has low confidence in it (&lt;code&gt;39% confidence&lt;/code&gt;)&lt;/li&gt;
&lt;li&gt;Gemini is confident there is no bike lane, with the &lt;code&gt;bike_lane_summary&lt;/code&gt; of &amp;quot;Absence of dedicated bike lanes on this wide, multi-lane street discourages cycling&amp;quot;&lt;/li&gt;
&lt;/ul&gt;
&lt;img src=&quot;https://example.com/blog/streetsmart-architecture/bike-lane-example.jpg&quot;&gt;
&lt;p&gt;If we were simply looking at the Gemini output, we might confidently comment on the lack of the bike lane (which is untrue). However, because mask2former sees the bike lane as both very small and of a low confidence, we decide not to talk about it. There is assuredly more nuance we can derive from this kind of mismatch.&lt;/p&gt;
&lt;h2 id=&quot;in-conclusion&quot;&gt;In conclusion&lt;/h2&gt;
&lt;p&gt;If I were starting again, I&#39;d probably make similar core choices: boring tech, $0 infrastructure, strong guardrails on the LLM. What I&#39;d do differently is be clearer to the team that a doacracy means real agency but also real ownership, and make sure everyone was on board with that tradeoff. I&#39;d also reconsider whether tech that was boring to me was also approachable for the average volunteer developer, although I don&#39;t know that I should actually have written different code.&lt;/p&gt;
&lt;p&gt;A mantra I hear about startups is that what gets you to one step probably won&#39;t get you to the next. If StreetSmart&#39;s next iteration does something functionally similar, the team will probably want to revisit several architectural decisions. Collecting reliable photo locations probably means shipping native iOS and Android apps. Exposing so much of the app&#39;s logic as client-side JS is fine for an MVP but irresponsible for a real tool. And the current backend has no systematic backups or rollback plan to the extent that a few strategic clicks could delete everything: that&#39;s a problem.&lt;/p&gt;
&lt;p&gt;We made some choices. They got the project to the next step. The coming team will have to decide what gets them to theirs.&lt;/p&gt;
</content>
  </entry>
  <entry>
    <title>Nine Months of Unplanned PG&amp;E Electricity Outages</title>
    <link href="https://example.com/blog/power-outage-map-methods/" />
    <updated>2026-03-17T00:00:00Z</updated>
    <id>https://example.com/blog/power-outage-map-methods/</id>
    <content type="html">&lt;!-- todo: add 2026 to the title?? --&gt; 
&lt;p&gt;&lt;a href=&quot;https://example.com/blog/power-outages-part-1/&quot;&gt;More than a year ago&lt;/a&gt;, I started to wonder about the reliability of my electricity in the Berkeley Hills: we get power outages a few afternoons per year, but is it really better a few blocks away?&lt;/p&gt;
&lt;p&gt;I spent more than a year collecting house-level power outage data from a publicly licensed State of California dataset, and I&#39;ve now put 9 months of it on a web map. While other data sources content themselves with showing information at the county level or regional level, we show more detailed shape-level information that is often accurate to the power customer level. Questions, comments, or collaboration requests? Send me an email at {my first name}@srcramer.com.&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://power-outage-map.srcramer.com/&quot;&gt;&lt;img src=&quot;https://example.com/blog/power-outage-map-methods/where-the-power-went-out-screenshot.jpg&quot;&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;This document describes how I collected the data, sources of error, validation, information on the basemap, and a copyright notice.&lt;/p&gt;
&lt;h2 id=&quot;data-collection-and-transformation&quot;&gt;Data collection and transformation&lt;/h2&gt;
&lt;h3 id=&quot;step-0-caloes-gathers-information&quot;&gt;Step 0: CalOES gathers information&lt;/h3&gt;
&lt;p&gt;I download data from the public use licensed &lt;a href=&quot;https://gis.data.ca.gov/datasets/CalEMA::power-outage-incidents/about&quot;&gt;&amp;quot;Power Outage Incidents&amp;quot; from CalOES GIS Data Manager&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;I assume the data reaches CalOES like this:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;each utility has internal power outage detection methods which feed its internal dashboards&lt;/li&gt;
&lt;li&gt;the utility turns this data into something fit for consumption by the outside world&lt;/li&gt;
&lt;li&gt;CalOES has a server which receives or requests this data and periodically (every 15 min, according to the documentation) re-publishes it to their website&lt;/li&gt;
&lt;/ol&gt;
&lt;h3 id=&quot;step-1-gather-data&quot;&gt;Step 1: gather data&lt;/h3&gt;
&lt;p&gt;Every 2 minutes, a server downloads JSON files from the CalOES map. The map publishes three data layers, of which we download two:&lt;/p&gt;
&lt;table&gt;
&lt;tr&gt;&lt;td&gt;layer&lt;/td&gt;&lt;td&gt;meaning&lt;/td&gt;&lt;td&gt;action taken&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;0&lt;/td&gt;&lt;td&gt;Point information about where power outages are, which utility is responsible, how many customers are impacted, and some other utility-specific metadata&lt;/td&gt;&lt;td&gt;Downloaded but yet not analysed&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;1&lt;/td&gt;&lt;td&gt;Polygon information about what areas power outages cover, which utility is responsible, how many customers are impacted, and some other utility-specific metadata. PG&amp;E is the only utility to provide polygon information for this layer, though in the future more utilities may&lt;/td&gt;&lt;td&gt;Downloaded and analysed&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;2&lt;/td&gt;&lt;td&gt;County-level summary information about the number of customers with and without power, the polygon shape of each county&lt;/td&gt;&lt;td&gt;Not downloaded (it&#39;s too many bytes for too little meaning)&lt;/td&gt;&lt;/tr&gt;
&lt;/table&gt;
&lt;p&gt;The data gathering process downloads the files, computes whether it&#39;s seen the payload before, and then saves new payloads with a timestamp. If it&#39;s seen a payload before, it simply records that payload&#39;s hash and observation time.&lt;/p&gt;
&lt;h3 id=&quot;step-2-compress-data&quot;&gt;Step 2: Compress data&lt;/h3&gt;
&lt;p&gt;A normal day of outages produces at least 1GB of text JSON files. Much of it is repeated: because outages last hours, the same polygon appears across many files.&lt;/p&gt;
&lt;p&gt;To reduce long-term storage challenges, I compress these text files using &lt;a href=&quot;https://github.com/facebook/zstd&quot;&gt;Zstandard&lt;/a&gt; at compression level 22, which brings the average day to under 5MB.&lt;/p&gt;
&lt;p&gt;The data produced can be really spiky. During December 2025 when SF had massive power outages, the raw text files ran to 12GB and the compressed data to 300MB!&lt;/p&gt;
&lt;h3 id=&quot;step-3-ingest-data&quot;&gt;Step 3: Ingest data&lt;/h3&gt;
&lt;p&gt;I download each of the days to my laptop and ingest the data into my local PostGIS server.&lt;/p&gt;
&lt;h3 id=&quot;step-4-select-data&quot;&gt;Step 4: Select data&lt;/h3&gt;
&lt;p&gt;For this analysis, I chose data that:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;is in the polygon layer (as of publication, PG&amp;amp;E is the only utility providing polygon information)&lt;/li&gt;
&lt;li&gt;is an unplanned outage (as determined by the utility metadata)&lt;/li&gt;
&lt;li&gt;is an outage which the utility reports impacts two or more customers&lt;/li&gt;
&lt;li&gt;was observed between 2025-07-01 and 2026-03-05.&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 id=&quot;step-5-compute-polygons-with-the-same-outage-performance&quot;&gt;Step 5: Compute polygons with the same outage performance&lt;/h3&gt;
&lt;p&gt;Power outages are unique because failures in the infrastructure tend to create a consistent pattern of outages. For example, when a power line on my street touches a tree, it will shut down power for all of the houses on that line until it&#39;s fixed. I could show standardized square or hexagonal bins which would give a sense of those underlying structures, but I wanted to be able to see them directly.&lt;/p&gt;
&lt;p&gt;To compute those polygons for California, I first divide the state into tiles of 0.1° latitude by 0.1° longitude. Then, for each tile, I:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;clip the geometry at the tile boundary&lt;/li&gt;
&lt;li&gt;compute all of the polygon boundaries as lines using the PostGIS functions &lt;code&gt;ST_ExteriorRing(ST_Dump(ST_Intersection(geo)).geom)&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;find all of the intersections using &lt;code&gt;ST_Union(geo)&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;rebuild as atomic non-overlapping polygons using &lt;code&gt;ST_Dump(ST_Polygonize(geo))&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;delete small polygons (small polygons can be generated when, eg, the utility slightly changes the boundaries of which transformers affect which areas)&lt;/li&gt;
&lt;/ol&gt;
&lt;h3 id=&quot;step-6-turn-the-outage-observations-into-hours&quot;&gt;Step 6: Turn the outage observations into hours&lt;/h3&gt;
&lt;p&gt;At its core we know point-of-time outage information, but we want to know duration information. As an example:&lt;/p&gt;
&lt;table&gt;
&lt;tr&gt;&lt;td&gt;time&lt;/td&gt;&lt;td&gt;was the power on?&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;10:02 AM&lt;/td&gt;&lt;td&gt;yes&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;10:18 AM&lt;/td&gt;&lt;td&gt;no&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;10:28 AM&lt;/td&gt;&lt;td&gt;no&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;10:42 AM&lt;/td&gt;&lt;td&gt;yes&lt;/td&gt;&lt;/tr&gt;
&lt;/table&gt;
&lt;p&gt;We chose to interpret this as meaning: &amp;quot;the power was out from 10:18 AM until 10:42 AM&amp;quot;. In reality we know this is wrong -- even assuming the utility reports the information accurately, it&#39;s possible that the power went out anytime from 10:02-10:18, and that it came back on from 10:28 to 10:42. This interpretation hopefully means that variability in the start and end times cancels out, giving us a view that&#39;s at least internally consistent and also hopefully right on average.&lt;/p&gt;
&lt;p&gt;As a practical matter, we:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;grab all of the observation times (e.g. 10:18 AM)&lt;/li&gt;
&lt;li&gt;compute the &amp;quot;next&amp;quot; observation time using PostGIS &lt;code&gt;lead()&lt;/code&gt; (so that 10:18 AM row has a next observation time of 10:28 AM)&lt;/li&gt;
&lt;li&gt;compute the time between the two observations (20 min), capped at 1hr&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;We cap the time between the observations at 1hr because the data collecting apparatus is prone to small failures and we don&#39;t want missing data to unfairly label an area as having bad power.&lt;/p&gt;
&lt;p&gt;We then apply this back to all of the polygons:&lt;/p&gt;
&lt;ol start=&quot;4&quot;&gt;
&lt;li&gt;compute an arbitrary point that&#39;s within that polygon using &lt;code&gt;ST_PointOnSurface(geo)&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;select the power outages observations that apply to that point using &lt;code&gt;ST_Within&lt;/code&gt; (e.g. 10:18 AM, 10:28 AM)&lt;/li&gt;
&lt;li&gt;sum up all of the capped times between the observations (e.g. 16 min + 20 min)&lt;/li&gt;
&lt;li&gt;apply that value computed at a point to the polygon which we know has the same outage information&lt;/li&gt;
&lt;/ol&gt;
&lt;h3 id=&quot;step-7-simplify-the-shapes-and-put-it-on-a-map&quot;&gt;Step 7: Simplify the shapes and put it on a map&lt;/h3&gt;
&lt;p&gt;To reduce the amount of data, I aggressively simplify the polygons. I found this sequence of PostGIS functions to do a nice job reducing lines which did not impact the polygon&#39;s shape (&lt;code&gt;st_buffer( .., &#39;join=mitre&#39;)&lt;/code&gt;), separating polygons that are not actually connected (&lt;code&gt;st_dump()&lt;/code&gt;), and communicating house-level detail of information (&lt;code&gt;ST_SnapToGrid()&lt;/code&gt;).&lt;/p&gt;
&lt;pre&gt;
(st_dump(
  ST_SimplifyPreserveTopology(
    ST_SnapToGrid(
      ST_Buffer(
        ST_buffer(geo, .00001, &#39;join=mitre&#39;), 
      -.00001, &#39;join=mitre&#39;)
      , 0.00001)
    , 0.00001))).geom
&lt;/pre&gt;
&lt;p&gt;Then, for every tile, Python generates a GeoJSON file that contains each polygon and how long its power was out as computed above. To make the map performant and hostable on Cloudflare Pages, Tippecanoe stitches those GeoJSON files together to generates PMT vector map tiles for various zoom levels. I then display them with OpenLayers, which manages to render it smoothly during panning/zooming in Chrome and Safari.&lt;/p&gt;
&lt;h2 id=&quot;sources-of-error&quot;&gt;Sources of error&lt;/h2&gt;
