A blog about nothing, coding, photography, and generative art https://blog.litapp.ovh/ <p><img alt="Kotor Kitten #growing #blackandwhite #classicmono #BlueSkyArtShow #catsofpixelfed #catphotography #photography #cat" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/a4d2da9aea8fe1a7a0d2927d9d449e77bb0ab45631b7a5d8764bb5d8945437c6"><br><p>Kotor Kitten #growing #blackandwhite #classicmono #BlueSkyArtShow #catsofpixelfed #catphotography #photography #cat</p></p> Sat, 18 Jul 2026 19:54:42 GMT https://blog.litapp.ovh/Kotor%20Kitten%20%23growing%20%23blackandwhite%20%23classicmono%20%23BlueSkyArtShow%20%23catsofpixelfed%20%23catphotography%20%23photography%20%23cat.html https://blog.litapp.ovh/Kotor%20Kitten%20%23growing%20%23blackandwhite%20%23classicmono%20%23BlueSkyArtShow%20%23catsofpixelfed%20%23catphotography%20%23photography%20%23cat.html <p><img alt="#urbangaze #wien long exposure" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/97625b2c005c8d31f98d71ccfcab8449a144abd889a17418921fdf6889a00273"><br><ol><li>urbangaze #wien long exposure</li></ol></p> Thu, 25 Jun 2026 21:15:50 GMT https://blog.litapp.ovh/%23urbangaze%20%23wien%20long%20exposure.html https://blog.litapp.ovh/%23urbangaze%20%23wien%20long%20exposure.html <p><img alt="#urbangaze #wien long exposure /2" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/86a4ab29447253613dec8c0c3499997dc0c11c989bab9eb8b3d03413dac68f8b"><br><ol><li>urbangaze #wien long exposure</li></ol></p> Thu, 25 Jun 2026 21:15:50 GMT https://blog.litapp.ovh/%23urbangaze%20%23wien%20long%20exposure%20%2F2.html https://blog.litapp.ovh/%23urbangaze%20%23wien%20long%20exposure%20%2F2.html <p><img alt="Shinjuku - #busy view from the top - #photography #japan #travelphotography #urbangaze #BlueSkyArtShow" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/7ed6ddc6d6ad8a92dd7c92787196bd115ea93a981e4c4dbebc09288d6c522502"><br><p>Shinjuku - #busy view from the top - #photography #japan #travelphotography #urbangaze #BlueSkyArtShow</p></p> Sat, 06 Jun 2026 06:24:46 GMT https://blog.litapp.ovh/Shinjuku%20-%20%23busy%20view%20from%20the%20top%20-%20%23photography%20%23japan%20%23travelphotography%20%23urbangaze%20%23BlueSkyArtShow.html https://blog.litapp.ovh/Shinjuku%20-%20%23busy%20view%20from%20the%20top%20-%20%23photography%20%23japan%20%23travelphotography%20%23urbangaze%20%23BlueSkyArtShow.html <p><img alt="Black and White of the Iseo Lake - #classicmono #photography #blackandwhite #photography-bw #italy #northernitaly" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/7da4684fae394dd032ffe07c6b959ecf80706296538838ac695bd85fa6091291"><br><p>Black and White of the Iseo Lake - #classicmono #photography #blackandwhite #photography-bw #italy #northernitaly</p></p> Tue, 02 Jun 2026 20:14:31 GMT https://blog.litapp.ovh/Black%20and%20White%20of%20the%20Iseo%20Lake%20-%20%23classicmono%20%23photography%20%23blackandwhite%20%23photography-bw%20%23italy%20%23northernitaly.html https://blog.litapp.ovh/Black%20and%20White%20of%20the%20Iseo%20Lake%20-%20%23classicmono%20%23photography%20%23blackandwhite%20%23photography-bw%20%23italy%20%23northernitaly.html <p><img alt="Black and White of the Iseo Lake - #classicmono #photography #blackandwhite #photography-bw #italy #northernitaly /2" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/9ad0450a1add7582bfdd04a57511ebe5ffacc67d65d645e5216a12283e92e6e9"><br><p>Black and White of the Iseo Lake - #classicmono #photography #blackandwhite #photography-bw #italy #northernitaly</p></p> Tue, 02 Jun 2026 20:14:31 GMT https://blog.litapp.ovh/Black%20and%20White%20of%20the%20Iseo%20Lake%20-%20%23classicmono%20%23photography%20%23blackandwhite%20%23photography-bw%20%23italy%20%23northernitaly%20%2F2.html https://blog.litapp.ovh/Black%20and%20White%20of%20the%20Iseo%20Lake%20-%20%23classicmono%20%23photography%20%23blackandwhite%20%23photography-bw%20%23italy%20%23northernitaly%20%2F2.html <p><img alt="Black and White of the Iseo Lake - #classicmono #photography #blackandwhite #photography-bw #italy #northernitaly /3" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/921e1612c178df72ddf60f667b40936c477b03d5c4d8da210d87be014543a2c6"><br><p>Black and White of the Iseo Lake - #classicmono #photography #blackandwhite #photography-bw #italy #northernitaly</p></p> Tue, 02 Jun 2026 20:14:31 GMT https://blog.litapp.ovh/Black%20and%20White%20of%20the%20Iseo%20Lake%20-%20%23classicmono%20%23photography%20%23blackandwhite%20%23photography-bw%20%23italy%20%23northernitaly%20%2F3.html https://blog.litapp.ovh/Black%20and%20White%20of%20the%20Iseo%20Lake%20-%20%23classicmono%20%23photography%20%23blackandwhite%20%23photography-bw%20%23italy%20%23northernitaly%20%2F3.html <p><img alt="Black and White of the Iseo Lake - #classicmono #photography #blackandwhite #photography-bw #italy #northernitaly /4" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/f1b57eeea77ccc6a54a83fe3bb45a17a0d226dcb5f708540563e0200f45eaee1"><br><p>Black and White of the Iseo Lake - #classicmono #photography #blackandwhite #photography-bw #italy #northernitaly</p></p> Tue, 02 Jun 2026 20:14:31 GMT https://blog.litapp.ovh/Black%20and%20White%20of%20the%20Iseo%20Lake%20-%20%23classicmono%20%23photography%20%23blackandwhite%20%23photography-bw%20%23italy%20%23northernitaly%20%2F4.html https://blog.litapp.ovh/Black%20and%20White%20of%20the%20Iseo%20Lake%20-%20%23classicmono%20%23photography%20%23blackandwhite%20%23photography-bw%20%23italy%20%23northernitaly%20%2F4.html <p><img alt="Black and White of the Iseo Lake - #classicmono #photography #blackandwhite #photography-bw #italy #northernitaly /5" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/87a78a690bf435e47bb9a5712074c42d046c25ecee531b46a3936bcffa06196c"><br><p>Black and White of the Iseo Lake - #classicmono #photography #blackandwhite #photography-bw #italy #northernitaly</p></p> Tue, 02 Jun 2026 20:14:31 GMT https://blog.litapp.ovh/Black%20and%20White%20of%20the%20Iseo%20Lake%20-%20%23classicmono%20%23photography%20%23blackandwhite%20%23photography-bw%20%23italy%20%23northernitaly%20%2F5.html https://blog.litapp.ovh/Black%20and%20White%20of%20the%20Iseo%20Lake%20-%20%23classicmono%20%23photography%20%23blackandwhite%20%23photography-bw%20%23italy%20%23northernitaly%20%2F5.html <p><img alt="#growth against the rail - #photography #naturephotography #urbannature #plantphotography #BlueSkyArtShow" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/53473497fec094c222ece014474d5f5899efe33471b04ea8ae2e01a16b3f7978"><br><ol><li>growth against the rail - #photography #naturephotography #urbannature #plantphotography #BlueSkyArtShow</li></ol></p> Sat, 30 May 2026 05:53:14 GMT https://blog.litapp.ovh/%23growth%20against%20the%20rail%20-%20%23photography%20%23naturephotography%20%23urbannature%20%23plantphotography%20%20%23BlueSkyArtShow.html https://blog.litapp.ovh/%23growth%20against%20the%20rail%20-%20%23photography%20%23naturephotography%20%23urbannature%20%23plantphotography%20%20%23BlueSkyArtShow.html <p><img alt="#urbangaze from the bottom up #milan #flowers #photography" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/b53f2b1e895866d3ca261440bd93c52ea890f036134f71e7013e8b4788c2624c"><br><ol><li>urbangaze from the bottom up #milan #flowers #photography</li></ol></p> Thu, 28 May 2026 20:12:03 GMT https://blog.litapp.ovh/%23urbangaze%20from%20the%20bottom%20up%20%23milan%20%23flowers%20%23photography.html https://blog.litapp.ovh/%23urbangaze%20from%20the%20bottom%20up%20%23milan%20%23flowers%20%23photography.html <p><img alt="#sunset over Como lake - #ColorADay #OrangeSun with an hint of #purple - #photography #italy #northernitaly" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/db426e00904f94b5a3905c2c4daa417b446771f1e6346c464b1ccf72c4cd26cf"><br><ol><li>sunset over Como lake - #ColorADay #OrangeSun with an hint of #purple - #photography #italy #northernitaly</li></ol></p> Sun, 24 May 2026 06:11:59 GMT https://blog.litapp.ovh/%23sunset%20over%20Como%20lake%20-%20%23ColorADay%20%23OrangeSun%20with%20an%20hint%20of%20%23purple%20-%20%23photography%20%23italy%20%23northernitaly.html