&lt;h3 id=&quot;caloes-data-does-not-match-whats-happening-on-the-ground&quot;&gt;CalOES data does not match what&#39;s happening on the ground&lt;/h3&gt;
&lt;p&gt;For example, we see that &lt;a href=&quot;https://power-outage-map.srcramer.com/#37.6993404,-119.5595398,11z&quot;&gt;parts of the Yosemite Wilderness had 193 hours of power outages&lt;/a&gt;. This is absurd: there is no electric service in the Yosemite Wilderness. We see a similar phenomenon around &lt;a href=&quot;https://power-outage-map.srcramer.com/#37.8045582,-122.2586204,16z&quot;&gt;Lake Merritt&lt;/a&gt;, &lt;a href=&quot;https://power-outage-map.srcramer.com/#37.9042550,-122.2352721,14z&quot;&gt;Tilden Park&lt;/a&gt; and assuredly more.&lt;/p&gt;
&lt;p&gt;We also see inaccurate polygons in urban areas, like a polygon for a planned outage that covers 6 houses but where the structured information says only 1 customer is impacted. We excluded outages with only 1 impacted customer before we saw this example, but it stands to reason that there are more like it hiding in the data we show on our map.&lt;/p&gt;
&lt;h3 id=&quot;short-outages-are-badly-represented&quot;&gt;Short outages are badly represented&lt;/h3&gt;
&lt;p&gt;CalOES publishes a point-in-time snapshot every 15(-ish) minutes. So if a property had a 5 minute outage, it&#39;s unlikely to be included. And if it is, it&#39;s more likely to be recorded as 15 minutes of outage.&lt;/p&gt;
&lt;h3 id=&quot;caloes-does-not-update&quot;&gt;CalOES does not update&lt;/h3&gt;
&lt;p&gt;On average I downloaded a unique version of data from CalOES every 12.3 minutes.&lt;/p&gt;
&lt;p&gt;The longest intervals between datasets are:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Jan 23, 2026 from 12:52 AM Pacific for the next 8 hours&lt;/li&gt;
&lt;li&gt;December 15, 2025 from 2:57 AM Pacific for the next 4 hours&lt;/li&gt;
&lt;li&gt;July 13, 2025 from 6:04 AM Pacific for the next 2 hours&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;From what I can tell, these are caused by errors in the pipeline on CalOES&#39;s end where they are simply not updating their data for a while.&lt;/p&gt;
&lt;h3 id=&quot;downloaded-invalid-json&quot;&gt;Downloaded invalid JSON&lt;/h3&gt;
&lt;p&gt;I occasionally download JSON that was truncated and as a result invalid. For example:&lt;/p&gt;
&lt;table&gt;
&lt;tbody&gt;&lt;tr&gt;
&lt;th&gt;time (UTC)&lt;/th&gt;
&lt;th&gt;hash&lt;/th&gt;
&lt;th&gt;size&lt;/th&gt;
&lt;th&gt;last few chars of file&lt;/th&gt;
&lt;th&gt;valid&lt;/th&gt;&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;04:16:02&lt;/td&gt;&lt;td&gt;3352a&lt;/td&gt;
&lt;td&gt;37 kb&lt;/td&gt;
&lt;td&gt;&lt;code&gt;[-122.276971210187,&lt;/code&gt;
&lt;/td&gt;&lt;td&gt;❌&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;04:18:03 &lt;/td&gt;&lt;td&gt;0da49&lt;/td&gt;
&lt;td&gt;102 kb&lt;/td&gt;
&lt;td&gt;&lt;code&gt;37.3675048846639],&lt;/code&gt;
&lt;/td&gt;&lt;td&gt;❌&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;04:20:01&lt;/td&gt;&lt;td&gt;02dc8&lt;/td&gt;
&lt;td&gt;195 kb&lt;/td&gt;
&lt;td&gt;&lt;code&gt;&quot;IncidentId&quot;:&quot;2748472&quot;}}]}&lt;/code&gt;
&lt;/td&gt;&lt;td&gt;✅&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;04:22:02&lt;/td&gt;&lt;td&gt;02dc8&lt;/td&gt;
&lt;td&gt;195 kb&lt;/td&gt;
&lt;td&gt;&lt;code&gt;&quot;IncidentId&quot;:&quot;2748472&quot;}}]}&lt;/code&gt;
&lt;/td&gt;&lt;td&gt;✅&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;For now I simply ignore the invalid JSON observations. As a result, I wouldn&#39;t record the observation until 4:20 even though it could be stale data from 4:16 or earlier. To me, this demonstrates the value of over-scraping this point-in-time data: I get a high-by-default temporal resolution, and when something goes wrong it can recover a bit faster.&lt;/p&gt;
&lt;h3 id=&quot;my-data-collection-infrastructure-fails&quot;&gt;My data collection infrastructure fails&lt;/h3&gt;
&lt;p&gt;During the time period I published in this map, I had no infrastructure failures. Because I&#39;m recording point-in-time observations, there is little way to backwards-compute data that was not observed.&lt;/p&gt;
&lt;p&gt;Outside of this period, I had a few scraping outages, most often servers running out of storage.&lt;/p&gt;
&lt;h3 id=&quot;outages-caused-by-privately-owned-infrastructure&quot;&gt;Outages caused by privately owned infrastructure&lt;/h3&gt;
&lt;p&gt;We have no visibility into events like a house blowing a fuse. Or an apartment building having a problem with its internal power distribution. Similarly, we have no visibility into recovery options like someone running a generator or using their in-home solar battery backup.&lt;/p&gt;
&lt;h2 id=&quot;validation&quot;&gt;Validation&lt;/h2&gt;
&lt;p&gt;Having data pulled from the internet is good, but having it match up to ground truth is even better. Long story short - the data matched the other sources I found, and if you have PG&amp;amp;E I&#39;d be really excited if you could take &lt;a href=&quot;https://docs.google.com/document/d/1-cGYRet1Typpvry3idW5Y60lqSwK-P68zmQNMsEcPHY/edit?tab=t.0#heading=h.rjw39841rfz7&quot;&gt;5 minutes and help me validate more&lt;/a&gt;, particularly if you live outside the core Oakland/Berkeley/SF area.&lt;/p&gt;
&lt;h3 id=&quot;validating-one-outage-at-my-house&quot;&gt;Validating one outage at my house&lt;/h3&gt;
&lt;p&gt;My house had an outage on December 29, 2025. I found two sources of outage history for my house. PG&amp;amp;E power outage alert text messages and the export of hourly electricity usage, and they both tell the same story as the CalOES data.&lt;/p&gt;
&lt;h4 id=&quot;pg-and-e-text-messages&quot;&gt;PG&amp;amp;E text messages&lt;/h4&gt;
&lt;p&gt;I&#39;ve signed up to receive texts about power outages at my house on PG&amp;amp;E&#39;s website. I have no memory of the alert texts being inaccurate, so probably they match reality? Indeed, they sent me three messages on that day:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;1:33 AM - PG&amp;amp;E: Investigating potential outage near {your address},. More info to follow soon. Manage alerts: pge.com/myalerts&lt;/li&gt;
&lt;li&gt;1:48 AM - PG&amp;amp;E: Outage near {your address}. We plan to have power on by Dec 29 08:00AM.&lt;/li&gt;
&lt;li&gt;3:32 AM - PG&amp;amp;E: Power has been restored near {your address}. This was an unplanned outage. Still no power? Go to {our website}&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;These messages imply that the power was out for about 2 hours while I was asleep.&lt;/p&gt;
&lt;h4 id=&quot;pg-and-e-hourly-power-usage&quot;&gt;PG&amp;amp;E hourly power usage&lt;/h4&gt;
&lt;p&gt;On PG&amp;amp;E&#39;s website you can download your electricity usage broken down by either hour or (for some customers) 15 minute period. Interpreting the hourly electricity usage is a bit finicky. They don&#39;t always say &amp;quot;your power was out so your bill is zero&amp;quot;. Instead, when the power was out, it seems to leave a note saying &amp;quot;This data was estimated&amp;quot; and is often accompanied by lower usage during the period. I saw:&lt;/p&gt;
&lt;table&gt;
&lt;tr&gt;&lt;th&gt;Start Time&lt;/th&gt;&lt;th&gt;End Time&lt;/th&gt;&lt;th&gt;kWh&lt;/th&gt;&lt;th&gt;Note&lt;/th&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;00:00&lt;/td&gt;&lt;td&gt;00:59&lt;/td&gt;&lt;td&gt;0.35&lt;/td&gt;&lt;td&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;01:00&lt;/td&gt;&lt;td&gt;01:59&lt;/td&gt;&lt;td&gt;0.16&lt;/td&gt;&lt;td&gt;* This data was estimated&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;02:00&lt;/td&gt;&lt;td&gt;02:59&lt;/td&gt;&lt;td&gt;0.15&lt;/td&gt;&lt;td&gt;* This data was estimated&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;03:00&lt;/td&gt;&lt;td&gt;03:59&lt;/td&gt;&lt;td&gt;0.15&lt;/td&gt;&lt;td&gt;* This data was estimated&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;04:00&lt;/td&gt;&lt;td&gt;04:59&lt;/td&gt;&lt;td&gt;0.29&lt;/td&gt;&lt;td&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/table&gt;
&lt;p&gt;Worth noting: There must be other reasons that the data can be estimated. One friend had their data estimated for a month, but I did not hear about any month-long power outage. So this needs to be taken with a grain of salt. Regardless, multiple records of consistently estimated data tend to match up with a power outage, so it&#39;s better than nothing.&lt;/p&gt;
&lt;p&gt;In an ideal world a person would write a statistical model to notice that a bunch of power use was missing and use that as confirmatory evidence. But I&#39;ve found my house&#39;s hourly consumption to be highly variable, so I&#39;m not optimistic that it would tell me more than this quick eyeballing.&lt;/p&gt;
&lt;h4 id=&quot;data-downloaded-from-caloes&quot;&gt;Data downloaded from CalOES&lt;/h4&gt;
&lt;p&gt;And in the underlying power outage data I see:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;1:40 AM - no outage&lt;/li&gt;
&lt;li&gt;1:50 AM - outage&lt;/li&gt;
&lt;li&gt;[12 omitted observations] - outage&lt;/li&gt;
&lt;li&gt;3:32 AM - outage&lt;/li&gt;
&lt;li&gt;3:47 AM - no outage&lt;/li&gt;
&lt;/ul&gt;
&lt;h4 id=&quot;and-on-the-map&quot;&gt;And on the map&lt;/h4&gt;
&lt;p&gt;On the map we report 1hr 57 min of outage for that day. Which matches what we get for the PG&amp;amp;E text messages, and is also consistent with what we see in our hourly outage info (meaning that there was no power in the 1AM, 2AM, and 3AM hours). Always good to know that our data transformations are working.&lt;/p&gt;
&lt;h3 id=&quot;validating-months-of-outages-at-my-house&quot;&gt;Validating months of outages at my house&lt;/h3&gt;
&lt;p&gt;So I can make this little table:&lt;/p&gt;
&lt;table&gt;
&lt;tr&gt;&lt;th&gt;Date&lt;/th&gt;&lt;th&gt;SMS&lt;/th&gt;&lt;th&gt;Hourly Data&lt;/th&gt;&lt;th&gt;CalOES&lt;/th&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;2/11/2025&lt;/td&gt;&lt;td&gt;outage&lt;/td&gt;&lt;td&gt;outage&lt;/td&gt;&lt;td&gt;outage&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;4/28/25&lt;/td&gt;&lt;td&gt;outage&lt;/td&gt;&lt;td&gt;outage&lt;/td&gt;&lt;td&gt;outage&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;10/19/25&lt;/td&gt;&lt;td&gt;outage&lt;/td&gt;&lt;td&gt;outage&lt;/td&gt;&lt;td&gt;outage&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;11/11/25&lt;/td&gt;&lt;td&gt;no&lt;/td&gt;&lt;td&gt;no?&lt;/td&gt;&lt;td&gt;no&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;12/29/25&lt;/td&gt;&lt;td&gt;outage&lt;/td&gt;&lt;td&gt;outage&lt;/td&gt;&lt;td&gt;outage&lt;/td&gt;&lt;/tr&gt;
&lt;/table&gt;
&lt;p&gt;The only interesting example is 11/11/25. There, I had two non-continuous hours where the data was estimated. Maybe there were two small power blips? (I wouldn&#39;t expect to be able to identify those if they did happen). However, I&#39;m inclined to believe that there was no longer outage if for no other reason than the 5AM hour in the middle has lower usage than either of the estimated 4AM and 6AM hours.&lt;/p&gt;
&lt;table&gt;
&lt;tr&gt;&lt;th&gt;Start Time&lt;/th&gt;&lt;th&gt;End Time&lt;/th&gt;&lt;th&gt;kWh&lt;/th&gt;&lt;th&gt;Note&lt;/th&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;03:00&lt;/td&gt;&lt;td&gt;03:59&lt;/td&gt;&lt;td&gt;1.10&lt;/td&gt;&lt;td&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;04:00&lt;/td&gt;&lt;td&gt;04:59&lt;/td&gt;&lt;td&gt;0.71&lt;/td&gt;&lt;td&gt;* This data was estimated&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;05:00&lt;/td&gt;&lt;td&gt;05:59&lt;/td&gt;&lt;td&gt;0.32&lt;/td&gt;&lt;td&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;06:00&lt;/td&gt;&lt;td&gt;06:59&lt;/td&gt;&lt;td&gt;1.10&lt;/td&gt;&lt;td&gt;* This data was estimated&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;07:00&lt;/td&gt;&lt;td&gt;07:59&lt;/td&gt;&lt;td&gt;1.88&lt;/td&gt;&lt;td&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/table&gt;
&lt;h3 id=&quot;validating-with-exported-power-usage&quot;&gt;Validating with exported power usage&lt;/h3&gt;
&lt;p&gt;I asked four friends in Berkeley, Oakland, and San Francisco to share their hourly power usage from their PG&amp;amp;E portal. Their data exports mostly matched up with the CalOES data and what appears on the map!&lt;/p&gt;
&lt;p&gt;My friend in Berkeley lives a few blocks away. Their confirmed that my house indeed has far more power outages than theirs.&lt;/p&gt;
&lt;h2 id=&quot;showing-the-outline-of-pg-and-es-service-area&quot;&gt;Showing the outline of PG&amp;amp;E&#39;s service area&lt;/h2&gt;
&lt;p&gt;It was surprisingly challenging to identify where PG&amp;amp;E does and does not distribute electricity to end users. I could easily find &lt;a href=&quot;https://cecgis-caenergy.opendata.arcgis.com/documents/c69c363cafd64ad2a761afd6f1211442/explore&quot;&gt;this PDF map&lt;/a&gt; but struggled to find a representation of it that was suitable to import into PostGIS.&lt;/p&gt;
&lt;p&gt;Instead I found &lt;a href=&quot;https://www.arcgis.com/apps/mapviewer/index.html?url=https://services.arcgis.com/KkJhFbLnXVqahKz2/ArcGIS/rest/services/Electric_Utility_Service_Areas/FeatureServer/0&amp;source=sd&quot;&gt;this ArcGIS map&lt;/a&gt; which shows the outlines of a few utilities (including PG&amp;amp;E) from 2021-ish, mashed that together with an outline of California, and went about assigning approximate labels to the areas that were in the state but not covered by the major utilities listed.&lt;/p&gt;
&lt;p&gt;In hindsight, I think I could have used this map of &lt;a href=&quot;https://cecgis-caenergy.opendata.arcgis.com/datasets/CAEnergy::electric-load-serving-entities-iou-pou/explore?location=35.222668%2C-117.106801%2C7&quot;&gt;overlapping electricity distribution networks&lt;/a&gt;. I dismissed this map at first glance because it seemed obviously wrong (e.g. PG&amp;amp;E provides electricity in SF, not the City and County of San Francisco). However, I missed that there are overlapping polygons which can then be interpreted usefully.&lt;/p&gt;
&lt;p&gt;I gained a greater appreciation for why it&#39;s hard to say which utilities cover which geographic areas: it&#39;s because large customers make special arrangements with different utilities, sometimes called &lt;a href=&quot;https://services.arcgis.com/BLN4oKB0N1YSgvY8/ArcGIS/rest/services/California_Electric_Utility_Service_Territory_SCOUT/FeatureServer&quot;&gt;releases&lt;/a&gt;. For example, most of SF municipal Hetch Hetchy Power&#39;s electricity is distributed via the PG&amp;amp;E grid (so the outage would appear in the PG&amp;amp;E data). However, it provides power directly to large projects like SFO airport, Salesforce Transit Center, 60% of SF streetlights, and a few SF neighborhoods (&lt;a href=&quot;https://www.sfpuc.gov/sites/default/files/about-us/policies-reports/CAFR_FY18-19.pdf&quot;&gt;SFPUC pg 13&lt;/a&gt;). I generally stuck with the boundaries listed in the official maps, labeling SFO and Treasure Island as part of Hetch Hetchy Power, but leaving streetlights and Salesforce Transit Center as visually part of the PG&amp;amp;E area.&lt;/p&gt;
&lt;h3 id=&quot;pg-and-e-outages-outside-pg-and-e-territory&quot;&gt;PG&amp;amp;E outages outside PG&amp;amp;E territory&lt;/h3&gt;
&lt;p&gt;The difficulty mapping PG&amp;amp;E&#39;s territory means that there are some places where PG&amp;amp;E shows an outage but my map data says another utility services the area.&lt;/p&gt;
&lt;p&gt;For example, according to all the polygons I&#39;ve been able to find online, PG&amp;amp;E does not service the Merced city center and the &lt;a href=&quot;https://mercedid.org/wp-content/uploads/2018/07/Electric-Service-Area-2012-Merced.pdf&quot;&gt;Merced Irrigation District does&lt;/a&gt;. However, there are clearly power outages reported near there, and the underlying data (which contains a &amp;quot;company&amp;quot; field) confirms that the company is PG&amp;amp;E. The town&#39;s website says that both utilities service the area, and Redditors suggest they have a choice between utilities at a given service address.&lt;/p&gt;
&lt;p&gt;The interconnected nature of the grid means that PG&amp;amp;E might assign outage polygons to areas where they handle some middle part of the distribution. For example, the City of Alameda (which has its own municipal power distribution company) had an outage caused by a fire at a PG&amp;amp;E substation which supplies power to the municipal utility (&lt;a href=&quot;https://alamedapost.com/news/amp-vs-pge-understanding-the-february-19-power-outage/&quot;&gt;source&lt;/a&gt;).&lt;/p&gt;
&lt;p&gt;I opted to let the PG&amp;amp;E boundaries generally reflect the official maps, but still show the power outages under them. If you have any ground-level information about where people in these conflicting areas get their power, please do reach out so I can correct my visualization.&lt;/p&gt;
&lt;h2 id=&quot;optimizing-the-basemap&quot;&gt;Optimizing the basemap&lt;/h2&gt;
&lt;p&gt;I opted to use vector basemaps because they make it easy to put the basemap on the bottom, the outage data in the middle, and the labels on top (thanks to the friend who suggested it).&lt;/p&gt;
&lt;p&gt;I used a few mostly-monocrome basemaps, but chose a colored one so that the user can clearly see green nature areas and blue water (which rarely have power coverage and as a result don&#39;t have power outages). I started with the Bright style from &lt;a href=&quot;https://openfreemap.org/&quot;&gt;OpenFreeMap.org&lt;/a&gt; and then edited the stylesheet to remove any of the yellow-ish colors which could be confused for a power outage (e.g. yellow roads, sand) and a bunch of lines (e.g. county-level boundaries, ferry routes, etc.) which are unlikely to help the user orient to power outages.&lt;/p&gt;
&lt;p&gt;Future work can include re-computing these map tiles so that they only include the elements I render, further helping lag when panning/zooming on the map.&lt;/p&gt;
&lt;h2 id=&quot;copyright-information&quot;&gt;Copyright information&lt;/h2&gt;
&lt;p&gt;Basemap data is © &lt;a href=&quot;https://www.openstreetmap.org/copyright&quot;&gt;OpenStreetMap&lt;/a&gt; contributors.&lt;/p&gt;
&lt;p&gt;Power outage information as presented is © by the author. All rights reserved.&lt;/p&gt;
&lt;p&gt;Service area polygons as presented are © by the author.&lt;/p&gt;
</content>
  </entry>
  <entry>
    <title>Sunset Here is Sunrise Where?</title>
    <link href="https://example.com/blog/sunset-sunrise/" />
    <updated>2025-12-17T00:00:00Z</updated>
    <id>https://example.com/blog/sunset-sunrise/</id>
    <content type="html">&lt;p&gt;When it&#39;s sunset in San Francisco, it&#39;s sunrise in Bhutan. In June, it&#39;s sunrise in Amsterdam instead. The pairing changes every day, tracing an arc across the globe as the seasons shift.&lt;/p&gt;
&lt;p&gt;This felt like something Google should be able to show me, but couldn&#39;t. Neither could ChatGPT. So I built &lt;a href=&quot;https://sunrise-sunset.srcramer.com/&quot;&gt;a map that can&lt;/a&gt;:&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://sunrise-sunset.srcramer.com/&quot;&gt;&lt;img src=&quot;https://example.com/blog/sunset-sunrise/sunset-sunrise.jpg&quot; alt=&quot;When it&#39;s sunset in San Francisco it&#39;s sunrise in Thimphu, Bhutan&quot; width=&quot;600&quot;&gt;&lt;/a&gt;&lt;/p&gt;
&lt;h2 id=&quot;eyeballing-an-answer&quot;&gt;Eyeballing an answer&lt;/h2&gt;
&lt;p&gt;As I Googled, I realized that I could &lt;em&gt;kind of&lt;/em&gt; compute where the sun is simultaneously rising and setting with a map that shows where sunshine is.&lt;/p&gt;
&lt;p&gt;The map on &lt;a href=&quot;https://celestialprogramming.com/snippets/terminator.html&quot;&gt;CelestialProgramming.com&lt;/a&gt; plots a line showing the edge of sunlight, which the world calls a &lt;a href=&quot;https://en.wikipedia.org/wiki/Terminator_(solar)&quot;&gt;terminator line&lt;/a&gt;. On December 4, I could move the time slider to approximately where the sun is setting in California. Then I could look at the arc of where the dark transitioned to lightness and see that it was rising ... somewhere in Bangladesh? And I guess also somewhere in China and Eastern Russia?&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/sunset-sunrise/terminator-map.jpg&quot; alt=&quot;&quot; width=&quot;600&quot;&gt;
&lt;p&gt;A quick Google suggests that San Francisco&#39;s sun sets at 4:51 PM in GMT-8 and sunrise in Dhaka, Bangladesh is 6:26 AM in GMT+6. That&#39;s a difference of 25 min: close enough to make a good story, but far enough to try to do it more accurately...&lt;/p&gt;
&lt;p&gt;Playing around a bit more I noticed that the corresponding sunrise fell on the other side of India! So the answer would change throughout the year...&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/sunset-sunrise/terminator-map-sept27.jpg&quot; alt=&quot;&quot; width=&quot;600&quot;&gt;
&lt;p&gt;Enthralled, I set about to make the insight of this small map more accessible. This code is public domain licensed and Claude trivially bolted on an interactive map so users could pan and zoom around the world. But I then wanted to make a story out of it, so I set about trying to turn it into memorable sentence. This is where it got tricky.&lt;/p&gt;
&lt;h2 id=&quot;getting-places-around-the-world&quot;&gt;Getting places around the world&lt;/h2&gt;
&lt;p&gt;To start building this memorable sentence, I grabbed a few thousand large cities from &lt;a href=&quot;https://www.wikidata.org/&quot;&gt;Wikidata&lt;/a&gt;, Wikipedia&#39;s structured-data sibling.&lt;/p&gt;
&lt;p&gt;But as I started playing rigorously, I noticed that there were times when the sunrise was happening in the middle of the ocean. What can you call out then?&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://sunrise-sunset.srcramer.com/?date=247&amp;time=7.65&amp;berkeley=0&quot;&gt;&lt;img src=&quot;https://example.com/blog/sunset-sunrise/sunrise-where.jpg&quot; alt=&quot;&quot; width=&quot;600&quot;&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;I turned to &lt;a href=&quot;https://wikimap.wiki/?base=map&amp;amp;lat=-15590328.4357&amp;amp;lon=-1721509.9208&amp;amp;showAll=true&amp;amp;wiki=enwiki&amp;amp;zoom=4&quot;&gt;Wikimap&lt;/a&gt;, which plots Wikidata on a map. I saw the ocean was filled with:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;shipwrecks&lt;/strong&gt;. The ocean has a lot of mapped ship wrecks. But I&#39;m trying to show something happy, and no one wants to think of dead sailors at sea. Rejected ❌&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;solar eclipses&lt;/strong&gt;. Wikipedia has hundreds of years of eclipses, mapped to the coordinates of the maximum eclipse. This struck me as boring. Rejected ❌&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;airports&lt;/strong&gt;. WWII resulted in a lot of airports on tiny islands, and my target audience (my dad) loves planes. These would be a keeper ✅&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;seamounts and undersea canyons&lt;/strong&gt;. I&#39;d never heard of these, but they sounded cool. They tend to be in the middle of the ocean with nothing else nearby. Keep ✅&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;I also ruled out:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;small towns&lt;/strong&gt;. While it would be nice to include small towns with no airports like &lt;a href=&quot;https://en.wikipedia.org/wiki/Edinburgh_of_the_Seven_Seas&quot;&gt;Edinburgh of the Seven Seas&lt;/a&gt;, there are 3 million civilized places and Claude couldn&#39;t write me a Wikidata query to easily extract them. I passed ❌&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;islands&lt;/strong&gt;. While they would include atolls like &lt;a href=&quot;https://en.wikipedia.org/wiki/Nukuoro&quot;&gt;Nukuoro&lt;/a&gt;, the world has a lot of islands. The islands one might consider important probably already have an airport, and an island like &lt;a href=&quot;https://en.wikipedia.org/wiki/Greenland&quot;&gt;Greenland&lt;/a&gt; is too big to be useful here ❌&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;reefs&lt;/strong&gt;. Reefs are larger than a single point. It&#39;s not legible to say &amp;quot;the sun is setting over the Great Barrier Reef&amp;quot; -- it covers 1,400 miles ❌&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Sticking with just large-ish towns, airports, and seamounts, I came up with a list of 50,000 points that cover most of the planet. And indeed, &lt;a href=&quot;https://sunrise-sunset.srcramer.com/?date=247&amp;time=7.65&amp;berkeley=0&quot;&gt;on that day when it&#39;s sunset in Sydney&lt;/a&gt;, it&#39;s sunrise at Corvo Airport in the Azores and Tanquary Fiord Airport in Nunavut, Canada.&lt;/p&gt;
&lt;h2 id=&quot;finding-places-that-mean-something-to-someone&quot;&gt;Finding places that mean something to someone&lt;/h2&gt;
&lt;p&gt;50,000 points of global coverge is great, but is too many for our visualization.&lt;/p&gt;
&lt;p&gt;First, I had to decide the density of points I needed. On the day I was checking, San Francisco&#39;s sunset was about 5 minutes different from Stockton&#39;s (60 miles away); close enough to not need a separate point. But SF to Yosemite (150 miles) differed by 10 minutes, which felt like it should have a separate point. I settled on selecting points at least 100 miles apart.&lt;/p&gt;
&lt;p&gt;Then, I&#39;d need to rank the points. Ranking cities by largest population seemed obvious, but that seemed fraught: in the San Francisco Bay Area that would mean we call out San Jose and not San Francisco! Claude suggested that I show the city with Wikipedia articles in the most languages, and this worked well: San Francisco is covered in 80 more Wikipedias than San Jose.&lt;/p&gt;