https://blog.litapp.ovh/%23sunset%20over%20Como%20lake%20-%20%23ColorADay%20%23OrangeSun%20with%20an%20hint%20of%20%23purple%20-%20%23photography%20%23italy%20%23northernitaly.html <p><img alt="drifting at sea - #albany #photography #travelphotografy #HumansOfBlueSky #sea" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/e2ae38ce0e9fe8a6d61c423abcdaaaf07b839880b21de6b87b7daedceda42064"><br><p>drifting at sea - #albany #photography #travelphotografy #HumansOfBlueSky #sea</p></p> Thu, 21 May 2026 11:18:46 GMT https://blog.litapp.ovh/drifting%20at%20sea%20-%20%23albany%20%23photography%20%23travelphotografy%20%23HumansOfBlueSky%20%23sea.html https://blog.litapp.ovh/drifting%20at%20sea%20-%20%23albany%20%23photography%20%23travelphotografy%20%23HumansOfBlueSky%20%23sea.html <p><img alt="Reward after the night climb on Sri Pada (Adam's Peak) - Sri Lanka - Jan 2020 - #BlueSkyArtShow #Morning #photography #travelphotography #srilanka #pi" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/b58c1b3a193a9b19f79421a022de00079b25c71e493f51213d1b6148a09920d8"><br><p>Reward after the night climb on Sri Pada (Adam's Peak) - Sri Lanka - Jan 2020 - #BlueSkyArtShow #Morning #photography #travelphotography #srilanka #pixelphone #flags #nightwalk #sunrise</p></p> Sat, 16 May 2026 07:50:08 GMT https://blog.litapp.ovh/Reward%20after%20the%20night%20climb%20on%20Sri%20Pada%20%28Adam%27s%20Peak%29%20-%20Sri%20Lanka%20-%20Jan%202020%20-%20%23BlueSkyArtShow%20%23Morning%20%23photography%20%23travelphotography%20%23srilanka%20%23pi.html https://blog.litapp.ovh/Reward%20after%20the%20night%20climb%20on%20Sri%20Pada%20%28Adam%27s%20Peak%29%20-%20Sri%20Lanka%20-%20Jan%202020%20-%20%23BlueSkyArtShow%20%23Morning%20%23photography%20%23travelphotography%20%23srilanka%20%23pi.html <p><img alt="Mallard and grey heron at the Sartirana lake #birds #birdsofpixelfed #italy #photography" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/4f5fb5ca53b68d583aa1ddbb56d58a3c235886070b046e76ab1984fa1333e39a"><br><p>Mallard and grey heron at the Sartirana lake #birds #birdsofpixelfed #italy #photography</p></p> Mon, 11 May 2026 19:09:41 GMT https://blog.litapp.ovh/Mallard%20and%20grey%20heron%20at%20the%20Sartirana%20lake%20%23birds%20%23birdsofpixelfed%20%23italy%20%23photography.html https://blog.litapp.ovh/Mallard%20and%20grey%20heron%20at%20the%20Sartirana%20lake%20%23birds%20%23birdsofpixelfed%20%23italy%20%23photography.html <p><img alt="Mallard and grey heron at the Sartirana lake #birds #birdsofpixelfed #italy #photography /2" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/c05c2bb0edc2d0cf2df769ff3817257da6dc64355a0420b802d75751caf22dba"><br><p>Mallard and grey heron at the Sartirana lake #birds #birdsofpixelfed #italy #photography</p></p> Mon, 11 May 2026 19:09:41 GMT https://blog.litapp.ovh/Mallard%20and%20grey%20heron%20at%20the%20Sartirana%20lake%20%23birds%20%23birdsofpixelfed%20%23italy%20%23photography%20%2F2.html https://blog.litapp.ovh/Mallard%20and%20grey%20heron%20at%20the%20Sartirana%20lake%20%23birds%20%23birdsofpixelfed%20%23italy%20%23photography%20%2F2.html <p><p><strong>Disclaimer</strong>: this post is just an excuse to talk about some of my favourite topics: Taskmaster and complaining about metrics pitfalls.</p><p>On Friday evenings, I have a ritual. I make a simple egg-based dish, grab a cold beer, and put on an episode of Taskmaster. Currently, I’m re-watching Series 7. While it looks like a comedy show about comedians doing ridiculous things for a golden bust of Greg Davies, a task reminded me of a typical metric pitfall.</p><p>The task is from Episode 3, Season 7: <em>“Excite Alex. Greatest increase from Alex’s current heart rate wins. You have 20 minutes. Your time starts now.”</em></p><p>The goal is to excite Alex Horne. Because excitement is a complex and subjective human emotion, the show introduces a proxy metric: heart rate. The moment that heart rate monitor is strapped on, we enter the world of Goodhart’s Law, this is the principle that <strong>once a measure becomes a target, it stops being a good measure.