&lt;p&gt;I decided on &lt;strong&gt;a final ranking algorithm&lt;/strong&gt;. The points that were the highest rank within 100 miles would go to the front end, and the UI would call out the highest ranked point for a given set of sunrise/sunset cities:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;cities first, ranked by number of Wikipedias, then population&lt;/li&gt;
&lt;li&gt;airports next, ranked by number of Wikipedias then annual passengers&lt;/li&gt;
&lt;li&gt;seamounts last, ranked by number of Wikipedias then depth&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;I discovered an emergent behavior I hadn&#39;t anticipated: the 100-mile rule chains. South Lake Tahoe is within 100 miles of Sacramento, so Tahoe gets excluded. Sacramento is within 100 miles of San Francisco, so Sacramento gets excluded too. This chaining found a good distribution of places throughout the world without needing hard cutoffs.&lt;/p&gt;
&lt;p&gt;It works well. Thinking back to that troublesome sunset in Sydney, I&#39;ve never heard of either Corvo or Tanquary Fiord, but &lt;a href=&quot;https://en.wikipedia.org/wiki/Corvo_Island&quot;&gt;Corvo Island&lt;/a&gt; has a Wikipedia article in 30 languages, whereas the &lt;a href=&quot;https://en.wikipedia.org/wiki/Tanquary_Fiord&quot;&gt;Tanquary Fiord&lt;/a&gt; article is only in 6 languages. Probably calling out Corvo will mean more to more people.&lt;/p&gt;
&lt;h2 id=&quot;building-with-claude&quot;&gt;Building with Claude&lt;/h2&gt;
&lt;p&gt;I used Claude Code throughout, and it handled the drudgery beautifully. Tasks like &amp;quot;move the program logic from &lt;code&gt;old.html&lt;/code&gt; into the UI in &lt;code&gt;new.html&lt;/code&gt;&amp;quot; were as simple as typing that sentence. It wrote Wikidata SPARQL queries with their arcane identifiers (&lt;code&gt;wd:Q165357&lt;/code&gt; instead of &lt;code&gt;submarine_volcano&lt;/code&gt;). It imported CSVs into Postgres and exported query results to JSON, even handling details like rounding coordinates to 5 decimal places. But there were still some moments where I was glad I&#39;d spent a few years doing it the hard way.&lt;/p&gt;
&lt;p&gt;At one point, Gemini had grouped the UI elements into a &lt;code&gt;sidebar&lt;/code&gt; div that worked on desktop but broke on mobile—the sliders appeared directly below the sentence, mid-screen, instead of anchored at the bottom where a thumb could reach them without covering the map. This was a UI problem because it meant the user&#39;s thumb would cover the map as they moved the sliders. Usually finding the bug is the hard part, but I spent several turns insisting Claude fix the responsive layout; it kept failing. After a bit of old fashioned debugging I suggested pulling the elements out of their parent div, it worked immediately.&lt;/p&gt;
&lt;p&gt;Similarly, Claude needed help with Wikidata SPARQL extraction queries. Claude wrote the structure and successfully found common items like cities, but wasn&#39;t a help when the list came back with permafrost and not undersea mountains. While I&#39;d never worked with Wikidata queries, I spent a few minutes debugging and realized Claude had found the wrong Q-number. I pointed this out with the correct example, Claude gave some Claude-isms (&amp;quot;Q179918 is permafrost, not submarine volcano!&amp;quot;), and proceeded to get the answer I expected.&lt;/p&gt;
&lt;p&gt;Claude helped me hack the initial version in a day, then I spent a few more days playing with it and iterating on feedback from me and the friends who tried it. I added some more labels, will make the touch targets a bigger, etc. It&#39;s an exciting time to build.&lt;/p&gt;
&lt;h2 id=&quot;conclusion&quot;&gt;Conclusion&lt;/h2&gt;
&lt;p&gt;I keep coming back to the map, sliding through the year. I had no idea Bhutan and San Francisco shared a sunset line, or that it would drift to Amsterdam by summer. The world is more connected than I thought.&lt;/p&gt;
&lt;p&gt;You can find the map &lt;a href=&quot;https://sunrise-sunset.srcramer.com/&quot;&gt;here&lt;/a&gt;.&lt;/p&gt;
</content>
  </entry>
  <entry>
    <title>Finding the City Based On What&#39;s Open Now</title>
    <link href="https://example.com/blog/open-now/" />
    <updated>2025-04-08T00:00:00Z</updated>
    <id>https://example.com/blog/open-now/</id>
    <content type="html">&lt;p&gt;What&#39;s a city? There are lots of definitions. &lt;em&gt;A Country of Cities&lt;/em&gt; thinks it&#39;s a place with 30+ dwellings per acre. Some new urbanists think the answer is a &amp;quot;15 minute city&amp;quot; where a person has most of what they need (food, school, park, etc.) within a 15 minute walk or short transit ride. My rural dwelling relatives might think about a traffic jam and muggings. When I was a kid I thought it was all about tall buildings. But now when I think about a city, the thing that makes it unique is people. Visible people. It&#39;s a place with a lot of visible people.&lt;/p&gt;
&lt;p&gt;But how do you find these people? I found the existing solutions frustrating, so I decided to use my newfound GIS skills to play with a new proxy: where is open now? I came up with a map of places that I can consistently go and find visible people (&lt;a href=&quot;https://example.com/blog/open-now/demo&quot;&gt;demo here&lt;/a&gt;, screenshot below):&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/open-now/open-now.jpg&quot; alt=&quot;What&#39;s open at 2:46 PM on a Saturday in Berkeley, CA&quot; width=&quot;600&quot;&gt; 
&lt;h2 id=&quot;similar-work-areas-of-interest-in-google-maps&quot;&gt;Similar Work: Areas of Interest in Google Maps&lt;/h2&gt;
&lt;p&gt;In 2016, Google Maps launched a &lt;a href=&quot;https://blog.google/products/maps/discover-action-around-you-with-updated/&quot;&gt;new feature to show areas of interest&lt;/a&gt;. You&#39;ve seen these areas before - it&#39;s the orange-ish area that is the background of places that have a lot of stores and places to eat. This feature is a good place to &lt;em&gt;start&lt;/em&gt; exploring a new city, but still doesn&#39;t help me understand where I want to walk around &lt;em&gt;right now&lt;/em&gt;.&lt;/p&gt;
&lt;p&gt;The feature has a few main flaws:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;It shows the &lt;strong&gt;same shading at all times of the day&lt;/strong&gt;. This might be accurate for 24/7 places like Times Square, but is not accurate for most places where Americans live. Time of day clearly matters.&lt;/li&gt;
&lt;li&gt;It thinks of &lt;strong&gt;parking as interesting space&lt;/strong&gt;. For example, a nearby mall&#39;s expansive parking lots show up as &amp;quot;areas of interest&amp;quot;. In reality this mall has a few interesting places to walk surrounded by massive big-box stores with few entrances and dead parking lots.&lt;/li&gt;
&lt;li&gt;It &lt;strong&gt;does not consistently identify less advantaged areas&lt;/strong&gt; as &amp;quot;interesting&amp;quot; (at least according to &lt;a href=&quot;https://www.bloomberg.com/news/articles/2016-08-02/the-problem-with-areas-of-interest-on-google-maps&quot;&gt;Bloomberg&lt;/a&gt; when the feature launched). We should have a way of finding people regardless of whether we think we&#39;ll like them.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Perhaps this is a fine way for people to think about where they might want to drive and walk around, but it&#39;s not a useful way for me to figure out where I should walk around &lt;em&gt;now&lt;/em&gt;.&lt;/p&gt;
&lt;h2 id=&quot;using-open-establishments-to-figure-out-where-people-are&quot;&gt;Using Open Establishments to Figure Out Where People Are&lt;/h2&gt;
&lt;p&gt;But what if we could measure street-level energy by simply looking at what’s open?&lt;/p&gt;
&lt;p&gt;I think that establishments are a good indicator of human-scale, street-level activity. These restaurants, cafes, bars, libraries, museums, art galleries, etc. interact with the urban form around them, shaping it as they are shaped by it.&lt;/p&gt;
&lt;p&gt;I hypothesize that:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;when there are a lot of people in an area, establishments will (try to) open to serve them&lt;/li&gt;
&lt;li&gt;when an area no longer has people, establishments will close because there are no customers&lt;/li&gt;
&lt;li&gt;when there are multiple open establishments with their entrances really close they will generate street traffic as people walk between them&lt;/li&gt;
&lt;li&gt;concentrations of establishments draw more people to them&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;This will break down for some areas:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;parks&lt;/strong&gt; and &lt;strong&gt;large public spaces&lt;/strong&gt; (like a town square) can draw lots of people, but can be so large in time and space that it&#39;s hard to understand which parts are interesting at a given time&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;schools&lt;/strong&gt;, &lt;strong&gt;religious establishments&lt;/strong&gt;, &lt;strong&gt;stadiums&lt;/strong&gt; or &lt;strong&gt;conference centers&lt;/strong&gt; can generate a lot of traffic at certain times (e.g. when school lets out), but are unlikely to be interesting to a passerby not involved in that institution&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;But even with these limitations, perhaps looking at open hours will be more useful?&lt;/p&gt;
&lt;h2 id=&quot;comparing-open-areas-to-google-maps&quot;&gt;Comparing Open Areas to Google Maps&lt;/h2&gt;
&lt;p&gt;I&#39;ve found that making something visible can help us explain what we love (or hate) about it, so I started with my home area of Berkeley, CA to see how this could work.&lt;/p&gt;
&lt;p&gt;We can compare this &amp;quot;open now&amp;quot; visualization to Google Maps.&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/open-now/google-maps-berk.jpg&quot; alt=&quot;Google Maps for Berkeley&quot; width=&quot;600&quot;&gt; 
&lt;img src=&quot;https://example.com/blog/open-now/open-now-berk.jpg&quot; alt=&quot;Open Now for Berkeley&quot; width=&quot;600&quot;&gt; 
&lt;p&gt;To me, the lower map better represents Berkeley:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;there are four main commercial avenues with lots of businesses&lt;/li&gt;
&lt;li&gt;each of these avenues has little dead spots in the middle - there is no continuous commercial area that&#39;s pleasant to walk along&lt;/li&gt;
&lt;li&gt;there are little pockets of businesses spread throughout the middle meaning most Berkeley residents are a short walk from a pedestrian area&lt;/li&gt;
&lt;li&gt;there are no concentrations of businesses in the hills (the top right corner where all the roads are not straight)&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;My visualization is even more accurate when we see Berkeley at 11 PM; almost all of the streets are quiet.&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/open-now/open-now-berk-11pm.jpg&quot; alt=&quot;Open Now for Berkeley, 11 PM&quot; width=&quot;600&quot;&gt; 
&lt;p&gt;So how did I build it? Read on...&lt;/p&gt;
&lt;h2 id=&quot;how-i-built-it-the-fun-part&quot;&gt;How I Built It (the fun part)&lt;/h2&gt;
&lt;h3 id=&quot;one-get-the-data&quot;&gt;One: Get the Data&lt;/h3&gt;
&lt;p&gt;Just like cities, which establishment is where and open when is constantly changing. Big players like Google or Yelp spend a lot of money to have this accurate and current point of interest (POI) data. This data is also useful, so they charge for it.&lt;/p&gt;
&lt;p&gt;The best free POI data with open hours is on &lt;a href=&quot;https://www.openstreetmap.org/&quot;&gt;OpenStreetMap&lt;/a&gt; (OSM). POI only tends to be accurate and complete in areas where there are dedicated volunteers mapping the area. Using OSM data means that I will only find open businesses in areas that people have ambitiously mapped. Probably this is okay - I&#39;d expect more people are more interested in mapping areas that are fun to walk around.&lt;/p&gt;
&lt;p&gt;The incompleteness of the data also risks under-representing communities. The main barrier to editing OSM data is (a) knowing that OSM exists, and (b) spending the time to read the documentation and learn how. Anyone with time and a smartphone (or library computer) can improve their neighborhood and its representation on a map like this. &lt;!--footnote--&gt;&lt;/p&gt;
&lt;p&gt;Once that was loaded (details below), I could play with my algorithm.&lt;/p&gt;
&lt;h3 id=&quot;two-find-whats-open&quot;&gt;Two: Find what&#39;s open&lt;/h3&gt;
&lt;p&gt;As a sample of our analysis, consider an example of a very local shopping area near Berkeley&#39;s &lt;a href=&quot;https://maps.app.goo.gl/eNXuSXyxJ2h9bYLv5&quot;&gt;Monterey Market&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;In 2025 Google does not show this as a &amp;quot;Area of Interest&amp;quot; when zoomed out, but on a Saturday it&#39;s a hopping place to see lots of other people.&lt;/p&gt;
&lt;p&gt;We take the raw map data provided by OSM and overlay with a red dot the businesses that are open at 12:15 PM on a Saturday (look closely; the red dots are subtle):&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/open-now/mmkt-open-point.jpg&quot; alt=&quot;Monterey Market area with points&quot; width=&quot;600&quot;&gt;
&lt;p&gt;We see that there are a lot of small businesses open next to each other near the Hopkins Bakery, then there is the Espresso Roma across the street, and Monterey Market across the other street. We see that the Hopkins Laundrette and Berkeley Horticultural Nursery have no dots - they are in fact open, but we don&#39;t have data about their open hours 🤷‍♂️.&lt;/p&gt;
&lt;h3 id=&quot;three-visualize-the-social-gravity&quot;&gt;Three: Visualize the social gravity&lt;/h3&gt;
&lt;p&gt;I imagine each open place generates a little gravity field—about 100 ft of liveliness around it:&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/open-now/mmkt-open-circles.jpg&quot; alt=&quot;Monterey Market area with circles&quot; width=&quot;600&quot;&gt; 
&lt;p&gt;We see that the small businesses along Hopkins form some overlapping circles that all connect into one blob. However, Monterey Market and Espresso Roma are just a bit too far way to really be in that blob.&lt;/p&gt;
&lt;p&gt;This matches my experience on the ground: combined with 40&#39; wide street, the parking of Monterey Market and Roma Espresso&#39;s front garden prevent them from feeling connected to the busy street life on that southwestern section of Hopkins.&lt;/p&gt;
&lt;h3 id=&quot;four-cluster-overlapping-circles&quot;&gt;Four: Cluster overlapping circles&lt;/h3&gt;
&lt;p&gt;We can then take these intersecting circles and join them together:&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/open-now/mmkt-open-combined.jpg&quot; alt=&quot;Monterey Market area with circles&quot; width=&quot;600&quot;&gt; 
&lt;p&gt;We now see three blobs of open businesses: one with those businesses on the Southwest corner of Hopkins, one for Monterey Market, and one for Espresso Roma.&lt;/p&gt;
&lt;h3 id=&quot;four-isolate-areas-where-3-circles-overlap&quot;&gt;Four: Isolate areas where 3+ circles overlap&lt;/h3&gt;
&lt;p&gt;If three or more businesses overlap, it’s we hypothesize it&#39;s a social spot. So now we simply look for clusters with 3 or more establishments:&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/open-now/mmkt-open-combined-2plus.jpg&quot; alt=&quot;Monterey Market area with circles&quot; width=&quot;600&quot;&gt; 
&lt;h3 id=&quot;five-scale-across-time&quot;&gt;Five: Scale across time&lt;/h3&gt;
&lt;p&gt;As a simple SQL query, we simply add &lt;code&gt;group by openTime&lt;/code&gt; to our queries to compute these shapes at different times.&lt;/p&gt;
&lt;p&gt;We see that these businesses all open around 10 AM Saturday and close around 6 PM Saturday. Indeed, this block is a fun place to be during the daytime, but is quiet at night.&lt;/p&gt;
&lt;hr&gt;
&lt;h2 id=&quot;how-i-built-it-the-technical-tricks&quot;&gt;How I Built It (the technical tricks)&lt;/h2&gt;
&lt;p&gt;Delivering novel results is easier when you pick the right tools. Here are some of the technical tricks I used.&lt;/p&gt;
&lt;h3 id=&quot;load-osm-data-in-to-postgis&quot;&gt;Load OSM data in to PostGIS&lt;/h3&gt;
&lt;p&gt;I love SQL, and find it intuitive to manipulate GIS data in PostGIS. I first downloaded OSM data in the &lt;code&gt;.osm.pbf&lt;/code&gt; format from &lt;a href=&quot;http://download.geofabrik.de/north-america/us/california.html&quot;&gt;geofabrik.de&lt;/a&gt;. Then I loaded it into PostGIS with &lt;a href=&quot;https://osm2pgsql.org/&quot;&gt;osm2pgsql&lt;/a&gt; using a &lt;a href=&quot;https://example.com/blog/open-now/demo/osm2pgsql-flex_config-generic.lua&quot;&gt;custom lua configuration&lt;/a&gt; to store almost all OSM data attributes in JSON.&lt;/p&gt;
&lt;p&gt;The terminal command is something like&lt;/p&gt;
&lt;pre&gt;&lt;code&gt;osm2pgsql -d osm --output=flex --style=/path/to/osm2pgsql-flex_config-generic.lua ~/Downloads/norcal-latest.osm.pbf 
&lt;/code&gt;&lt;/pre&gt;
&lt;h3 id=&quot;interpreting-osm-open-hours&quot;&gt;Interpreting OSM open hours&lt;/h3&gt;
&lt;p&gt;OSM open hours are stored in a somewhat-freeform format like &lt;code&gt;Tu-Sa 10:00-16:00&lt;/code&gt;.&lt;/p&gt;
&lt;p&gt;To structure that, I used the &lt;a href=&quot;https://openingh.openstreetmap.de/evaluation_tool/&quot;&gt;opening_hours evaluation tool&lt;/a&gt; to ask whether the business would be open at &lt;code&gt;2024-05-07 10:15&lt;/code&gt;, &lt;code&gt;2024-05-07 11:15&lt;/code&gt;, etc.&lt;/p&gt;
&lt;p&gt;I chose to ask about times like 10:15 AM rather than 10:00 AM because many businesses open at these sorts of round times (like :00) and I didn&#39;t want to worry about the boundary condition (e.g. if it opens at 10:00 AM, will it show in the data as open at 10:00 AM?).&lt;/p&gt;
&lt;p&gt;Since I only wanted to do this analysis once, I did a &lt;code&gt;select distinct&lt;/code&gt; of all the open times and used the Chrome interactive terminal to get an open answer for all of the time strings at my sample timestamps. Then I loaded that into PostGIS and joined it onto my existing data.&lt;/p&gt;
&lt;p&gt;Here was the simplified JS I put in the page&lt;/p&gt;
&lt;pre&gt;&lt;code&gt;// https://openingh.openstreetmap.de/evaluation_tool/
var times = [&#39;2024-05-07 10:15&#39;,&#39;2024-05-07 11:15&#39; /*more times to model */]
var open_hrs = [&#39;24/7&#39;,&#39;Mo-Fr 07:00-16:00; Sa, Su 08:00-15:00&#39; /* more times from OSM */]
var outs = []
var doOneTime = function(h) {
	try {
		var oh = new opening_hours(h); 
		times.forEach(function(t) {
			outs.push({
				opening_hours: h, 
				obsTime: t, 
				isOpen: oh.getState((new Date(t)))
			})
		})
		outs.push({
			opening_hours: h, 
			obsTime: &#39;weekStable&#39;, 
			isOpen: oh.isWeekStable()
		})
	}
	catch(e) {console.log(h);}
}
open_hrs.forEach(doOneTime)
console.log(outs.map(i=&amp;gt; i.opening_hours + &#39;	&#39; + i.obsTime + &#39;	&#39; + i.isOpen).join(&amp;quot;&#92;n&amp;quot;))
&lt;/code&gt;&lt;/pre&gt;
&lt;h3 id=&quot;working-with-data-in-postgis&quot;&gt;Working with data in PostGIS&lt;/h3&gt;
&lt;p&gt;I once wrote thousand-line programs using SQL Server Management Studio and grew accustomed to having an interactive SQL environment.&lt;/p&gt;
&lt;p&gt;To recreate a similar environment &lt;em&gt;with GIS visualization&lt;/em&gt;, I use &lt;a href=&quot;https://dbeaver.com/docs/dbeaver/Working-with-Spatial-GIS-data/22.3/&quot;&gt;DBeaver&lt;/a&gt;. I simply write &lt;code&gt;select st_union(geom) from my_table;&lt;/code&gt; then click the spatial button to see my results.&lt;/p&gt;
&lt;h3 id=&quot;sharing-my-results-with-the-world&quot;&gt;Sharing my results with the world&lt;/h3&gt;
&lt;p&gt;To visualize the results, I use &lt;a href=&quot;https://leafletjs.com/&quot;&gt;Leaflet&lt;/a&gt; with &lt;a href=&quot;https://github.com/skeate/Leaflet.timeline&quot;&gt;Leaflet Timeline&lt;/a&gt; starting with the &lt;a href=&quot;https://skeate.dev/Leaflet.timeline/examples/earthquakes.html&quot;&gt;Leaflet Timeline Earthquake demo&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;Paid services exist to serve a beautiful background map, but for now I make due with the default map from OpenStreetMap. I make the background map 80% greyscale to help the open areas pop out while still distinguishing important colors like roads vs rivers.&lt;/p&gt;
</content>
  </entry>
  <entry>
    <title>Reclaiming My Media Diet with RRSS - A Custom RSS Reader</title>
    <link href="https://example.com/blog/private-news-aggregator/" />
    <updated>2025-03-22T00:00:00Z</updated>
    <id>https://example.com/blog/private-news-aggregator/</id>
    <content type="html">&lt;p&gt;As I transition to a career in climate tech business operations I wanted to read more about the climate tech landscape. Like many 30 year olds, I entertain myself by scrolling on my phone. Lots of people scroll social media, but I scroll something far more addictive: &lt;a href=&quot;https://news.ycombinator.com/&quot;&gt;Hacker News&lt;/a&gt; (HN). The site is a list of tech news articles that entertains me while also letting me pretend I&#39;m doing professional development.&lt;/p&gt;
&lt;p&gt;I love the format of Hacker News, so I wrote a private news aggregator that has a similar interface for content that I curated.&lt;/p&gt;
&lt;p&gt;I eventually came up with this, my custom RSS reader:&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/private-news-aggregator/rrss.jpg&quot; alt=&quot;Screenshot of RRSS front-end&quot; width=&quot;300&quot;&gt;
&lt;p&gt;&lt;em&gt;screenshot of RRSS, the tool I built&lt;/em&gt;&lt;/p&gt;
&lt;h2 id=&quot;why-i-love-hacker-news&quot;&gt;&lt;strong&gt;Why I love Hacker News&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;This new tool will replace HN in my flow, so I started by thinking about why I spend so much time there. For reference, here is how it looks in 2025:&lt;/p&gt;
&lt;img src=&quot;https://example.com/blog/private-news-aggregator/hn.jpg&quot; alt=&quot;Screenshot of Hacker News in 2025&quot; width=&quot;300&quot;&gt;
&lt;p&gt;For starters, I like the content on the site. It is:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;relevant for my professional skills&lt;/strong&gt; - In addition to being fun, it&#39;s helped me think and talk about the tech landscape more broadly.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;apolitical(ish)&lt;/strong&gt; - The political sphere is always important, but keeping up with the latest political outrage is exhausting. The articles on HN tend to focus on the impact to business or people (e.g. &amp;quot;&lt;a href=&quot;https://www.theverge.com/news/609772/google-maps-gulf-of-america-rename-mexico&quot;&gt;Google Maps now shows the ‘Gulf of America’&lt;/a&gt;&amp;quot;), not the outrage (&amp;quot;&lt;a href=&quot;https://nymag.com/intelligencer/article/trump-gulf-of-mexico-gulf-of-america.html&quot;&gt;Almost Nobody Wants to Call It the ‘Gulf of America’&lt;/a&gt;&amp;quot;)&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;I also like the HN user interface. It is:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;fast&lt;/strong&gt; - Typing a quick &lt;code&gt;ne&lt;/code&gt; is enough for my browser to know where I want to go. The site loads quickly--at less than 1 second it&#39;s easily the fastest site I use.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;information dense&lt;/strong&gt; - The visual design emphasizes the article&#39;s title. The lack of other visual features like pictures put a lot of articles on the screen and make it very easy to skim. Supplementary details are carefully chosen and provide additional context. For example, it&#39;s helpful to the article&#39;s website because my expectations are different for an article on &lt;a href=&quot;https://spectrum.ieee.org/ammonia-fuel-2671266100&quot;&gt;ieee.org&lt;/a&gt;, &lt;a href=&quot;https://twitter.com/benswerd/status/1899853533761200300&quot;&gt;twitter.com/benswerd&lt;/a&gt;, and &lt;a href=&quot;https://deepmind.google/discover/blog/gemini-robotics-brings-ai-into-the-physical-world/&quot;&gt;deepmind.google&lt;/a&gt;).&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;However, it has a few downsides:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;never ending&lt;/strong&gt; - I&#39;ve decided that reading to the 300th entry is enough, but there&#39;s no satisfying way to be &amp;quot;finished&amp;quot; reading HN.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;inflexible&lt;/strong&gt; - I want to read more of the premium publications I pay for as well as climate tech industry news. There&#39;s no good way for me to add that content without influencing the HN hive-mind which submits and votes for which articles receive visual prominence.&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 id=&quot;what-to-read-instead&quot;&gt;&lt;strong&gt;What to read instead&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;I had an exciting opportunity to think about what I want to read.&lt;/p&gt;
&lt;p&gt;I wanted content that was:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;interdisciplinary&lt;/strong&gt; - My interests include tech, startups, established businesses, climate, energy, industry, information security, and the world around me. I want to read about all of them.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;global&lt;/strong&gt; - The world is a big place, the American media landscape has problems, and I can get around some of that by reading international publications.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;I talked with a lot of people in climate tech about how they keep up with the space. People recommended environmental coverage in regular news outlets like FT, The Economist, and Bloomberg. They also suggest a few specialized climate news outlets like Canary Media, and Latitude Media.&lt;/p&gt;