</strong></p><p><img class=" tc-image-loading" 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"></p><p>In the show, the comedians immediately stop trying to make Alex feel excited. They focus on making his heart pump faster by any means necessary. James Acaster decides a high-speed game of tag in the garden is the answer. Jessica Knappett, who eventually wins the task, simply makes him do a hundred burpees until his heart rate nearly triples. Meanwhile, Phil Wang fails the metric by being too nice. He gives Alex a hot mocha and shows him dashcam footage of near misses. This was so relaxing it caused Alex’s heart rate to drop by six beats. I would argue that the task has been a failure in testing Alex's emotions, even if it succeeded entertaining the public.</p><p>This is a perfect illustration of Jerry Muller’s concept of <strong>"Metric Fixation."</strong> It is the belief that numerical indicators can and should replace human judgment. In this task, the heart rate was a reasonable proxy for physical exertion but a terrible one for an emotional state.</p><p>We do this at work constantly. We take an incommensurable goal like educational excellence or innovative research and we start "weighing the pig." This phrase comes from an old agricultural proverb: <strong></strong>weighing a pig doesn't make it fatter<strong></strong>. You can measure a project every day, but the act of measuring adds no value to the output itself. Frequent measurement often causes harm by diverting energy away from the actual work of feeding the pig. It suggests that if we just find a more accurate scale, the outcomes will naturally improve.</p><p>In the corporate world, this manifests as "<strong>mathwashing</strong>." This process provides a surface of objectivity to processes that are inherently subjective. When leadership tries to understand a project’s progress solely by the number of completed epics or velocity metrics, they ignore the insight that tells a lead when high velocity is actually masking a burnout risk. They lose the flexibility to set aside a rigid rule when the reality of a project makes the metric a lie.</p><p>The result is a system ripe for gaming. In Taskmaster, Rhod Gilbert is the king of this. When told to get a ball in a hole in the fewest strokes possible, he realizes the metric doesn't forbid moving the hole. He digs up the hole, puts it in a bucket, and carries it to the ball. It’s a brilliant shortcut, but in a business context, this is called "improving numbers through omission." <strong>You hit the target while completely missing the point.</strong></p><p><img class=" tc-image-loading" src="data:image/png;base64,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"></p><p>Unless you are the host of a successful tv show, replicated in many countries, it is best to avoid the trap of the proxy metric. Your job shouldn't become a series of burpees just to make a heart rate monitor spike. Talk with Alex, your team, or your stakeholders, collect qualitative feedback, do not just strap a heartbeat monitor and call it a day. Iterate over metrics until they serve the goal, rather than the other way around.</p><p><strong>Bosh</strong>.</p><h3 class="">Notes, Sources and Further Reading</h3><ul><li>In other tasks where Alex or others are the subject of the task, Greg collect qualitative feedback. Taskmaster does not always use proxy metrics.</li><li>The Task: <a class="tc-tiddlylink-external" href="https://www.youtube.com/watch?v=jYwwxAolgPI&amp;list=PLRWvNQVqAeWLksz49j1YmlkfgQelECDb0&amp;index=3&amp;t=1066s" rel="noopener noreferrer" target="_blank">Series 7, Episode 3 - 'Twelve Blush Majesty Two' - Full Episode - Taskmaster</a></li><li>The Book: <a class="tc-tiddlylink-external" href="https://www.goodreads.com/book/show/36644895-the-tyranny-of-metrics" rel="noopener noreferrer" target="_blank">The Tyranny of Metrics by Jerry Z. Muller</a>, real word examples of when metrics go wrong</li><li><a