&lt;h2 id=&quot;designing-a-replacement&quot;&gt;&lt;strong&gt;Designing a replacement&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;I considered a few different solutions, namely newsletters and news apps themselves (see &lt;a href=&quot;https://example.com/blog/private-news-aggregator/#appendix-why-i-dislike-the-alternatives&quot;&gt;rant in appendix&lt;/a&gt;), but found they didn&#39;t hack my brain in the way HN does. I set out to build a replacement.&lt;/p&gt;
&lt;h3 id=&quot;user-interface-goals&quot;&gt;&lt;strong&gt;User interface goals&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;The user interface goals mostly amount to &amp;quot;copy the good parts of HN&amp;quot;. I want the UI to be:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;fast&lt;/strong&gt; - It should load quickly enough to be habit forming&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;skimmable&lt;/strong&gt; - I should be able to scroll it faster than a Facebook feed&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;finishable&lt;/strong&gt; - On a slow news day, I should be able to feel like I&#39;ve read all there is to read and can put the phone down.&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 id=&quot;getting-the-news-via-rss&quot;&gt;&lt;strong&gt;Getting the news via RSS&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;HN solves the problem of &amp;quot;what to read&amp;quot; by asking its users to submit articles. My tool will only have one user, so I needed another source.&lt;/p&gt;
&lt;p&gt;A classic solution to aggregating different news sources is &lt;a href=&quot;https://en.wikipedia.org/wiki/RSS&quot;&gt;RSS&lt;/a&gt;. In addition to their front pages, most news organizations (and many blogs) also provide a data feed of the news in a machine-readable format. Here is an example of the RSS from the &lt;a href=&quot;https://www.sfgate.com/bayarea/feed/bay-area-news-429.php&quot;&gt;local SF Gate&lt;/a&gt;. Anyone can collect these data feeds from around the internet and present them in any way they&#39;d like -- it&#39;s their benefit to users and threat to web conglomerates.&lt;/p&gt;
&lt;p&gt;RSS&#39;s heyday was in the 2000s and its decline was cemented with the 2013 sunsetting of &lt;a href=&quot;https://en.wikipedia.org/wiki/Google_Reader&quot;&gt;Google Reader&lt;/a&gt;, widely recognized as the class-leading way to consume RSS feeds. As a result, not all publishers always provide RSS feeds, but many of the reputable ones still do, and there are &lt;a href=&quot;https://example.com/blog/private-news-aggregator/#appendix-finding-rss-feeds&quot;&gt;some workarounds&lt;/a&gt; to get feeds for the publishers who no longer appear to provide them.&lt;/p&gt;
&lt;h2 id=&quot;designing-and-building-the-rrss-application&quot;&gt;&lt;strong&gt;Designing and Building the RRSS Application&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;With my goals in mind, I could design the application. I wanted to iterate quickly using a tech stack that was easy to deploy. Here were the parts:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;&lt;code&gt;index.html&lt;/code&gt;&lt;/strong&gt; would be my feed reader with a layout that accomplishes my UI goals. JavaScript in that file would grab a JSON blob, do any final adjustments, and then present it to the user&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;&lt;code&gt;load.php&lt;/code&gt;&lt;/strong&gt; would loop through the RSS feeds I wanted to aggregate, tease apart the XML, and write new entries into my SQLite database. I chose PHP because the code shouldn&#39;t be very hard, my Mac already runs a PHP development server, and I have terrible memories from deploying Python applications.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;&lt;code&gt;rrss.db&lt;/code&gt;&lt;/strong&gt; would be an SQLite database that keeps state. I prefer SQLite over other file schemes like JSON because I find SQL data manipulation easy and universal. I decided to keep all the data in one table that has a few columns: &lt;code&gt;url&lt;/code&gt; (the primary key, to prevent duplicates), &lt;code&gt;publish_timestamp&lt;/code&gt; (what we sort on), and &lt;code&gt;txt&lt;/code&gt; (a JSON blob that represents the article as it appeared in the RSS feed).&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;&lt;code&gt;rrss.php&lt;/code&gt;&lt;/strong&gt; would grab relevant articles from &lt;code&gt;rrss.db&lt;/code&gt; and serve them as JSON to &lt;code&gt;index.html&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;&lt;code&gt;rrss.json&lt;/code&gt;&lt;/strong&gt; a later creation, but simply the output of &lt;code&gt;rrss.php&lt;/code&gt; written to a static file&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;All things considered, the application was pretty easy to develop. I used the standard PHP XML library and wrote some custom logic to ensure most of my RSS feeds parsed successfully.&lt;/p&gt;
&lt;h2 id=&quot;deploying-rrss-on-a-free-php-host&quot;&gt;&lt;strong&gt;Deploying RRSS on a Free PHP Host&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;I chose PHP because it&#39;s often super easy to deploy (drag files to server, be done). However, finding a free spot on the internet turned out to be the most challenging piece of this project. I wanted to visit example.com/rrss from any browser and see my feed!&lt;/p&gt;
&lt;p&gt;I can easily host on GitHub Pages or Cloudflare Pages for free, but that only works for static sites. I wanted to refresh my RSS feeds periodically (I eventually decided on every 5 minutes), and that usually requires a more expensive host.&lt;/p&gt;
&lt;p&gt;I hosted it for a few months with &lt;a href=&quot;https://infinityfree.com&quot;&gt;InfinityFree&lt;/a&gt; in 2024, but stopped when their service stopped including Cron (a way to automatically run my update code every 5 minutes). I tried again in 2025 thinking that I could have one of my other computers run cron and simply curl &lt;code&gt;load.php&lt;/code&gt;, but I discovered that InfinityFree actively stops requests from &lt;a href=&quot;https://forum.infinityfree.com/docs?topic=49353&quot;&gt;Curl&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;I stumbled on Oracle Cloud and set up their free hosting. It was more challenging than I&#39;d have expected - I wrote &lt;a href=&quot;https://example.com/blog/configuring-cloud-subdomain&quot;&gt;a small guide&lt;/a&gt; to help others. Once I figured out Oracle&#39;s networking, I then had problems running my application code:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;I needed to install PHP extensions for features I thought were built in like XML and SQLite.&lt;/li&gt;
&lt;li&gt;PHP had trouble reading/writing to the sqlite file when it was called via Apache. To get around that, I wrote another script that runs via a PHP command line and writes the output of &lt;code&gt;rrss.php&lt;/code&gt; to &lt;code&gt;rrss.json&lt;/code&gt; so that it can avoid the Apache -&amp;gt; PHP -&amp;gt; SQLite sequence.&lt;/li&gt;
&lt;li&gt;Then I tried to handle all the PHP execution via Cron instead and found that I needed to more completely reference the path to my database file (&lt;code&gt;PDO(&amp;quot;sqlite:&amp;quot;.__DIR__.&amp;quot;/rrss.db&amp;quot;);&lt;/code&gt; was successful; &lt;code&gt;PDO(&amp;quot;sqlite:rrss.db&amp;quot;);&lt;/code&gt; was not).&lt;/li&gt;
&lt;li&gt;I changed from doing the HTTP request with &lt;code&gt;file_get_contents()&lt;/code&gt; to &lt;code&gt;curl_exec()&lt;/code&gt; because &lt;code&gt;file_get_contents()&lt;/code&gt; on Oracle could not successfully get the feed from Financial Times even though it worked on my Mac.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Compared to the simple experience I&#39;ve had running simple PHP scripts on my development environment and shared hosts like InfinityFree, I was surprised at how much I had to configure the Oracle VPS.&lt;/p&gt;
&lt;p&gt;But that&#39;s finished now, the code is a bit more robust, and for now I have a working product! Check it out (for now) at &lt;a href=&quot;https://cloud.srcramer.com/rrss&quot;&gt;cloud.srcramer.com/rrss&lt;/a&gt;.&lt;/p&gt;
&lt;h2 id=&quot;run-it-yourself&quot;&gt;&lt;strong&gt;Run it yourself!&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;You can &lt;a href=&quot;https://github.com/src73/RRSS&quot;&gt;download the code on GitHub&lt;/a&gt;&lt;/p&gt;
&lt;hr&gt;
&lt;h2 id=&quot;appendix-finding-rss-feeds&quot;&gt;&lt;strong&gt;Appendix: Finding RSS feeds&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;Another roadblock was finding RSS feeds. Back in the heyday of RSS a browser button surfaced RSS feeds, but that no longer happens. Here are some places to look:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;the website footer - look for it next to the social media icons or in a link called &amp;quot;feed&amp;quot;&lt;/li&gt;
&lt;li&gt;Search - Googling &amp;quot;{org} RSS&amp;quot; is likely to turn up an ancient page listing where the feeds used to be, like the &lt;a href=&quot;https://www.bbc.co.uk/news/10628494&quot;&gt;BBC&#39;s documentation from 2011&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;Reddit - Some sites like NPR have feeds, but the documentation is &lt;a href=&quot;https://www.reddit.com/r/NPR/comments/16t5102/npr_rss_news_feeds/&quot;&gt;a Reddit post&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;add &lt;code&gt;/feed&lt;/code&gt; - platforms like Wordpress or Substack have feeds, but you need to guess the pattern. Like &lt;code&gt;construction-physics.com&lt;/code&gt; -&amp;gt; &lt;code&gt;construction-physics.com/feed&lt;/code&gt;.&lt;/li&gt;
&lt;li&gt;Google News - formats search results as an RSS feed when the URL parameters are like &lt;code&gt;https://news.google.com/rss/search?q=&amp;quot;cleantech&amp;quot;&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 id=&quot;appendix-why-i-dislike-the-alternatives&quot;&gt;&lt;strong&gt;Appendix: Why I dislike the alternatives&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;Building tools is a fun way to get exactly what I want while learning something new, but it often takes longer than I&#39;d expect. Here are some alternative ways I considered to meet my same need.&lt;/p&gt;
&lt;h3 id=&quot;newsletters-are-hard-to-skim&quot;&gt;&lt;strong&gt;Newsletters are hard to skim&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;I think there are two main categories of newsletters. Those that contain:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;one piece of original content&lt;/strong&gt;, like the one from &lt;a href=&quot;https://www.bitsaboutmoney.com/&quot;&gt;Bits About Money&lt;/a&gt; or &lt;a href=&quot;https://newsletter.doomberg.com/&quot;&gt;Doomburg&lt;/a&gt;. It&#39;s not reheated, it&#39;s not published anywhere else, and I can tell from the subject line whether I want to read it.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;&amp;quot;curated&amp;quot; links&lt;/strong&gt; from around the internet&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;I love the ones with one piece of original content. The subject line works like an article title (because, often, it is). The first words tell me what it&#39;s about. The entire thing is designed for skimming.&lt;/p&gt;
&lt;p&gt;I have trouble with the other type. I find it too hard to skim. For example, which would you rather read: this synopsis of a news article buried in an otherwise great &lt;a href=&quot;https://news.climatehack.global/p/climatehack-vol-130-are-woolly-mice-the-fur-ture-of-de-extinction&quot;&gt;newsletter&lt;/a&gt;...&lt;/p&gt;
&lt;p&gt;🌊 London-based geospatial analytics startup Ocean Ledger &lt;a href=&quot;https://www.eu-startups.com/2025/03/ocean-ledger-secures-e900k-to-increase-accuracy-of-coastal-risk-management/&quot;&gt;&lt;strong&gt;raised €900,000 pre-seed funding&lt;/strong&gt;&lt;/a&gt; to scale its AI-powered coastal risk forecasting solutions, which use satellite imagery and machine learning to help engineering firms, municipalities, and insurers manage climate-driven shoreline threats.&lt;/p&gt;
&lt;p&gt;...or the title of the news article itself &lt;a href=&quot;https://www.eu-startups.com/2025/03/ocean-ledger-secures-e900k-to-increase-accuracy-of-coastal-risk-management&quot;&gt;from its publisher&lt;/a&gt;...&lt;/p&gt;
&lt;p&gt;Ocean Ledger secures €900k to increase accuracy of coastal risk management&lt;/p&gt;
&lt;p&gt;I&#39;d rather read the title of the news article. Or, &lt;em&gt;ideally&lt;/em&gt;, both: one piece of information with the succinct title and Climate Hack&#39;s keyword-stuffed description. Typically, just reading the headline will give me enough info to decide if I want to read the article.&lt;/p&gt;
&lt;p&gt;Many of the newsletters with one piece of original content already have an RSS feed to integrate into my RSS tool. Since a lot of good climate links are shared via &amp;quot;curated&amp;quot; link newsletters, I’d like to build a scraping tool that will extract links from &amp;quot;curated&amp;quot; link newsletters for data sources that do not have an RSS feed.&lt;/p&gt;
&lt;h3 id=&quot;newsletters-arrive-on-the-wrong-cadence&quot;&gt;&lt;strong&gt;Newsletters arrive on the wrong cadence&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;A newsletter makes sense when it&#39;s something that I want to commit myself to reading. But it doesn&#39;t do well for that awkward gap of &amp;quot;I&#39;m bored this second, help me find something informative and useful right now&amp;quot;. Instead they&#39;re mixed in with all the other work I want to not think about in my inbox.&lt;/p&gt;
&lt;p&gt;To make matters worse, the curated links newsletters suffer from their delay in publishing: the author needs to read the article, wait for the next newsletter, and then send it in the next newsletter.&lt;/p&gt;
&lt;h3 id=&quot;too-many-publisher-apps&quot;&gt;&lt;strong&gt;Too many publisher apps&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;I could also simply visit all of the sites that contain content I find interesting. But there&#39;s simply too many to remember.&lt;/p&gt;
&lt;p&gt;One of the exciting parts of my professional skill set is that it&#39;s really broad. I want to keep up on the latest developments in programming, information technology, business, geopolitics, energy, and cleaner ways to make physical products. The best nuggets are buried in the pages of technical publications, not on the headlines.&lt;/p&gt;
&lt;p&gt;Also, a polling strategy could over-poll top-of-mind news outlets (like &lt;a href=&quot;https://nytimes.com&quot;&gt;NYTimes&lt;/a&gt;) but leave me forgetting about other useful perspectives (like &lt;a href=&quot;https://www.spiegel.de/international/&quot;&gt;Der Spiegel&lt;/a&gt;).&lt;/p&gt;
&lt;h3 id=&quot;other-rss-readers-dont-work-for-me&quot;&gt;&lt;strong&gt;Other RSS readers don&#39;t work for me&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;I didn&#39;t do an extensive review of the RSS reader ecosystem, but I tended to find them annoying:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;The apps take a while to load.&lt;/li&gt;
&lt;li&gt;The web apps need you to log in with an account. I often use a stateless web browser so logging in is annoying.&lt;/li&gt;
&lt;li&gt;The display is often more picture-forward, or show snippets at the wrong density.&lt;/li&gt;
&lt;li&gt;The best features aren&#39;t always free. I don&#39;t begrudge news organizations charging for their services but it&#39;s frustrating to pay for something that&#39;s so simple.&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 id=&quot;social-media-is-miserable&quot;&gt;&lt;strong&gt;Social Media is miserable&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;I could have taken out a Blue Sky account and found the content that&#39;s there. But I want to own my experience.&lt;/p&gt;
&lt;h3 id=&quot;read-a-physical-newspaper&quot;&gt;&lt;strong&gt;Read a physical newspaper&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;Oh that would be great. I need something a bit more addictive, though, to compete with Hacker News.&lt;/p&gt;
</content>
  </entry>
  <entry>
    <title>Power Outages in SF Bay Area (Part 1)</title>
    <link href="https://example.com/blog/power-outages-part-1/" />
    <updated>2025-03-09T00:00:00Z</updated>
    <id>https://example.com/blog/power-outages-part-1/</id>
    <content type="html">&lt;p&gt;I never thought much about power reliability—six years in downtown Chicago, and I can’t recall an outage that impacted my life. But in the Berkeley Hills, nestled in the wealthy, high-tech San Francisco Bay region, we lose power a few afternoons a year. It’s baffling that homeowners in $2M houses tolerate sudden WiFi, fridge, and light failures. During our third power outage in as many months, I wondered: &lt;em&gt;How reliable is my electricity? Is it better a few blocks away?&lt;/em&gt;&lt;/p&gt;
&lt;h2 id=&quot;averages-dont-tell-it-all&quot;&gt;Averages Don&#39;t Tell It All&lt;/h2&gt;
&lt;p&gt;Power outages don’t follow city or county lines: when the power goes out at my house, we walk 10 minutes to a café and keep working.&lt;/p&gt;
&lt;p&gt;I imagined a map showing power reliability across my area—something like this:
&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot;&gt;&lt;br&gt;
&lt;em&gt;Author’s recording of power outages within 10km of Berkeley between November 22, 2024 and December 10, 2024. Dark orange is a lot of time without power; grey is a bit of time without power; no color is sweet 100% reliable electricity.&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;Surely someone must publish this map. So I went looking for it online...&lt;/p&gt;
&lt;h2 id=&quot;currently-available-outage-information&quot;&gt;Currently Available Outage Information&lt;/h2&gt;
&lt;h3 id=&quot;real-time-outage-information-from-pg-and-e&quot;&gt;Real-Time Outage Information from PG&amp;amp;E&lt;/h3&gt;
&lt;p&gt;In my neighborhood, power outages tend to be highly localized. My intuition is backed up by actual data.&lt;/p&gt;
&lt;p&gt;PG&amp;amp;E, our flawed utility provider, it shares the exact location of houses without power. For example, as I type this now, about 1 customer in this area of approximately 15 houses has a power outage due to an unplanned outage. Their neighbors have power.&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot;&gt;&lt;br&gt;
&lt;em&gt;The homes in the green colored area have their power out, and have for the last 5 hours. I’m sure someone writing a book on PG&amp;amp;E’s organizational culture can write a nice chapter on why this area is colored green.&lt;/em&gt;&lt;/p&gt;
&lt;h3 id=&quot;historical-outage-information-from-pg-and-e&quot;&gt;Historical Outage Information from PG&amp;amp;E&lt;/h3&gt;
&lt;p&gt;While PG&amp;amp;E publishes this high-resolution outage data, historical performance is reported at a level approaching the county-level:&lt;a href=&quot;https://www.pge.com/assets/pge/docs/about/pge-systems/CPUC-2023-Annual-Electric-Reliability-Report.pdf&quot;&gt;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot;&gt;&lt;/a&gt;&lt;br&gt;
&lt;a href=&quot;https://www.pge.com/assets/pge/docs/about/pge-systems/CPUC-2023-Annual-Electric-Reliability-Report.pdf&quot;&gt;https://www.pge.com/assets/pge/docs/about/pge-systems/CPUC-2023-Annual-Electric-Reliability-Report.pdf&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot;&gt;&lt;br&gt;
This is cute; it clearly doesn’t tell a good story, but it also doesn’t tell the full story.&lt;/p&gt;
&lt;p&gt;They also have a data request program, which allows academic researchers and governments to request data. However, the &lt;a href=&quot;https://pge-energydatarequest.com/data-requests&quot;&gt;log of past requests&lt;/a&gt; and &lt;a href=&quot;https://pge-energydatarequest.com/sites/default/files/Data_Element_Descriptions.pdf&quot;&gt;text of data available&lt;/a&gt; suggests that polygon-level outage information is not available.&lt;/p&gt;
&lt;h3 id=&quot;outage-information-from-poweroutage-us&quot;&gt;Outage information from Poweroutage.us&lt;/h3&gt;
&lt;p&gt;The private market has come to the rescue, offering outage information for the entire country.&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot;&gt;&lt;br&gt;
&lt;em&gt;&lt;a href=&quot;https://poweroutage.us/area/state/california&quot;&gt;https://poweroutage.us/area/state/california&lt;/a&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;Their product page boasts: “Need historical data? We&#39;ve got it! Every data point collected is also archived! Outage data can be retrieved at the utility, state, county, and city levels. Data can also be summarized in any way that meets your needs, raw data, hourly, daily, outage events, etc”.&lt;/p&gt;
&lt;p&gt;Inquiring about purchasing polygon-level data reveals that they can’t provide anything more granular than the city/county level.&lt;/p&gt;
&lt;h3 id=&quot;outage-information-on-github&quot;&gt;Outage information on GitHub&lt;/h3&gt;
&lt;p&gt;User &lt;a href=&quot;https://simonwillison.net/2019/Oct/10/pge-outages/&quot;&gt;Simon Willison&lt;/a&gt; scrapes PG&amp;amp;E’s outage map and posts &lt;a href=&quot;https://github.com/simonw/pge-outages&quot;&gt;a history of it on GitHub&lt;/a&gt;!&lt;/p&gt;
&lt;p&gt;It seems promising, but a look through the readme shows that Simon’s data doesn’t have any polygon information. Per his comments:&lt;/p&gt;
&lt;p&gt;&lt;em&gt;This repository only archives outages that are reported for a single location.&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;The outage map also includes polygon data, which is much more interesting... but has not proven practical to archive here, for &lt;a href=&quot;https://github.com/simonw/pge-outages/issues/4#issuecomment-1928758853&quot;&gt;reasons explained in this issue comment&lt;/a&gt;. Short version: I&#39;d have to constantly archive 100MB of data per snapshot because the polygons are so large!&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;It also suggests that people aren’t capturing this information because it’s too much data. Hmmm…&lt;/p&gt;
&lt;h3 id=&quot;outage-information-from-california-office-of-emergency-services-caleos&quot;&gt;Outage information from California Office of Emergency Services (CalEOS)&lt;/h3&gt;
&lt;p&gt;The State of California essentially re-publishes the outage maps from PG&amp;amp;E and several other large California utilities on ESRI’s ArcGIS Hub.&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot;&gt;&lt;/p&gt;
&lt;p&gt;This is the juicy data I’m after! From a state agency! Surely they’re capturing historical data!&lt;/p&gt;
&lt;p&gt;Alas, an email reveals they are not capturing historical data. However, there’s both a “download data” button and an explicitly labeled Public Use license.&lt;/p&gt;
&lt;p&gt;Perhaps I can make a contribution here…&lt;/p&gt;
&lt;h2 id=&quot;putting-the-pieces-together-scraping-caleos-s-data&quot;&gt;Putting the pieces together: scraping CalEOS’s data&lt;/h2&gt;
&lt;p&gt;Spread across three files, CalEOS shares 11mb of data (approximately 2 iPod songs of data) updated every 10-20 minutes.&lt;/p&gt;
&lt;p&gt;Indeed, this is a lot of data. Storing the raw data in GeoJSON would take something like 1 gb per day – enough that 2 weeks would fill a Gmail inbox on the free tier.&lt;/p&gt;
&lt;p&gt;As I designed my data collection and analysis workflow, I had a few goals:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;Start quickly&lt;/strong&gt;. Time marches forward, and every 10 minutes that passes is 10 minutes of unanalyzable history.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Run locally&lt;/strong&gt;. I’m cheap, so running the workload on the Intel NUC computer in my closet is more attractive than paying $48/year for a VPS. If I want it, I can achieve greater reliability by putting an old computer in a friend’s closet.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Maintain high resolution&lt;/strong&gt;. Low resolution data already exists, so high resolution data is the main differentiator of this project.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;This lead to a few decisions:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;Build a dumb scraper&lt;/strong&gt;. I love SQL databases and eventually want all this data loaded into PostGIS, but I could write my scraping code now and then worry about my analysis and importing code later.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Be (slightly) reckless with storage&lt;/strong&gt;. Since I could run it on my old computer with 100gb of storage, I could simplify my program by not over-optimizing the storage consumption. I can balance the work by only recording the body of files that I’ve never seen before, and then figuring out further deduplication later. This is another benefit of running locally - storage is a key price differentiator in the VPS world.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Use basic Unix tools&lt;/strong&gt;. Since the scraper was pretty dumb, I don’t need to worry about setting up and maintaining Python, PostGIS, ZFS, or whatever else on my scraping machine. Curl, cron, shasum, and the file system can do the heavy lifting.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Use immutable data structures&lt;/strong&gt;. Nothing should delete or edit data that’s been written before: it will record facts, and then the eventual analysis will turn that into a story.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Use hashes to manage duplicates&lt;/strong&gt;. The data from CalEOS only changes every 10 minutes or so, but I want to be able to estimate timing to the highest resolution available. As a result, to more accurately estimate the change time, I need to download the data more frequently than 10 minutes. This could balloon the storage required by downloading tons of repeated data. To manage that, I’d compute a hash for each file, record the payload of the file when it’s new, and record the hash and time when we’ve seen it before.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Because I wanted to use basic Unix tools, I needed to think a lot about files. For simplicity, the filename does a lot of the heavy lifting, so it’s the first thing to design:&lt;/p&gt;