class="tc-tiddlylink-external" href="https://en.wikipedia.org/wiki/Goodhart%27s_law" rel="noopener noreferrer" target="_blank">The Principle: Goodhart's Law</a></li></ul><p><img class=" tc-image-loading" src="data:image/png;base64,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"> </p></p> Mon, 11 May 2026 17:37:11 GMT https://blog.litapp.ovh/Your%20time%20starts%20now%3A%20when%20Taskmaster%20uses%20proxy%20metrics.html https://blog.litapp.ovh/Your%20time%20starts%20now%3A%20when%20Taskmaster%20uses%20proxy%20metrics.html <p><img alt="City in the #background - #BlueSkyArtShow #creativecoding #generativeart #generative -#computeshader simulating random lines over an original photo of" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/3bf0d90a93df0931c63a94a48918eb686685b89252bff77621daa7452751c6b0"><br><p>City in the #background - #BlueSkyArtShow #creativecoding #generativeart #generative -#computeshader simulating random lines over an original photo of mantova #italy #northernitaly</p></p> Sat, 28 Mar 2026 23:57:54 GMT https://blog.litapp.ovh/City%20in%20the%20%23background%20-%20%23BlueSkyArtShow%20%23creativecoding%20%23generativeart%20%23generative%20-%23computeshader%20simulating%20random%20lines%20over%20an%20original%20photo%20of.html https://blog.litapp.ovh/City%20in%20the%20%23background%20-%20%23BlueSkyArtShow%20%23creativecoding%20%23generativeart%20%23generative%20-%23computeshader%20simulating%20random%20lines%20over%20an%20original%20photo%20of.html <p><img alt="Panning shot at Monza racetrack during a charity event #panning #car #carphotography #panningshot #6rds #ferrari #porsche #italy #monza" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/b287a7437a7dd181f5ff58596948c2b20dc202539c36d7caced8bf053a86868d"><br><p>Panning shot at Monza racetrack during a charity event #panning #car #carphotography #panningshot #6rds #ferrari #porsche #italy #monza</p></p> Wed, 24 Dec 2025 21:08:03 GMT https://blog.litapp.ovh/Panning%20shot%20at%20Monza%20racetrack%20during%20a%20charity%20event%20%23panning%20%23car%20%23carphotography%20%23panningshot%20%236rds%20%23ferrari%20%23porsche%20%23italy%20%23monza.html https://blog.litapp.ovh/Panning%20shot%20at%20Monza%20racetrack%20during%20a%20charity%20event%20%23panning%20%23car%20%23carphotography%20%23panningshot%20%236rds%20%23ferrari%20%23porsche%20%23italy%20%23monza.html <p><img alt="Panning shot at Monza racetrack during a charity event #panning #car #carphotography #panningshot #6rds #ferrari #porsche #italy #monza /2" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/0ec006afa65c48aab22d24c95bc698802e4ac536dfc45bc5e97aa62f6d524694"><br><p>Panning shot at Monza racetrack during a charity event #panning #car #carphotography #panningshot #6rds #ferrari #porsche #italy #monza</p></p> Wed, 24 Dec 2025 21:08:03 GMT https://blog.litapp.ovh/Panning%20shot%20at%20Monza%20racetrack%20during%20a%20charity%20event%20%23panning%20%23car%20%23carphotography%20%23panningshot%20%236rds%20%23ferrari%20%23porsche%20%23italy%20%23monza%20%2F2.html https://blog.litapp.ovh/Panning%20shot%20at%20Monza%20racetrack%20during%20a%20charity%20event%20%23panning%20%23car%20%23carphotography%20%23panningshot%20%236rds%20%23ferrari%20%23porsche%20%23italy%20%23monza%20%2F2.html <p><img alt="Cappella del Mantegna - Cattedrale di Sant'Andrea #mantova - #photography #church #northernitaly #italy" src="https://litapp-blog-images.s3.nl-ams.scw.cloud/thumbs/fc288bbf63c06501d151499e607b14a90021f23f8644d1f9b6afcb561a720870"><br><p>Cappella del Mantegna - Cattedrale di Sant'Andrea #mantova - #photography #church #northernitaly #italy</p></p> Sun, 21 Dec 2025 20:59:51 GMT https://blog.litapp.ovh/Cappella%20del%20Mantegna%20-%20Cattedrale%20di%20Sant%27Andrea%20%23mantova%20-%20%23photography%20%23church%20%23northernitaly%20%23italy.html https://blog.litapp.ovh/Cappella%20del%20Mantegna%20-%20Cattedrale%20di%20Sant%27Andrea%20%23mantova%20-%20%23photography%20%23church%20%23northernitaly%20%23italy.html <p><img alt="Amsterdam NDSM - #photography 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