&lt;pre&gt;&lt;code&gt;2024-12-02/layer0-2024_12_02T05_20_02_utc-0dff5…136f.json
&lt;/code&gt;&lt;/pre&gt;
&lt;ul&gt;
&lt;li&gt;&lt;code&gt;2024-12-02&lt;/code&gt; - to simplify human management (and–eventually–file system performance) we create a new folder for each day.&lt;/li&gt;
&lt;li&gt;&lt;code&gt;layer0&lt;/code&gt; - CalEOS publishes their data across 3 ArcGIS layers, so record which layer this is.&lt;/li&gt;
&lt;li&gt;&lt;code&gt;2024_12_02T05_20_02_utc&lt;/code&gt; - the UTC timestamp of when we downloaded this file. We use a human-readable date because a growing application will need some human file management. We use UTC so that multiple computers in multiple time zones have a chance of collaborating successfully. We put “utc” in the file name because I don’t want to worry about time zones in the future.&lt;/li&gt;
&lt;li&gt;&lt;code&gt;0dff5…136f&lt;/code&gt; - the hash of the file. Hashes are a way of uniquely identifying a larger piece of information: to a reasonable approximation, when the file changes, the hash of the file changes.&lt;/li&gt;
&lt;li&gt;&lt;code&gt;.json&lt;/code&gt; - tells me that the file contains the GeoJSON payload of data, rather than simply being a file describing that we’ve seen this hash before. (use .info if it does not contain the GeoJSON payload)&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;With the key pieces written down, we can now write our bash function to download a file:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Change to the proper directory, creating it if it doesn’t exist&lt;/li&gt;
&lt;li&gt;Use curl to download the file to a &lt;a href=&quot;https://www.gnu.org/software/autogen/mktemp.html&quot;&gt;temp file&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;Record the time the download finished&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.commandlinux.com/man-page/man1/shasum.1.html&quot;&gt;Compute the hash&lt;/a&gt; of the downloaded file&lt;/li&gt;
&lt;li&gt;Write a file to disk using the naming scheme above. If we’ve never seen the file, record the entire file. If it’s a duplicate, create an empty file to record that the data has not changed.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Then, we loop that across all of the URLs we want to download, tell Cron to run it every 2 minutes, and we’re off to the races!&lt;/p&gt;
&lt;p&gt;Check back for updates about analysing this data!&lt;/p&gt;
</content>
  </entry>
  <entry>
    <title>Where can you fly? (2019 data)</title>
    <link href="https://example.com/blog/air-network/" />
    <updated>2021-02-28T00:00:00Z</updated>
    <id>https://example.com/blog/air-network/</id>
    <content type="html">&lt;p&gt;I knew that New York was well connected to Europe. I knew that LA was a gateway to Asia. I&#39;d read it in airline industry publications, seen it referenced in news articles. But I&#39;d never &lt;em&gt;seen&lt;/em&gt; it.&lt;/p&gt;
&lt;p&gt;The time was 2021, the middle of the COVID lockdowns. I hadn&#39;t traveled anywhere in a while. I love planes, I love thinking about how they connect the world, and I wanted something to stare at. I discovered that the US government publishes data about every commercial flight that touches a US airport, and I turned it into an airline-agnostic route map of where people could fly in 2019.&lt;/p&gt;
&lt;p&gt;Each line means at least one large plane per day worth of seating capacity flies between the two airports. Thicker lines mean a stronger connection: bigger planes or more planes per day. The top 50 connections are in red, the rest are in blue. &lt;a href=&quot;https://src73.github.io/air-network&quot;&gt;See the full map here&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://src73.github.io/air-network&quot;&gt;&lt;img src=&quot;https://example.com/blog/air-network/air-network.jpg&quot;&gt;&lt;/a&gt;&lt;/p&gt;
&lt;h2 id=&quot;the-data&quot;&gt;The data&lt;/h2&gt;
&lt;p&gt;The US government publishes data about where commercial planes fly when those routes touch the US.&lt;/p&gt;
&lt;p&gt;This data match takeoffs and landings when one of those occurs in the US. It does not show what a person intends to fly. Consider three ways of getting between Chicago and Paris, and how that appears in the data:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;code&gt;Chicago ORD -&amp;gt; New York JFK -&amp;gt; Paris CDG&lt;/code&gt;, the data records &lt;strong&gt;two&lt;/strong&gt; flights: one for ORD-&amp;gt;JFK, and one JFK-&amp;gt;CDG.&lt;/li&gt;
&lt;li&gt;&lt;code&gt;Chicago ORD -&amp;gt; Frankfurt FRA -&amp;gt; Paris CDG&lt;/code&gt;, the data records &lt;strong&gt;one&lt;/strong&gt; flight: ORD-&amp;gt;FRA. The flight from FRA-&amp;gt;CDG is not included because it doesn&#39;t touch the US, even if it was purchased on one ticket.&lt;/li&gt;
&lt;li&gt;&lt;code&gt;Chicago ORD -&amp;gt; Paris CDG&lt;/code&gt;, the data records &lt;strong&gt;one&lt;/strong&gt; flight: ORD-&amp;gt;CDG.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;While airline marketing departments have taught us to think of these flights as the same because they all start in Chicago and end in Paris, this reality of routing matters: beyond the obvious differences like scheduled travel time, some of these routes are more resilient to bad thunderstorms or overrunning meetings than others. This data reflects the deep-pocketed possibilities of a savvy passenger in our air network, not the marketing-department illusions.&lt;/p&gt;
&lt;p&gt;Also, the data reflect &lt;em&gt;seats available&lt;/em&gt; rather than &lt;em&gt;passengers flown&lt;/em&gt;. So if a 300 person plane flew between ORD and JFK once, it wouldn&#39;t matter in this data whether it was fully packed with 300 people or virtually empty with 3. We&#39;re mapping deep-pocketed traveler possibilities, not airline profitability.&lt;/p&gt;
&lt;h2 id=&quot;visualizing-the-data&quot;&gt;Visualizing the data&lt;/h2&gt;
&lt;p&gt;While &lt;a href=&quot;https://en.wikipedia.org/wiki/John_F._Kennedy_International_Airport#Passenger&quot;&gt;a Wikipedia airport page&lt;/a&gt; shows what routes are &lt;em&gt;possible&lt;/em&gt;, we focus on which routes are &lt;em&gt;common&lt;/em&gt; and plot it on a &lt;em&gt;map&lt;/em&gt;.&lt;/p&gt;
&lt;p&gt;Commonality matters. For example, it&#39;s fun that one can &lt;a href=&quot;https://en.wikipedia.org/wiki/Singapore_Airlines_Flights_21_and_22&quot;&gt;fly direct from NYC to Singapore&lt;/a&gt;, but only 58,443 seats made that trip in the entire year. That&#39;s enough for one (small) planeload per day. Conversely, 1,800,000 seats flew between New York JFK and London Heathrow in that same year, enough for one (big) planeload per hour between 6AM and 9PM every day of the year. We want to see that there&#39;s a sky train between NYC and London, and we&#39;ll leave that direct flight to Singapore for the trivia books.&lt;/p&gt;
&lt;p&gt;Maps matter. We see that some regions are better connected than others, and maps allow us to quickly see that.&lt;/p&gt;
&lt;h2 id=&quot;first-takes-from-the-top-50-air-routes&quot;&gt;First takes from the top 50 air routes&lt;/h2&gt;
&lt;p&gt;On the map, the top 50 routes are shown in red.&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://src73.github.io/air-network&quot;&gt;&lt;img src=&quot;https://example.com/blog/air-network/air-network-zoomout-crop2.jpg&quot;&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;New York - London outranks almost every domestic route.&lt;/strong&gt; More seats fly between London LHR and New York JFK than all but three US airport pairs (LAX-SFO, JFK-LAX, LAS-LAX).&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Western Europe and East Asia are well connected.&lt;/strong&gt; Large international hubs like Paris, Frankfurt, Amsterdam, Tokyo, Hong Kong, and Seoul all have thick lines to multiple American cities.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Our connections south are thin.&lt;/strong&gt; This is partially an artifact of how we project maps, but our routes to South America, Central America, Africa, and Australia are strikingly sparse compared to the dense web going east and west.&lt;/p&gt;
&lt;h2 id=&quot;ny-goes-to-europe-la-goes-to-asia&quot;&gt;NY goes to Europe; LA goes to Asia&lt;/h2&gt;
&lt;p&gt;Clicking a line on the map highlights all routes from both endpoints, which lets you see what each airport specializes in. Airline industry coverage often talks about &amp;quot;gateways&amp;quot;, and this lets you see them firsthand.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;New York JFK is a gateway east.&lt;/strong&gt; Dense connections deep into Europe, but comparatively fewer to Latin America and Asia.
&lt;img src=&quot;https://example.com/blog/air-network/JFK-to-world.jpg&quot;&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Los Angeles is a gateway west.&lt;/strong&gt; Much better connections to Australia, Asia, and Hawaii, with thinner lines to European second cities.
&lt;img src=&quot;https://example.com/blog/air-network/LAX-gateway-west.jpg&quot;&gt;&lt;/p&gt;
&lt;h2 id=&quot;gateways-north-and-south&quot;&gt;Gateways north and south&lt;/h2&gt;
&lt;p&gt;Using the word &amp;quot;gateway&amp;quot; is more common with airlines as they talk about their hubs away from the top world cities like NYC and LA.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Miami is a gateway south.&lt;/strong&gt; American Airlines calls Miami &amp;quot;&lt;a href=&quot;https://news.aa.com/news/news-details/2019/Miami-hub-turns-30/default.aspx&quot;&gt;its primary gateway to Latin America and the Caribbean&lt;/a&gt;.&amp;quot; The map confirms it: connections to Latin American second cities that even JFK doesn&#39;t have, fewer lines to Europe, nothing to Asia.
&lt;img src=&quot;https://example.com/blog/air-network/MIA-gateway-south.jpg&quot;&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Seattle is a gateway north.&lt;/strong&gt; The airport brands itself as &amp;quot;&lt;a href=&quot;https://s3.us-west-2.amazonaws.com/nwseaportalliance.com.if-us-west-2-or/s3fs-public/2022-09/Alaska%20Flyer.2022..pdf&quot;&gt;The Gateway to Alaska&lt;/a&gt;,&amp;quot; and sure enough, Seattle–Anchorage is a top-50 route. (Delta also built Seattle into an Asia gateway over the past decade, and you can see those routes too, though they&#39;re still much smaller than LAX&#39;s.)
&lt;img src=&quot;https://example.com/blog/air-network/seattle-goes-west.jpg&quot;&gt;&lt;/p&gt;
&lt;h2 id=&quot;conclusion&quot;&gt;Conclusion&lt;/h2&gt;
&lt;p&gt;I made this map because I was stuck at home and missed the world. I ended up staring at it for hours not to plan any trip, just to watch the lines and think about where they go.&lt;/p&gt;
&lt;p&gt;There&#39;s a kind of knowledge that only comes from looking. I could have told you before I started that JFK was a European gateway and LAX was a Pacific one, but it&#39;s different to see it.&lt;/p&gt;
&lt;hr&gt;
&lt;h2 id=&quot;appendix-making-the-map&quot;&gt;Appendix: Making the map&lt;/h2&gt;
&lt;p&gt;The hard part of this was finding the dataset.&lt;/p&gt;
&lt;p&gt;The underlying data comes from the Bureau of Transportation Statistics &lt;a href=&quot;https://transtats.bts.gov/DL_SelectFields.aspx?QO_fu146_anzr=Nv4+Pn44vr45&amp;gnoyr_VQ=FMG&quot;&gt;T-100 Segment (All Carriers)&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;The key fields are:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;origin airport (&lt;code&gt;ORIGIN&lt;/code&gt;)&lt;/li&gt;
&lt;li&gt;destination airport (&lt;code&gt;DEST&lt;/code&gt;)&lt;/li&gt;
&lt;li&gt;seats (&lt;code&gt;SEATS&lt;/code&gt;)&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Then I essentially ran a SQL query to get seats between airports...&lt;/p&gt;
&lt;pre&gt;
select ORIGIN, DEST, sum(SEATS)
from t_100_table
where ORIGIN &lt; DEST -- only get one direction of the flights 
group by ORIGIN, DEST 
order by 3 desc
&lt;/pre&gt;
&lt;p&gt;...joined that result with the coordinates of different airports, and turned it into a line for plotting in JavaScript.&lt;/p&gt;
&lt;p&gt;I then limited it to only show the routes that have as many seats as between Chicago ORD and the &lt;a href=&quot;https://en.wikipedia.org/wiki/Appleton_International_Airport&quot;&gt;small commercial airport closest to where I grew up&lt;/a&gt;.&lt;/p&gt;
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